Repository: yi-zhang/MetaTiME Branch: main Commit: 1e5ca4e6a01b Files: 28 Total size: 12.4 MB Directory structure: gitextract_89rlsmzs/ ├── .gitignore ├── CHANGELOG.md ├── LICENSE ├── README.md ├── docs/ │ ├── Makefile │ ├── make.bat │ ├── notebooks/ │ │ └── metatime_annotator.ipynb │ ├── requirements.txt │ └── source/ │ ├── conf.py │ ├── index.rst │ ├── metatime.rst │ ├── modules.rst │ └── read.rst ├── environment.yaml ├── metatime/ │ ├── __init__.py │ ├── annotator.py │ ├── config.py │ ├── dmec.py │ ├── loaddata.py │ ├── mecmapper.py │ ├── mecs.py │ ├── plmapper.py │ └── pretrained/ │ └── mec/ │ ├── MeC_allgene_average-weights.tsv │ ├── MeC_anno.tsv │ ├── MeC_anno_name.tsv │ ├── MeC_topgene.tsv │ └── comp_cluster_labels.tsv └── setup.py ================================================ FILE CONTENTS ================================================ ================================================ FILE: .gitignore ================================================ analysis* analysis/* metatime/metacall* metatime/metacall/* docs/notebooks_dev/* docs/notebooks_dev/.ipynb_checkpoints* docs/notebooks/.ipynb_checkpoints/* docs/notebooks/.ipynb_checkpoints* docs/notebooks/*kraken* docs/notebooks/*h5ad *.pyc # Python egg metadata, regenerated from source files by setuptools. *.egg *egg-info* *egg-info/* .eggs/ .DS_Store /**/__pycache__/ metatime/testdata.py docs/build* docs/build/* # pypi build dist build ================================================ FILE: CHANGELOG.md ================================================ # Changelog ********************************* ## MetaTiME 1.3.0 (Mar 14, 2023) Change of pretrained filenames ## MetaTiME 1.2.3 (Mar 8, 2023) Update tutorial; Zenodo version setup ## MetaTiME 1.2.2 (Dec 18, 2022) Add MetaTiME Differental signature updated docstring ; pypi setup ## MetaTiME 1.2.1 (Dec 16, 2022) beta version: MetaTiME mecmapper and annotator with updated annotation ## MetaTiME 0.1.0 (Apr 12, 2022) beta version: MetaTiME mecmapper and annotator ================================================ FILE: LICENSE ================================================ GNU GENERAL PUBLIC LICENSE Version 3, 29 June 2007 Copyright (C) 2007 Free Software Foundation, Inc. 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The hypothetical commands `show w' and `show c' should show the appropriate parts of the General Public License. Of course, your program's commands might be different; for a GUI interface, you would use an "about box". You should also get your employer (if you work as a programmer) or school, if any, to sign a "copyright disclaimer" for the program, if necessary. For more information on this, and how to apply and follow the GNU GPL, see . The GNU General Public License does not permit incorporating your program into proprietary programs. If your program is a subroutine library, you may consider it more useful to permit linking proprietary applications with the library. If this is what you want to do, use the GNU Lesser General Public License instead of this License. But first, please read . ================================================ FILE: README.md ================================================ # MetaTiME: Meta-components in Tumor immune MicroEnvironment

[![PyPI](https://img.shields.io/pypi/v/metatime.svg)](https://pypi.org/project/metatime/) [![Documentation Status](https://readthedocs.org/projects/metatime/badge/?version=latest)](https://metatime.readthedocs.io/en/latest/?badge=latest) [![DOI](https://zenodo.org/badge/DOI/10.5281/zenodo.7410180.svg)](https://doi.org/10.5281/zenodo.7410180) MetaTiME learns data-driven, interpretable, and reproducible gene programs by integrating millions of single cells from hundreds of tumor scRNA-seq data. The idea is to learn a map of single-cell space with biologically meaningful directions from large-scale data, which helps understand functional cell states and transfers knowledge to new data analysis. MetaTiME provides pretrained meta-components (MeCs) to automatically annotate fine-grained cell states and plot signature continuum for new single-cells of tumor microenvironment. ## Installation Create a new virtual env and activate (optional) `python -m venv metatime-env; source metatime-env/bin/activate` Use pip to install `pip install metatime` Installation shall be in minutes . Next we have a tutorial on applying MetaTiME on new TME scRNAseq data to annotate cell states, scoring signature continuum, and test differential signature activity. ## Usage ### MetaTiME-Annotator - [Use MetaTiME to automatically annotate cell states and map signatures](https://github.com/yi-zhang/MetaTiME/blob/main/docs/notebooks/metatime_annotator.ipynb) - [New] MetaTiME re-training pipeline at https://github.com/yi-zhang/MetaTiMEpretrain/ ### Interactive tutorial [Use MetaTiME to automatically annotate cell states and map signatures ![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/yi-zhang/MetaTiME/blob/main/docs/notebooks/metatime_annotator.ipynb) ## Method

## Reference Repo continously being improved! More details will be updated and suggested improvements welcome. - [Paper at Nature Communications] (https://www.nature.com/articles/s41467-023-38333-8) - [Paper at bioRxiv](https://www.biorxiv.org/content/10.1101/2022.08.05.502989v1) ## Training Datasets Tumor scRNAseq Data for MetaTiME @ [Zenodo](https://zenodo.org/record/7410180) - A large collection of uniformly processed tumor single-cell RNA-seq. - Includes raw data and MetaTiME score for the TME cells. ## Dependency - pandas - scanpy - anndata - matplotlib - adjustText - leidenalg - harmonypy Dependency version tested: - pandas==1.1.5 - scanpy==1.8.2 - anndata==0.8.0 - matplotlib==3.5.1 - adjustText==0.7.3 - leidenalg==0.8.3 ## Contact Yi Zhang, Ph.D. yiz [AT] ds.dfci.harvard.edu [Twitter](https://twitter.com/Wings7Spread) | [Website](https://yi-zhang.github.io/) Research Fellow Department of Data Science Dana-Farber Cancer Institute Harvard University T.H. Chan School of Public Health ================================================ FILE: docs/Makefile ================================================ # Minimal makefile for Sphinx documentation # # You can set these variables from the command line, and also # from the environment for the first two. SPHINXOPTS ?= SPHINXBUILD ?= sphinx-build SOURCEDIR = source BUILDDIR = build # Put it first so that "make" without argument is like "make help". help: @$(SPHINXBUILD) -M help "$(SOURCEDIR)" "$(BUILDDIR)" $(SPHINXOPTS) $(O) .PHONY: help Makefile # Catch-all target: route all unknown targets to Sphinx using the new # "make mode" option. $(O) is meant as a shortcut for $(SPHINXOPTS). %: Makefile @$(SPHINXBUILD) -M $@ "$(SOURCEDIR)" "$(BUILDDIR)" $(SPHINXOPTS) $(O) ================================================ FILE: docs/make.bat ================================================ @ECHO OFF pushd %~dp0 REM Command file for Sphinx documentation if "%SPHINXBUILD%" == "" ( set SPHINXBUILD=sphinx-build ) set SOURCEDIR=source set BUILDDIR=build %SPHINXBUILD% >NUL 2>NUL if errorlevel 9009 ( echo. echo.The 'sphinx-build' command was not found. Make sure you have Sphinx echo.installed, then set the SPHINXBUILD environment variable to point echo.to the full path of the 'sphinx-build' executable. Alternatively you echo.may add the Sphinx directory to PATH. echo. echo.If you don't have Sphinx installed, grab it from echo.https://www.sphinx-doc.org/ exit /b 1 ) if "%1" == "" goto help %SPHINXBUILD% -M %1 %SOURCEDIR% %BUILDDIR% %SPHINXOPTS% %O% goto end :help %SPHINXBUILD% -M help %SOURCEDIR% %BUILDDIR% %SPHINXOPTS% %O% :end popd ================================================ FILE: docs/notebooks/metatime_annotator.ipynb ================================================ { "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# MetaTiME for Cell State Annotator and Cell Signature Mapper" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### installation for colab" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "##Calling matplotlib first help avoid error in colab when plotting\n", "import matplotlib\n", "import matplotlib.pyplot as plt\n", "!wget -q https://www.dropbox.com/s/gnmgfxa85basvwq/logo.png\n", "img = matplotlib.image.imread('./logo.png', 0)\n", "\n", "logo = plt.imshow( img ) # for test the colab matplotlib. a logo shall be plotted:)\n", "_=plt.axis('off')\n", "\n", "## install\n", "!pip install scanpy \n", "!pip install metatime\n", "!pip install anndata\n", "!pip install adjustText\n", "!pip install leidenalg\n", "!pip install harmonypy" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "## imports" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import sys\n", "import os\n", "import numpy as np\n", "import pandas as pd\n", "import matplotlib.pyplot as plt\n", "plt.rcParams['figure.dpi'] = 200\n", "import seaborn as sns\n", "import scanpy as sc\n", "\n", "\n", "import importlib as imp\n", "import metatime\n", "import matplotlib\n", "import matplotlib.pyplot as plt\n", "\"\"\"\n", "## For local testing in dev\n", "METATIME_DIR = '../../metatime/'\n", "if METATIME_DIR not in sys.path:\n", " sys.path.append(METATIME_DIR)\n", "file = '../notebooks_dev/BCC_GSE123813_aPD1_with_metainfo.h5ad'\n", "## \n", "\"\"\"\n", "\n", "from metatime import config\n", "from metatime import loaddata\n", "from metatime import mecmapper\n", "from metatime import mecs\n", "from metatime import annotator\n", "from metatime import plmapper\n", "from metatime import dmec\n", "import matplotlib" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Get sample data" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "\n", "#!wget -O testdata.h5ad https://www.dropbox.com/s/0sj6gtppsfr2ouo/NSCLC_GSE117570_res.pp.h5ad?dl=0\n", "\n", "!wget -O testdata.h5ad https://www.dropbox.com/s/f791mv3tnhs9fii/BCC_GSE123813_aPD1_with_metainfo.h5ad" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Load scRNA data" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "file = 'testdata.h5ad' " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Or provide path to local file" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "# file = '../notebooks_dev/BCC_GSE123813_aPD1_with_metainfo.h5ad' # Yost et al. 2019 Nat Med." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Load data" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " Loaded ../notebooks_dev/BCC_GSE123813_aPD1_with_metainfo.h5ad\n" ] } ], "source": [ "adata = loaddata.load(file = file)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Processing and Harmonize" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If your data contains count matrix, we provide a wrapped function for pre-processing the data.\n", "\n", "Otherwise, if the data is already depth-normalized, log-transformed, and cells are filtered, we can skip this step." ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [], "source": [ "# adata = loaddata.adatapp( adata )" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The sample data has multiple patients , and we can use batch correction on patients.\n" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[Log ] hamonize with batch ['patient']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2023-03-14 11:18:26,769 - harmonypy - INFO - Iteration 1 of 10\n", "2023-03-14 11:19:26,441 - harmonypy - INFO - Iteration 2 of 10\n", "2023-03-14 11:20:26,466 - harmonypy - INFO - Iteration 3 of 10\n", "2023-03-14 11:21:32,953 - harmonypy - INFO - Iteration 4 of 10\n", "2023-03-14 11:22:26,570 - harmonypy - INFO - Iteration 5 of 10\n", "2023-03-14 11:23:18,462 - harmonypy - INFO - Iteration 6 of 10\n", "2023-03-14 11:24:01,069 - harmonypy - INFO - Iteration 7 of 10\n", "2023-03-14 11:24:29,524 - harmonypy - INFO - Iteration 8 of 10\n", "2023-03-14 11:25:14,176 - harmonypy - INFO - Iteration 9 of 10\n", "2023-03-14 11:26:07,662 - harmonypy - INFO - Iteration 10 of 10\n", "2023-03-14 11:26:58,323 - harmonypy - INFO - Stopped before convergence\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "[Log ] Recomputing umap \n" ] } ], "source": [ "batchcols = ['patient']\n", "adata = loaddata.batchharmonize( adata, batchcols = batchcols, random_state = 0 ) " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It is recommended that malignant cells are identified first and removed for best practice in cell state annotation.\n", "\n", "In the BCC data, the cluster of malignant cells are identified with inferCNV. We can use the pre-saved column 'isTME' to keep Tumor Microenvironment cells" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "adata = adata[adata.obs['isTME']]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can over-cluster the cells which is useful for fine-grained cell state annotation." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/homes6/yiz/Tools/pip/pippy3/lib/python3.7/site-packages/scanpy/tools/_leiden.py:160: ImplicitModificationWarning: Trying to modify attribute `.obs` of view, initializing view as actual.\n", " categories=natsorted(map(str, np.unique(groups))),\n" ] } ], "source": [ "adata = annotator.overcluster( adata ) # this generates a 'overcluster' columns in adata.obs" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Load MetaTiME trained model for TME" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next, let's load the pre-computed MetaTiME MetaComponents (MeCs), and their functional annotation." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "# Load the pre-trained MeCs\n", "mecmodel = mecs.MetatimeMecs.load_mec_precomputed()\n", "\n", "# Load functional annotation for MetaTiME-TME\n", "mectable = mecs.load_mecname( mecDIR = config.SCMECDIR, mode ='table' )\n", "mecnamedict = mecs.getmecnamedict_ct(mectable) \n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Project on MeC space" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can project each cell onto this functional MeC space." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/liulab/yiz/proj/MetaTiME/metatime/mecmapper.py:151: FutureWarning: X.dtype being converted to np.float32 from float64. In the next version of anndata (0.9) conversion will not be automatic. Pass dtype explicitly to avoid this warning. Pass `AnnData(X, dtype=X.dtype, ...)` to get the future behavour.\n", " adataproj = anndata.AnnData( projected, obs = adata.obs )\n" ] } ], "source": [ "pdata = mecmapper.projectMecAnn(adata, mecmodel.mec_score)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Per-cell score projected on MeC space" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Convert to table to look at per-cell projection scores" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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0: Pan_Interferon-response1: Pan_Proliferation-S2: Pan_Heat-stress3: DC_pDC4: B_Plasma5: Pan_Proliferation-G2-M6: DC_cDC2-MHCII7: T_Treg-T-co-signaling8: T_NK-cytotoxic9: M_Monocyte-CD16...77: B_Plasma-JCHAIN78: T_CD4T-IL7RMeC_79MeC_8081: Stroma_Fibroblast-VEGFMeC_8283: Pan_Myeloid-fibroblastMeC_84MeC_85overcluster
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bcc.su001.pre.tcell_AAACGGGCATAGACTC0.497730-0.781702-1.236870-0.225077-0.407063-0.196667-0.7088060.1486771.2261270.229111...-0.964028-0.869057-0.9487290.932158-1.617307-0.813145-0.541694-1.9852150.82164571
bcc.su001.pre.tcell_AAACGGGTCATACGGT-0.8535970.3891292.834898-0.2359560.4693430.946867-0.6738140.0785631.4698570.388126...-0.7138081.0941221.178537-2.930747-2.5346211.399297-0.6406632.175453-1.6747539
bcc.su001.pre.tcell_AAAGATGAGACAGGCT1.643644-0.217423-0.6431160.088754-0.523546-1.255705-0.8491900.658166-0.7703051.756781...-1.1321531.547834-1.5474820.496351-1.177201-0.7649560.5517640.479404-0.1653058
bcc.su001.pre.tcell_AAAGATGTCTGAGTGT-0.904096-0.855004-1.025405-0.417323-0.265433-0.517993-0.371883-0.238967-1.2255880.211766...0.7432832.1422040.5233070.401327-0.243886-0.1394091.541129-0.646087-0.96572540
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" ], "text/plain": [ " 0: Pan_Interferon-response \\\n", "bcc.su001.pre.tcell_AAACCTGCAGGGATTG -0.819890 \n", "bcc.su001.pre.tcell_AAACGGGCATAGACTC 0.497730 \n", "bcc.su001.pre.tcell_AAACGGGTCATACGGT -0.853597 \n", "bcc.su001.pre.tcell_AAAGATGAGACAGGCT 1.643644 \n", "bcc.su001.pre.tcell_AAAGATGTCTGAGTGT -0.904096 \n", "... ... \n", "bcc.su012.post.tcell_TTTGCGCGTCTTTCAT -0.655006 \n", "bcc.su012.post.tcell_TTTGGTTCAGCCAGAA -1.002944 \n", "bcc.su012.post.tcell_TTTGTCAAGCACCGTC -0.705487 \n", "bcc.su012.post.tcell_TTTGTCAAGTGAACGC 0.205688 \n", "bcc.su012.post.tcell_TTTGTCAGTCCCTTGT -0.059757 \n", "\n", " 1: Pan_Proliferation-S \\\n", "bcc.su001.pre.tcell_AAACCTGCAGGGATTG -0.688164 \n", "bcc.su001.pre.tcell_AAACGGGCATAGACTC -0.781702 \n", "bcc.su001.pre.tcell_AAACGGGTCATACGGT 0.389129 \n", "bcc.su001.pre.tcell_AAAGATGAGACAGGCT -0.217423 \n", "bcc.su001.pre.tcell_AAAGATGTCTGAGTGT -0.855004 \n", "... ... \n", "bcc.su012.post.tcell_TTTGCGCGTCTTTCAT -0.323290 \n", "bcc.su012.post.tcell_TTTGGTTCAGCCAGAA -0.177266 \n", "bcc.su012.post.tcell_TTTGTCAAGCACCGTC -0.384236 \n", "bcc.su012.post.tcell_TTTGTCAAGTGAACGC -0.372909 \n", "bcc.su012.post.tcell_TTTGTCAGTCCCTTGT 0.314007 \n", "\n", " 2: Pan_Heat-stress 3: DC_pDC \\\n", "bcc.su001.pre.tcell_AAACCTGCAGGGATTG -1.293394 -0.623175 \n", "bcc.su001.pre.tcell_AAACGGGCATAGACTC -1.236870 -0.225077 \n", "bcc.su001.pre.tcell_AAACGGGTCATACGGT 2.834898 -0.235956 \n", "bcc.su001.pre.tcell_AAAGATGAGACAGGCT -0.643116 0.088754 \n", "bcc.su001.pre.tcell_AAAGATGTCTGAGTGT -1.025405 -0.417323 \n", "... ... ... \n", "bcc.su012.post.tcell_TTTGCGCGTCTTTCAT 1.357172 -0.252120 \n", "bcc.su012.post.tcell_TTTGGTTCAGCCAGAA 1.441417 -0.175024 \n", "bcc.su012.post.tcell_TTTGTCAAGCACCGTC 1.495082 -0.411420 \n", "bcc.su012.post.tcell_TTTGTCAAGTGAACGC 1.382011 0.256174 \n", "bcc.su012.post.tcell_TTTGTCAGTCCCTTGT 1.000176 -0.132242 \n", "\n", " 4: B_Plasma 5: Pan_Proliferation-G2-M \\\n", "bcc.su001.pre.tcell_AAACCTGCAGGGATTG -0.619621 -0.014213 \n", "bcc.su001.pre.tcell_AAACGGGCATAGACTC -0.407063 -0.196667 \n", "bcc.su001.pre.tcell_AAACGGGTCATACGGT 0.469343 0.946867 \n", "bcc.su001.pre.tcell_AAAGATGAGACAGGCT -0.523546 -1.255705 \n", "bcc.su001.pre.tcell_AAAGATGTCTGAGTGT -0.265433 -0.517993 \n", "... ... ... \n", "bcc.su012.post.tcell_TTTGCGCGTCTTTCAT -0.477362 -0.562883 \n", "bcc.su012.post.tcell_TTTGGTTCAGCCAGAA -0.643992 -1.178595 \n", "bcc.su012.post.tcell_TTTGTCAAGCACCGTC -0.401349 -0.957136 \n", "bcc.su012.post.tcell_TTTGTCAAGTGAACGC -0.391342 0.236742 \n", "bcc.su012.post.tcell_TTTGTCAGTCCCTTGT 0.371538 -0.351378 \n", "\n", " 6: DC_cDC2-MHCII \\\n", "bcc.su001.pre.tcell_AAACCTGCAGGGATTG -0.421470 \n", "bcc.su001.pre.tcell_AAACGGGCATAGACTC -0.708806 \n", "bcc.su001.pre.tcell_AAACGGGTCATACGGT -0.673814 \n", "bcc.su001.pre.tcell_AAAGATGAGACAGGCT -0.849190 \n", "bcc.su001.pre.tcell_AAAGATGTCTGAGTGT -0.371883 \n", "... ... \n", "bcc.su012.post.tcell_TTTGCGCGTCTTTCAT -0.469015 \n", "bcc.su012.post.tcell_TTTGGTTCAGCCAGAA -1.009185 \n", "bcc.su012.post.tcell_TTTGTCAAGCACCGTC -1.487738 \n", "bcc.su012.post.tcell_TTTGTCAAGTGAACGC -1.236226 \n", "bcc.su012.post.tcell_TTTGTCAGTCCCTTGT -0.189296 \n", "\n", " 7: T_Treg-T-co-signaling \\\n", "bcc.su001.pre.tcell_AAACCTGCAGGGATTG -0.575049 \n", "bcc.su001.pre.tcell_AAACGGGCATAGACTC 0.148677 \n", "bcc.su001.pre.tcell_AAACGGGTCATACGGT 0.078563 \n", "bcc.su001.pre.tcell_AAAGATGAGACAGGCT 0.658166 \n", "bcc.su001.pre.tcell_AAAGATGTCTGAGTGT -0.238967 \n", "... ... \n", "bcc.su012.post.tcell_TTTGCGCGTCTTTCAT -0.594926 \n", "bcc.su012.post.tcell_TTTGGTTCAGCCAGAA 0.391318 \n", "bcc.su012.post.tcell_TTTGTCAAGCACCGTC 0.004184 \n", "bcc.su012.post.tcell_TTTGTCAAGTGAACGC 1.282568 \n", "bcc.su012.post.tcell_TTTGTCAGTCCCTTGT 3.665382 \n", "\n", " 8: T_NK-cytotoxic 9: M_Monocyte-CD16 \\\n", "bcc.su001.pre.tcell_AAACCTGCAGGGATTG 0.806688 -0.228148 \n", "bcc.su001.pre.tcell_AAACGGGCATAGACTC 1.226127 0.229111 \n", "bcc.su001.pre.tcell_AAACGGGTCATACGGT 1.469857 0.388126 \n", "bcc.su001.pre.tcell_AAAGATGAGACAGGCT -0.770305 1.756781 \n", "bcc.su001.pre.tcell_AAAGATGTCTGAGTGT -1.225588 0.211766 \n", "... ... ... \n", "bcc.su012.post.tcell_TTTGCGCGTCTTTCAT -0.978787 0.131918 \n", "bcc.su012.post.tcell_TTTGGTTCAGCCAGAA 0.190629 1.112531 \n", "bcc.su012.post.tcell_TTTGTCAAGCACCGTC -0.690182 0.843381 \n", "bcc.su012.post.tcell_TTTGTCAAGTGAACGC 0.039292 0.352591 \n", "bcc.su012.post.tcell_TTTGTCAGTCCCTTGT -0.018753 0.335091 \n", "\n", " ... 77: B_Plasma-JCHAIN \\\n", "bcc.su001.pre.tcell_AAACCTGCAGGGATTG ... -0.503919 \n", "bcc.su001.pre.tcell_AAACGGGCATAGACTC ... -0.964028 \n", "bcc.su001.pre.tcell_AAACGGGTCATACGGT ... -0.713808 \n", "bcc.su001.pre.tcell_AAAGATGAGACAGGCT ... -1.132153 \n", "bcc.su001.pre.tcell_AAAGATGTCTGAGTGT ... 0.743283 \n", "... ... ... \n", "bcc.su012.post.tcell_TTTGCGCGTCTTTCAT ... 0.224142 \n", "bcc.su012.post.tcell_TTTGGTTCAGCCAGAA ... 0.111604 \n", "bcc.su012.post.tcell_TTTGTCAAGCACCGTC ... -0.196389 \n", "bcc.su012.post.tcell_TTTGTCAAGTGAACGC ... -1.496709 \n", "bcc.su012.post.tcell_TTTGTCAGTCCCTTGT ... -0.520862 \n", "\n", " 78: T_CD4T-IL7R MeC_79 MeC_80 \\\n", "bcc.su001.pre.tcell_AAACCTGCAGGGATTG 1.365941 0.532829 1.303657 \n", "bcc.su001.pre.tcell_AAACGGGCATAGACTC -0.869057 -0.948729 0.932158 \n", "bcc.su001.pre.tcell_AAACGGGTCATACGGT 1.094122 1.178537 -2.930747 \n", "bcc.su001.pre.tcell_AAAGATGAGACAGGCT 1.547834 -1.547482 0.496351 \n", "bcc.su001.pre.tcell_AAAGATGTCTGAGTGT 2.142204 0.523307 0.401327 \n", "... ... ... ... \n", "bcc.su012.post.tcell_TTTGCGCGTCTTTCAT 1.476642 1.258007 -0.838055 \n", "bcc.su012.post.tcell_TTTGGTTCAGCCAGAA 0.727014 0.063260 0.221161 \n", "bcc.su012.post.tcell_TTTGTCAAGCACCGTC -0.427286 -0.727919 -0.666853 \n", "bcc.su012.post.tcell_TTTGTCAAGTGAACGC -0.348647 -0.667981 0.685011 \n", "bcc.su012.post.tcell_TTTGTCAGTCCCTTGT -0.083217 2.131293 -0.706136 \n", "\n", " 81: Stroma_Fibroblast-VEGF MeC_82 \\\n", "bcc.su001.pre.tcell_AAACCTGCAGGGATTG -0.015501 -0.200811 \n", "bcc.su001.pre.tcell_AAACGGGCATAGACTC -1.617307 -0.813145 \n", "bcc.su001.pre.tcell_AAACGGGTCATACGGT -2.534621 1.399297 \n", "bcc.su001.pre.tcell_AAAGATGAGACAGGCT -1.177201 -0.764956 \n", "bcc.su001.pre.tcell_AAAGATGTCTGAGTGT -0.243886 -0.139409 \n", "... ... ... \n", "bcc.su012.post.tcell_TTTGCGCGTCTTTCAT 0.543334 0.264970 \n", "bcc.su012.post.tcell_TTTGGTTCAGCCAGAA 1.290879 0.011502 \n", "bcc.su012.post.tcell_TTTGTCAAGCACCGTC 1.105166 3.032268 \n", "bcc.su012.post.tcell_TTTGTCAAGTGAACGC -1.942186 -0.779483 \n", "bcc.su012.post.tcell_TTTGTCAGTCCCTTGT 0.002483 -0.122560 \n", "\n", " 83: Pan_Myeloid-fibroblast MeC_84 \\\n", "bcc.su001.pre.tcell_AAACCTGCAGGGATTG 2.227211 -2.101272 \n", "bcc.su001.pre.tcell_AAACGGGCATAGACTC -0.541694 -1.985215 \n", "bcc.su001.pre.tcell_AAACGGGTCATACGGT -0.640663 2.175453 \n", "bcc.su001.pre.tcell_AAAGATGAGACAGGCT 0.551764 0.479404 \n", "bcc.su001.pre.tcell_AAAGATGTCTGAGTGT 1.541129 -0.646087 \n", "... ... ... \n", "bcc.su012.post.tcell_TTTGCGCGTCTTTCAT -0.528499 1.782975 \n", "bcc.su012.post.tcell_TTTGGTTCAGCCAGAA -0.428551 1.685099 \n", "bcc.su012.post.tcell_TTTGTCAAGCACCGTC -0.136370 1.011591 \n", "bcc.su012.post.tcell_TTTGTCAAGTGAACGC -0.759375 0.198692 \n", "bcc.su012.post.tcell_TTTGTCAGTCCCTTGT -0.354572 1.812793 \n", "\n", " MeC_85 overcluster \n", "bcc.su001.pre.tcell_AAACCTGCAGGGATTG 0.964769 103 \n", "bcc.su001.pre.tcell_AAACGGGCATAGACTC 0.821645 71 \n", "bcc.su001.pre.tcell_AAACGGGTCATACGGT -1.674753 9 \n", "bcc.su001.pre.tcell_AAAGATGAGACAGGCT -0.165305 8 \n", "bcc.su001.pre.tcell_AAAGATGTCTGAGTGT -0.965725 40 \n", "... ... ... \n", "bcc.su012.post.tcell_TTTGCGCGTCTTTCAT -2.250962 19 \n", "bcc.su012.post.tcell_TTTGGTTCAGCCAGAA -0.775345 15 \n", "bcc.su012.post.tcell_TTTGTCAAGCACCGTC -0.914623 15 \n", "bcc.su012.post.tcell_TTTGTCAAGTGAACGC 0.043316 12 \n", "bcc.su012.post.tcell_TTTGTCAGTCCCTTGT -0.942595 3 \n", "\n", "[38836 rows x 87 columns]" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "projmat, mecscores = annotator.pdataToTable(pdata, mectable, gcol = 'overcluster')\n", "mecscores" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Cell state annotator and save the results to scRNA objects" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Based on per-cell projection scores, compute the per-cluster cell state scores, and find out the top 1st enriched cell state.\n", "\n", "Save the cluster-wise cell state annotation.\n", "\n", "Or, it can also be saved to the scanpy object \"pdata\", containing only the scores, which is smaller to save." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/liulab/yiz/proj/MetaTiME/metatime/annotator.py:190: UserWarning: Columns in projmat already overlap columns in adata.obs. Overwriting adata.obs. \n", " warnings.warn('Columns in projmat already overlap columns in adata.obs. Overwriting adata.obs. '\n" ] } ], "source": [ "projmat, gpred, gpreddict = annotator.annotator( projmat, mecnamedict, gcol = 'overcluster')\n", "\n", "adata = annotator.saveToAdata( adata, projmat )\n", "pdata = annotator.saveToPdata( pdata, adata, projmat )\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "New columns added to adata and pdata:\n", " - MetaTiME_overcluster" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "## Simplify the cell states as on UMAP plot by updating:\n", "## adata, pdata, mecnamedict\n", "adata.obs['MetaTiME'] = adata.obs['MetaTiME_overcluster'].str.split(': ').str.get(1)\n", "pdata.obs['MetaTiME'] = pdata.obs['MetaTiME_overcluster'].str.split(': ').str.get(1)\n", "mecnamedict_simp = mecnamedict.copy()\n", "_=[mecnamedict_simp.update({t: mecnamedict[t].split(': ')[1]}) for t in mecnamedict.keys()]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "New columns added to adata and pdata:\n", " - MetaTiME\n", " \n", "A simplified naming dictory:\n", " - mecnamedict_simp" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Plot per-cluster, Top1 enriched cell states " ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/homes6/yiz/Tools/pip/pippy3/lib/python3.7/site-packages/anndata/_core/anndata.py:1235: ImplicitModificationWarning: Trying to modify attribute `.obs` of view, initializing view as actual.\n", " df[key] = c\n" ] }, { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig,ax = plmapper.plot_annotation_on_data( adata, COL = 'MetaTiME', fontsize=7 )" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Check the list of MeCs" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "{'MeC_0': 'Pan_Interferon-response',\n", " 'MeC_1': 'Pan_Proliferation-S',\n", " 'MeC_2': 'Pan_Heat-stress',\n", " 'MeC_3': 'DC_pDC',\n", " 'MeC_4': 'B_Plasma',\n", " 'MeC_5': 'Pan_Proliferation-G2-M',\n", " 'MeC_6': 'DC_cDC2-MHCII',\n", " 'MeC_7': 'T_Treg-T-co-signaling',\n", " 'MeC_8': 'T_NK-cytotoxic',\n", " 'MeC_9': 'M_Monocyte-CD16',\n", " 'MeC_11': 'T_NK-T-cytotoxic',\n", " 'MeC_12': 'T_CD8T-GZMK-CCL5',\n", " 'MeC_13': 'Myeloid_Mast',\n", " 'MeC_14': 'Pan_Proliferation',\n", " 'MeC_15': 'Pan_Ribosome',\n", " 'MeC_16': 'T_CD4T-MAIT-Th17',\n", " 'MeC_17': 'M_Monocyte-CD14',\n", " 'MeC_18': 'B_B',\n", " 'MeC_19': 'M_Macrophage-C1Q',\n", " 'MeC_20': 'T_Tfh-CXCL13',\n", " 'MeC_21': 'T_CD4T-cytoskeleton',\n", " 'MeC_22': 'Stroma_Fibroblast-collagen',\n", " 'MeC_23': 'Stroma_Endothelial',\n", " 'MeC_24': 'Pan_Metallothionein',\n", " 'MeC_25': 'T_Cytotoxic-GZMB',\n", " 'MeC_26': 'M_Macrophage-SPP1',\n", " 'MeC_27': 'Stroma_Fibro-endo-EMT',\n", " 'MeC_28': 'Pan_Beta-catenin',\n", " 'MeC_29': 'M_Monocyte-CD14-S100A12',\n", " 'MeC_30': 'B_B-Ig-kappa',\n", " 'MeC_31': 'Pan_Protein-processing',\n", " 'MeC_32': 'T_CD8T-CD3',\n", " 'MeC_33': 'Pan_Cycling-MYC',\n", " 'MeC_34': 'T_NK-T-IFNG-CCL4',\n", " 'MeC_35': 'T_T-Immune-synapse',\n", " 'MeC_36': 'M_Macrophage-SPP1-C1Q',\n", " 'MeC_37': 'M_Macrophage-lipid-PPARG',\n", " 'MeC_38': 'Stroma_Endothelial-CCL21',\n", " 'MeC_39': 'Myeloid_Platelet',\n", " 'MeC_40': 'T_CD8Tex-CXCL13',\n", " 'MeC_41': 'Stroma_Myofibroblast',\n", " 'MeC_42': 'M_Macrophage-IL1-NFKB',\n", " 'MeC_43': 'T_T-naive',\n", " 'MeC_45': 'M_Macrophage-IL1-JUN',\n", " 'MeC_46': 'Myeloid_Erythrocytes',\n", " 'MeC_47': 'Pan_Glycolysis',\n", " 'MeC_48': 'T_NK-T-CCL5',\n", " 'MeC_49': 'M_Macrophage_RNASE1-C1Q',\n", " 'MeC_50': 'B_B-PAX5',\n", " 'MeC_51': 'DC_DC-Mature',\n", " 'MeC_52': 'M_Monocyte-LYZ',\n", " 'MeC_53': 'Pan_MHCI',\n", " 'MeC_54': 'Pan_Ribosome-RPS18',\n", " 'MeC_55': 'DC_cDC1',\n", " 'MeC_56': 'T_T-CREM',\n", " 'MeC_57': 'Pan_AP1-JUN',\n", " 'MeC_58': 'Pan_MHCII',\n", " 'MeC_59': 'B_B-Ig-lambda',\n", " 'MeC_61': 'Pan_AP1-FOS',\n", " 'MeC_63': 'Pan_MHCII-HLA-DRA',\n", " 'MeC_64': 'Pan_AP1-IER2',\n", " 'MeC_65': 'T_T-co-signaling',\n", " 'MeC_66': 'Pan_CCL2',\n", " 'MeC_67': 'Pan_Heat-stress-HSPA1A',\n", " 'MeC_68': 'Pan_NR4A-signaling',\n", " 'MeC_69': 'T_CD4T-CXCR4',\n", " 'MeC_74': 'M_Monocyte-CD14-proliferation',\n", " 'MeC_75': 'T_NK-T-Cytotoxic-GZMB',\n", " 'MeC_76': 'Pan_CXCL1-CXCL2',\n", " 'MeC_77': 'B_Plasma-JCHAIN',\n", " 'MeC_78': 'T_CD4T-IL7R',\n", " 'MeC_81': 'Stroma_Fibroblast-VEGF',\n", " 'MeC_83': 'Pan_Myeloid-fibroblast'}" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "mecnamedict_simp" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Plot signature continuum for a single MeC" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig=plmapper.plot_umap_mec( pdata, 'MeC_3' ,mecnamedict, figfile =None)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Plot signature continuum for all functional MeCs" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "scrolled": false }, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig=plmapper.plot_umap_proj_pdata( pdata, mecnamedict , figfile =None)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Comparing conditions" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Counting cells" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The first way is to count cells newly annotated by MetaTiME. A count table can be returned in all ways grouping the cells. The conditions here are dataset - specific." ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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patientsu001su002su003su004su005su006su007su008su009su010su012
treatmentMetaTiME
postB_B3447.00.08.019.055.018.02.0127.02.00.00.0
B_B-Ig-kappa12.03.00.03.08.0537.00.027.00.00.02.0
B_B-Ig-lambda7.01.01.02.03.076.02.032.00.00.00.0
B_B-PAX5273.00.00.00.00.00.00.00.00.00.00.0
B_Plasma15.04.00.05.016.0164.02.023.08.00.02.0
.......................................
preT_T-CREM72.04.07.033.064.083.0126.012.0324.07.0100.0
T_T-Immune-synapse47.00.06.022.028.035.082.04.0146.06.0130.0
T_T-naive1.00.02.013.013.02.022.01.0113.00.013.0
T_Tfh-CXCL1325.02.09.016.074.0335.094.087.0408.00.0465.0
T_Treg-T-co-signaling200.06.08.052.079.0300.0166.090.0338.03.0353.0
\n", "

76 rows × 11 columns

\n", "
" ], "text/plain": [ "patient su001 su002 su003 su004 su005 su006 \\\n", "treatment MetaTiME \n", "post B_B 3447.0 0.0 8.0 19.0 55.0 18.0 \n", " B_B-Ig-kappa 12.0 3.0 0.0 3.0 8.0 537.0 \n", " B_B-Ig-lambda 7.0 1.0 1.0 2.0 3.0 76.0 \n", " B_B-PAX5 273.0 0.0 0.0 0.0 0.0 0.0 \n", " B_Plasma 15.0 4.0 0.0 5.0 16.0 164.0 \n", "... ... ... ... ... ... ... \n", "pre T_T-CREM 72.0 4.0 7.0 33.0 64.0 83.0 \n", " T_T-Immune-synapse 47.0 0.0 6.0 22.0 28.0 35.0 \n", " T_T-naive 1.0 0.0 2.0 13.0 13.0 2.0 \n", " T_Tfh-CXCL13 25.0 2.0 9.0 16.0 74.0 335.0 \n", " T_Treg-T-co-signaling 200.0 6.0 8.0 52.0 79.0 300.0 \n", "\n", "patient su007 su008 su009 su010 su012 \n", "treatment MetaTiME \n", "post B_B 2.0 127.0 2.0 0.0 0.0 \n", " B_B-Ig-kappa 0.0 27.0 0.0 0.0 2.0 \n", " B_B-Ig-lambda 2.0 32.0 0.0 0.0 0.0 \n", " B_B-PAX5 0.0 0.0 0.0 0.0 0.0 \n", " B_Plasma 2.0 23.0 8.0 0.0 2.0 \n", "... ... ... ... ... ... \n", "pre T_T-CREM 126.0 12.0 324.0 7.0 100.0 \n", " T_T-Immune-synapse 82.0 4.0 146.0 6.0 130.0 \n", " T_T-naive 22.0 1.0 113.0 0.0 13.0 \n", " T_Tfh-CXCL13 94.0 87.0 408.0 0.0 465.0 \n", " T_Treg-T-co-signaling 166.0 90.0 338.0 3.0 353.0 \n", "\n", "[76 rows x 11 columns]" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "condcol = 'treatment' \n", "clustercol = 'MetaTiME' \n", "samplecol = 'patient'\n", "\n", "cellcts = dmec.count_cell_condition( adata.obs, countbycols = [condcol, clustercol, samplecol] )\n", "#cellcts.to_csv('./cell_counts.txt',sep='\\t')\n", "cellcts" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Writing the cell counts to table" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [], "source": [ "cellcts.to_csv('./cell_counts.txt',sep='\\t')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Differential signature" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "MetaTiME also provides functions to test differential signatures cluster-wise." ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [], "source": [ "condcol = 'treatment' # the column in adata.obs to mark the condition\n", "cond1 = ['pre'] # Condition 1 in adata.obs[ condcol ], \n", "cond2 = ['post'] # Condition 2 in adata.obs[ condcol ], \n", "clustercol = 'MetaTiME' # MetaTiME annotated cluster labels \n", "\n", "\n", "# get the cell barcodes for two conditions\n", "allcellscond1= adata[adata.obs[ condcol ].isin(cond1), ].obs.index\n", "allcellscond2= adata[adata.obs[ condcol ].isin(cond2), ].obs.index" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Compare cells based on treatment with conditions ['pre'] and ['post']\n", "Cells in Condition ['pre'] : 13710\n", "Cells in Condition ['post'] : 25126\n" ] } ], "source": [ "print(f'Compare cells based on {condcol} with conditions {cond1} and {cond2}')\n", "print(f'Cells in Condition {cond1} : {len(allcellscond1)}')\n", "print(f'Cells in Condition {cond2} : {len(allcellscond2)}')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Get A table listing all signatures enriching in each cluster, as candidate for testing differential signature." ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "mec_enriched = dmec.enrich_mec( \n", " adata=pdata, labelcol =clustercol, mecnamedict=mecnamedict_simp)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Testing all candidate signatures in each cell cluster." ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "\n", "diffmec, diffmecsig, diffmec_full = dmec.dmec(adata, pdata, allcellscond1, allcellscond2, clustercol, mec_enriched, mecnamedict_simp,\n", " test_clusters='all', test_method = 'ttest' )\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Plotting the differential signature dot plot.\n", "\n", "\n", "X-axis: difference of mean signature scores between conditions. Y-axis: -⁡log(p-value) from the test statistic chosen. The significant cluster-wise differential signature is marked as “EnrichedMeC@ClusterName”; when the enriched MeC is the same as cluster name, the signature is marked “ClusterName”. Size of the dots is proportionally to the mean signature score." ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "image/png": 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FtT9rlng9cgfE0dGi3GuvAcOHi7mnRowQQWCDBjnl3n1XBAIHDogQVv06ZWSIIFypFK/D99+LHnzDhwPnzol7UZup978pBg0CunUT92jNmjl19+1r+B7atUuEuyNHisDtwgVg3jzx+8iRnDDzzh0RSiYmiuusbl3xuq9ZI64D7R6LX31VFR4eKowefReenn4A5JgxQwSmzz8vXsfLl8Vrevy4/v39+LEIMvv3F9fFX3+Jfezs9IcoNOa9bvVq0cY33xTvnceOiXshNlZsU9u6FRgwQAwfO2uWaMdrrwF+fvrP2+uv57yHjh8P3LgBo9+vSgI3NxE8TptmXG+3rCz9nt0ODvrzv6lU4jVbv16E9K+/nnedSUmiTkkSPWnnzhXzI5rSo46IiIhKr++++w6R/31LrVKlSli2bBkqF/AtSS8vL0ycOBGvvPIKtmzZUhzNJCJLkeiZdfz4calOnTqan+PHj1u7SUREVAwWLZIkQJKOH5ekn36SJFdXSUpLE9v69ZOkTp3EcrVqktSzp/H1Dh8uSc7OYrlvX0nq0kUsZ2VJUoUKkvTJJ5J044Y49uzZOfu9+65YFxGRs+7JE0mqXl2S/P3F/pIkSf/+K8rVqydJGRk5ZefMEevPnROPMzMlqXx5SWrYUJLS03PKbdkiyk2blrOufXtx/jdv6p5LdnbO8uTJkmRvL0mJiTnr7t+XJIVCkqZPz1n39tuifm1KpVKaP/+SBEjS559fkyIjIyWlUilJkiRt3y7KL19u4MnUMmGCKHfqVP7l1LRf37y4u0tS06aGt61eLfb/91/D29PSJKlqVfG8SFLO67J6tXHtGz5clA8Ly1mXnS2uNTs7SUpIEOvU14qbm3i+tTVpIl7jhw9z1p05I0k2NpI0bFjOOvVzceNGzroOHcSPNkC8fto++0xcz1eu6K4PD5ckuVySbt0Sj6OinkqAJDk5ZUrLlm2XNm3aJD19+lSSJElSqXSvVUmSpMePJcnXV5JGjcpZl5Ag2qB9PalNn657XZ0+LR6PHq1bbuJEsX7Pnpx11aqJdfv356y7f19cz++/n7MuOlpcz9rX2CefiPMHJKlNG0lauFDUJ0ninCpUkKSdO3PKF/b+N4b6vUilEnV99plYf/GiqG/fPsPXvfp9TdvKlfrPybBh4toxdM+o3wvmz1dJgCQ1aZIsHT0aqbmX798X1223bjnvVZIk3lsB8bypdegg1n37bc66jIyc6zkzU6wz9r0ur3OcNUuSZDLd97XAQEmqXFm8t6rt3SvqU7+ukiTehw29Lxn7fiVJhv/tMHSP5cfQ+2lBtN+LEhMlydNTkl5+OWe79jWqpn5Ncv8MH65fr/p++vnnvNugvg5z/9jbS9LixaadDxHRs4ifU5nmypUr0sWLF6Uruf/DSlZ17949qWHDhlKdOnWkgIAAs17H6enp0rJly6QRI0ZIbdu2lRo0aCC1aNFCCgkJkb777jvp3r17+e5/5MgRzf31448/WvRYa9eu1Rxr7dq1kiRJ0vnz56WPP/5Y6tatm9SkSROdbUTWZO73Uw4vSURE9Azr31/0EtqyRfTC2bKlaEPAqQ0aJIaDvHdPDAN4717e9W7bJnqZPPdczjoXF9HjJCYmZzhBtZEjdXueqIc3vH5d/I6MFD0L3npL9FZQ69lT9GBRD1uZkADs3y96l+Seo1p7OL9hw0RvnzVrctatWiV6PRjTa+Gffzzh4qJCy5ZPkJgox4MHogdE8+biPLWHGjQkOVn8Vvc+MgcXF/F6F8aXX4peTx99VLQ2jBuXsyyTiceZmaIXm7bQ0JzhFwHRy+z0adFbS3tIzEaNRG+1bduK1i611avFteXpCc1r9uCB6M2UlSWuHW2tW9+Fu3umzjq5POdazc4GHj0S101QkOiBUxjq83vvPd31778vfucelrV+fd0hQH18xBCq6vsFED132rQRPe/Ujz/5RNxDGzaI3pzjx+eUt7MTPQ337jXcRlPuf1PI5eI9a+VK8Xj5ctETNa8hTrVH5nn6VLx+rVqJx+rnPztbnONLL+nOwaWWe2jP3r0fQJ4zqiT++Udct+++q9vrb8wY0eMq9+uhUOj2kLKzE4/v3xfDTmor6L0u9zmmpopzbNNGRD2nTon1d+6IXonDhun23urQQfR807Z6tRgKtWtX3eve2PerksLdXbwmmzblPA958fcXvSK1fz78UL9cfLx4/apXL/j4P/+cU9f//gd06iR6qK5bV5izISIiotJkxYoVyPxvjPJ27dohyNB/Mgvh7Nmz6N69Oz777DMcOnQICQkJUCqVSExMxPnz5/Hbb7/hhRdewBrtP1xL0LH++OMP9OvXD6tWrUJMTAzS0tKK3E6ikorDSxIRET3DfHxEiLBihRiiLCtLDNVWVD16iJBo1SoRkAQHi/mwDA1FePMm0LKl/vp69XK2N2yYsz53QObpKX6r5xu6eVP8DgjQr7NuXTF8HpDzwbV23YbUrSvav3y5GI4NEMutWolzyo9cLsfDh95ISVGga9fGBsvcvy9+JyXpzsNkZydCJTc38biwIZkhKSlA+fKm7xcTA8yeLT5Qzj30mrbMTBEwafPxgSassLERQ0Nqq1Mn5xjacn/And/rW68esGOHCB+cnfM7k4JdvSqGH9UO/LSpXzfb/8baCw4uhzZt2uisA8QwkN9+K+YOVCpz9jfmg3tDbt4Uz1/ua69CBTFsqvr5Uct9vwDintGen+vECREKqP3xhxg+8uuvxeNXXhHBi3bI5usrgmtDTLn/TTVokBj69swZ8b716qv6wZjao0ciPPzzz5zXSy0pSfxOSBDBdkHvAzb/JWqtWvmiTp1yAMT9ndf1aGcnrvHcr0elSvrXpva1rw4FgYLf6wDg1i0xjOKmTfpzrqnPUd0GQ+9XtWrpBsBXr4r98np/KOj9qjjcu6f72N3d8Fxw77wjhkOdMUPMwZYXZ2fx72BBvv5aDCvbt68Ynrdt27zLtmihG+IOHAg0bSq+XNCrl26YSkRERGVLRESEZrlP7jkKCikqKgrDhw/XBFW1atXCK6+8gsqVKyMxMRG7d+/GgQMHkJ6ejilTpkCSJPTr16/EHOvvv//G/v374eTkhN69e6NRo0ZQKBSIjo5GuXLlCtVOopKMoRsREdEzbtAg0Svj3j3Re0U931lR2NuLuZ2WLBHh1owZRa9TTbuXiTZJMt8xchs2THyAGxsrer0dOSLmOCqITCaDjY0C5cuLoM4Qdajzzjvi+VLr0EGEHHXrisfnzuX0RCqK2FjxgXlBgaEh06aJOaA6dswJUNQfgCckiHXquc+0QxxAzAtl7Fxr2qw1j3h2tujtY6jHC5ATlKjDGG9vJ3h7O+mU+d//RI+83r2BDz4QQYZcLubUunataO3LK2jKzZj75eFDEQapxcSInl/aWrTQDd1u3xa9zAyx5P3fsqWYz+3dd8U1lV8Puv79xbX4wQfi3nFxEa9r9+7itylk/z3h3t5OZu11mp+CXrusLHGNPnoETJok3iucncV8dCNGmH6OgNinKO9XxaFiRd3HixaJ881N3dttxoyCe7sZe9xdu0Sv7J49gX37gMaGv0uhx8ZGvCfOmSOCTe35FImIiKjsSEtLw6VLlzSPmxV1UmMA2dnZ+OCDDzQhWL9+/TBjxgwoFDkf6w8aNAirV6/Gxx9/DEmS8MUXX6B169YFziNXXMfav38//P39sWjRIlTS/sODqIxi6EZERPSM69NHDG925IjomWIugwYBCxeKDxtffTXvctWqAZcv66+PisrZbgp1+cuXgc6ddbddvpyzXd3T6vz5gut89VUxnN/KlaJ3h60tMGCAbpm8QpCaNcUQdG3b5h8gffih7nCV6l4tL74oPnz/3/+AoUMLbmtBli0Tv194wfR9b90CoqP1e6kBYihCQPS2adxYfDitrUKFnOXsbBHGqIMrALhyRfwuKJjTfn1zi4oCypUrei83QLxuKSnG9YDJy5o14rlat073+pg+XbecsQEaIM4/O1t8cK/uDQqIoe8SE02/XwDRm1LdKwoQr1XuUFB7SMP790XPoQ0b8q7T2Pu/MAYOBD7/XJx/XkH048fA7t2ip9u0aTnrr17VLefjI87fmPcBQ7SvR+37IjNThIK5r587d/R7Yhp77ed27pzYd8kS8cUAtdz3nrqN0dH6deReV9T3q+KQ+/zyC7DefVf0TvvkE/N8oaRGDdGbtkMH8R4aEQHUrm3cviqV+J2SUvR2EBERUcn04MEDZP/3zSc7OztU0P4jqJD27t2LK//9hzEgIACffPIJ5Aa+ndWvXz+cP38ef/75J9LT07F06VJ8ZOKcAJY6lkwmw/fff8/AjZ4ZnNONiIjoGefiAvz6q+gNkLt3S1F06gR89pnoEZbf3xo9egDHjgGHD+esS00F5s0TH0LXr2/acYOCRE+N334TvdLU/v4buHRJ9FAAxIft7duLYODWLd06cveaK1dOhF//+5/oAdK9u1inTf0hemKi7vr+/UWPlM8+02+rSpVTvn598QG9+qd5c7G+ShXRE3HnTmDuXP06srPF8IWxsXk9Izn27BHtqF4dGDy44PK5ff65mO9L+0d9Xh9+KB47O4sP4LXP5fnndefXA3R7CkqSeGxrC3Tpkn8bKlYUQcuSJbrP9fnz4jnq0cP08zKkf39xTe7Yob8tMTHnA/T8qP8+1b6ejh7VvdYBwMkpp96CqM/vhx9013/3nfitvr5NUa+eaJdanz7i/lmxQgxNuHKluB+zssTz0amT6O2T32tl7P1fGKNHi+Dy22/zLmPouQf0nzcbG9ETcfNmMR9kbgX1oH3+eTFU4I8/6pZdsEAEmblfD5UK+P33nMeZmeKxj0/OPW8sQ+coSaI3lbZKlcTwmUuX6gY++/aJ4E5bUd+vikPu95bcPd+0qXu7bdwohjo1h8BAMVdfSoroaRgXV/A+SqV4f7Kz0w3LiYiIqGxJ1PoPvZt6noAi2qX1jaNRo0YZDMHUxo4dqxmhYVfubypZ8VjNmzdHfVP/sCcqxdjTjYiIqJSRJAlpmSpkZ0uwkcng7GBb8E4FGD7cDA3LxcYGmDq14HLh4eJD/RdfBMaPF/MCLVkieomsXSvqMYWtLfDVV8DIkaI3wsCBohfQnDkixJswIafsjz+K8KBZM2DsWBFGxcSID1Rzf0A7bFjOfHeGPpBWf+g8frzoASGXix4+HTqInoSzZok6u3UTbbx6FVi9WrSroHn0vv1W9DwaP170murVSwRbt26JOqKi9HsT/f23WK9SifPfs0f0EKlWTcz/lDsE+/xz8fvCBfF72bKc+e/Ur+Nzz+m3Td17JDhYhBfGcHAAtm8X113LlqKtW7cCH32U9xxq2mbPFtdL69Zinr30dBFIurubbyjDDz4Qz1OvXmLouubNRRh87pzowRYTox+85tarl3i9+vQR4cuNGyLMql9fN/xwdBTrVq0Svf+8vERIYmiescaNxfM2b54IQDp0EKH1kiXi+c89rKcxevUS19jduyLAeOMN0dtJHcx6e4vnY9o04OWXxXP+zTf512ns/V8Y1aoV/Dq7uYlQ/euvReDh5ydCjxs39MvOnCm2degg3gfq1RPPxerV4h7Ir4eUjw8webLoSdW9u3h+Ll8GfvlF3BPavcEAEYB99ZW4furUyZn3bt488b5girp1Rc+0iRNF8OPmJt4zc8/tpj7HV14RPdhGjhRlfvpJXGPa16I53q/yEhmZ8z6jrWNH8d5y82ZOT1x1AKouX61a4Xv6qud2O3PGPL1gAfHes26d+KJK166ix5u3d8529fsvIHqGrlghnsPw8Jx5OomIiKjskSww58GZM2c0y23zm1QWgJ+fH2rUqIFr167hzp07uH//PsqbMJm3pY4VpD3ZLdEzgKEbERFRKZGhykJKuhIXbz/G2VsPkanMhr2tHE2reyPAzwOuDrawVeT9TbSSytdXzLs0aZIITp4+BRo1Ej1PCtNrBxAhiZMT8OWXol5nZxF8fPWV7gfojRuLYTU//lj09nv6VHy427+/fp0vvSSCruxs8cF6biEhQFgY8OefokecJOUEYb/9JkKb338XwZJCIQLAIUPEh+AFcXISH+IuXizClc8+A9LSxAf4nTuL3nd+frr7qIfUs7MTIU5goOjlM3IkDM5J9fHHuo8XLsxZNnd4IpeL0O3NN0WY4+oqei5pDwOYn+efF/ur97G1FWHBV1+J4NQcnJxET6CZM0XYsHSp+LC8Th0RsLi7F1zHiBFizrvffxc9xOrXF9fG6tX681/Nny+unwkTRO+n6dMNh27qsjVqiOth/XrRk2zyZP1hK43VsqWYs+3tt0VoY2sregZduiTCmSZNRJu6dxdD+al75pV0K1aI5/Tnn8X92K2buI9yj2rj5yd6+n38sbiXkpPFuhdfNO5cZ8wQ4dtPP4nXz8tLhHczZ+oHaZ6e4h4OCwP++EO8//30k+jNaipbW/E+OX68CMkcHMT73Lhx+nONvfSS+HLDjBki+KldO+f9RB20qxX1/SovR4/q9qhU++wzEbrduKH/PqR+3KFD4UM3Dw/R2+2TTwq3f166dRMh4cCB4lrZvTtnm/Z7mYODCEh//VUEmkRERFR2eWj9sZmcnGyWOhMSEgAAzs7O8DHiG4r+/v649t9Y8QkJCSaFbpY6lq+vr9FtICoLZJIlIngqFSIjIzFYa2yp5cuX85sHREQlVOpTJY5fS8DfJ28hNUN/XDtXR1u8HFQNjf3Lwcme36mxBJVKfFj/0kti6DhjSJKErKwsnXVyuVwzDMezaMQI0VOsrMxrJEkSMjMzddbZ2dmVutf46lXRMys0VIQDdnb6ZdLTRW9JQ6FzWWeOe7ljR+DBg8LPH2cJTZqIwLAQow8RERGZHT+nMs3Vq1ehUqmgUChQ29hJRsmiUlNTERQUpJnXbd++fUWe161+/frIysqCj48PDqiHIsnHxIkTsXnzZgDAsmXL0KJFC822o0ePYth/kwGPGzcOYWFhFjvWunXrMHnyZADArFmzEBISUmB9RNZi7vdTfipHRERUwqVlqHD4cjw2HI/Js8yTdCVWRERDlSUhuLYPHGz5T7y5bdgAJCSIYSaNlZWVpTNEBwA0btwYCgVfn7IiMzMTO3fu1FnXrVs32NvbW6lFhVO7tuiN9/LLwL//it5SHTqI+REfPBDDk/74o+il2LmzmAvyWVLa72WlEpDJRK81tb17xZCLhoZ8JCIiIiLTOTs7o169erjw31ACJ0+eRI8iTjrt7OyM5ORkpKWlGVVeu5yziWNrF+exiMqy0vFXIhER0TPscWoGNkXGFFhOArD26HXUqeQOBw/z/RP/6JEYWi63rKwsKJWZyM7OhJubEpmZmXByctIZUqMsOHoUOHtWDIHWtKkIIojKopYtRS+sTz8VQcz77+dsK1cOGD1aDE1orsDt3r38tzs6GjeMJxUsLk4MyzpkiOixGxUlhpGsUEHM4UdERERE5tGuXTtN6LZ+/foih24+Pj5ITk5GamoqHjx4gHIFTCwdExOjWTZlaMniPhZRWcbQjYiIqATLUGXhwKW7yDZyMGhVloSjV++jR7OqkNvIkJWVhczMTCiVSoO/89qmvXziRCbS05Wws8uErW3Ob7k822AbevXqhebNm5vxWbCuX38V83A1aSLmQCIqy3x8xNyKP/wAXL4serl5e4s5qeRmnjKyYsX8tw8fznvOXDw9xTxt8+eLHrvOzmLOzC+/FK8vEREREZnHoEGDsHDhQmRmZiIiIgInTpwo0t/HjRs31sybduDAAfTu3TvPsnfu3MH169cBAJUqVTJqXjZrHYuoLGPoRkREVIKlPlXh7M1HxhWWsuD6+CJO7TiA8/9IUCmVMMfUrR4e4sdYDx8+LPIxS5LFi/nBvznx+Swd5HKgfn3LHqOgecQqVbLs8Yvb3r3WO7a7O7BqlfWOT0RERPSs8PX1xZAhQ7Bw4UJIkoSJEyfif//7H/z8/Iza/9q1a9i0aRMmTJgAQAxdv27dOgDAokWL8NJLL0Gex7fh/vjjD81nAN26dTO57cV5LKKyjKEbERFRCSaDmK/NGLYZSXBIvw8AUGaZtx1yuRy2traws7PT+Z172dPTs0z1ciMiy3n+eWu3gIiIiIjI/N577z2cPn0aJ0+exJ07dzBgwAB8/PHH6NatG2QymcF9EhMTsWjRIixduhStW7fWrO/QoQPq1KmDK1euICoqCjNmzMD06dP15hZet24d/vzzTwCAo6MjhpkyGbkVjkVUljF0IyIiKsEkSJDbyJCdVXCPNaW9OzIcfGCregJvN2c4OtgXGJQZ+m2ofF7fbiMiIiIiIiKiHLa2tvj1118xYcIEHDp0CAkJCRg/fjz8/f3Rrl071KxZEx4eHkhPT8f9+/cRGRmJY8eOISMjQ68uGxsbzJ49GwMHDkRaWhr++usvnD59Gi+//DL8/PyQlJSE3bt3IyIiQrPPlClTjO5ZZ61jEZVlDN2IiIhKMIWNDaqUc8b1+CcFF5bJkezdCHX9PDCiUwBcHGwt30AiIiIiIiIi0uHh4YH58+djwYIFWLBgARITExETE4OYmJg895HL5ejZsyfeeecdnfV169bFkiVLEBYWhnv37uHKlSv45ptv9PZ3dHTElClT0K9fv0K3uziPRVRWMXQjIiIqwdyc7PBc3QrGhW7/6VC/IgM3IiIiIiIiIiuSy+UYO3YsBg8ejF27duHw4cM4f/48Hj58iCdPnsDBwQFeXl6oW7cugoKC0KNHD/j4+Bisq1GjRtixYwdWr16N3bt34+rVq0hKSoKTkxMqV66Mdu3aYdCgQfD19S1yu4vzWERlEUM3IiKiEq5OJQ9U9HTC3cdpBZat5uOCquVciqFVRERERERERFQQZ2dn9O7dG7179y5SPQ4ODhg6dCiGDh1aqP1btmyJy5cvF8uxQkJCEBISUqh9iUo7G2s3gIiIiPLn4WyPUZ3rwtfdMd9yfl7OGN4xAO7O9sXUMiIiIiIiIiIiIlJjTzciIqJSoKKnE97q3gBHr8bj6NX7ePgkZ4Ll8m4OaFnHF8G1fODl4mDFVhIRERERERERET27GLoRERGVEt6uDujWpApa16mAJ+mZyFBmwcFOAVdHW7g52sLGhh3YiYiIiIiIiIiIrIWhGxERUSmisLGBp4s9PF04hCQREREREREREVFJwq/EExERERERERERERERERURe7oREREREZFFZWdnIy0tDcnJyUhLS4OtrS28vLzg6OgIhYJ/khAREREREVHZwL9wiYiIiCzExsYGNWrU0FtHZYetrS2aN2+ut45ypKen49q1a7hw4QKSkpI06+3t7VGzZk00btwYrq6uVmxhwXgvExERERERkTEYuhERERFZiI2NDTw9Pa3dDLIgGxsbVKpUydrNKLGePn2KU6dO4fz583rbMjIycPHiRSQkJOD5558v0cEb72UiIiIiIiIyBr+eSUREREREFnH//n2DgZu2hIQEnD17FiqVqphaRURERERERGQZDN2IiIiIiMjsnj59igsXLhhV9tq1a0hPT7dwi4iIiIiIiIgsi6EbERERERGZnUqlwp07d4wq+/TpU5353oiIiIiIiIhKI4ZuRERERERkEVlZWUaXVSqVFmwJERERERERkeUxdCMiIiIiIotwdHQ0uqyzs7MFW0JERERERERkeQprN4CIiIiorFKpVDhz5ozOusaNG0Oh4H/ByoqMjAzs3LlTZ123bt1gb29vpRaVHA4ODqhevTouXrxYYFkvL68SHbrxXiYiIiIiIiJjsKcbERERERGZnUKhQP369WFra1tg2YYNG8LJyakYWkVERERERERkOQzdiIiIiIjIItzd3dG5c+d8g7emTZvC398fMpmsGFtGREREREREZH4cD4WIiIiIiCxCLpfDz88PvXv3xqVLl3Djxg2kp6dDoVDAz88PDRo0gJeXFxwcHKzdVCIiIiIiIqIiY+hGREREREQWo1Ao4OnpiRYtWqBRo0aa9ba2tpz7joiIiIiIiMoUhm5ERERERGRxCoUCLi4u1m4GERERERERkcVwTjciIiIiIiIiIiIiIiKiImLoRkRERERERERERERERFREDN2IiIiIiIiIiIiIiEqQoUOHIiAgAAEBAdZuyjMnNjZW89yHh4dbuzmUj/DwcM1rFRsba+3mAOCcbkREREREREREREREZnPp0iVs2LABp06dwq1bt5CSkgIbGxu4ubnBz88PtWrVQmBgINq0aYOqVatau7lGCw8Px/r16wEAs2bNQkhIiEX3IyqNGLoRERERERERERERERVRWloapk+fjk2bNhncnpCQgISEBJw+fRpr1qwBAMybNw8dOnQozmYSkQUxdCMiIiIiIiIiIiIiKgKVSoUxY8YgMjISAKBQKNCxY0cEBQWhfPnykMlkePz4MS5fvozIyEhcu3YNAJCdnW2wvmXLlhVb24nIfBi6EREREREREREREREVwcqVKzWBm5+fH/744w/UrFkzz/IxMTFYvXo1XF1di6uJRFQMGLoRERERERERERERkdllZGQgOTkZmZmZsLOzg5ubG+zt7a3dLIvYuHGjZnnGjBn5Bm4A4O/vjw8++MDSzSKiYsbQjYiIiIiIiIiIiIjMQpIkxMTE4Pjx44iKioIkSZptMpkM9erVQ1BQEPz9/SGTyazYUvO6fv26ZrlFixZFrm/o0KE4duwYAODy5ct5lpMkCRs3bsSGDRsQFRWFtLQ0+Pj4IDg4GIMHD0ZgYCDWrVuHyZMnAwBmzZqFkJCQIrfPnI4ePYphw4YBAMaNG4ewsDDEx8dj+fLl2L17N+7cuQOZTIaqVavi+eefx4gRI+Di4mJU3SdOnMDmzZtx4sQJxMfHIzU1Fc7OzqhWrRqaNm2Kbt26ISgoqMB6kpOTsWLFCuzYsQO3b9+GSqVCpUqV0KFDB4wePRre3t757n/jxg3s3bsXkZGRuHr1KhISEqBUKuHq6ooaNWqgbdu2ePXVV+Hl5ZVvPQEBAQDENbZs2TJkZGRg1apV2Lp1K2JiYpCeng5fX1+0adMGo0ePRpUqVQo8t7S0NCxduhQ7d+7EzZs3kZ2djUqVKqFTp04YOnQofH19ER4ejvXr1wMAdu/ejcqVK+dZ35MnT7B69Wrs378f0dHRSExMhJOTEypXroy2bdtiyJAh8PX1LbBdT58+xbJly7B9+3bExMQgOzsbFStWRMeOHTF06FBUrFixwDqsgaEbERERkYXY2Njo/QfXxsbGSq0hS1AoFAgMDNRbR2UL72UiIiIi49y9exfr169HQkKCwe2SJOHixYu4ePEifHx80KdPnxL7wbmpsrKyNMsPHjzIN5Qwl9TUVLz99ts4fPiwzvrY2FjExsZi06ZNmDRpUqkbwvLAgQN4//33kZiYqLP+0qVLuHTpEjZv3oylS5fmG9wkJiYiPDwc//77r962pKQknD17FmfPnsWSJUuwceNG1K1bN8+6Lly4gHHjxuHOnTs6669du4Zr165h06ZNWLRoEerUqWNw/w0bNmDSpEkGtz169AiPHj1CZGQkFixYgG+//RYdO3bMsy3abt++jbfeegtXrlzRWX/r1i3cunULmzZtwm+//YaWLVvmWce1a9cwZswYxMXF6ayPjo5GdHQ0Vq9ejblz5xrVHgD4+++/MWPGDL3XLikpCUlJSbhw4QKWLFmCTz75BH369Mn33F577TXcvHlTr73Xrl3D2rVr8cMPPxjdruLETwSIiIiILMTGxgbly5e3djPIguRyOfz9/a3dDLIw3stEREREBbt27RpWrVoFpVJpVPmEhAQsWrQIAwYMKHAoxtKgatWqmvBjyZIlmDJlikWPJ0kSwsLCNIGbk5MTQkND0bBhQwDA+fPnsXbtWsyaNQsvvPCCRdtiTpcuXcLChQuhVCoREhKCZs2awdnZGTdu3MDKlSuRkJCAmJgYTJ48GQsXLjRYR2JiIgYMGICYmBgAgKOjI1588UU0adIEbm5uSE1NxdWrVxEREYFr167p9MbM7e7duxg7diwePXqEF154AW3atIG7uzvi4uLw119/4ebNm3jw4AEmTJiADRs2wNbWVq+O9PR0yGQy1K1bF0FBQahRowY8PDwAAPfu3cOhQ4cQERGBlJQUhIWF4c8//0SDBg3yfZ5SUlLw+uuv49q1a3juuefQqVMneHt7IyEhARs2bMCFCxeQlpaG9957D9u2bYO7u7teHY8ePcLw4cM1IXmlSpUQGhqK6tWrIy0tDQcOHMCOHTsQFhaGevXq5dseAPjrr78wbdo0SJIEW1tbdOnSBcHBwfD29kZaWhpOnDiBLVu2ICMjA+Hh4bC1tUWvXr306klOTsbw4cM1QWCFChUQGhqKmjVrIjU1Ffv27cM///yDd955R9PzryRh6EZEREREREREREREhXb37l2TAjc1pVKJVatWYeTIkaW+x9tLL72Eb7/9FgCwdOlSxMTEoG/fvmjZsqUmYDGndevW4eDBgwAAX19fLFu2DNWqVdNs7927N4YPH46hQ4di+/btZj++pezevRvly5fHwoULUbt2bZ1t/fv3R9++fXHv3j0cPHgQFy5cMBhOhYeHawK3Jk2aYO7cuQa/RDd58mScPHkS5cqVy7M9R44cgbOzM5YuXYrg4GCdbQMHDsTgwYNx6dIlREdH499//0W3bt306ggKCsKOHTt0Xh9to0aNwqFDh/DWW28hPT0ds2fPxuLFi/NsEwBcvHgRCoUCc+bMQffu3XW2DRo0CG+88QYiIiLw4MEDrFu3DiNHjtSr46uvvtIEbq1atcKvv/4KJycnzfZ+/fph7969GDdunF5vytyioqLw6aefQpIk+Pv745dfftEL00NDQ/Haa69hxIgRuH//PqZNm4bnnntO7/745ptvNIFbUFAQfv/9d53hRPv374/t27fjvffe0wzBWpJwTBQiIiIiIiIiIiIiKhRJkrB+/XqTAzc1pVKJDRs25NvbqDQYPnw4mjZtqnm8f/9+jB8/Hi1btkSXLl0wfvx4zJ8/H2fPnjXLuWqHMjNnzjQY6FSpUgWzZs0q8rGK2+zZs/UCNwDw8fHBG2+8oXm8f/9+vTJnzpzRDClZoUIFzJs3L99RK5o1awYfH5982zNlyhS9wA0AnJ2d8d577+XbHgCoXbt2noGbWps2bTBixAgAwOHDhxEfH59veQB4/fXX9QI3QEx5oJ7DL692PXjwAFu3bgUAuLq64rvvvtMJ3NQ6duyI0aNHF9iWn376CUqlEvb29pg3b16evVdr1qyJL7/8EoAYHvWvv/7S2f7o0SOsW7cOgHh+f/jhB4Pz93Xv3h3Dhw8vsF3WwNCNiIiIiIiIiIiIiAolJiYmzzncjHX//n29uZtKG3t7eyxZsgSjRo2Co6OjzrbY2Fjs2LEDs2fPRr9+/dClSxcsWbKk0EHl7du3NUNZ1qpVC88991yeZVu3bp3nXGMlUb169dCqVas8t7dt21azfPXqVb3tGzdu1CyPHj3a4LCKpvD09MQrr7yS5/ZWrVpp5vU21B5TNG/eXLN8+vTpfMva2Nhg2LBheW6vWbMmKlSokGe79u7dq7n+XnrpJXh7e+dZ19ChQyGXy/PcnpycjN27dwMAunbtWmDA2LZtW03QeeDAgTzb1atXr3wD0ZEjR5bIubY5vCQRERERERERERERFUpkZKRZ6jl+/Hipny/Z3t4ekyZNwhtvvIF//vkHhw4dwunTpxEbG6tTLi4uDjNnzsTWrVvx+++/w9PT06TjnDt3TrPcsmXLAsu3bNlSE9KVdE2aNMl3uzpIAoCkpCS97drXY5cuXYrcnsDAQE2oZoidnR08PT2RkJBgsD2527Z161acPXsWsbGxSE1NzTN4vXfvXr51Va9evcBhSytUqIB79+4ZbJcp15C3tzdq1aqFy5cvG9x+8uRJZGdnAxDPxz///JNvfYDoxZaQkIBr167prD979qxmuXXr1vnWUb58edSqVavEXdsM3YiIiIiIiIiIiIjIZBkZGbh06ZJZ6rp06RIyMjJgb29vlvqsyd3dHaGhoQgNDQUgwqHz58/j6NGj2Lx5M+7cuQNADIU4ceJELFiwwKT679+/r1muWrVqgeWrVKliUv3WVFAAaWdnp1nOzMzU264eltHJyQmVKlWyeHu022SoPYAYRvGDDz7Q9AYzRkpKikXbVZhrKK/QTT3/GiDmGlQPD2mM3IGgdrsK6jEHiLYzdCMiIiJ6RqhUKly4cEFnXYMGDfL9lhyVLpmZmZr5AtQ6deqk84cglX68l4mIiIgMS05ONttcbJIkITk5ucD5tUojd3d3tG3bFm3btkVYWBhmzpyJFStWABDD6504cUJnaMGCpKWlaZYdHBwKLG9orq7C0B7KLysry+j9tHtzFTQcYFGHC1SHVZY458KaMGEC9u3bB0C0q0OHDqhfvz7Kly8PBwcHzd8VV65cwZw5cwBA03PMUu1KT0/XLBtzDeUeMlVbcnJyoduRu6efqdd2fu2yFv6VSERERGRBKpXK2k0gC5IkSe9bg6V9AngyjPcyERERkb68evaUlPpKIltbW0yZMgXHjh1DdHQ0AODQoUMmhW7agdLTp08LLK8dZBSFq6urZjk1NdXo/bTLurm5maUteXFxcUFiYqLZzrmoTpw4oQnc6tSpg4ULF+YZLBfnl/q0wypjriHtkC437etx6tSpGDp0aKHbZeq1nV+7rKXkzTJHRERERERERERERCWeuUd4eFZGjFAoFGjRooXmcUJCgkn7ly9fXrN869atAsvfvn3bpPrzUq5cOc3yzZs3jd5Pu43adViCr68vABE0qofxtKaDBw9qlt977718e3LmnvvPksx5DWnPs3f37t0itUv9+gHGXWPGtL24MXQjIiIiIiIiIiIiIpO5ublBJpOZpS4bGxuL94IqSbR7NZk6FGJgYKBm+ejRowWWN6aMMRo1aqRZPn78uFH7JCQkICYmBgBgb2+PunXrmqUteQkODtYsmzKHmqU8ePBAs1zQ3Gn79++3dHM0TLmGHj58qOmVaUhQUJDmfSAiIqJI7dK+xo4cOZJv2fv37+PatWtFOp4lMHQjIiIiIiIiIiIiIpPZ29ujXr16Zqmrbt26sLe3N0td1qAdrhREqVTqBCx16tQx6VhVqlTR7BMdHY0DBw7kWfbw4cO4cuWKSfXnpWnTpvD29gYAXL16FYcPHy5wn+XLl2vmf2vfvr3FezO+8sormuX58+cjKSnJoscriPYwjvn1yjp16lSxhm4dOnTQBL+bN2/Go0eP8iy7bNmyfOfw8/b2Rvv27QGIeem2bNlSpHbZ2toCALZs2ZLvfbVkyRKT5hYsLgzdiIiIiIiIiIiIiKhQgoKCzFKPdg+l0ig0NBTh4eE4depUvuVSU1MxefJkTe8vV1dXdO7c2eTjjRgxQrP80UcfGRyK7/bt25g8ebJR9YWHhyMgIAABAQGYO3euwTJ2dnYYOXKk5vGkSZMQFRWVZ51bt27F/PnzAYiejGPHjjWqLUXRqFEjdOnSBQBw7949jB07Fvfv38+z/OnTp00e3tMU2j3KfvrpJ2RkZOiViYqKwvjx44t1fnAfHx/06tULAPDkyRNMmDDB4Dx4e/fu1byG+ZkwYYImLJs6dWqBwVtiYiIWLVqEQ4cO6az38vJCSEgIACAlJQUTJkwwOH/grl27sHjx4gLbZQ3FNzMfEREREREREREREZUp/v7+8PHxKVJwUb58eVSrVs2MrSp+KpUK69evx/r16+Hn54fg4GDUq1cPXl5esLOzQ2JiIi5evIhdu3ZpehXJZDJMnToVHh4eJh8vJCQEW7duxcGDBxEfH4/evXsjNDRUE/KcO3cOa9euRXp6Orp3747t27cDEOFXUYwaNQqHDh3CoUOHEB8fj5CQEHTu3BktWrRAuXLlkJWVhbi4OOzdu1cngHznnXd0hg60pJkzZ2LAgAGIiYnB6dOn0a1bN7z44oto2rQp3NzckJqaimvXriEiIgJXrlzBhg0b8p1rrSi6deuGSpUq4c6dOzh//jy6d++Ovn37olq1akhPT8fx48exbds2KJVK9OnTB+vXr7dIOwyZNGkSDh48iISEBBw5cgQ9e/ZEaGgoatSogdTUVBw4cAA7duyAu7s76tWrp+nZaOgaqlevHj799FNMmTIF6enpeP/99zF//nx06tQJ1apVg4ODA548eYJbt27h7NmziIyMhEqlwtdff61X18SJExEREYE7d+7g2LFj6NmzJ/r27atp1/79+7Fz5064u7sjICAAx44ds/hzZQqGbkRERERERERERERUKDKZDH369MGiRYugVCpN3t/W1ha9e/c229xw1lK3bl0cPHgQkiQhLi4OcXFx2LBhQ57lfXx8MHXqVHTv3r1Qx5PJZJg7dy7eeustHDlyBGlpaVi2bJlOGblcjvDwcDg7O2tCN2dn50IdT7vO3377DZ9//jlWr16NrKws7Nq1C7t27TJY3snJCR9++CEGDhxYpOOawsPDA3/++ScmTpyIAwcOID09HevWrcO6desMlrfktWdnZ4e5c+di9OjRePz4Me7cuYMff/xRp4xcLsf777+Pxo0bF2vo5uXlhSVLlmD06NG4c+cO7ty5o9fL0cPDA3PnzsVff/2lWZfXNRQSEgIfHx989NFHuH//Pi5duoRLly7leXw7Ozt4enrqrXdzc9O06+bNm7h7967Bdv3www/YuHGjKadcLBi6ERERUZklkwFvvw389JO1W0JERERERFR2VaxYEQMGDMCqVatMCt5sbW0xYMAAVKxY0YKtKx4LFixAfHw8Dh48iJMnT+Lq1auIjY1FcnIysrOz4eTkBF9fXwQEBKB9+/bo2rUrnJycinRMZ2dnLF68GBs3bsT69esRFRWFtLQ0+Pj4IDg4GEOGDEFgYCDmzZun2cfd3b2opwp7e3t89tlnGDlyJNatW4fIyEjcvn0bSUlJkMvl8PDwQO3atdG6dWuEhoYWqidfUXl6emLBggU4fPgwNm/ejBMnTiAhIQEZGRlwcXFBtWrV0Lx5c7z44ouoW7euRdvSsGFDbNq0CYsWLcK///6LO3fuQC6Xo3z58mjZsiUGDBiABg0a4OjRoxZthyE1a9bE1q1bsXTpUuzYsQM3b96EJEmoWLEiOnXqhGHDhsHX11dzDSkUCri4uORZX7t27bB7925s3rwZ+/btw4ULF/Do0SNkZmbC2dkZfn5+qFu3Llq2bInOnTvDzc3NYD1Vq1bFpk2bsGzZMvz999+IiYmBJEmoUKECOnbsiGHDhqFixYolMnSTScU5UCiVKJGRkRg8eLDm8fLly802BjMRERXe4sWAeoj0iAjgued0t0sSULUqEBsL9OwJGDs/7YgRwJIlgKsrEB8PaM3lCwC4ehVQz908ezYwcWJRzqJksHboplKpcObMGZ11jRs31kxWnJ8RI4A1a4CUlJx1HTsCDx4A58/nvd/du8CcOcDRo0BkpNj/33/FvsZSf8nvm2+A99/X3aa+Po8fB9T/bZgxA/jkE8N1/for8MYbOfUaej1mzgSmTBH1zp8P3LoFVK+uW8bVFahRAxg9GnjzTUAuN/58LCkjIwM7d+7UWdetW7dSPQE86SvKvUxERETG4edUprl69SpUKhUUCgVq165t7eZo3L17F+vXrzdqqMny5cujd+/eZSJwK+nCwsI0f7ccO3bMLMEbPTuys7PRtm1bPHr0CHXr1i2RQVdRmPv9lH8lEhERlVAODsCKFfqh2759InArzGf6CgWQlgZs3gz076+7bflyccynTwvfZrK+y5eBr74CatcGAgOB/4ZcL5TZs0XAZeyXL3/9Fcj9hbeWLfPf58svReA2fLgI3LSHhh84EOjRQywnJQHbtgFhYcDNm6JtRERERERUslSsWBFvvvkmbt68iePHj+PSpUvQ7vNhY2ODunXrIjg4GNWqVSv1Q0qWBrGxsfj3338BiHm3GLiRqbZt26aZh7BlQX/kE0M3IiKikqpHD2D1auDHH0VYprZiBdC8uejxZCp7e6BtW2DlSv3QbcUK0XNu7dqitdtUKhWQnQ3Y2RXvccuq5s2Bhw8BLy/RU65fv8LV06QJcPo08NtvwHvvGbdP375AuXLGH2P2bGDyZGDYMGDhQt3ADQCaNQOGDMl5/NZbIsRbsYKhGxERERFRSSWTyeDv7w9/f39kZGQgOTkZmZmZsLOzg5ubG0eFMKPo6Gh4eXnBy8vL4PZ79+5h3LhxmiE/i3NeNSodTp8+jfr168Mujw9lIiMj8emnnwIQofmAAQOKs3mlkk3BRYiIiMgaBg4U4Yn2XMSZmSJIGTSo8PUOGgT8/TeQmJiz7vhxMbykoXofPRJDTQYGil5Mbm7Aiy8CuUZaAyB6yc2YIYapdHAAKlYEQkKAa9fE9pgYMcTgN98AP/wA1KwpgsCLF8X2PXuAdu0AZ2fAwwN45RUg95y7M2aIOqKiRHDo5gZ4ewPvvJN3L70NG4CGDcWxGjQA/ps/WuPmTRHoBASIYTe9vUVYFROjX9fZs0CHDqJc5crA558DixaJNuUuv327DKNH18FzzzVB+/ZN8M47tXDhguE2mourqwjciqptW6BzZ+Drr4H09KLXl9t33wEffihCtUWL9AM3Q2QywNdXN4QmIiIiIqKSy97eHj4+PvDz84OPjw8DNzPbt28f2rdvj9GjR+OXX37Bpk2bsH37dqxcuRLh4eHo3r07Lv33R3WzZs3Qt29fK7eYSppff/0Vzz33HN5//30sXrwY27Ztw7Zt27Bo0SKMGTMGQ4YMQVJSEgBg9OjRqFmzppVbXPLxIwsiIqISyt8faN1a9Ep78UWx7u+/xTB7r74qesAVRkiImGNr3Tpg1CixbsUKoG5d0bMot+vXRWjVr5+YZys+Hvj9dxE8XbwIVKokymVlAb16Abt3i/a98w7w5IkIDc+fFwGb2qJFIiAbO1YEYV5ewD//iPOsUUMEa+npwNy5Ivw5eVI8H9r69xfrZs0CjhwRz8fjx8DSpbrlDhwQ5/rWWyKQ+vFHIDRUzBvm7S3KHD8OHDok2l25sgjPfv1VzIN28WLO8IpxcUCnTiL8mTxZhIPz5xse6nPZMmD4cBu0bp2NsLA4PH1qg7VrfdCxoxynTumfT0k0YwbQvr14Lozp7fbfaBMacjng6alfbs4cMVfcoEFijri8Are0tJwencnJ4vrfvl0890RERERERAQolUpEREQgIiIizzJt2rTBnDlzIC8pk2NTiZKUlIQtW7Zgy5YtBrfLZDKMHDkSEyZMKOaWlU4M3YiIiEqwQYNEwJCeLnpWLV8uwi510FUYrq4iHFuxQoRu2dnAn3+KubsMCQwErlzRDUaGDhUh3YIFwMcfi3VLl4rA7bvvAO3/h4WHA1pD+AMQc9JFRwM+PjnrXnlFhG+HD+f01OrdG2jaFJg+HViyRLeO6tUB9dy9b78terz98ovoldeoUU65S5dEcKYO/Tp1Aho3FmHmuHFiXc+eYmhEbS+9JELPtWvF+QJirrTHj0UI2KSJWDdypJg/TVtKCjB+PDBqlIQ334zWrO/V6yH692+EmTOBefNQ4rVrJ54v9dxujo75lw8I0H1crZp+778tW0TPwoEDxTWT399806eLH21vvgl88onRp0BERERERFRm9enTB/b29jh8+DBiYmKQmJiIpKQk2NnZoVy5cmjSpAl69uyJDh06WLupVEJ9+OGHCAwMxIkTJ3Dnzh0kJiYiJSUFzs7OqFixIoKDgzFgwADUzv3BB+WJoRsREVEJ1r8/8O67Iqjo3l38LmwPN22DBomea/fuiV5o9+7lPWSldi+urCwxLKWLiwhYTp7M2bZ2rZjPKyxMv47cc2OHhuoGbnfvivnDPvxQd2jERo2Arl2Bbdv063z7bd3HYWEidNu2TTd0e/553V52jRqJgO769Zx12mGSUil6VdWqJYa4PHkyJ3Tbvl0EcerADRDtHTxY9MpT27VLPE8DBwL29n6a9ZUqAS1aAP/NYV0qzJghgt7fftMNUw1Zu1Y8t2qGQrr4ePG7evX8AzdA9IRUz0mXnCyGH/31V3FNfv+90adgUXK5HHXq1NFbR2WLjY0NKlasqLeOiIiIiMiavLy8MGTIEAzRngybyAQ1a9bEOPU3ksksGLoRERGVYD4+IjRasUIMtZeVpd8jqzB69BA93latEmFXcLAImQzNYZadLYYD/OUX4MYN0QY19fCMgJi3LSDAuPm2qlfXfXzzpvidu6cUANSrB+zYAaSmiuEc1XJ/yapmTdEbL/c5VK2qX6enp+ixppaeLoapXLRIDCGp3TPvv6HLNe1s3Vq/vlq1dB9fvSp+P/+8DYAKeuXVwVR6um79AFBBv7hFPHok5ghUc3QE3N31y7VvL3q7ff21GJY0P+3bi+A1P8OHA3fuADNnirL5BXm1a4vrXy0kRAS4P/wgemkGBuZ/rOKgUCgQYOjCpTLFxsYGlYrSxZiIiIiIiIieCQzdiIiISrhBg4AxY0RvtBdfFL2visreXgQYS5aIHl8zZuRdduZMMYTkqFHAZ5+Jnl02NqIHXnZ24Y5f0DCFhZG7N51aXp2OtIO1sDARuL37rgjV3N1Ffa++WrhzVO+zbJnhEE0dTK5aJYanzKtdlhQSAuzbl/N4+HAxv5oh06eL+e1+/73o159CAfz1l+i5+f77or7cz0F+unQBfvoJ2L+/ZIRuRERERERERERqDN2IiIiKUbYkQanKRlZ2NmxsbGCnsIFNXmnRf/r0AV5/HThyRIQ05jJoELBwoQjQXn0173Jr1oieTgsW6K5PTNTt1VSzJnD0qBie0dbWtLZUqyZ+X76svy0qShxHu5cbIHqTafeYi44WYZe/v2nHBsQ5Dh8OfPttzrqnT8U55m5ndDT05F6nHs6yfHndnlq5vfCCGIrSGr79Vre3X36deDp0EKHbV18B06YV/dgODsCmTeK6GjNGBG99+hi3r0olfqekFL0dRERERERERETmxNCNiIioGKRnqpCSrsSJGw8Q+yAFmaps2CpsUMHdES1ql4eLoy2c7Q0nVS4uYh6rmBjgpZfM16ZOnUTPNW/v/Ic0lMv1e1+tXi2GYdQeVjE0FNi6VfRCyj1koCTl3RMNACpWFPOkLVkCTJ6c05vq/Hlg507A0PD0P/8MdOuW81g9p9qLL+Z9nLwYOse5c3WH0gRESPbzz2JITvW8bo8eAcuX65dzcxO9BDt10g8hExLE0KEVK4ofa2je3LTyM2aI4G3ePPMc381NzJHXrp2Y+27rVtGLrSCbN4vfjRubpx1ERERERERERObC0I2IiMiCMlVZuPMoDbvPxeL8rcdQZumOVXgGwO5zcahX2ROdAyuhircLDP3zPHy4+dtmYwNMnVpwuV69gE8/FUMAtmkDnDsnQqYaNXTLDRsGLF0KvPcecOyYCFNSU4F//gHeegt45ZX8jzN7tgjMWrcGXntNzHc2d64Y6tHQ8Jc3bgAvvyyGKTx8GPjf/0TvvcKEMb16iaEg3d2B+vVFff/8oztnHQB8+KE4TteuYkhKZ2dg/nwxb9yjRznBopubCEqHDgWaNRM9CX18gFu3RLjUtq0IJwsjIQH4/HP99dWrA4MHi2X19gsXxO9ly4ADB8SyMa+5IR06iB/tISmLysdH9PRr2xbo3RvYvRto0SJn+8mT4vkGgCdPxPa1a8V1qB24EhERERERERGVBAzdiIiILORppgrnbz/GioiryFTlPTGYKlvCuVuPcDH2Mfq2qoEMpQ9K0j/RH30kwrMVK8Twls2aieAoPFy3nFwObNsGfPGFKLt2rQitnnvOuLm3nn9e9HyaPl0MYWhrK0Ker77SHUZSbdUqUS48XMwTNm6cCO4KY84c0f7ly8Wwkm3bitDthRd0y1WpAvz7LzB+vOjF5uMDvP22CN/GjxfDJqoNGiSGbPzyS9GujAzAz0+EkabMYZbb/ftijr3cunTJCd1yb1+4MGe5sKEbIMLPTp0Kv78hVaqI3ozt2onQdf/+nKFEV64UP4B4jatWBT74QLzuNjbmbQcRERERERERUVHJJCn3YEr0rIiMjMRg9adzAJYvX46goCArtoiIqOxQqrJxKe4xFuyOQla28f/UygAMalcLzWr4wN5WbrkGlmIzZgCffCJ6fGnPKWdN774L/P67mGdMrvWyqVQqXM41UV1AQAAUipITqlLRZGZm4tChQzrr2rRpAzs7Oyu1iCyB9zIREZHl8XMq01y9ehUqlQoKhQK1a9e2dnOIiEotc7+f8q9EIiIiC0hOz8T/9l81KXADAAnAX4euo7qvGyp4OFmmcVQk6emAo2PO44cPxfCNzz2nG7ipPX36tPgaR8VOkiQ8efJEbx2VPbyXiYiIiIiIqCAM3YiIiMwsW5Jw9uZDpGWoCrW/MisbR67Eo1fzalDICx5D79EjIDMz7+1yuRgGkcyjdWugY0egXj0gPh5YsABITjY85CMRERERERERET07GLoRERGZWXJaJg5dji9SHZFX7qFJJSfYZGfgyZMnePLkCcqVK4datWrplQ0JAfbty7uuatWAmJgiNYe09OgBrFkDzJsHyGRijrsFC4D27a3dMiIiIiIiIiIisiaGbkRERGaWnJaJu4/TTNtJkuCcfA12Tx/AJisDNpIKS67pFxs1ahSqVKmis+7bb4HHj/OuWnsoxLJgxgzxYy0zZ4ofIiIiIiIiIiIibQzdiIiIzOxJutLkfRTKZDil3My3jI2NDRwcHPTWN29u8uGIiIiIiIiIiIjIzBi6ERERmVmWJJm8j8rWBZl2HrBVJiPbxh7Zcjv4lfdGdT8fuLq6wtXVFVWrVoWHh4f5G0xERERERERERERFxtCNiIjIzBzt5KbvJJMjyUe3y1pIpwA0q+FjplYRERERERERERGRJdlYuwFERERljbeLA5zti/a9Flu5DSp7u5ipRURERERERERUmgwdOhQBAQEICAiwdlOIyATs6UZERGRmzo62aFq9HA5E3St0HfWreMLFwdaMrSIiIiIiIiKi4nDp0iVs2LABp06dwq1bt5CSkgIbGxu4ubnBz88PtWrVQmBgINq0aYOqVatau7lGCw8Px/r16wEAs2bNQkhIiEX3IyqNGLoRERGZmb1Cjnb1KuDg5XsoxPRuAIAO9SvCqYi95YiIiIiIiIio+KSlpWH69OnYtGmTwe0JCQlISEjA6dOnsWbNGgDAvHnz0KFDh+JsJhFZED/NIyIisgAPZ3u0r1cR+y7eNXnfptW9UdHTyQKtIiIiIiIiIiJLUKlUGDNmDCIjIwEACoUCHTt2RFBQEMqXLw+ZTIbHjx/j8uXLiIyMxLVr1wAA2dnZButbtmxZsbWdiMyHoRsREZEFODvY4oUmVZDyVIkT1x8YvV9dPw+EtKoBV0c7C7aOiIiIiIiIiMxp5cqVmsDNz88Pf/zxB2rWrJln+ZiYGKxevRqurq7F1UQiKgYM3YiIiCzEzckOoa1qoJybAyIu3UNahirPsg62cgTX8sELTarAw9m+GFtJREREREREZBnKlBSk3bsHZVoabJ2c4FShAmxdXKzdLIvYuHGjZnnGjBn5Bm4A4O/vjw8++MDSzSKiYsbQjYiIyILcnOzQrXEVtAmogAu3H+PQ5XtISH6KTGUWbBU28HZ1QKva5dHYvxxcHBRwsOM/zURERERERFR6SZKE+8eO4crKlYjdswdSVpZmm0wuR+UuXVDn1VdRvkULyGQyK7bUvK5fv65ZbtGiRZHrGzp0KI4dOwYAuHz5cp7lJEnCxo0bsWHDBkRFRSEtLQ0+Pj4IDg7G4MGDERgYiHXr1mHy5MkAgFmzZiEkJKTI7TOno0ePYtiwYQCAcePGISwsDNevX8fy5ctx4MABxMfHw9bWFtWrV0ePHj0waNAg2NlxhCAqmfjJHhERkYXZ28phbytHu3oV0KiaF7IlCTLIIAGwkQFujnawsSk7f2hQDplMBh8fH711VHbI5XL4+/vrraOyhfcyERERkXEeXbyIw5MnIyk62uB2KSsLt3fuxO2dO+FeqxZaz5oFr/r1i7mVlpGlFS4+ePAAlStXtvgxU1NT8fbbb+Pw4cM662NjYxEbG4tNmzZh0qRJpW4Iy23btuGjjz5Cenq6Zl16ejrOnDmDM2fOYNWqVZg/fz78/Pys2Eoiwxi6ERERFROZTMahI58xcrkcVatWtXYzyIIUCgUCAwOt3QyyMN7LRERERAW7e+gQIsaPh0orKMlPUnQ0/hk2DO1+/BEV27SxcOssr2rVqrhy5QoAYMmSJZgyZYpFjydJEsLCwjSBm5OTE0JDQ9GwYUMAwPnz57F27VrMmjULL7zwgkXbYk4XLlzAvHnzoFKp0KtXL7Ru3RoODg64evUq1q5di4SEBFy/fh3Dhg3Dhg0bSl2gSGUfQzciIiIiIiIiIiIiKrRHFy+aFLipqdLTETF+PJ5furTU93h76aWX8O233wIAli5dipiYGPTt2xctW7aEh4eH2Y+3bt06HDx4EADg6+uLZcuWoVq1aprtvXv3xvDhwzF06FBs377d7Me3lH///ReOjo6YP38+WrZsqbPttddew9ixY3Hq1CnExsZi9uzZ+PTTT63UUiLDbKzdACIiIiIiIiIiIiIqnSRJwuHJk00O3NRU6ek4/NFHkCTJzC0rXsOHD0fTpk01j/fv34/x48ejZcuW6NKlC8aPH4/58+fj7NmzZjnXxYsXa5ZnzpypE7ipValSBbNmzSrysYrb+++/rxe4AYCbmxvmzJkDJycnAMD69evx6NGj4m4eUb4YuhERERERERERERFRodw/dizPOdyMlXT1Ku4fP26mFlmHvb09lixZglGjRsHR0VFnW2xsLHbs2IHZs2ejX79+6NKlC5YsWQKlUlmoY92+fVszlGWtWrXw3HPP5Vm2devWqFOnTqGOYw1ubm7o379/ntt9fX3x0ksvAQAyMzOxZ8+e4moakVEYuhERERERERERERFRoVz580+z1HPVTPVYk729PSZNmoR9+/Zh5syZ6NWrFypXrqxXLi4uDjNnzsTgwYPx+PFjk49z7tw5zbKhHmG5GVOmpGjevDns7e3zLdNGaw7As2fPWrpJRCbhnG5EREREREREREREZDJlSgpid+82S123//kHypQU2Lq4mKU+a3J3d0doaChCQ0MBAElJSTh//jyOHj2KzZs3486dOwCAM2fOYOLEiViwYIFJ9d+/f1+zXLVq1QLLV6lSxaT6rcnQMJm5+fv7a5a1nwuikoChGxEREZGFZGVlITrXMCu1atWCXC63UovI3JRKJY7nGgYnODgYtra2VmoRWQLvZSIiIiLD0u7dg5SVZZa6pKwspMXHw70MhG65ubu7o23btmjbti3CwsIwc+ZMrFixAgBw4MABnDhxAs2bNze6vrS0NM2yg4NDgeXVc6AVlY1NzsB5WSa87trDaGrXYUjuoTkLKpOammp0O4iKA0M3IiIiIguRJAkpKSl666jsyM7OxsOHD/XWUdnCe5mIiIjIMKVW+GOW+p6BAMXW1hZTpkzBsWPHNF/sOnTokEmhm3aI9vTp0wLLp5npdXJ1ddUsmxJ2aZd1c3PLt2x6enqB9WmXcXZ2NrodRMWBc7oRERERERERERERkclszdSDSlPfMxKgKBQKtGjRQvM4ISHBpP3Lly+vWb5161aB5W/fvm1S/XkpV66cZvnmzZtG76fdRu06DDGmXu0y2s8FUUnA0I2IiIiIiIiIiIiITOZUoQJkZhpyW6ZQwMnX1yx1lQYKRc4gdKYO/xgYGKhZPnr0aIHljSljjEaNGmmWcw+zn5eEhATExMQAAOzt7VG3bt18y584cQKZmZn5ljl06JBmuXHjxka1g6i4MHQjIiIiIiIiIiIiIpPZurigcpcuZqmrSpcusC3F87k9ePDA6LJKpRL79+/XPK5Tp45Jx6pSpYpmn+joaBw4cCDPsocPH8aVK1dMqj8vTZs2hbe3NwDg6tWrOHz4cIH7LF++XDP/W/v27WFnZ5dv+eTkZKxevTrP7ffv38fmzZsBAHZ2dujUqZOxzScqFgzdiIiIiIiIiIiIiKhQ6rz6qlnqqW2meqwlNDQU4eHhOHXqVL7lUlNTMXnyZE3vL1dXV3Tu3Nnk440YMUKz/NFHHxkclvH27duYPHmyUfWFh4cjICAAAQEBmDt3rsEydnZ2GDlypObxpEmTEBUVlWedW7duxfz58wEANjY2GDt2rFFt+eabbwz2pEtJScG7776rmSMuJCQEXl5eRtVJVFwUBRchIiIiIiIiIiIiItJXvkULuNeqhaTo6ELX4V67NsoHB5uxVcVPpVJh/fr1WL9+Pfz8/BAcHIx69erBy8sLdnZ2SExMxMWLF7Fr1y48evQIACCTyTB16lR4eHiYfLyQkBBs3boVBw8eRHx8PHr37o3Q0FDN0JPnzp3D2rVrkZ6eju7du2P79u0ARPhVFKNGjcKhQ4dw6NAhxMfHIyQkBJ07d0aLFi1Qrlw5ZGVlIS4uDnv37tUJIN955x2d4Snz0qlTJxw8eBDDhw9Hjx490Lp1azg4OCA6Ohpr1qzB/fv3AQCVK1fGBx98UKRzIbIEhm5EREREREREREREVCgymQytZ83CP8OGQZWebvL+CkdHtJ45EzKZzAKtKz5169bFwYMHIUkS4uLiEBcXhw0bNuRZ3sfHB1OnTkX37t0LdTyZTIa5c+firbfewpEjR5CWloZly5bplJHL5QgPD4ezs7MmdHN2di7U8bTr/O233/D5559j9erVyMrKwq5du7Br1y6D5Z2cnPDhhx9i4MCBRtXfoEEDvPzyy/joo4+wefNmzVCS2qpXr4758+fDpRQPR0plF0M3IiIiIiIiIiIiIio0r/r10e7HHxExfrxJwZvC0RHtfvwRXvXrW7B1xWPBggWIj4/HwYMHcfLkSVy9ehWxsbFITk5GdnY2nJyc4Ovri4CAALRv3x5du3aFk5NTkY7p7OyMxYsXY+PGjVi/fj2ioqKQlpYGHx8fBAcHY8iQIQgMDMS8efM0+7i7uxf1VGFvb4/PPvsMI0eOxLp16xAZGYnbt28jKSkJcrkcHh4eqF27Nlq3bo3Q0FCTe/L16NEDdevWxf/+9z9NTz6FQoHq1aujR48eGDx4cIFzwxFZC0M3IiIiIiIiIiIiIiqSim3a4PmlS3F48mSjhpp0r10brWfOLBOBm5qvry9CQkIQEhJS5Lpy91rLi0wmQ+/evdG7d+88y5w7d06zHBAQYLDMl19+iS+//NKkNtaoUQMTJ040aR9T6p42bZpF6iayJIZuRERERERERERERFRkXvXro8eGDbh//DiurFyJ2N27IWVlabbLFApU6dIFtV99FeWDg0v9kJKlQWxsLP79918AQL169czS042I8sbQjYiIiIiIiIiIiIjMQiaTwbdFC/i2aAFlSgrS4uOhTE2FrbMznHx9Yct5uMwmOjoaXl5e8PLyMrj93r17GDduHJRKJQAYPa8aERUeQzciIiIiIiIiIiIiMjtbFxe4M2SzmH379uH7779Hq1at0KxZM1SuXBl2dnZ4/Pgxzpw5g+3btyP9vzn2mjVrhr59+1q5xURlH0M3IiIiIiIiIiIiIqJSSKlUIiIiAhEREXmWadOmDebMmQO5XF6MLSN6NjF0IyIiIiIiIiIiIiIqZfr06QN7e3scPnwYMTExSExMRFJSEuzs7FCuXDk0adIEPXv2RIcOHazdVKJnBkM3IiIiIguRyWTw9PTUW0dlh42NDSpWrKi3jsoW3stEREREVBJ5eXlhyJAhGDJkiLWbUiQtW7bE5cuXrd0MIrNg6EZERERkIXK5HDVq1LB2M8iCbG1tERQUZO1mkIXxXiYiIiIiIiJj8Gu4REREREREREREREREREXE0I2IiIiIiIiIiIiIiIioiBi6ERERERERERERERERERUR53QjIiIiIiKrSUtLQ3Z2tuaxvb09bG1trdgiIiIiIiIiosJh6EZERERERMUuNTUV9+7dw4ULF/DgwQNkZ2fD3t4e1apVQ/369eHq6gp7e3trN5OIiIiIiIjIaAzdiIiIiCwkKysLN2/e1FlXrVo1yOVyK7WIzE2pVOLMmTM66xo3bsyeWgVITEzE7t278fDhQ5316enpiIqKwuXLl9GsWTPUr18fjo6OVmplDt7LREREREREZAyGbkREREQWIkkSHj9+rLOuatWqVmoNWUJ2djbu3r2rsy4wMNBKrSkdnjx5gl27dundG9okScKJEycgl8tRv3592NnZFWMLDbeH9zIREREREREVxMbaDSAiIiIiomdDdnY2oqOj8w3ctJ06dQpPnz61cKuIiIiIiIiIzIOhGxERERERFYu0tDRcuXLF6PJKpRLXr19Hdna2BVtFREREREREZB4M3YiIiIiIqFg8ffoUSUlJJu1z8+ZN9nYjIiIiIiKiUoGhGxERERERFQulUmnyPiqVCpIkWaA1RERERERERObF0I2IiIiIiIqFra2tyfsoFArIZDILtIaIiIiIiIjIvBi6ERERERFRsXBwcIC7u7tJ+1SrVg0ODg4WahERERERERGR+TB0IyIiIiKiYuHk5IQ6deoYXd7W1hY1atSAjQ3/bCEiIiKiZ8vQoUMREBCAgIAAazeFiEygsHYDiIiIiIjo2WBjY4NatWohOjoajx8/LrB806ZN2cuNiIiIiEqdS5cuYcOGDTh16hRu3bqFlJQU2NjYwM3NDX5+fqhVqxYCAwPRpk0bVK1a1drNNdrRo0cxbNgwg9vs7e3h4uICV1dXVKlSBfXr10fjxo3Rrl072NnZFXNLiayHoRsRERERERUbV1dXdO3aFbt378bDhw8NlpHJZGjWrBkCAgL4BzoRERERlRppaWmYPn06Nm3aZHB7QkICEhIScPr0aaxZswYAMG/ePHTo0KE4m2kRGRkZyMjIwMOHDxETE4OIiAgAgKenJ0JDQ/HWW2/B2dnZyq0ksjyGbkREREREVKw8PDzQvXt33Lt3DxcvXsSDBw+QlZUFe3t7VKtWDQ0aNICLiwvs7e2t3VQiIiIiIqOoVCqMGTMGkZGRAACFQoGOHTsiKCgI5cuXh0wmw+PHj3H58mVERkbi2rVrAIDs7GyD9S1btqzY2l4YtWvXxrvvvqt5nJWVhSdPnuDx48e4dOkSjh8/jvv37+Px48eYP38+tm/fju+++w6NGze2XqOJigFDNyIiIiIiKnbOzs6oWbMmKlasqPNBg4ODAxQK/plCRERERKXLypUrNYGbn58f/vjjD9SsWTPP8jExMVi9ejVcXV2Lq4lm5enpieeffz7P7VlZWdi1axe++uor3LlzB7GxsRgzZgxWrlyZ7/NCVNpxRnIiIiIiIrIaJycnuLi4aH4YuBERERGVHakZStxMeIKouETcTHiC1AyltZtkMRs3btQsz5gxo8Bgyd/fHx988AGCgoIs3TSrkMvl6N69O9avX4/AwEAAQFJSEt599908e/cRlQX8i5aIiIiIiIiIiIiIzEKSJJy5+RCbj9/EocvxyJYkzTYbmQxt6/qiV1A1NK7mDZlMZsWWmtf169c1yy1atChyfUOHDsWxY8cAAJcvX86znCRJ2LhxIzZs2ICoqCikpaXBx8cHwcHBGDx4MAIDA7Fu3TpMnjwZADBr1iyEhIQUuX3G8vDwwNy5c9GzZ0+kpqbiypUr2L59O3r06JHnPvHx8VixYgUOHjyI27dvIzU1FR4eHqhVqxa6dOmCfv36wcHBQW8/lUqF4OBgpKWloWnTpvjzzz8N1v/+++9jy5YtAET4uWPHDoPlPvnkE6xYsQIAsGXLFtSuXVuzLTw8HOvXrwcA7N69G5UrV8aRI0ewcuVKnDlzBg8ePICrqysaNmyIAQMG5NsrkMoWhm5EREREFiKTyeDi4qK3jsoOGxsbeHt7662jsoX3MhEREZFxrt5NwuyNp3EzIcXg9mxJQsSle4i4dA/VfFzwwStNULuiezG30jKysrI0yw8ePEDlypUtfszU1FS8/fbbOHz4sM762NhYxMbGYtOmTZg0aZLVh7CsWLEi+vfvj0WLFgEA1qxZk2fotmbNGnz++edIT0/XWZ+QkICEhAQcPnwYCxYswNy5czU96NQUCgWCgoKwf/9+nD9/HqmpqXB2dtY7xtGjRzXLMTExiI+Ph6+vr165I0eOAADKlSunE7jlJkkSPv/8c715+B49eoT9+/dj//79GDx4MKZNm5ZnHVR2MHQjIiIishC5XI6AgABrN4MsyNbWFm3atLF2M8jCeC8TERERFezE9QR8+tcJPFVmFVwYwM2EFExcchjT+jdH8xo+Fm6d5VWtWhVXrlwBACxZsgRTpkyx6PEkSUJYWJgmcHNyckJoaCgaNmwIADh//jzWrl2LWbNm4YUXXrBoW4zx8ssva0K3U6dOQalUwtbWVqfM6tWrMXXqVM3jtm3bokuXLvD09NSEiFevXsXdu3cxbNgwrFy5EnXr1tWpo1WrVti/fz+USiUiIyPRoUMHne3Xrl1DQkKCzrrDhw+jd+/eOuvu37+v6b3YsmXLfM/thx9+wJYtW+Dn54dXXnkFNWvWhEqlwuHDh7Fp0yZkZ2dj+fLlaNq0KV566aWCnywq1fg1XCIiIiIiIiIiIiIqtKt3k0wK3NSeKrPw6V8ncPVukoVaVny0w5SlS5dizJgx2LFjBxITEy1yvHXr1uHgwYMAAF9fX2zYsAFTp05F79690bt3b0ydOhWbNm1ChQoVsH37dou0wRQBAQFwdHQEAKSlpeHatWs62+Pi4vDFF18AEKNKfPHFF1i4cCEGDx6MHj16YOzYsdiwYQNCQ0M1dXzwwQd688NpB2Tqnmra1OscHBxQr149ALo939S017Vq1Srfc9uyZQt69OiB7du345133kGvXr3Qu3dvfPXVV/jyyy815ebNm5dvPVQ2MHQjIiIiIiIiIiIiokKRJAmzN542OXBTe6rMwjcbz0DSmvutNBo+fDiaNm2qebx//36MHz8eLVu2RJcuXTB+/HjMnz8fZ8+eNcu5Ll68WLM8c+ZMVKtWTa9MlSpVMGvWrCIfyxzkcrnOEI6PHj3S2b5s2TLNkJIDBw5E37599epQKBT49NNPUadOHQDAlStXsGfPHp0y9evXh7u7GLLUUOimDtOaNm2K9u3b66zTpr1vQaGbv78/vvrqK9jZ2elte+WVV9C4cWNNe+Pj4/Oti0o/hm5EREREREREREREVChnbj7Mcw43Y8UkPMHZm48KLliC2dvbY8mSJRg1apSmR5dabGwsduzYgdmzZ6Nfv37o0qULlixZAqVSWahj3b59WzOUZa1atfDcc8/lWbZ169aakMra1GEYAL0egDt37gQgermNHj06zzoUCgVee+01zeNdu3bpbLexsUFwcDAAICoqSuc4kiRpArZWrVppwrS4uDjcunVLpx516FapUiVUrVo13/MaNGiQwcBNTXtKAvXrRmUXQzciIiIiIiIiIiIiKpQtkTfNUs9mM9VjTfb29pg0aRL27duHmTNnolevXqhcubJeubi4OMycORODBw/G48ePTT7OuXPnNMsFzTdmbJnikFcPv4cPHyIuLg6A6DXm5+eXbz3t2rXTLJ8+fVpvu/p8s7OzdXqxaYdwrVu3RrNmzTTzymn3bIuLi0NsbCyAgnu5AdDp4WhIhQoVNMvJyckF1kelG0M3IiIiIiIiIiIiIjJZaoYSB6PMM1zewah7SM0oXM+vksbd3R2hoaH49ttvsXv3bhw7dgwLFy7E66+/jkqVKmnKnTlzBhMnTjS5/vv372uWC+qFBYhhJksC7cDJ09NTs5yQkKBZ9vf3L7Aeb29vuLq66u2rph2UaYdp6gDOxcUFDRs2hIODA5o0aaJXTnvZmMBS+1wM0e4Fl5GRUWB9VLoxdCMiIiKykKysLNy6dUvnJyurcPMcUMmkUqlw7tw5nR+VSmXtZpGZ8V4mIiIiMuxB8lNkm2kutmxJwsPkp2apq6Rxd3dH27Zt8d5772Hnzp0YNGiQZtuBAwdw4sQJk+pLS0vTLDs4OBRY3snJyaT6LUGlUuHevXuax9pBVUpKzvCkxrZVXU77uVCrU6cOvL29ARgO04KDgyGXywHkBHTaPeK092ndunWBbZHJZEa1mZ4NDN2IiIiILESSJCQkJOj8lPbJwUlXVlYWYmJidH4YxpQ9vJeJiIiIDEvPNO//fdPMXF9JZGtriylTpqBWrVqadYcOHTKpDu1g6unTgoNKQ8FUcYuKitK01cnJSef8XVxcNMvGtlVdLq+QrkWLFgCA69evIz4+HllZWTh+/DgA3Z5w6uUHDx7g6tWrAHICOH9/f/j6+hrVHiI1hm5EREREREREREREZDJHO7lZ63Myc30llUKh0IRCgOEhEvNTvnx5zfKtW7cKLH/79m2T6reETZs2aZabNWsGhUKheezj46NZvnmz4Ln9Hj58iCdPngDQfS605R5i8vz585oeddrbGjVqBEdHR005dUgHlJy58Kh0YehGRERERERERERERCYr5+YAGzMNrSe3kcHbreChEssK7dDJ1OEfAwMDNcvawyLmxZgylnTnzh2sWbNG87h///462729veHn5wcAuHHjBuLi4vKtLyIiQrPcuHFjg2Vyh27q58DLywsBAQGabXZ2dmjWrJleudx1EBmLoRsRERERERERERERmczZ3hZt65pn+L02ARXgbG9rlrqs4cGDB0aXVSqV2L9/v+ZxnTp1TDpWlSpVNPtER0fjwIEDeZY9fPgwrly5YlL95pSUlISwsDCkpqYCAOrWrYtu3brplXvhhRcAiKHdFyxYkGd9KpUKCxcu1Dw2VBcghoasUKECABE6qudpa9Gihd4cbOpw7fjx4zh8+DAAMU8bQzcqDIZuRERERERERERERFQovYKqmaWel8xUj7WEhoYiPDwcp06dyrdcamoqJk+ejJiYGACAq6srOnfubPLxRowYoVn+6KOPDA7LePv2bUyePNmo+sLDwxEQEICAgADMnTvX5PbklpWVhZ07d6JPnz44f/48AMDDwwM//PCDXugFAEOGDNEM87hy5UqsW7dOr4xKpcInn3yCy5cvAxBhZadOnfJsg3p4yLi4OE0PttatW+uVU4drSUlJ2L17NwCgdu3a8PLyMvp8idQUBRchtfDwcKxfv17zeNy4cQgLCytwv5s3b+LPP/9EREQE7t69i+zsbJQvXx5t2rRB//79Ua9ePUs2m4iIiIiIiIiIiMgiGlfzRjUfF9xMSCl0Hf4+rmhUrXQHHCqVCuvXr8f69evh5+eH4OBg1KtXD15eXrCzs0NiYiIuXryIXbt24dGjRwBEb6qpU6fCw8PD5OOFhIRg69atOHjwIOLj49G7d2+EhoZqhp48d+4c1q5di/T0dHTv3h3bt28HANjYmKcfzuPHj/HPP/9oHmdnZyMlJQWPHz/GxYsXcezYMdy/f1+zvXLlyvj+++9RvXp1g/X5+flhypQpmDp1KrKzszF58mRs3boVXbp0gYeHB+7cuYONGzdqeu05OTlh9uzZ+Z5Pq1atsHHjRgDi9VGvy61BgwZwcXFBSkpKvuWIjMHQzUj79u3TCdyMtWrVKsycORNPnz7VWR8TE4OYmBisWrUKb731FsaNG2euphIREREREREREREVC5lMhg9eaYKJSw7jqTLL5P0dbOWY+Epjg72fSpO6devi4MGDkCQJcXFxiIuLw4YNG/Is7+Pjg6lTp6J79+6FOp5MJsPcuXPx1ltv4ciRI0hLS8OyZct0ysjlcoSHh8PZ2VkTujk7OxfqeLldvXoVb7/9doHlPD090bdvX7z55psFHrtfv34AgC+++ALp6ek4cOCAwaEzK1SogLlz56Ju3br51qfu6aZWsWJF+Pv765WTy+UIDg7Gv//+q1nH0I0Ki6GbEVJSUjB9+nQAIkFPS0szar+NGzdi2rRpAMQ3CHr06IHWrVtDoVDg5MmTWL9+PTIzMzF37lzY2dlh7NixFjsHIiIiIiIiIiIiIkuoXdEd0/o3x6d/nTApeHOwlWNa/+aoXdHdgq0rHgsWLEB8fDwOHjyIkydP4urVq4iNjUVycjKys7Ph5OQEX19fBAQEoH379ujatSucnJyKdExnZ2csXrwYGzduxPr16xEVFYW0tDT4+PggODgYQ4YMQWBgIObNm6fZx93dMs+1nZ0dXFxc4OrqiipVqqB+/fpo0qQJ2rVrBzs7O6Pr6devH9q3b48VK1bgwIEDiI2NRWpqKtzd3VGrVi106dIF/fv3h4ODQ4F1+fn5oUqVKrh9+zYA/RBOW6tWrTShm1wuR4sWLYxuM5E2mSRJkrUbUdJNmzYNq1atQsWKFdG9e3csWrQIQP7DSz569Ahdu3ZFSkoKbGxs8NNPP6FLly46ZU6fPo0RI0YgPT0dCoUCmzdvRo0aNSx+PmqRkZEYPHiw5vHy5csRFBRUbMcnIiIq61QqFc6cOaOzrnHjxlAo+L2nsiIjIwM7d+7UWdetWzfY29tbqUVkCbyXiYiILI+fU5nm6tWrUKlUUCgUqF27trWbo3H1bhJmbzxt1FCT/j6umPhK4zIRuJV0YWFhmr9bjh07ZrHgjag0Mvf7qXkGcC3DDh8+jL/++gsAMH36dKO73y5YsAApKeIfl8GDB+sFbgDQpEkTvPPOOwDEH/I///yzmVpNREREREREREREVLxqV3TH76+3x9dDW6FdvQqwyTVkpNxGhnb1KuLroa3w2+vtGLgVg9jYWE0Prnr16jFwI7IwfjUzH+np6fj4448hSRJ69OiBTp064fz580bt+/fff2uWhw8fnme5fv364ccff0RaWhr27NmDp0+fGtU1loiIiIiIiIiIiKikkclkaOzvjcb+3kjNUOJh8lOkZWbByU4ObzcHONvbWruJZUZ0dDS8vLzg5eVlcPu9e/cwbtw4KJVKAMDAgQOLs3lEzySGbvn49ttvcfv2bXh4eGDKlClG7xcdHY24uDgAQM2aNVGlSpU8y7q4uKB58+aIiIhAWloajh07hvbt2xe57URERERERERERETW5GxvC2cfhmyWsm/fPnz//fdo1aoVmjVrhsqVK8POzg6PHz/GmTNnsH37dqSnpwMAmjVrhr59+1q5xURlH0O3PJw8eRLLly8HAHz44YcoV66c0fteuXJFsxwYGFhg+cDAQERERGj2ZehGRERERERERERERAVRKpWIiIjQfL5sSJs2bTBnzhzI5fJibBnRs4mhmwEZGRn46KOPkJ2djdatWyM0NNSk/a9fv65Zrly5coHltcvcuHHDpGMRERERERERERER0bOnT58+sLe3x+HDhxETE4PExEQkJSXBzs4O5cqVQ5MmTdCzZ0906NDB2k0lemYwdDNgzpw5uHHjBhwcHPDpp5+avP+TJ080y56engWW9/DwMLgvERERlX6cq7Vsk8lkcHV11VtHZQ/vZSIiIiIqaby8vDBkyBAMGTLE2k0hov8wdMvl7NmzWLx4MQAgLCwMVatWNbmOtLQ0zbK9vX2B5bX/gE9NTTX5eERERFQyKRQKNGjQwNrNIAuys7NDx44drd0MsjDey0RERERERGQMG2s3oCTJzMzElClTkJWVhQYNGmDkyJHWbhIRERERERERERERERGVAgzdtPz666+4cuUK5HI5Pvvss0JPLOnk5KRZzsjIKLD806dPNcvOzs6FOiYRERERERERERERERFZD0O3/0RFReGPP/4AAIwYMaJIw8doz+vx+PHjAssnJiYa3JeIiIiIiIiIiIiIiIhKB87p9p9169ZBqVTCxsYGtra2+OWXXwyWO378uM6yulz16tXx4osvAgBq1KihKRMbG1vgsbXLVK9evVDtJyIiIiIiIiIiIiIiIuth6PYfSZIAANnZ2fjtt9+M2ufo0aM4evQoAKBLly6a0K1OnTqaMufOnSuwHu0ytWvXNrrNREREREREREREREREVDIwdLOAWrVqoVKlSrhz5w6uXbuG2NhYVK5c2WDZ1NRUnDhxAgDg6OiIFi1aFGdTiYiIyIKys7Nx7949nXUVKlSAjQ1H+C4rVCoVrl27prOuZs2aUCj43+yyhPcyERERERERGYOfBvxnypQpmDJlSoHl5s6di59++gkAMG7cOISFhRks9+KLL2LBggUAgMWLF2Pq1KkGy/31119IS0sDAHTu3BmOjo6FaT4RERGVQNnZ2bh7967OuvLly/OD+jIkKysLV65c0Vnn7+/P0K2M4b1MRERERERExuBfiRby2muvwdnZGQCwfPly7N69W6/MmTNnMGfOHACAQqHA22+/XaxtJCIiIiIiIiIiIiIiIvPgV3AtxNvbGx9//DHCw8ORnZ2NcePGoUePHmjbti1sbGxw8uRJbNiwARkZGQCAsLAw1KxZ08qtJiIiIiIiIiIiIiIiosJg6GZBffr0QXp6Or788ktkZGRgy5Yt2LJli04ZuVyON954A2+88YaVWklERERERERERERERERFxdDNwgYNGoQ2bdrgzz//REREBO7evQtJklC+fHm0atUKAwYMQP369a3dTCIiIiIiIiIiIiIiIioChm4mCgsLQ1hYmEn7+Pv7Izw8HOHh4RZqFREREREREREREREREVmTjbUbQERERERERERERERERFTaMXQjIiIiIiIiIiIiIiIiKiKGbkREREREREREREREJcjQoUMREBCAgIAAazeFiEzAOd2IiIiIiIiIiIiIiMzk0qVL2LBhA06dOoVbt24hJSUFNjY2cHNzg5+fH2rVqoXAwEC0adMGVatWtXZzTZadnY2IiAj8/fffOH/+POLj45Gamgp7e3t4enqicuXKqFu3Lpo0aYJWrVrBy8vL2k0mKjYM3YiIiIiIiIiIiIiIiigtLQ3Tp0/Hpk2bDG5PSEhAQkICTp8+jTVr1gAA5s2bhw4dOhRnM4skJiYGH3zwAc6ePau3LS0tDWlpaYiLi8PRo0exZMkS2NjY4MSJE3BycrJCa4mKH0M3IiIiIiIiIiIiIqIiUKlUGDNmDCIjIwEACoUCHTt2RFBQEMqXLw+ZTIbHjx/j8uXLiIyMxLVr1wCIXmOGLFu2rNjabqw7d+5gyJAhSEhIAAC4u7uja9euaNCgATw9PaFUKpGQkICLFy/iyJEjePDgAbKzsyFJkpVbTlR8GLoRERERET1jOnYEHjwAzp+3dkuIiIiIiMqGlStXagI3Pz8//PHHH6hZs2ae5WNiYrB69Wq4uroWVxOLbNasWZrA7bnnnsP3338PNzc3g2UlScKJEyewatUq2NjYFGcziayKVzsRERHpkcmM+9m717j6OnYU5V96SX9bTIzY9s03Oev27hXr/httQyMzE+jVC7CxARYuzFm/eLFx7fX3N9y+/Npg6OfVV40/t6Cg5li2zFdv2/37QHg4EBgIuLgADg5ArVrAyJHAgQOG25mX06eBIUOAKlUAe3vAywt4/nlg0SIgK0u37NOnwPffAy1bAu7u4rh16gDjxgFXruSUmzFDnNeDB8a3Y/lysY+Li/H7qFRAWlrB5dSvkUwGfP654TKDB5t+fED3+jH03EuSeG5lMnH9kXWpX6//Ps8AYPz1+sUXwMsvA76+ovyMGaYde+zYOggKao4JE/Q/PCnq+0jDhvrH270bcHICmjUDHj0S6/z9detxcABq1wY++CCnDBEREREVv40bN2qWZ8yYkW/gBgD+/v744IMPEBQUZOmmmcWTJ0/w77//AgAcHBzw3Xff5Rm4AYBMJkNQUBBmz54NR0fH4momkdWxpxsRERHpyT2KxdKlwK5d+uvr1TOt3i1bgBMngObNTW+TUgn07Qts2wb88QcwalTOtvbt9ds2ejTQogUwdmzOOlPDGAAYPx4IDtZdZyi8y+/cbGxsoFDk/Lfr2DGgZ0/gyRPxwfsbb4iw7MYNYMMGESrs2yfOqyDz54v9fX2BoUPFh+9PnogP6197Dbh7F/joI1H2wQOge3fRzl69gEGDxHNy+TLw55/AvHki2CyMlBTgww8BZ+eCy8bFAd99B2zcCFy/LkItT0+ga1fgzTdFAJEXBwdg5Upg6lTd9ampoj4Hh8K1X133ihXAc8/prt+3D4iNFa9RbjKZDHZ2dnrrqGSaOhWoUAFo2hTYscO0fRUKhea1jYjwwIkTKrRsady+xr6PaNuzR4T5AQHAP/+IMF2tSRPg/ffF8tOn4p7+4QdxrR47ZlybiIiIiMi8rl+/rllu0aJFkesbOnQojv33n7vLly/nWU6SJGzcuBEbNmxAVFQU0tLS4OPjg+DgYAwePBiBgYFYt24dJk+eDED0VgsJCTG5Pbdu3YJSqQQA1KlTB+7u7oU4K8Oys7Oxfft27N69G2fOnMHDhw+hVCrh4eGBmjVrokWLFujVqxeqVauWZx3nz5/H6tWrcezYMdy/fx9KpRLe3t5o1KgRevbsiW7duuXbhs6dOyMuLg5+fn7Ys2cPMjMzsXr1amzfvh03btzAw4cPUbFiRezZs0dv3+PHj2PTpk2IjIxEQkICMjIy4OXlhUaNGqFXr17o1q0b/058hjB0IyIiIj1Dhug+PnJEhG6515uialURBn3yCZDHnNJ5UiqB/v1FsPX77yJM0lajhvjR9sYbYl1R2gwA7dqJsC8/eZ2bOmirVKkSGjeuBAB4/Bjo3RtQKEQPtbp1dev6/HMRgBnzRcAjR8R5tm4twkjtUUnefVf0BNIePnDECODUKdGDMDRUt67PPgOmTCn4mHn5/HNx/E6dRHCYl8WLgbfeAvz8gIEDRXhgbw/cuiVe3y5dgOHDxetsa6u/f48ewLp1wJkzQOPGOes3bhSBYffuIqwojB49gNWrgR9/FK+P2ooVIkw11IvKzs4OL7zwQuEOWABJEoEKvxRqPjduiLDrwQPAx8f4/RQKBRo3bgwXl5z7/YsvFEa/lxnzPqJt3z4RuNWpox+4AeL+0X5vGz1aBOjffANcvSrCdyIiIiIqXllaw4w8ePAAlStXtvgxU1NT8fbbb+Pw4cM662NjYxEbG4tNmzZh0qRJZhnCUvv8Hj58WOT61KKiojBhwgSd0FItISEBCQkJOHLkCBYvXozjx48bbNfnn3+OlStX6s0dd+fOHdy5cwfbt29HUFAQ5s6dC6/c/7k2IDY2Fm+++SauaA8HY0BycjI+/PBDTQ9Abffu3cO9e/ewc+dOBAcH48cffzTq2FT6cXhJIiIiKhaursCECcDmzcDJk8bvp1KJ3mAbNwK//gqMGWO5NhaWKef222+i99kPP+gHboAYLm7gQP1eMYZ88okov3y5buCmFhQkgjYAOHoU2LpVBJa5AzdABF/aw+KZ4upVMWTld9/phlW5zZ8vjj9jBhAVJYK+0FDR6+6tt0RwePCgCM2GDTNcR+vWQPXqIgjTtny5CNyK8jfMwIHAw4ciYFbLzBQh5aBBhvf55hugTRvA21uEY82b6w+Lqva//4nel05Oomdf+/bAzp052/39xXOxY4d47RwdRfgIiB6B/fqJ83NyAlq1Eq+nNvVQhqtWid6NFSqInocvvwzcvm24TRcviqDUyUkEOV9/rbs9MxOYNk2cl7u7qK9dO8DA35R4+FD0tnRzAzw8RHh65oxo0+LFumWjokQI5eUlehgGBZkexhdGQb3LjFHY9zJjRUSInrC1aonAzdvbuP0qVBC/87sHiYiIiMhyqlatqllesmSJxY8nSRLCwsI0gZuTkxOGDh2Kr776Cl999RWGDh0Ke3t7zJo1C/v27Svy8apUqaLprRUXF4dd2n84FdKZM2cwcOBATeDm6+uLkSNHYtasWfjhhx8wbdo0hIaGwtvbWy9QUwsPD8eKFSsgSRJsbW0REhKCWbNm4ZtvvsGYMWM0QVdkZCQGDx6M1NTUfNuUmZmJsLAwXLlyBU2aNMGkSZPw/fffY/r06eioNSxLSkoKBg4cqAnc/P398cYbb+Drr7/G999/j/fffx8BAQEARE+4kSNHIiMjo6hPGZUC/JOMiIiIis0774hwZsYM4z5gV6lEELJ+PfDzz8Drr1u8iXqePNHv4eTlJeaV02bsuW3eLMKUQozmoSMtTQwh2b696HlTEHWbhg4t2nENefddEdz06AH89ZfhMtHRYt64BQtygkBADEvp5CSez6QkMezf/v0i5Fm1ChgwQL+ugQNFgPXllznzeO3cKYYY3b698Ofh7y9CvZUrgRdfFOv+/lu069VXRQ+43ObMEaHW4MEioPrzTxGObdkighO1Tz4R10abNsCnnwJ2diII3bMH0B7l5PJlcX6vvy4C5oAAID5e7JeWJoYp9PYGliwRx12zBujTR7dNX3whnpdJk8TcgT/8IOb4O31at9fc48ciqAwJET1J16wR+wQG5px/crIISwcOFO158kS8hi+8IIYxbNJElMvOFj2zjh0TQ4TWrSuC8uHD9Z+zCxeAtm1FyBceLoK8v/4SPUDXrtU/n5LI1PcyY99HDh4U91H16uL+LlfOcH1KZU59T5+KHqzffSfeD6pXN/l0iIiIiMgMXnrpJXz77bcAgKVLlyImJgZ9+/ZFy5Yt4eHhYfbjrVu3DgcPHgQgwqply5bpDL/Yu3dvDB8+HEOHDsX2ovyh9B9PT0+0bdsWB/6bCHvChAkICQlBz5490bhxYziYONZ/SkoKwsLCkPbfJN8DBgzAlClTYG9gXP+srCyDvcn+/vtvbPrvP+QeHh5YuHAhGjRooNn+0ksvYdSoUXjttddw8eJFXL9+HbNnz8aMfCZ3Vveue//99zFWe76KXKZNm4bo6GgAQFhYGN58803I5XKdMqNHj8bs2bOxcOFCREVF4ZdffsGECRPyflKoTGDoRkRERMXGzU0ENNOnix4izZrlXz48HLh5UwRub75ZLE3Uoz13nJp6iDptxp5bVJQIUnIPnfjkCaD9pTdHx/znR4uOFh+8BwYacxbApUvit7HljbV1qwi8zpzJv9wXX4ggRx24Xb4sgqoTJ8RzN3WqqGvECPHz8cci5DIUug0aBMycKQKK554TgY2Dgwihivq35KBBwOTJQHq6eA2WLwc6dAAqVTJc/soV3SBr3Djx2n/3XU7oFh0tgrY+fUSwpR205P6yZnS0OAftESsnTBDBW0REznxzY8YAjRoB770HvPKKbp2PHonXW937sVkzEar98YcI7dTu3BHzNaqD2NdeA6pVE6GaOnTz9ARiYkRIqDZmjAjV5s4VZQExpOjhwyLge+cdse7NN8U8fbm9844Iio8fz5kn7623xLlNmlQ6QjdT38uMeR+5e1c879WqiTA2r8ANEPdc7uEx27YVQ68SERERkXUMHz4ce/bswalTpwAA+/fvx/79+wEAlStXRoMGDdCoUSO0aNECgYGBRZ7ja7HWcBIzZ840ON9ZlSpVMGvWLIzQ/uZjEUybNg2vvvoqHj16BKVSiVWrVmHVqlWQy+WoWbMmGjZsiKZNm6JVq1Y6Pf8MWbFiBeLj4wEAHTt2xKeffppnWblcjueff15v/R9//KFZnjFjhk7gpubl5YW5c+eiZ8+eePr0KdauXYuwsDB45zOkRJcuXfIN3KKiorD1v6FH+vbti3HjxhksZ2Njg0mTJuH06dM4efIkli9fjrfffltvXnAqWzi8JBERERWrd94RH+R/8knBZePjxVBp1uy5MW2aGG5Q+0c9jFtuxpxbcrKYeym3oUPFh+jqn0mT8m9XcrL4bezQ/KaWN0ZmpgiE3ngDqF8/73JZWSKUUQc+2dmi51hGhuix9vPPYvhB7eH5e/cWPcGePtWvr0EDETitXCker1ghgicnp6KfU//+InDbskUEoVu25D20JKDfcywpSQy/qD3s4IYN4pynTdPv2ZT77+zq1XUDN0AMu9miRU7gBohraOxYEYhdvKhbftgw3de5b1+gYkVRjzYXF915wezsxHG0p1KQy3MCt+xsEeipVGI4SO1z3L5dBMnaw7/a2ABvv617zEePRKDUv39O768HD8TQlC+8IIYqjYtDqWDKe5kx7yOpqeI58fUVoV5+WrbMqWfLFhFqX7ggguf09MKfExEREREVnr29PZYsWYJRo0bBMdfEzLGxsdixYwdmz56Nfv36oUuXLliyZAmUSmWhjnX79m3NfGO1atXCc9p/LOTSunVr1KlTp1DHya1atWpYt24dunbtqhMaZmVl4cqVK1i3bh0+/vhjdO3aFf369TPYO01tk9aQEe+9957JbYmLi8OFCxcAiHCxe/fueZatXLkyev73rcjMzEzs3bs337qHFjBEzAaticxHjx5dYFt79+4NAHjy5AnOFPSNVSr1/s/efYc3VfZ/HP+kTZtOKGWVDWXPMkQERdmCikz1QQFxAP5QFH1UEAdunOB8VNBHHKAMQQUXouAARYYyRJbMIhtaKJ1p8/vjftImnWmbNFDer+vK1fTknJNvxgn0fPK9bzrdAABAmapYMadD5PffzUnrgjz3nOmcGTrUdHZcfHHObYcO5d1vrr9r8jh61ARAThER+Qdgrlq3NkPzecKTxxYZaYZUzO3xx02XlOTeHZSeboIKV1Wr5pyUP33as9pc1/fWyCbTp5vApKjQYedOc7+XXmp+X7vWdMbt3m26eiTz2jZsmLNN9ermtTpxIv8us+uvl1580YR+q1aZOcy8oWpV83rPmWOGc8zMNO+/gixZIj35pBm60bVT0TVM+/tvE0AVFkw65Rcw791rQpbcmjfPub1Vq5zljRu7r2exmPnB9uxxX167dt7Qr1IlaeNG92XvvWee661bTXdlfrXu3WuCvdzBZ6NG7r/v3Gm6+x5+2Fzyc+SICaSOHnVfHh3t3nHnK0lJ7sdoYGDerjKpeJ9lnnyONGpkAtOJE81wnvPnm/vOT5Uq7vu78krTQTt0qBkOdPz4wu8LAAAAvmGz2TRx4kTddtttWrZsmVatWqU//vhD8fHxbusdOHBATz/9tL744gu99dZbqlTYfybzsWnTpuzrnfL7YyGXTp06ZYd0pVWjRg299tpr2r9/v7755hutWbNGGzdu1Ilcf7hu3LhRt912m6677jo99thjbiFdQkKCduzYIckEYs65z4rDNbzq0qVLkZ2Dl1xyiT755JPsbYfkN9m5TFdd+yKGsljzv2+M2mw2/f333/r7778LXd/Z0SdJO3fuVEdPJnHHOYvQDQAAlDnnfEiPPWZCtYLUqGE6OS65xJxU/uEHKS4u5zZX777rPldYfjp2NOGA05QpZk4mb3J9bNOmZUkKUFLSaR05YtpPmjWrqg0bLMrIcB9isk2b/Pe3apWZL83V7t3mBL3VKrn8rVWoZs3Mz02bTCdWaSUmmrBp3DjTRefspEtKMqHKnj0mgKlWzXQxVauWEyDs2WNCDNfRTxo0cB9Ob/9+E1QVFBAOG2aGgRw92sxx5jovWmldf73Z76FDZri/gmr46Sfp6qsduvDCND3+eJKqVcuU1erQl19W00cflWxAiaKCY28qKNBxHfLyww/NcTVwoHTffTmv49SpJkwsrqws8/Pee/N29Dk1amRe/9wB5PLlksu85T7zwgvuQXK9etKuXVk6duyYMjKiZLcH6MiRE6pSpYruuivAo88yT91/vzlennvOvAffeSdvMFqQnj3Nzx9/JHQDAADwt4oVK2rIkCHZwU5iYqI2b96s1atXa/Hixfrnn38kmfDn3nvv1TvOcds9dOTIkezrRQ3jKJlOMG+rU6eObr311uxOr4MHD2rDhg1auXKllixZkj1X29y5c1WzZk3ddttt2du6hlCNcn9Tz0NHXb6l18CD4XFc13F9/nKLiorKd145Vwf+NzxHWlqabs89vEcREhMTi7U+zj2EbgAAoMw5O0QefVS68cbC142Nlb75xsyrdfnlJuho3NiEca7yGbo9j9mz3Ydei40tbuVFc31sw4eb9CIhIVH795s/Kq64orJ+/TVQixaZIfaKEheX97HGxJg5zHr0MEP17d8vFfU3VP/+Jij58EPvhG4nT5qA7bnnzCW3Bg3MkI+ffmq67JyhnLP+48elhIScQCshwb2jb+ZMqUuXgoeMrFvXdMetWGHmDrN68X+1gwZJY8dKv/4qzZ1b8HqffGJeh/vv/05BQVnZy7OyrnBbr2FDEzZt2SK1bVv8eurVM3Pg5bZ1a87trv73hdFsDofpMCso2C3MggXmOFm40D38mTIlb43Ll5vuQNfX7H/zimdzHnNBQYV3fgUF5X3fOwN3Xxs50n0oz9BQKSsrS/v371dqaqgyMqzav3+/oqOjVbFigMefZZ569llzLLz9tumee/FFz7az283P/DppAQAA4F8VK1bUxRdfrIsvvljjx4/X008/rTlz5kiSfv75Z61bt04dOnTweH/OQEuSQkJCilw/zBtj8RehRo0aqlGjhvr27au7775b48aNy57fbsaMGbrpppuyw6wkl/+0lrS2M2fOZF/PPZxnflzvx3Xb3Dx5Pk97OuRMPko6pCjOHYRuAADALyZMMJ0hhcyVnK11a+mLL8ywi717SytXej7koyvX4Sl9yfnYnnwyb7fT2LEOvf66GRaxbVsp99D6rl1GkjnpXtBjnTJF+u47Mx/ckiV5h8pct07avNmEAZ07S337mhP5/fqZziVX6elmiMYXXvDsMVarJi1alHf5K69Iv/xi5ltzdiPGxppAYPNmMwxix44meBs50gSBFos0aZIJpuLjpYceMs/fd98VXsOTT5qg57rrPKvZUxER0htvmI68/v0LXi8w0NSelZWTRh0+HKrFi91f94EDzZCBjz9uQizXed0cjqI7ma64wjwfv/xiXkfJzP81Y4ZUv37eYSvff990ATrndVuwQDp4sOh5Agt6jLnrXL3a1OL6hdrLLzdB6cyZpttTMq/n66+7769aNdOt9tZbphsrd8fq0aOmCzIkpGTHuDfExuYN5J2BVn6K81nmqbfeMkH0tGnmM+Chh4reZvFi87OswkkAAACUTFBQkB588EH99ttv2vm/b6mtWrWqWKGba4CUmt9E2Lm4hnRlITo6WtOnT1evXr1kt9t15swZ/fHHH9lDYUa4/PFa0trCw8Ozr6d4MLG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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.set_theme(style='white')\n", "fig_topdiff = dmec.plot_topdiff(diffmec, fontsize=6)\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Save all the significant differential signatures@Cluster" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [], "source": [ "\n", "diff, diff_sig = dmec.topdiff_df(diffmec)" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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T_NK-T-IFNG-CCL4@M_Macrophage-IL1-NFKB38.030503-1.774028-1.7740280.2644432.038471MeC_34M_Macrophage-IL1-NFKBT_NK-T-IFNG-CCL4
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" ], "text/plain": [ " -logp effect \\\n", "M_Monocyte-CD14-proliferation@M_Macrophage-IL1-... 47.236925 -1.885173 \n", "M_Macrophage-IL1-NFKB 43.831255 -2.024648 \n", "T_NK-T-IFNG-CCL4@M_Macrophage-IL1-NFKB 38.030503 -1.774028 \n", "\n", " effect1 meanb \\\n", "M_Monocyte-CD14-proliferation@M_Macrophage-IL1-... -1.885173 0.486959 \n", "M_Macrophage-IL1-NFKB -2.024648 4.083235 \n", "T_NK-T-IFNG-CCL4@M_Macrophage-IL1-NFKB -1.774028 0.264443 \n", "\n", " meana scorecol \\\n", "M_Monocyte-CD14-proliferation@M_Macrophage-IL1-... 2.372133 MeC_74 \n", "M_Macrophage-IL1-NFKB 6.107882 MeC_42 \n", "T_NK-T-IFNG-CCL4@M_Macrophage-IL1-NFKB 2.038471 MeC_34 \n", "\n", " cluster1 \\\n", "M_Monocyte-CD14-proliferation@M_Macrophage-IL1-... M_Macrophage-IL1-NFKB \n", "M_Macrophage-IL1-NFKB M_Macrophage-IL1-NFKB \n", "T_NK-T-IFNG-CCL4@M_Macrophage-IL1-NFKB M_Macrophage-IL1-NFKB \n", "\n", " mec \n", "M_Monocyte-CD14-proliferation@M_Macrophage-IL1-... M_Monocyte-CD14-proliferation \n", "M_Macrophage-IL1-NFKB M_Macrophage-IL1-NFKB \n", "T_NK-T-IFNG-CCL4@M_Macrophage-IL1-NFKB T_NK-T-IFNG-CCL4 " ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "diff_sig[:3]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Saving this table" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [], "source": [ "diff_sig.to_csv('diff_sig_allcluster.txt',sep='\\t')" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.3" }, "toc": { "base_numbering": 1, "nav_menu": {}, "number_sections": true, "sideBar": true, "skip_h1_title": false, "title_cell": "Table of Contents", "title_sidebar": "Contents", "toc_cell": false, "toc_position": {}, "toc_section_display": true, "toc_window_display": false } }, "nbformat": 4, "nbformat_minor": 4 } ================================================ FILE: docs/requirements.txt ================================================ sphinx==4.2.0 sphinx_rtd_theme==1.0.0 readthedocs-sphinx-search==0.1.1 myst_parser==0.15.2 nbsphinx==0.8.8 mistune==0.8.4 # project related ipython jupyter pandas scanpy anndata matplotlib adjustText leidenalg ================================================ FILE: docs/source/conf.py ================================================ # Configuration file for the Sphinx documentation builder. # # This file only contains a selection of the most common options. For a full # list see the documentation: # https://www.sphinx-doc.org/en/master/usage/configuration.html # -- Path setup -------------------------------------------------------------- # If extensions (or modules to document with autodoc) are in another directory, # add these directories to sys.path here. If the directory is relative to the # documentation root, use os.path.abspath to make it absolute, like shown here. # # import os # import sys # sys.path.insert(0, os.path.abspath('.')) import os import sys sys.path.insert(0, os.path.abspath('../../')) # -- Required imports ----------------------------------------------------- import metatime # -- Project information ----------------------------------------------------- project = 'MetaTiME' copyright = '2022, Yi Zhang' author = 'Yi Zhang' # The full version, including alpha/beta/rc tags release = 'v0.1.0' # -- General configuration --------------------------------------------------- # Add any Sphinx extension module names here, as strings. They can be # extensions coming with Sphinx (named 'sphinx.ext.*') or your custom # ones. extensions = [ 'sphinx.ext.autodoc', 'sphinx.ext.viewcode', 'sphinx.ext.napoleon', #'m2r2', 'myst_parser', 'nbsphinx' ] napoleon_google_docstring = True napoleon_use_param = True napoleon_use_ivar = True # Add any paths that contain templates here, relative to this directory. templates_path = ['_templates'] # List of patterns, relative to source directory, that match files and # directories to ignore when looking for source files. # This pattern also affects html_static_path and html_extra_path. exclude_patterns = [] # -- Options for HTML output ------------------------------------------------- # The theme to use for HTML and HTML Help pages. See the documentation for # a list of builtin themes. # #html_theme = 'alabaster' html_theme = 'sphinx_rtd_theme' # Add any paths that contain custom static files (such as style sheets) here, # relative to this directory. They are copied after the builtin static files, # so a file named "default.css" will overwrite the builtin "default.css". html_static_path = ['_static'] html_logo = "_static/img/logo.svg" source_suffix = ['.rst', 'md'] ================================================ FILE: docs/source/index.rst ================================================ .. MetaTiME documentation master file, created by sphinx-quickstart on Fri Apr 29 17:39:34 2022. You can adapt this file completely to your liking, but it should at least contain the root `toctree` directive. Welcome to MetaTiME's documentation! ==================================== .. include:: ../../README.md :parser: myst_parser.sphinx_ .. toctree:: :maxdepth: 2 :caption: Tutorials :hidden: notebooks/metatime_annotator .. toctree:: :maxdepth: 2 :caption: API :hidden: metatime ================================================ FILE: docs/source/metatime.rst ================================================ metatime package ================ Submodules ---------- metatime.annotator module ------------------------- .. automodule:: metatime.annotator :members: :undoc-members: :show-inheritance: metatime.config module ---------------------- .. automodule:: metatime.config :members: :undoc-members: :show-inheritance: metatime.loaddata module ------------------------ .. automodule:: metatime.loaddata :members: :undoc-members: :show-inheritance: metatime.mecmapper module ------------------------- .. automodule:: metatime.mecmapper :members: :undoc-members: :show-inheritance: metatime.mecs module -------------------- .. automodule:: metatime.mecs :members: :undoc-members: :show-inheritance: metatime.plmapper module ------------------------ .. automodule:: metatime.plmapper :members: :undoc-members: :show-inheritance: metatime.testdata module ------------------------ .. automodule:: metatime.testdata :members: :undoc-members: :show-inheritance: Module contents --------------- .. automodule:: metatime :members: :undoc-members: :show-inheritance: ================================================ FILE: docs/source/modules.rst ================================================ metatime ======== .. toctree:: :maxdepth: 4 metatime ================================================ FILE: docs/source/read.rst ================================================ .. include:: ../../README.md :parser: myst_parser.sphinx_ :start-line: 0 :end-line: 8 .. include:: ../../README.md :parser: myst_parser.sphinx_ :start-line: 15 :end-line: 21 ================================================ FILE: environment.yaml ================================================ name: metatime channels: - bioconda dependencies: - python>=3.5,<=3.8 - numpy - scipy - anndata - scanpy - pandas - seaborn - matplotlib ================================================ FILE: metatime/__init__.py ================================================ __version__='1.3.0' ================================================ FILE: metatime/annotator.py ================================================ """ Automatic annotator for tumor single cell data. # # """ ### MetaTiME annotator import pandas as pd import anndata from metatime import config import scanpy as sc from typing import Optional, Union from metatime import mecs import warnings ########### top1 cell state annotator ####### def annotator( dat: Union[pd.DataFrame, anndata.AnnData], mecnamedict: dict, gcol ='overcluster', #MINCELL = 5 ): """ Annotator marking top1st enriched cell states based on MeC scores. Parameters ---------- dat dataframe with gene by cell scores and one column gcol (grouping column) e.g. leiden class or, anndata with gene by cell scores, and one column gcol in dat.obs Malignant cells shall be removed to keep tumor microenvironmental cells only, such as immune cells, fibroblasts, endothelial cells mecnamedict for renaming dat columns into functional names can be loaded from pre-computed tumor MeC functional annotation gcol for grouping cells. e.g. a column for overclustered cluster assignment. Returns ---------- projmat: pd.DataFrame Dataframe with mec projection scores and newly added predicted label column 'MetaTiME_'+gcol gpred median score of each gcol group gpreddict dictionary how is each gcol mapped to a label Examples ---------- >>> projmat, gpred, gpreddict = annotator( projmat , mecnamedict) """ if (isinstance( dat , anndata.AnnData)): # subselecting columns pdata = dat.copy() Xproj = pdata.to_df() #projmat = Xproj[Xproj.columns.intersection(config.scorectcols)].join(pdata.obs[[ gcol ]]) projmat = Xproj.join(pdata.obs[[ gcol ]]) else: projmat = dat.copy() projmat = projmat[ list( mecnamedict.keys() ) + [ gcol ]] # mean or median score for each group gpred = projmat.groupby( gcol ).median() # gpred: leiden cluster by mec. # top 1 score for each group, with filtering gpreddict = projmat.groupby( gcol ).median().idxmax(axis=1).apply(lambda t: mecnamedict[t])# cluster max quantile 75% larger than zscore-2 pass_maxmedian = (projmat.groupby( gcol ).quantile(q=0.7) >1 ).max(axis=1) # given median is max, top 30%cells shall pass zscore 1. Otherwise this may be a noisy group, setting to 'Others' gpreddict[ ~ pass_maxmedian] = 'Others' # generate top1 prediction projmat['MetaTiME_'+gcol] = projmat[ gcol ].apply(lambda t: gpreddict[t]) # add to anndata if (isinstance( dat , anndata.AnnData)): if('MetaTiME_'+gcol in pdata.obs.columns): del pdata.obs['MetaTiME_'+gcol] pdata.obs['MetaTiME_'+gcol] = projmat['MetaTiME_'+gcol] pdata.obs['MetaTiME_'+gcol]=pd.Categorical(pdata.obs['MetaTiME_'+gcol]) dat = pdata else: dat = projmat return( dat, gpred, gpreddict ) def overcluster(adata: anndata.AnnData, resolution : float=8, random_state: int= 0, clustercol :str = 'overcluster'): """ Overcluster single cell data to get cluster level cell state annotation Parameters ---------- adata scanpy object with adata.uns['neighbors'] computed. if adata.obsm['X_umap'] does not exist, recomputes umap coordinates. otherwise, keep the umap coordinates resolution clustering resolution random_state clustering random state clustercol: key to add to adata.obs that records cluster assignment Returns ---------- scanpy object with clustering results. """ sc.tl.leiden(adata, resolution=resolution, key_added = clustercol, random_state=random_state) if 'X_umap' not in adata.obsm.keys(): sc.tl.umap(adata) return(adata) def pdataToTable( pdata: anndata.AnnData, mectable: pd.DataFrame, gcol : str= 'overcluster'): """ Convert projected scores to two simple pandas dataframes Parameters ---------- pdata anndata with gene by mec scores, and one column gcol in pdata.obs mectable for renaming dat columns into functional names can be loaded from pre-computed tumor MeC functional annotation Required columns: `['MeC_id', 'Annotation', 'UseForCellTypeAnno']` gcol a column in pdata.obs for grouping cells. a column for overclustered cluster assignment. Returns ---------- tuple projmat : a pandas dataframe with mec scores and a column for grouping cells. useful for annotating cell states. mecscores: a pandas dataframe for per-cell mec scores. columns use functional annotation of mec ids """ # projmat projmat = pdata.obs.join( pdata.to_df() ) allmecids = mectable['MeC_id'].values.tolist() projmat = projmat[ allmecids + [ gcol ] ] # mecscores mecscores = pdata.to_df() mecctnamedict = mecs.getmecnamedict_ct( mectable ) newcols = [] for t in projmat.columns: if(t in mecctnamedict.keys() ): newcols.append( mecctnamedict[t] ) else: newcols.append(t) mecscores = projmat.copy() mecscores.columns = newcols return(projmat, mecscores) def saveToAdata( adata : anndata.AnnData, projmat : pd.DataFrame, gcol: str = 'overcluster', ANNOTATION_ONLY : bool= False ): """ Save annotation to adata. Parameters ---------- adata: anndata.AnnData scRNA scanpy object projmat: pd.DataFrame Dataframe with mec projection scores and newly added predicted label column 'MetaTiME_'+gcol gcol A column in projmat for grouping cells. Typically a column for overclustered cluster assignment. ANNOTATION_ONLY Whether to only add cluster-wise annotation to anndata or Also append scores to adata.obs Returns ---------- anndata.AnnData adata with per-cluster annotation column in adata.obs[[gcol]], and scores appended to adata.obs if ANNOTATION_ONLY==True """ exist_cols = projmat.columns.intersection(adata.obs.columns) if( len(exist_cols ) >0 ): warnings.warn('Columns in projmat already overlap columns in adata.obs. Overwriting adata.obs. ' ) adata.obs = adata.obs[[ t for t in adata.obs.columns if t not in exist_cols] ] if( ANNOTATION_ONLY ): adata.obs['MetaTiME_'+gcol] = projmat['MetaTiME_'+gcol] else: adata.obs = adata.obs.merge( projmat , how = 'left', left_index = True, right_index = True) return( adata ) def saveToPdata( pdata : anndata.AnnData, adata: anndata.AnnData, projmat : pd.DataFrame, gcol: str = 'overcluster', BORROW_ADATA_EMBEDDING=True, ): """ Save annotation to pdata. Borrow embedding from adata for easy visualization, including adata.obsm['X_pca'], adata.obsm['X_umap'], adata.obsm['X_pca_harmony'] Parameters ---------- pdata : anndata.AnnData scanpy object for per-cell projected score. adata: anndata.AnnData scRNA scanpy object projmat: pd.DataFrame Dataframe with mec projection scores and newly added predicted label column 'MetaTiME_'+gcol gcol A column in projmat for grouping cells. Typically a column for overclustered cluster assignment. BORROW_ADATA_EMBEDDING Whether to borrow pca and umap embeddings from adata to write in pdata. For easy visualization. Returns ---------- anndata.AnnData pdata with per-cluster annotation column in pdata.obs[[gcol]]. """ if(BORROW_ADATA_EMBEDDING): pdata.obsm['X_pca'] = adata.obsm['X_pca'] pdata.obsm['X_umap'] = adata.obsm['X_umap'] if('X_pca_harmony' in adata.obsm): pdata.obsm['X_pca_harmony'] = adata.obsm['X_pca_harmony'] pdata.obs[gcol] = projmat[[gcol]] pdata.obs['MetaTiME_'+gcol] = projmat['MetaTiME_'+gcol] return( pdata ) ================================================ FILE: metatime/config.py ================================================ import os ROOT_DIR = os.path.dirname( os.path.abspath(__file__)) SCMECDIR = os.path.join( ROOT_DIR, 'pretrained/mec/') ================================================ FILE: metatime/dmec.py ================================================ """ ## calculate differential mec signature comparing two conditions cluster-wise """ import numpy as np import matplotlib.pyplot as plt import importlib as imp from typing import Optional, Union import pandas as pd import scanpy as sc import seaborn as sns import anndata import scipy.stats as ss def _get_score_pd( adata, meccols ): """ Obtain scores from scanpy object. ---------- compatible with: scanpy object with MetaTiME projection score in .X . or, scanpy object with MetaTiME projection score saved in .obs[meccols] """ if meccols[0] in adata.var_names: x = adata.to_df()[meccols] elif( meccols[0] in adata.obs.columns): x = adata.obs[ meccols ] else: return(None) return(x) def count_cell_condition( obs, countbycols : list): """ Counting cells by condition Params ---------- obs: adata.obs, metadata dataframe countbycols: list, has to be columns in obs. Examples ---------- condcol = 'treatment' clustercol = 'MetaTiME' samplecol = 'patient' counts = count_cell_condition( adata,obs, countbycols = [condcol, clustercol, samplecol] ) """ cellcts = obs.groupby( countbycols ).count()['MetaTiME_overcluster'].fillna(0).unstack() return(cellcts) def enrich_mec_cluster( labeltype, adata, labelcol , meccols , mecnamedict ): """ For one cluster, Output which MeC is enriched. criterion: MeC score cluster-mean passes zscore 1 (1-standard deviation) Parameters ---------- adata: anndata.AnnData. compatible with: scanpy object with MetaTiME projection score in .X . or, scanpy object with MetaTiME projection score saved in .obs[meccols] """ if meccols[0] in adata.var_names: x = adata[adata.obs[ labelcol ]==labeltype].to_df()[meccols] elif( meccols[0] in adata.obs.columns): x = adata.obs.loc[ adata.obs[ labelcol ]==labeltype,meccols ] else: return(False) tscores = x.mean(axis=0).sort_values(ascending=False) #tscores = x.median(axis=0).sort_values(ascending=False) tscores = tscores[tscores>=1]# [:2] # top 2 pass 1std tscores = tscores.rename(mecnamedict) topmecs = tscores.index.tolist() return(tscores.to_dict()) def enrich_mec( adata , labelcol , mecnamedict ): """ Determine enriched MeCs per group or cluster. Parameters ---------- adata: anndata.AnnData. compatible with: scanpy object with MetaTiME projection score in .X . or, scanpy object with MetaTiME projection score saved in .obs[meccols] labelcol: str The column name of grouping cells mecnamedict for renaming dat columns into functional names can be loaded from pre-computed tumor MeC functional annotation Returns ---------- pd.DataFrame A data frame with each cluster in a row, and a column 'topmec' listing MeCs with significant enrichment as candidate for testing differential signature. Example ---------- ` cluster_mec_enriched = dmec.enrich_mec( labeltypes, adata=adata, labelcol =labelcol, meccols = meccols, mecnamedict=mecnamedict) ` """ # columns for meta components meccols = list(mecnamedict.keys()) # labeltypes: categories in the cell grouping column labeltypes = adata.obs[labelcol].drop_duplicates().tolist() res1 = pd.DataFrame( index=labeltypes) res={} for labeltype in labeltypes: topmec = enrich_mec_cluster( labeltype , adata=adata, labelcol =labelcol, meccols = meccols , mecnamedict =mecnamedict) res.update( {labeltype: topmec}) res1.loc[labeltype,'topmec']= ','.join(topmec) return(res1) def cohend( x1, x2 ): """ t test effect size , not used """ cohens_d = (np.mean(x1) - np.mean(x2)) / (np.sqrt((np.std(x1) ** 2 + np.std(x2) ** 2) / 2)) return(cohens_d) def test_sig_smallcluster(Xproj, meci, cellscond1, cellscond2, test_method ): """ Testing signature difference at each cell group, for certain mec signatures in meci. """ x1 = Xproj.loc[cellscond1, meci].values x2 = Xproj.loc[cellscond2, meci].values if(test_method == 'ttest'): [s,p]=ss.ttest_ind(x2, x1) elif(test_method == 'wilcoxon'): [s,p]=ss.ranksums(x2, x1) effect = (np.mean(x2) - np.mean(x1) ) meanb=np.mean(x2); meana=np.mean(x1) effect1 = effect logp=-np.log10(p) return( logp, effect, effect1, meanb, meana ) def plot_top1mec( adata, mec_enriched , legend_loc ='on data'): """Plot enriched 1st mec""" mec_enriched['top1mec'] = mec_enriched['topmec'].str.split(',').str.get(0) adata.obs = adata.obs.merge( mec_enriched[['top1mec']], left_on = 'celltype_subset', right_index=True, how='left') sc.pl.umap(adata, color = ['top1mec'], legend_fontsize='5', legend_loc= legend_loc , alpha=0.4 ) def dmec( adata, pdata, allcellscond1, allcellscond2, clustercol: str , cluster_mec_enriched: pd.DataFrame, mecnamedict, test_clusters = None , test_method: Union['ttest','wilcoxon'] = 'ttest', ): """ Differential signature analysis Parameters ---------- adata scRNA object pdata Projection score table, cell by signature. allcellscond1 list of barcodes of cells from condition 1 allcellscond2 list of barcodes of cells from condition 2 clustercol cell cluter column in adata.obs cluster_mec_enriched what mec to test in each cluster in test_clusters mecnamedict for renaming dat columns into functional names can be loaded from pre-computed tumor MeC functional annotation test_clusters Which cell clusters to test based on adata.obs[clutsercol] test_method test statistics, either ttest or wilcoxon Returns ---------- diffmec dictonary containing per-cluster differential testing results, good for summarizing and generating plots diffmecsig dictonary containing per-cluster differential testing results filtered to contain significant ones diffmec_full dictonary containing per-cluster differential testing results with more details """ if(not test_clusters or test_clusters == 'all'): test_clusters =adata.obs[clustercol].drop_duplicates().tolist() diffmec_full={} diffmec={} diffmecsig={} for test_cluster in test_clusters: cell_clusteri = adata[adata.obs[ clustercol ]== test_cluster ].obs.index cellscond1 = allcellscond1.intersection(cell_clusteri) cellscond2 = allcellscond2.intersection(cell_clusteri) if((len(cellscond1)==0) or(len(cellscond2)==0)): continue # signatures that has high (>1std) score for this cluster clusters_strong_sig1 = cluster_mec_enriched.loc[test_cluster,'topmec'].split(',') if(len(clusters_strong_sig1)==0 or clusters_strong_sig1[0]==''): continue Xproj = pdata.to_df() res = pd.DataFrame(index=Xproj.columns) #N2 = len(allcellscond2);N1 = len(allcellscond1) for meci in Xproj.columns: t = test_sig_smallcluster(Xproj, meci, cellscond1, cellscond2, test_method=test_method ) res.loc[meci, '-logp']= t[0] res.loc[meci, 'effect']= t[1] res.loc[meci, 'effect1']= t[2] res.loc[meci, 'meanb']= t[3] res.loc[meci, 'meana']= t[4] diff_mec = res.sort_values(ascending=False,by='effect') diff_mec['scorecol'] = diff_mec.index diff_mec = diff_mec.rename(index=mecnamedict) diff_mec_matchedmec = diff_mec.loc[clusters_strong_sig1] diff_mec_matchedmec_sig = diff_mec_matchedmec[diff_mec_matchedmec['-logp']>=2].sort_values(ascending=False, by='effect') tmp = {'diff_mec_matchedmec_sig': diff_mec_matchedmec_sig, 'diff_mec': diff_mec, 'full_diff': res} diffmec_full.update({test_cluster : tmp }) if(len(diff_mec_matchedmec_sig)>0): diffmecsig.update({ test_cluster: diff_mec_matchedmec_sig }) if(len(diff_mec)>0): diffmec.update({ test_cluster: diff_mec_matchedmec }) return( diffmec, diffmecsig, diffmec_full) def plotdata_diffmec( diffmec, mecnamedict): """ Dot plot for differential mec signature """ import seaborn as sns import matplotlib.pyplot as plt from plmapper import MidpointNormalize mat_p = pd.DataFrame(index = diffmec.keys(), columns = mecnamedict.values()) mat_eff = pd.DataFrame(index = diffmec.keys(), columns = mecnamedict.values()) mat_b = pd.DataFrame(index = diffmec.keys(), columns = mecnamedict.values()) mat_a = pd.DataFrame(index = diffmec.keys(), columns = mecnamedict.values()) for i in diffmec.keys(): #print(i) mat_p.loc[i, diffmec[i].index] = diffmec[i]['-logp'].values mat_b.loc[i, diffmec[i].index] = diffmec[i]['meanb'].values mat_a.loc[i, diffmec[i].index] = diffmec[i]['meana'].values mat_eff.loc[i, diffmec[i].index] = diffmec[i]['logctfc'].values cluster_order = mat_p.max(axis=1).sort_values(ascending=False).index mec_order = mat_p.max(axis=0).sort_values(ascending=False).index tmp = pd.DataFrame(mat_p.loc[mat_p.index.intersection(cluster_order), mat_p.columns.intersection( mec_order) ].stack().rename('-logp')) #tmp = pd.DataFrame(mat_p.loc[cluster_order, mec_order].stack().rename('-logp')) tmp=tmp.merge( pd.DataFrame(mat_eff.stack().rename('effect')) , left_index=True,right_index=True, how='left') tmp=tmp.merge( pd.DataFrame(mat_b.stack().rename('meanb') ) , left_index=True,right_index=True, how='left') tmp=tmp.merge( pd.DataFrame(mat_a.stack().rename('meana') ) , left_index=True,right_index=True, how='left') tmp = tmp.reset_index() return(tmp) def plot_diffmec( diffmec, mecnamedict): """ """ import seaborn as sns import matplotlib.pyplot as plt from metatime import plmapper from metatime.plmapper import MidpointNormalize mat_p = pd.DataFrame(index = diffmec.keys(), columns = mecnamedict.values()) mat_eff = pd.DataFrame(index = diffmec.keys(), columns = mecnamedict.values()) mat_b = pd.DataFrame(index = diffmec.keys(), columns = mecnamedict.values()) mat_a = pd.DataFrame(index = diffmec.keys(), columns = mecnamedict.values()) for i in diffmec.keys(): #print(i) mat_p.loc[i, diffmec[i].index] = diffmec[i]['-logp'].values mat_b.loc[i, diffmec[i].index] = diffmec[i]['meanb'].values mat_a.loc[i, diffmec[i].index] = diffmec[i]['meana'].values mat_eff.loc[i, diffmec[i].index] = diffmec[i]['effect'].values cluster_order = mat_p.max(axis=1).sort_values(ascending=False).index mec_order = mat_p.max(axis=0).sort_values(ascending=False).index tmp = pd.DataFrame(mat_p.loc[mat_p.index.intersection(cluster_order), mat_p.columns.intersection( mec_order) ].stack().rename('-logp')) #tmp = pd.DataFrame(mat_p.loc[cluster_order, mec_order].stack().rename('-logp')) tmp=tmp.merge( pd.DataFrame(mat_eff.stack().rename('effect')) , left_index=True,right_index=True, how='left') tmp=tmp.merge( pd.DataFrame(mat_b.stack().rename('meanb') ) , left_index=True,right_index=True, how='left') tmp=tmp.merge( pd.DataFrame(mat_a.stack().rename('meana') ) , left_index=True,right_index=True, how='left') tmp = tmp.reset_index() sns.set_theme(style="whitegrid") kwargs={'hue_norm': MidpointNormalize(midpoint=0,vmin=min(tmp['effect']), vmax = max(tmp['effect']) ) , } g = sns.relplot(data = tmp, x = 'level_0', y='level_1', hue = 'effect', size = '-logp', palette="RdBu_r", #hue_norm=(-1, 1), edgecolor=".7", height=8, aspect = 1.2, #width=8, sizes=(20, 100), size_norm=(-.2, .8), **kwargs ) g.set(xlabel="", ylabel="", aspect="equal") g.despine(left=True, bottom=True) g.ax.margins(.02) for label in g.ax.get_xticklabels(): label.set_rotation(90) for artist in g.legend.legendHandles: artist.set_edgecolor(".7") return(g) def topdiff_df(diffmec, cut_logppos = 1.3, cut_effectpos = 1, cut_effectneg = -1, effectkey = 'effect' ): """ Organize per-cluster differential signature results into tables Parameters ---------- diffmec differential expression dict generated by dmec.dmec cut_logppos negative log p value cutoff to determin significance, default: 1.3 (#p=0.5) cut_effectpos positive effect size to cut . default: 1 ( 1 std shift) cut_effectneg negative effect size to cut . default: -1 ( 1 std shift) effectkey the 'effect' key to use in diffmec. Example ---------- `diff, diff_sig = dmec.topdiff_df(diffmec)` """ tlst = [] for cluster1 in diffmec.keys(): df = diffmec[ cluster1 ].copy() df['cluster1']=cluster1 df['mec']=df.index df.index= df.index + '@' + cluster1 # MHCI@Mac_IL1B; Mac_IL1B (not Mac_IL1B@Mac_IL1B) df.index=df.index.str.replace( cluster1+'@'+cluster1 , cluster1 ) tlst.append(df) dat = pd.concat(tlst) sigpos = dat[( dat[ effectkey ]>= cut_effectpos ) & ( dat['-logp']>= cut_logppos ) & ( (dat['meanb']>=1) )] #sigpos = dat[( dat[ effectkey ]>= cut_effectpos ) & ( dat['-logp']>= cut_logppos ) ] signeg = dat[( dat[ effectkey ]<= cut_effectneg ) & ( dat['-logp']>= cut_logppos ) & ( (dat['meana']>=1) )] #signeg = dat[( dat[ effectkey ]<= cut_effectneg ) & ( dat['-logp']>= cut_logppos ) ] markpos = sigpos.sort_values(ascending=False, by= effectkey ).index markneg = signeg.sort_values(ascending=True, by= effectkey ).index dat_sig = dat.loc[markpos.tolist() + markneg.tolist()].sort_values(ascending=False, by ='-logp') return( dat, dat_sig ) def plot_topdiff( diffmec, fontsize = 5 , cut_logppos = 1.3, #p=0.5, cut_effectpos = 1, # 1 std shift cut_effectneg = -1, # 1 std shift effectkey = 'effect', figsize=(9,6), ): """ Plot top differential signature cluster-wise. X-axis: Effect: difference of mean signature scores between two conditions. Y-axis: -⁡log(p⁡-value) from two-sided t test or wilcoxon test. For significant signatures, size of the dots is proportionally to the mean signature score in the high-signature group. Parameters ---------- diffmec dictonary containing per-cluster differential testing results, usually generated by dmec.dmec fontsize fontsize on the differential scatter plot effectkey effect size column in diffmec Example ---------- `sns.set_theme(style='white') fig_topdiff = dmec.plot_topdiff(diffmec, fontsize=6) ` """ cut_logppos = cut_logppos cut_effectpos = cut_effectpos cut_effectneg = cut_effectneg effectkey = effectkey # The text to mark on the plot tlst = [] for cluster1 in diffmec.keys(): df = diffmec[ cluster1 ].copy() df['cluster1']=cluster1 df['mec']=df.index df.index= df.index + '@' + cluster1 # MHCI@Mac_IL1B; Mac_IL1B (not Mac_IL1B@Mac_IL1B) df.index=df.index.str.replace( cluster1+'@'+cluster1 , cluster1 ) tlst.append(df) dat = pd.concat(tlst) # Scatterplot for all enriched signature@cluster. size proportional to mean signature in the condition with higher signature. fig,ax = plt.subplots(1, figsize = figsize) sns.set_theme(style = "white") #scatter size and basic color dat['Color'] = 'Sig.Unchanged' dat['Sig. mean'] = 0 dat.loc[(dat[ effectkey ] < 0),'Sig.Score'] = dat.loc[(dat[ effectkey ] < 0),'meana'] dat.loc[(dat[ effectkey ] >= 0), 'Sig.Score'] = dat.loc[(dat[ effectkey ] >= 0),'meanb'] # Coloring significant ones sigpos = dat[( dat[ effectkey ] >= cut_effectpos ) & ( dat['-logp']>= cut_logppos ) & ( (dat['meanb']>=1) )] signeg = dat[( dat[ effectkey ] <= cut_effectneg ) & ( dat['-logp']>= cut_logppos ) & ( (dat['meana']>=1) )] markpos = sigpos.sort_values(ascending=False, by= effectkey ).index markneg = signeg.sort_values(ascending=True, by= effectkey ).index dat.loc[markpos,'Color'] = 'Sig.Up' dat.loc[markneg,'Color'] = 'Sig.Down' # scatterplot sns.scatterplot(data = dat, x = effectkey ,y = '-logp', hue = 'Color', palette={'Sig.Unchanged':'gray','Sig.Up':'brown','Sig.Down':'steelblue'}, size='Sig.Score',legend=True,alpha=0.8, ax=ax) ax.legend(bbox_to_anchor=(1.05, 1.0), loc='upper left') plt.tight_layout() # tuning figure lim = np.max([abs(t) for t in ax.get_xlim()]) ax.set_xlim([-lim,lim]) #ax.set_ylim([-30, ax.get_ylim()[1]]) ax.axvline( cut_effectpos ,linestyle='--', color='gray', alpha=0.4) ax.axvline( cut_effectneg,linestyle='--', color='gray', alpha=0.4) ax.axvline( 0,linestyle='--', color='gray', alpha=0.6) ax.axhline( cut_logppos ,linestyle='--', color='gray', alpha=0.4) # Text annotate texts=[] for meci in markpos: texts.append( plt.text( sigpos.loc[meci, effectkey ], sigpos.loc[meci,'-logp'], meci.replace('@','@') , fontsize= fontsize, color='red')) for meci in markneg: texts.append( plt.text( signeg.loc[meci, effectkey ], signeg.loc[meci,'-logp'], meci.replace('@','@') , fontsize= fontsize, color='blue')) from adjustText import adjust_text adjust_text(texts, arrowprops=dict(arrowstyle='-', color='gray'), autoalign='xy') ax.set_xlabel('Effect') return( fig, ax ) ================================================ FILE: metatime/loaddata.py ================================================ """ Functions for new scRNA data processing """ import os import pandas as pd import numpy as np import scanpy as sc import anndata from typing import Optional, Union ### function ### def isRawCount( ds ): """ Tell whether the matrix is raw count or float if top 100 cells all mod 0, then determine it's raw count = integer Parameters ---------- ds loom, or just a numpy matrix 2d. Returns ---------- int 0, not raw count. 1, is raw count. """ if( ds[:100,:100].sum() - int( ds[:100,:100].sum() ) == 0 ) : datatype = 'rawcount' datatype = 1 else: datatype = 'notcount' datatype = 0 return(datatype) ### pre-processing adata def adatapp( adata_input : anndata.AnnData, mode: str = 'pp', # or 'umap' random_state = 42, MAX_MITO_PERCENT=5, MINGENES =500, MINCOUNTS = 1000, MINCELLS=5, ): """ Pre-processing. Parameters ---------- adata_input scanpy scRNA object if adata.X is integer , or adata has 'counts' layer, like from 10X data. go through standard preprocessing. remove cells with <500 genes and <1000 counts. remove genes with min cells < 5. keep mitocondrial <5%. normalize to 1e6. log. pca, umap. normalized value saved to 'norm_data' layer if adata.X is continuous, such as Smartseq data remove cells with <500 genes. remove genes with <5 cells. mode choose from ['pp' , 'umap'] pp: full pre-processing umap: preprocessing was done. only compute highly_varaible genes, pca, neighbors, umap. random_state umap random state MAX_MITO_PERCENT MINGENES MINCOUNTS MINCELLS Returns ---------- processed scanpy object Examples ---------- >>> adata = adatapp(adata ) """ adata = adata_input.copy() if(mode=='pp'): isCount = isRawCount( adata.X ) if( isCount ): adata.layers["counts"] = adata.X.copy() print( '[Log] adata.X is count. Copy to .layers["counts"] . Pre-processing... ') adata.var_names_make_unique() adata.obs['n_counts'] = adata.X.sum(1).A1 adata.obs['log_counts'] = np.log(adata.obs['n_counts']) # adata.obs['n_genes'] = (adata.X > 0).sum(1) print( '[Log] filtering ') sc.pp.filter_cells(adata, min_genes= MINGENES ) sc.pp.filter_cells(adata, min_counts = MINCOUNTS ) sc.pp.filter_genes(adata, min_cells = MINCELLS) print('[Log] Human MT-percentage') adata.var['mt'] = adata.var_names.str.startswith('MT-') sc.pp.calculate_qc_metrics(adata, qc_vars=['mt'], percent_top=None, log1p=False, inplace=True) adata = adata[adata.obs.pct_counts_mt < MAX_MITO_PERCENT, :] sc.pp.normalize_total(adata, target_sum = 1e4) # match NormalizeData in Seurat sc.pp.log1p(adata) # checked the values are logged. sc.pp.highly_variable_genes(adata, flavor='cell_ranger', n_top_genes=4000 ) sc.tl.pca(adata, svd_solver='arpack') sc.pp.neighbors(adata ) sc.tl.umap(adata, random_state = random_state) else: # directly use the values if X not continuous: already normalized print( '[Log] adata.X is continuous . Pre-processing... ') adata.var_names_make_unique() adata.layers["norm_data"] = adata.X sc.pp.filter_cells(adata, min_genes=500) sc.pp.filter_genes(adata, min_cells=5) sc.pp.highly_variable_genes(adata, flavor='cell_ranger', n_top_genes=4000 ) sc.tl.pca(adata, svd_solver='arpack') sc.pp.neighbors(adata ) sc.tl.umap(adata, random_state = random_state) elif(mode=='umap'): sc.pp.highly_variable_genes(adata, flavor='cell_ranger', n_top_genes=4000) sc.tl.pca(adata) sc.pp.neighbors(adata) sc.tl.umap(adata, random_state = random_state) return(adata) def load( file, preprocessing = False, delimiter = ',', ): """ Read in a expression matrix table file as scanpy object. If converting from an Seurat object, table can be saved in R: tmpdata = SeuratObject@assays$RNA@data write.csv( t( as.matrix(tmpdata) ), file = 'data.csv') Parameters ---------- file file path for the expression file. if suffix is .h5 or .h5ad, data is loaded using scanpy. if not, load the file in format of a table text file preprocessing whether to do preprocessing for the loaded data delimiter delimiter of the expression matrix table, if file is a text table Returns ---------- adata loaded scRNA data in scanpy object Examples ---------- >>> adata = load( file, preprocessing=False ) """ adata = None suffix = file.split('.')[-1] if(suffix == 'h5' or suffix == 'h5ad'): annfile = file adata = sc.read(annfile) else: matfile = file adata = anndata.read_csv( matfile, delimiter = delimiter, first_column_names = True) if(not adata): return(None) if ( preprocessing == True ): #if 'norm_data' not in adata.layers: ## do preprocessing from raw print( ' Redo preprocessing ' ) adata = adatapp( adata ) else: print( ' Loaded ' + file) return(adata) def batchharmonize( adata , batchcols = [], random_state= 0 ): """ Harmonize batches such as patient, sample, using Harmony. Re-calculated neighbors, umap . Parameters ---------- adata: scanpy object. batchcols batch columns in adata.obs random_state umap random_state Returns ---------- adata with batch correction and neighbors,umap calcualted """ if((batchcols is not None) or (len(batchcols))>=1): print(f'[Log ] hamonize with batch ', batchcols) if('X_pca' not in adata.obsm.keys()): sc.tl.pca(adata, svd_solver='arpack') try: sc.external.pp.harmony_integrate(adata, key = batchcols ) sc.pp.neighbors(adata, use_rep = 'X_pca_harmony') except: print('[Log ] harmonization problem, skipping batch correction') sc.pp.neighbors(adata) else: print(f'[Log ] no batch label detected. Computing neighbors using default') sc.pp.neighbors(adata) print(f'[Log ] Recomputing umap ' ) sc.tl.umap(adata, random_state = random_state) return(adata) """ def isIndexNumberButNotGeneName( adata ): if( adata.var_names[0]=='0' ): return(True) else: return(False) """ def add_extra_metainfo( adata, meta ): """ Add special extra metainformation for sample datasets Parameters ---------- adata: anndata.AnnData scanpy object with scRNA expression meta: pd.DataFrame Dataframe with columns of metadata for each cell. index is cell barcode same as in adata.obs.index. Returns ---------- anndata.AnnData scanpy object with new columns merged in obs. Examples ---------- >>> adata = testdata.add_extra_metainfo( adata, meta ) """ # add warning adata.obs = adata.obs.join( meta[[col for col in meta.columns if col not in adata.obs.columns]] ) return(adata) ================================================ FILE: metatime/mecmapper.py ================================================ import pandas as pd import os import scanpy as sc import numpy as np import warnings import anndata ############ project single cell to mec for creating new adata obj ########### def projectMec(expr, mec, glstcol = 'TopGene20'): """ Parameters ---------- expr expression matrix, cell by gene. mec mec table with one column, two types of format accepted format 1, each row is a mec with genes , comma seperated. format 2, each row is a genes, each column is a mec, value is float glstcol Used only when mec is the list format format1, and glstcol is the column name to record comma separated gene list for each mec. Returns ---------- scorepd, cell by signature. Examples --------- >>> scorepd = mecmapper.projectMec( df, mec ) """ score_lst = [] if(isinstance( mec.iloc[0,0], str) ) : # the mec format is format 1. no weighting. for i in mec.index: mec_i = str(i) gs = mec.loc[i, glstcol ].split(',') gs_sub = [ t for t in expr.columns if t in gs ] score = pd.DataFrame( expr[ gs_sub ].mean(axis=1), columns= [ mec_i ] ) score_lst.append( score ) scorepd = pd.concat(score_lst , axis=1).fillna(0) else: # the mec format is not format 1. using values as weight. shared_genes = mec.index.intersection( expr.columns ) module_sharedgenes = mec.loc[ shared_genes ] expr_sharedgenes = expr[ shared_genes ] scorearray = expr_sharedgenes.values.dot( module_sharedgenes.values ) scorepd = pd.DataFrame( scorearray, index = expr.index, columns = mec.columns) return( scorepd ) def annToDataFrame( adata_input, genescaling = False, layer = 'norm_data'): """ Extract expression matrix from scanpy object. Parameters ---------- adata_input: anndata.AnnData Input scanpy object. genescaling: bool Whether to z-scale extracted feature matrix. layer: str Layer of expression to extract from adata_input Returns ---------- pd.dataframe Extracted expression matrix from scanpy object. """ adata = adata_input.copy() try: df = adata.to_df(layer = layer ) except: warnings.warn('Warning: no '+layer +' layer. using X.') df = adata.to_df() if( genescaling ): df = (df - df.mean())/df.std() return( df ) def scale(df): """ standardize scaling feature """ return( (df-df.mean())/df.std() ) def projectMecAnn( adata_input, mec, genescaling = False, sigscaling = True, addon = False, layer = 'norm_data', glstcol = 'TopGene20'): """ Project single cell expression in AnnData to MeCs Calls: projectMeC,annToDataFrame Parameters ---------- adata_input: anndata.AnnData Input scanpy object for gene expression mec: pd.DataFrame mec table with one column, two types of format both accepted format 1, each row is a mec with genes , comma seperated. format 2, each row is a genes, each column is a mec, value is float. genescaling: bool Whether to scale expression on gene level. Recommended to be False. sigscaling: bool Whether to scale projected scores across cells. Recomended and default is True. addon: bool Whether to keep the original adata and append the signautres in obs, or return an independent anndata (pdata) with only projected values (which saves memory). layer: str Layer of expression to extract from adata_input glstcol Used only when mec is the list format format 1, and glstcol is the column name to record comma separated gene list for each mec. Returns ---------- anndata.AnnData If addon is False, return pdata where values are MeC-projected values. If addon is True, return adata where values are same as in adata_input, but with extra obs columns. Examples ---------- >>> pdata = mecmapper.projectMecAnn(adata, mec_score_topg, sigscaling=True, genescaling=False, addon=False) """ adata = adata_input.copy() df = annToDataFrame( adata, genescaling = genescaling, layer = layer ) projected = projectMec(df, mec, glstcol = glstcol ) projected.columns = [ str(t) for t in projected.columns ] if( sigscaling ): projected = scale(projected) if(addon): if( len(projected.columns.intersection(adata.obs.columns)) >0 ): warnings.warn('signature names already in adata.obs. cannot merge. If wish to remove in obs: \n \ adata.obs = adata.obs[[t for t in adata.obs.columns if t not in mecnamedict.keys()] \n or \ adata.obs = adata.obs[[t for t in adata.obs.columns if t[:6]!="score_" ]]]' ) else: adata.obs = adata.obs.merge( projected , how = 'left', left_index = True, right_index = True) adataproj = adata.copy() else: adataproj = anndata.AnnData( projected, obs = adata.obs ) return(adataproj) def projectModuleAnn_aucell( adata, module, glstcol = 'TopGene20'): """ Alternative function that projects scRNA data using top genes from MeCs and AUCell module has to be list mode. Parameters ---------- adata: anndata.AnnData Input scanpy object for gene expression module: pd.DataFrame mec table with one column, two types of format accepted format 1, each row is a mec with genes , comma seperated. glstcol Used only when mec is the list format format 1, and glstcol is the column name to record comma separated gene list for each mec. Returns ---------- anndata.AnnData adata with aucell score stored in extra columns starting with 'score_sig_' in adata.obs """ if(not glstcol): glstcol = module.columns[0] for i in module.index: gene_list = module.loc[i, glstcol ].split(',') use_gene_list = adata.var_names.intersection( gene_list ) if(len(use_gene_list)>1): sc.tl.score_genes(adata, use_gene_list, score_name = 'score_sig_'+str(i) ) else: adata.obs[ 'score_sig_'+str(i) ] = 0 return(adata) """ ### TODO. # Tutorial. mapper+annotator. # Tutorial. differential signature. # Tutorial functional extraction. # metatime calling. (code to be wrapped in pipeline with a tutorial, that's it. ) # A class for projected data. this is per-cell class. #init: score matrix, .obs features, cell location (adata.umap). function and category for features (mecs class.). #fun: plot single singature signature using mec name. plot all signature. plot all signature in # #THEN, a seperate annotator function. takes projected class. takes adata input ( overclustering. ) # THEN, a separate differential signature comparison. # mecs class: print top gene, plot top gene, extract top tf, extract enrichr, extract lisa ranking, extract lisa-mec ranking plot. """ ================================================ FILE: metatime/mecs.py ================================================ """ ## class and functions for meta components """ import numpy as np import pandas as pd import os import sys from metatime import config ################ Special manual annotation of MetaTiME precomputed MeCs ############# def load_mecname( mode='table', mecDIR= config.SCMECDIR ): """ Load functional annotation for pre-computed tumor microenvironemnt MeCs Parameters ---------- mode choose from ['mecnamedict', 'table', 'meciddict'] load manual assigned name for easy understanding of assigned names from file: MeC_anno_name.tsv under mecDIR. Required columns: `['MeC_id', 'Annotation', 'UseForCellStateAnno']` Required seperator: tab Annotation column NA will be filtered. Returns ---------- functional annotation in desided format """ mecname = pd.read_table(os.path.join( mecDIR , 'MeC_anno_name.tsv')) if(mode=='table'): mectable=mecname.copy() #mectable['color_level0'] = mectable['MajorLineage_level0'].apply(lambda t: config.level0colordict[t]) return(mectable) else: mask = (~mecname['Annotation'].isna()) #mecname.loc[mask,'Annotation']=mecname.loc[mask,'MeC_id' ] mecnamedict = mecname[mask].set_index('MeC_id')[['Annotation']].to_dict()['Annotation'] if(mode=='mecnamedict'): return(mecnamedict) def getmecnamedict_ct( mectable, only_include_mecs_UseForCellStateAnno = True ): """ Collect list of meta components to be used for cell state annotation. Parameters ---------- mectable must have `UseForCellStateAnno` column with 0 or 1. 1:used in cell state annotation. this is helpful to remove pan-cell cell state like general mitochondrial activity component. only_include_mecs_UseForCellStateAnno filter mecs used for cell state annotation. Default: True Returns ---------- dict a subsetted dictionary only containing MeCs used for cell state enrichment. """ if(only_include_mecs_UseForCellStateAnno): mecnamedict = mectable[mectable['UseForCellStateAnno']==1].set_index('MeC_id')['Annotation'].to_dict() else: mecnamedict = mectable.set_index('MeC_id')['Annotation'].to_dict() return(mecnamedict) class MetatimeMecs(): """ Class for MetaTiME Mecs. Parameters ---------- modelpath directory of model files Attributes ---------- mecscore pandas dataframe, z-weights gene by component mectopg pandas dataframe, list for top gene only mecanno pandas dataframe, annotation for each mec. """ def __init__(self, mec_score, mec_topg, mec_anno ) : self.mec_score = mec_score self.mec_topg = mec_topg self.mec_anno = mec_anno @staticmethod def load_mec_precomputed( mecDIR = config.SCMECDIR, ): """ Load pre-computed Meta-component matrix and ordered list. Look for precomputed files in mecDIR MeC_allgene_average-weights.tsv MeC_topgene.tsv Parameters ---------- mecDIR Path for model files Returns ---------- MetatimeMecs Loaded MeCs Examples ---------- >>> mecmodel = mecs.MetatimeMecs.load_mec_precomputed() """ try: mec_score = pd.read_table( os.path.join( mecDIR , 'MeC_allgene_average-weights.tsv') , index_col = 0) mec_topg = pd.read_table( os.path.join( mecDIR, 'MeC_topgene.tsv') , index_col = 0) mec_anno = pd.read_table( os.path.join( mecDIR, 'MeC_anno.tsv') , index_col = 0) # use 'MeC' name mec_score.columns = 'MeC_'+mec_score.columns return( MetatimeMecs( mec_score, mec_topg, mec_anno ) ) except Exception as exception: raise Exception(f' Error loading model. check files in {mecDIR}. MeC_allgene_average-weights.tsv, MeC_topgene.tsv, MeC_anno.tsv. {exception}') @property def feature(self) -> np.ndarray: """ get genes covered in the mec z-weight matrix """ return( self.mec_score.index) @property def nmecs(self) -> np.float: """ get number of meta-components """ return( self.mec_score.columns.shape[0]) # interpretation functions ================================================ FILE: metatime/plmapper.py ================================================ """ # function for plotting after mapper """ import numpy as np import matplotlib.pyplot as plt import importlib as imp import pandas as pd import scanpy as sc import anndata from adjustText import adjust_text # set the colormap and centre the colorbar import matplotlib.colors as colors class MidpointNormalize(colors.Normalize): """ Normalise the colorbar separately for above-midpoint and below-midpoint. Useful for visualizing the signature continuum with diverging colorbar. borrowed from [chris35wills](http://chris35wills.github.io/matplotlib_diverging_colorbar/) Parameters ---------- colors.Normalize e.g. midpoint=0,vmin=vmin,vmax=vmax Examples ---------- # Pass kwargs to scatterplot >>> kwargs={'color_map':'RdBu_r', 'norm': MidpointNormalize(midpoint=0,vmin=vmin,vmax=vmax) } # note: """ def __init__(self, vmin=None, vmax=None, midpoint=None, clip=False): self.midpoint = midpoint colors.Normalize.__init__(self, vmin, vmax, clip) def __call__(self, value, clip=None): # I'm ignoring masked values and all kinds of edge cases to make a # simple example... x, y = [self.vmin, self.midpoint, self.vmax], [0, 0.5, 1] return np.ma.masked_array(np.interp(value, x, y), np.isnan(value)) def plot_umap_proj( adata : anndata.AnnData, Xproj : pd.DataFrame, mecnamedict, use_MeC_name = True, figfile = None, N_col = 4 , N_MECS = 100, ): """ Plotting function: plot the signature continuum score for each funcntional MeC in one large figure. Parameters ---------- adata: anndata.AnnData. scanpy object for scRNA data. Two formats are accepted. 1. scanpy object with gene by cell expression, with extra mec columns in adata.obs. When adata.var_names has less than 100 features, go with format1. 2. scanpy object with only gene by MeC scores in adata.X. projected style format. Xproj: pd.DataFrame Dataframe for projected scores Returns ---------- matplotlib figure """ if(len(adata.var_names)< N_MECS ): # adata is a projected format Xproj = adata.to_df() elif([t for t in Xproj.columns if t not in adata.obs.columns]): adata.obs = adata.obs.merge( Xproj,left_index=True,right_index=True,how='left') N_col = N_col N_row = int(Xproj.shape[1] /N_col)+1 fig, axes=plt.subplots(nrows= N_row , ncols= N_col ,figsize=(N_col*3,N_row*2), sharex=True,sharey=True, num=86) for i in range( Xproj.shape[1] ): #for i in range( 8 ): i_row = int(i/N_col) i_col = i%N_col vmin = min( min(Xproj[ Xproj.columns[i] ].values) , -3 ) vmax = max( max(Xproj[ Xproj.columns[i] ].values) , 3 ) kwargs={'color_map':'RdBu_r', 'norm': MidpointNormalize(midpoint=0,vmin=vmin,vmax=vmax) } # if( use_MeC_name ): #title = str(i)+' ' +mecnamedict[ Xproj.columns[i] ] title = Xproj.columns[i].replace('score_','') +' ' +mecnamedict[ Xproj.columns[i] ] else: title = Xproj.columns[i].replace('score_','') sc.pl.umap(adata, color= Xproj.columns[i], title = title, show=False, ax = axes[i_row, i_col], **kwargs,) axes[i_row, i_col].set_xlabel('') axes[i_row, i_col].set_ylabel('') if(figfile ): plt.savefig( figfile , dpi=200 ) return( axes ) ########## plotting full panel for pdata format ############ ## todo: group and rank the components def plot_umap_proj_pdata( pdata, mecnamedict, use_MeC_name = True, figfile = None, N_col = 4 , ): """ Save all projection images in one large figure. input is pdata format. Deprecated """ pdata = pdata[ : , list(mecnamedict.keys())] Xproj = pdata.to_df() N_col = N_col N_row = int(Xproj.shape[1] /N_col)+1 fig, axes=plt.subplots(nrows= N_row , ncols= N_col ,figsize=(N_col*3,N_row*2), sharex=True,sharey=True, num=86) for i in range( Xproj.shape[1] ): #for i in range( 8 ): i_row = int(i/N_col) i_col = i%N_col vmin = min( min(Xproj[ Xproj.columns[i] ].values) , -3 ) vmax = max( max(Xproj[ Xproj.columns[i] ].values) , 3 ) kwargs={'color_map':'RdBu_r', 'norm': MidpointNormalize(midpoint=0,vmin=vmin,vmax=vmax) } # if( use_MeC_name ): #title = str(i)+' ' +mecnamedict[ Xproj.columns[i] ] title = Xproj.columns[i].replace('score_','') +' ' +mecnamedict[ Xproj.columns[i] ] else: title = Xproj.columns[i].replace('score_','') sc.pl.umap(pdata, color= Xproj.columns[i], title = title, show=False, ax = axes[i_row, i_col], **kwargs,) axes[i_row, i_col].set_xlabel('') axes[i_row, i_col].set_ylabel('') if(figfile ): fig.savefig( figfile , dpi=200 ) return( fig ) def plot_umap_mec(pdata : anndata.AnnData, meccol: str, mecnamedict: dict, use_MeC_name: bool = True, figfile: str = None, figsize=(3,3) ): """ Plot signature continuum for a specific MeC. Parameters ---------- pdata: anndata.AnnData scanpy object with projection score matrix in pdata.X meccol MeC id mecnamedict Returns ---------- """ Xproj = pdata.to_df() fig,ax =plt.subplots(1,figsize= figsize ) # keep value same range vmin = min( min(Xproj[meccol] .values) , -3 ) vmax = max( max(Xproj[meccol] .values) , 3 ) kwargs={'color_map':'RdBu_r', 'norm': MidpointNormalize(midpoint=0,vmin=vmin,vmax=vmax) } # figure title if( use_MeC_name ): title = meccol.replace('score_','') +' ' +mecnamedict[ meccol ] else: title = meccol.replace('score_','') sc.pl.umap(pdata, color= meccol, title=title, show=False, ax=ax, **kwargs,) if(figfile ): plt.savefig( figfile , dpi=200 ) return( fig ) def plot_umap_mecproj_2condition( pdata, meccol, mecnamedict, cellscond1,cellscond2, use_MeC_name = True, figfile = '../tmp.png', ): """ Pplotting comparison panel for pdata format, beta version. Examples ---------- `Xproj = pdata.to_df() use_MeC_name = True mec_col ='score_1' mec_name = mecnamedict[ mec_col ] condcol = 'response' # cells from 2 conditions allcellscond1= adata[adata.obs[ condcol ].isin(['Non-responder']), ].obs.index allcellscond2= adata[adata.obs[ condcol ].isin(['Responder']), ].obs.index plmapper.plot_umap_mecproj_2condition( pdata, meccol = 'score_0', mecnamedict = mecnamedict, cellscond1 = allcellscond1, cellscond2 = allcellscond2, use_MeC_name = True, ) ` """ Xproj = pdata.to_df() if((len(cellscond1)==0) or(len(cellscond2)==0)): return(None) # plot panel fig, axes=plt.subplots(nrows= 1 , ncols= 2 ,figsize=(2*3,1*3), sharex=True,sharey=True, num=2) # keep value same range vmin = min( min(Xproj[meccol] .values) , -3 ) vmax = max( max(Xproj[meccol] .values) , 3 ) kwargs={'color_map':'RdBu_r', 'norm': MidpointNormalize(midpoint=0,vmin=vmin,vmax=vmax) } """ # figure title if( use_MeC_name ): title = meccol.replace('score_','') +' ' +mecnamedict[ meccol ] else: title = meccol.replace('score_','') """ # condition1,2 sc.pl.umap(pdata[ pdata.obs.index.intersection( cellscond1) ], color= meccol, title = 'cond1', show=False, ax = axes[0], **kwargs,) sc.pl.umap(pdata[ pdata.obs.index.intersection( cellscond2) ], color= meccol, title = 'cond2', show=False, ax = axes[1], **kwargs,) axes[0].set_xlabel('') axes[1].set_ylabel('') if(figfile ): plt.savefig( figfile , dpi=200 ) return( fig ) ############# annotator plots ############# def gen_mpl_labels( adata, groupby, exclude=(), ax=None, adjust_kwargs=None, text_kwargs=None ): """ Get locations of cluster median . Borrowed from scanpy github forum. """ if adjust_kwargs is None: adjust_kwargs = {"text_from_points": False} if text_kwargs is None: text_kwargs = {} medians = {} for g, g_idx in adata.obs.groupby(groupby).groups.items(): if g in exclude: continue medians[g] = np.median(adata[g_idx].obsm["X_umap"], axis=0) if ax is None: texts = [ plt.text(x=x, y=y, s=k, **text_kwargs) for k, (x, y) in medians.items() ] else: texts = [ax.text(x=x, y=y, s=k, **text_kwargs) for k, (x, y) in medians.items()] adjust_text(texts, **adjust_kwargs) def plot_annotation_on_data( sdata, COL='MetaTiME' , title = None, fontsize = 8, MIN_CELL = 5, ): """ Plot annotated cells with non-overlapping fonts. Calls: gen_mpl_labels Occasionally, if sdata.uns['MetaTiME_overcluster_colors'] exists, color may not be updated. In that case, resetting color `del pdata.uns['MetaTiME_overcluster_colors']` Parameters ---------- sdata : anndata.AnnData scanpy object for single cell , or scanpy object with projected signature. COL : str column of cluster assignment in sdata.obs MIN_CELL: int Minimum number of cells to plot and mark Returns ---------- Matplotlib figure. Examples ---------- >>> plmapper.plot_annotation_on_data(pdata, title = 'MetaTiME') """ # if not title: title = COL if( MIN_CELL >0 ): groupcounts = sdata.obs.groupby( COL ).count() groupcounts = groupcounts[groupcounts.columns[0]] group_with_good_counts = groupcounts[groupcounts>= MIN_CELL ].index.tolist() sdata = sdata[ sdata.obs[ COL ].isin( group_with_good_counts ) ] with plt.rc_context({"figure.figsize": (6, 6), "figure.dpi": 300, "figure.frameon": False}): #ax = sc.pl.umap(pdata, color="MetaTiME_overcluster", show=False, legend_loc=None, frameon=False, size=30) ax = sc.pl.umap(sdata, color= COL , show=False, legend_loc=None, add_outline=False, #legend_loc='on data',legend_fontsize=6, legend_fontoutline=2, title= title, palette=plt.cycler("color",plt.cm.tab20(np.linspace(0,1,20))), #palette=plt.cycler("color",plt.cm.Set1(np.linspace(0,1,9))), ) gen_mpl_labels( sdata, COL, exclude=("None",), ax=ax, adjust_kwargs=dict(arrowprops=dict(arrowstyle='-', color='black')), text_kwargs=dict(fontsize= fontsize ,weight='bold'), ) fig = ax.get_figure() fig.tight_layout() #plt.show() return( fig,ax ) #plt.savefig('MetaTiME_overcluster.pdf', dpi=200) ############## snippets ########## """ # save all projection images in single figures. for i in range( Xproj.shape[1] ): #for i in range( 2 ): vmin = min( min(Xproj[ Xproj.columns[i] ].values) , -2 ) vmax = max( max(Xproj[ Xproj.columns[i] ].values) , 2 ) kwargs={'color_map':'RdBu_r', 'norm': plmapper.MidpointNormalize(midpoint=0,vmin=vmin,vmax=vmax) } ax = sc.pl.umap(adata, color= Xproj.columns[i], **kwargs, title = mecnamedict[ Xproj.columns[i] ], show=False ) # plt.savefig('../analysis/20211001_scICA/BRCA_Alex/BRCA_Alex.rawumap.mec_'+str(keyi)+'.png') plt.close() """ ================================================ FILE: metatime/pretrained/mec/MeC_allgene_average-weights.tsv ================================================ 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 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0.0 0.0 0.0 0.0 0.28989175768390907 0.0 -0.23395038258950435 0.0 0.0 0.0 0.0 0.0 0.0 -0.7682686941847489 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.46611066864928974 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8687845271872688 0.0 0.0 0.0 0.0 0.0 0.0 -0.7816451887027179 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.527617181898131 0.0 0.0 0.0 0.0 ACOT9 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.930914631801176 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.33593028045225165 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7627000632686715 0.0 0.0 0.0 0.5243261135543166 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.022661549099173 0.0 0.0 0.0 0.0 0.0 0.0 0.2217280452322906 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ACSL3 0.0 -0.14794075732048229 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5019757460027091 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ACTB -1.6612517941912066 -0.6697762196828445 -0.9456270099786972 -2.9128819951761904 -12.639569862171285 0.9888949125894514 5.939180556106109 1.2376401582340217 -0.40290341427341364 1.5970932671639315 -1.8055073417230443 0.8675574382190092 0.2538020306968416 -1.293280349091256 -1.0686791321522577 1.4709955238253911 -0.5086840396768253 2.07033503369426 -0.08710613135892942 -0.6549611189629043 1.0925747233171004 6.995085317230887 0.15837966722802946 -3.011676558287837 1.0655021179913748 -0.9807200169770725 -5.750139108308358 0.16412092954447446 2.2995557605034485 1.2607072245161157 -0.9685126140403036 -7.022164424159564 -0.14971475165538822 -4.609368895069906 0.3962621988435766 0.0 -0.08262421192957897 -3.9061041296936776 -0.6024505327226444 4.917864630079183 -0.1581981296600632 10.669850500008865 -3.474698874355885 3.0293171990743355 -2.011635132008228 -0.16257531107124404 -2.9184137581820235 -17.7602940020302 8.409821962919684 2.5936004048323826 0.8813983765226444 10.883446400458961 -0.8703476443828739 -3.5806542247969397 1.947214450707376 7.453112101547586 -3.821366305000504 0.8418492342574445 -2.3287449919844687 -1.2312075040939372 5.022746205451399 0.25922128507901326 0.36273803866010684 2.618327863975446 0.0 0.0 -1.460686304746839 -1.564207585391682 1.3668669468466146 6.611906004874714 1.2390427353786166 -3.9838335646769254 -2.0778034247891926 -8.56598876430909 -1.8333858657170539 -5.4454720956022395 2.394929650399316 0.008169987499546848 -0.5410570175152891 1.172588837989438 -5.117100053817538 0.0 0.14899733947153102 -0.44077277564865086 6.476621518937593 149.67051771868552 ACTG1 -0.5007374408429353 -4.074440015116826 -1.1994625988093883 -2.5344774227678633 -6.2503803975864685 2.811501854309082 5.347571973360195 0.7325319362799766 3.318402308765386 -1.1190404944318315 -1.8328389958286084 2.8333858451712044 -0.44472229289474513 -4.252225805859262 -6.4764127998579735 -5.063525299766626 -2.195284173493738 -0.0697609945170754 -4.558613773181245 0.23825999670348377 3.5457596768636606 23.23046867273986 -0.48288796919803983 -2.5864299945005365 -0.9059940267719039 -1.7187933888074394 -3.454699762380986 -0.9419234235674679 0.2950961990022245 3.7861009019019893 0.23430769323020295 -5.906900993455844 -4.9846319824199625 -6.977478858034798 -0.336393978257301 -1.8826569717312038 1.6663639581554797 0.0 -3.750746187992587 7.793275619108586 -1.6364347850737229 2.8163473592321986 -3.5448113413972173 4.672798068370244 -7.9073311078407675 1.158330329328504 -4.187048845971887 -2.902266819524876 4.855137252646256 2.387246818751676 -3.3586660585067927 9.092098148424938 -2.8427704850290763 0.0 7.628292739587024 4.992733904520944 -3.501761903115316 1.4510510372829752 -9.45559270483693 0.22731750852789986 -0.6616569527616828 3.7112443470161818 -1.3450938400427122 -2.3139456617433742 2.585300839026905 2.0553743747701145 -4.059417801498068 -1.8460843090446422 0.7511532167938284 -0.5072057705106842 1.0176853883062873 -1.6335053017431762 3.6896683768930245 1.903998802715546 3.722073890523724 -5.159073861767128 -4.263573154293469 -0.40561594547895563 -1.0373118402984174 5.409281571294444 3.6991560725104966 10.237814519944402 -1.4185110586382574 0.9452589229720294 -0.28793878933626227 1.1620271274846679 ACTN1 0.10775268534531615 0.0 0.5892959395172588 -0.3749217024648003 -0.20626165240333869 0.0 -0.02239215502280345 0.0 0.0 -1.3092526060804976 0.0 -0.2774112348549644 -0.413181919614748 -0.9824386174755346 0.0 -0.36992573706267984 -0.40699744519782266 -0.4284573245354782 0.0 -0.8248460840129725 0.0 0.14765947606521015 1.0090502490119688 1.239775423519768 0.0 0.0 0.40889858438879073 -1.1735030921443588 -0.42620581386261697 0.5481538695657385 0.0 -0.7024979884724358 0.0 0.0 0.0 0.0 0.0 0.0 2.520279080205228 6.294321686381071 0.0 7.542024819992702 0.0 0.0 0.0 0.0 0.0 0.0 -0.7182358463693836 0.0 0.0 -0.7584131025521932 0.0 0.0 0.0 1.8700130879475676 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8080314784503725 0.0 0.0 0.0 -8.722185003779341 0.0 0.0 0.0 0.0 -1.03294780861945 0.0 0.0 -4.117072296642836 0.0 0.0 0.0 -0.8241144320444238 -1.1325597812846016 0.0 0.0 ACTN4 -0.08863517757761576 0.0 -0.22103798850752315 0.8382723376387815 -0.48447133411164084 0.30900568888100044 0.0 0.2993448538272002 1.2061124186691674 0.05416765050087995 0.8075806124852869 -0.3149153505824396 0.36509495282053295 0.42840598279423553 0.0 -0.5280049463630136 -0.33176926126524614 0.0 0.0 -0.3190742320846178 0.0 0.0 -1.5111691491842412 2.165255018253143 0.0 0.0 -0.4643801488732769 1.1808176070255623 0.0 0.0 0.29381513953783245 -1.1268794522604566 0.6809478348079054 0.0 0.0 0.0 -0.5515245978154802 0.0 -0.8220165559658936 0.0 0.0 2.340672316754624 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.312481806943867 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.842070207950147 1.1544309574365472 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ACTR1A -0.234560401761644 0.0 0.0 0.0 0.0 0.2363180322556031 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9884443179070583 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ACTR2 -0.9337346951506966 -0.3405385041494879 -0.6643608639294163 -0.19427998719430778 -0.8187237482723345 0.5952292276264675 -0.2651427498817661 0.4290997409911014 0.026426090833339473 -1.2384034471073861 -0.3790951342644395 -0.299074366547116 -0.1179381296654467 0.0 -2.008352011769779 -0.3845256754992666 0.3737882757520802 1.358195398342748 0.835822014163334 -0.8448920017777218 0.0 1.1857678696327316 -0.06492162342361271 -0.5728178072474562 0.0 -0.37332215289208676 0.0 -0.3456863554468179 0.437822650785945 0.48876852201273097 -0.9952617234321802 -0.6688658120372265 2.6773977724623768 -0.5860214307790843 0.5561627026025575 0.7903587436163275 1.6240902856792288 -2.5038288725630515 0.0 -0.5848061387732584 0.0 0.0 -0.5301067928657497 0.7788764116326814 0.23289855896607464 -1.1312094498254102 -0.6999438387338331 0.0 1.6837302058962684 0.21916064510380678 0.0 0.0 -0.07510427745232706 0.0 0.4590629687490555 -1.0487876447921365 -1.1083083954203186 2.0041316949394936 -1.5116619346854707 -0.719048001677065 -0.9141232063329322 -1.4858784106799554 0.0 0.0 -1.6356182482482875 -1.346296715128262 0.0 1.0263802790593575 1.8740937773042379 0.0 0.0 0.0 0.0 0.0 3.577866659620959 0.0 0.0 0.9822525469383614 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADAM10 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6184132334736824 0.3974718890126425 0.0 0.0 -0.3052167790140913 0.0 0.0 0.0 0.4865054679524675 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.1632894736666263 0.5697222943726878 0.0 0.0 0.0 0.5259923554149126 0.0 0.0 0.0 0.0 0.7450780911148969 0.0 1.6436693967149463 0.0 3.108734237023338 0.0 0.0 0.0 -0.6190409920751693 0.0 0.0 -0.34138860952423405 0.0 0.0 0.0 0.0 0.0 0.0 -0.39412850076073 1.1657512384973934 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6410484262820768 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADAM15 -0.13012313468943906 0.19707079993891677 0.0 0.0 0.0 -0.21974657745673437 0.0 0.0 -0.2912634941465974 0.0 0.3165314548839599 0.0 0.0 0.0 0.434924882868743 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2864271009654367 7.011892360809303 0.40034786275199613 0.0 0.0 0.0 0.0 -0.38338848321360663 0.0 0.0 0.7221401726256522 0.0 0.0 0.0 0.0 0.0 -2.2106117839693162 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6648020086553001 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.559231671259638 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADAM28 -0.2791647863984091 0.0 0.0 -1.6963651514251532 0.0 0.0 1.1666126327459514 0.0 0.34299381842158977 -1.0033664042002277 0.0 0.2617361755133465 -0.36146770350076557 -0.3048201426727813 0.4618320453439299 0.0 0.0 -2.9183772963084467 7.995009927731018 1.0445522026263336 0.0 0.0 -0.3782913402149799 0.0 0.40501579958465755 0.0 0.46905584557756547 0.0 0.0 -0.18703533427360022 0.01069514100331347 0.0 0.0 0.0 0.0 0.0 -0.2559523499773477 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4732924243052606 -0.6871723674716801 -0.5235870833235 0.0 0.0 -0.028118785653730223 2.5568725459210753 -0.9459294988223735 -1.2119178729192253 0.0 0.0 0.0 0.0 0.0 -1.1269109296340485 -0.8516915800736297 0.42848229081647965 0.0 0.0 0.9019771964583851 0.0 0.0 -0.23370168071455602 0.0 -1.235178233385998 0.4678997855652011 1.5432944755747022 0.5673894986457516 0.0 0.0 0.0 0.0 -0.43769617285352036 0.0 -2.74506237746879 -0.23409155899349657 0.0 0.0 -0.7337210002267786 0.0 0.0 0.0 ADAM9 0.0 0.1835100411527412 0.0 0.0 -0.23777542842903907 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.39826607367171635 0.0 0.0 0.0 0.0 0.0 0.0 0.5005281614407369 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7790969598918802 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADAP2 0.0 -0.31717630529472157 0.0 0.0 -0.2154547210882367 0.0 -0.5235265367868936 0.0 0.0 0.0 0.0 0.0 0.0 -0.3100721614556968 0.0 0.0 0.0 -0.3679003349491664 0.0 4.329924681601688 0.0 0.0 -1.0248115485897564 -0.754809293612072 0.0 0.0 0.0 2.133497870023644 0.0 -0.4459922308676255 0.0 0.0 0.0 0.0 0.0 0.0 0.6759327596932965 -0.7713671110215664 0.0 0.0 0.0 0.0 -0.19475155101517982 0.0 0.0 -0.6962197489070426 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1770930582066952 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3802626642575152 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADAR 9.03735929735132 -0.31801269544196 0.0 -0.2227264467492036 -0.27637064378616644 0.6417803665073208 0.28376721730004095 0.0 0.3816294628467009 0.0 0.0 0.0 -0.7815314874706365 0.5462580746198279 0.0 0.0 0.0 0.0 0.0 0.47280682637939203 0.0 0.0 0.0 0.0 -0.773996424052716 0.0 0.0 0.0 -0.44708113098437496 0.0 0.0 0.0 -0.11354674863698824 0.6332117182804865 0.0 0.4429017370915312 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.340796416394612 0.0 0.0 0.0 -2.0513568116963787 0.0 0.0 0.0 -2.7466527388389275 0.0 0.0 -1.1022630719399278 2.42889571540401 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADD3 0.18351958393600168 0.0 -0.49836301319752596 0.0 0.0 1.5402807040278845 0.0 0.35096521876820425 1.102362895995053 -0.9257128191833629 0.0 4.196422405806872 -0.6608933829924586 -0.31943423819514777 0.0 0.0 -0.31320409661172954 0.0 0.545948348552377 0.0 2.1066153330089037 -0.49922017366179794 1.8717033932738802 -1.560596190604008 0.0 0.0 0.0 -0.3922336820674644 0.0 0.4695677520057994 0.0 0.0 -1.0624344903263667 -3.0310066945557894 0.0 -1.2744573240120125 -0.33039339993424255 0.0 7.855393865552881 0.0 -0.8434330205834549 0.0 0.0 0.058786427102032794 0.0 0.0 0.0 0.0 -0.6530500801083987 0.0 -0.9246934689892353 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1768735642338182 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5956655743019468 0.0 0.0 0.0 4.553737338772157 0.0 0.0 0.0 0.22036748184699012 0.0 0.0 -1.1470785053393127 0.0 0.0 0.0 0.0 ADGRG1 0.0 -0.32646439958365076 0.09473772612538862 0.0 0.0 0.0 0.0 -0.9884412638397129 2.9621747303922037 -0.28763661047167166 0.0 7.511426705111525 -0.4054068049980751 0.0 0.0 0.0 -1.2054038526297324 0.0 0.0 0.0 0.5303673971026919 0.0 0.0 1.1069138572327477 -0.1655761250737078 0.4109073198528698 0.0 0.0 0.0 -0.21281359721303528 0.0 0.0 3.548109409954674 0.0 0.0 0.0 -0.8328191269387991 0.0 -0.5490913486634115 0.0 1.3217482203924713 0.0 0.0 0.0 0.1248325629686515 0.47057649152569914 0.0 0.0 0.0 0.0 0.0 0.0 -0.6697601186494081 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.19406240905340355 0.0 0.0 0.0 -0.610283660036483 0.0 0.0 0.0 -1.2687543551075917 0.0 0.0 0.0 0.0 0.0 0.0 -4.806113344738793 0.0 0.0 0.0 -0.8587035309228789 0.0 0.0 0.0 0.0 0.0 0.0 ADIPOR1 -0.34341411129448324 0.0 0.0 0.0 0.13929625784090607 -0.4714478773699831 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.40437587768624933 0.0 0.0 -0.7475222119429763 0.0 0.1300849166993464 0.0 0.9862421772976301 0.0 -0.4589143276552868 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.0552929906873336 0.0 0.0 0.0 0.0 0.0 0.0 3.1801374736300247 0.22405468399371106 0.0 0.0 0.8246723450311109 0.0 0.0 0.0 0.0 0.8773410211813161 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8659424432129202 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2847377153600772 0.0 0.0 0.0 0.0 ADK 0.0 0.0 0.0 0.0 0.0 -0.20826967572785082 0.0 0.0 -0.262034208566638 0.35617538525959025 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5769239454709013 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8776994910584925 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.312995203211396 0.0 0.0 0.0 0.0 -0.9659164920107929 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7326835197028609 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADNP 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.5748596382447246 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADORA3 0.16407088580495344 -0.11454545643975265 -0.05021423024448586 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.0767141566658591 0.0 0.0 0.0 -0.9080472120793858 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3701008176457701 0.0 0.0 -0.1286086124024182 0.0 0.6518679647068027 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3718542730723557 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.44015815270069797 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6600223125785329 0.0 0.0 1.2434723768696019 ADPGK 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.07070679283330948 0.0 0.0 0.3875405852853042 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5824793752846175 0.0 -0.452877836411724 0.0 0.6121275860185197 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0397076581828384 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0226022806797503 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADRB2 0.0 0.0 0.21782711501525723 0.0 0.1851837141253987 0.0 0.0 0.0 0.15951627451896552 0.0 0.0 3.61549278346292 0.0 3.0509673566883464 0.0 0.0 1.6203363774502972 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.193865319414948 0.12245504250163396 0.0 0.0 0.0 -0.2813875707038602 0.0 0.0 0.2795068450801293 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5520935020453488 0.0 -1.6974282848691 0.0 0.0 0.2724283106569971 0.0 0.0 0.0 -0.8307804360816665 0.5701985917406385 0.0 2.2035690584503076 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADRBK1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7020458250647396 0.0 -0.29790180335431377 0.0 0.0 0.0 0.0 0.0 0.4341085824884301 0.0 0.0 0.0 0.0 0.41178161838862537 0.0 0.0 0.0 0.0 0.0 0.0 0.5330034105029058 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AES -0.7036018207310372 0.20796820589848514 0.047145473397333645 0.214736657037935 -1.078252270268098 -0.10591531410090563 -0.014024567558776983 -0.49046283418854386 2.49062406162644 -3.6900263282519044 1.0933283687536859 7.6811918102882295 -2.702920325302268 -1.4847691236656844 0.4811291917409438 1.141441340474458 -0.43900940367020486 -2.0101991886838033 0.058724019580920474 0.4480819339503049 -0.6408735276259443 8.455839805505393 -1.7643496024760748 1.404118802507583 -0.5102818244151451 -2.427304202838249 0.0 0.5207558142285688 -0.6591805075260243 0.0 0.15851555917605456 0.20159095511956143 0.9350449382944795 -6.926298323560722 0.6350840079103934 -0.8183967322311929 0.0 0.0 -0.957506880832511 0.6768773520748522 0.0 0.0 -0.5905249089424445 -1.4418932560762667 -0.2822600509214395 0.0 -3.0065350147517327 0.0 0.0 0.0 5.415991239388915 -0.6683143233197313 0.0 0.0 0.0 0.0 1.5526853360395718 -1.9317567651414134 2.2288789335265045 0.3846688754621823 0.0 -3.486468971351338 0.0 0.0 -0.907779326693923 -2.224601152695058 0.0 -0.7813379218178348 1.7289603566127447 0.0 -6.626021450092843 0.0 0.0 -3.667911078257602 0.0 -11.88871410059784 0.0 0.0 3.05522337756704 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AHCYL1 -0.14279274777257944 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4249405100797571 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.877281875535333 0.0 0.0 0.0 -0.5021291471363113 0.0 0.0 0.0 0.0 0.0 -1.049906435636181 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AHI1 0.0 0.0 0.0 0.24664246752017166 0.0 0.0 0.0 -1.379806493067122 0.6523356378417924 0.0 0.2469849338470142 0.0 0.0 0.0 0.0 -0.30673849350086546 0.0 0.0 0.0 0.0 4.444326716913327 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6168750518474767 0.643867370994698 0.0 0.0 0.0 0.0 0.0 1.7472962716318323 -1.035268928956474 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AHNAK -1.5529272259921627 -2.9231595949654223 -0.792229207724257 -0.290088468089626 -0.18980341654974622 -0.9002729791323089 0.3519953398003152 -1.6865543125523834 -2.7843059578884737 -1.7996142689335624 -0.27526200341553975 1.5270461140592364 0.47104536353707577 3.0867140845785133 0.0 -0.5472966696293956 -1.0898965639357534 1.2868417664593248 -0.44125902990324406 0.4115189337192237 1.0757513541319716 -0.8180691375161028 0.495723262944196 -0.4142620852184539 0.10134955699580013 1.2191466493519723 0.0 1.0750201353356699 -0.9060590864820187 2.716213107835651 -0.573082310805522 -1.7564233924580084 3.3197733750667404 0.7958556637223871 -0.7936960944962735 19.66250116280723 0.0 2.0237568349529163 -0.7702628038619935 -1.0519560449180227 -2.5375255224122353 1.5225038773430923 0.8839952230839113 0.0 0.0 0.017176282800615134 -1.0300414658051522 0.0 1.428471814282448 0.0 -3.846250667493267 0.0 0.0 3.5645087078740914 0.25389474687418606 2.0175932525259945 -2.987865093391376 0.0 1.91019666350578 0.0 -0.4428576987909449 -3.811068695290384 0.0 0.0 1.9694041887163924 -1.3558544146605147 0.0 0.0 -1.8287815706470216 0.0 15.76321899928791 0.0 -1.2877759417678574 5.544926659179879 -1.7895665987309495 4.222599157742646 0.0 6.197122408193427 8.845822746267968 0.4534405199076713 0.0 0.0 0.0 0.0 0.3332854992437276 0.0 AHSA1 0.30073184456665236 -0.16703798766220285 4.620663155643255 -0.2571134217083457 0.31660475665073834 -0.2672486495788191 -0.20188305518372737 0.3123704609361134 0.0 0.0 -1.1052673476494654 0.29967094741797645 0.0 -0.3705528585772433 0.0 -0.6905033114454285 0.0 0.0 0.0 0.0 0.0 0.0 -0.40308927167603364 0.0 -0.5087119593144633 -0.4057786996901111 0.0 0.0 0.8197633889300086 0.0 0.0 0.0 0.6337393935246541 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5779508997847898 0.0 0.0 0.0 0.156575030273953 0.0 0.0 0.0 0.0 0.0 0.0 -0.7541952594733953 0.0 0.0 0.0 0.0 1.1357379735785604 0.0 0.0 0.0 2.1514012117678014 -0.38999189592296135 0.0 0.0 -3.6189691536712885 0.0 -0.6954926186374055 -1.3989196523804284 0.0 0.0 0.0 -0.3398923295281454 0.3126302678505205 1.6703168477590076 0.0 0.0 0.38191500771644515 0.0 0.0 -0.3142113509196287 0.0 0.0 0.0 0.0 0.0 0.0 AIDA 0.0 0.0 -0.18678510240692692 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.053592670697839 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AIF1 -1.6523928414048534 0.0 0.34611033720612966 -4.32291933350423 -2.0041502323864084 0.0 1.5280977240304965 -1.8218790973830337 -4.068349343890149 17.9176596734259 -1.8058510122432476 -1.0239302081751138 0.8214717686324942 -4.269824706544345 -0.677103643197954 -0.6604169884953718 0.0 6.974541212411609 -10.287698620847356 4.080077549234879 -0.619485304428541 -3.9245868722516715 -1.19691924649312 -2.45516866404684 0.18351191776721457 0.20941469447109573 -3.3926832688656 -0.11173896106396375 0.3635645447854636 -0.20862704567860843 -0.7862118293796243 0.43015749565920497 -0.9110680702817892 0.6779763468891747 0.09416181167152013 -0.9330356699397606 1.5296119911808614 -11.226156104569913 0.0 -0.8764678897262139 0.55473048619132 -1.0289196887516499 -3.4363841418872783 0.0 1.5615765828213088 -0.6167984821591899 1.3728603706575808 3.065102098526556 -4.833647927038268 6.184974415157827 -0.7018750431354422 -6.069285228560484 1.7583960417397086 -7.273407417879189 -3.9528076400346386 1.6692083395639152 0.0 -0.16168710828357113 9.833835062706367 -0.21089123135127888 1.8119454045939862 0.0 -1.733211332100474 0.25966300596276914 0.0 1.5038785992986539 0.5468709163540296 1.2214930784901106 0.0 2.25316239173907 -10.6402274815523 1.0021860793045025 -2.1350879269521514 0.0 -12.310801144280266 0.0 0.08274769727738622 0.0 -13.314260007501582 0.5894941675696221 -2.323056677263181 0.0 -3.0397662866914374 0.427030308262759 -2.312269381216823 1.6421300009714812 AIG1 0.0 -0.14905877052106392 0.0 0.0 0.0 0.0 0.26145151583783 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6841527315951187 0.0 0.0 0.0 0.0 0.0 1.0365276765132039 -0.7182631253751498 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AIM1 0.17023049766209225 0.0 -0.1529419296440769 0.0 0.0 0.0 0.0 -0.5368463909379569 0.0 0.0 0.0 0.0 0.0 -0.3700348029993502 0.0 0.0 0.0 0.0 -0.9623371842863323 0.0 -0.4495836839814609 0.0 0.0 -0.34935509710575513 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5563699655105402 0.0 0.0 0.0 0.0 0.0 0.0 -0.754670911323282 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6261414857815017 0.0 0.0 0.0 0.0 0.0 1.3589108514335297 0.0 0.0 -1.0183141964040137 0.0 0.0 0.0 0.0 0.0 1.5531770023775 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AKAP13 0.5217469034517717 -1.1364082165454663 -1.1426132357424914 1.0497413466987673 -0.32714783901304906 0.5367250392588502 1.6476663082723642 -1.562864924153104 0.8570753372783403 0.0 0.4074002641002898 1.0587879059452576 0.46230493336331746 3.958366609694566 -0.7129834773627072 -1.1952496938879031 -2.115366668675536 -1.1344234750125175 -0.6178164955021621 -1.3205636776070961 0.6560771520818138 2.0898421538591214 0.45065503121329986 0.08083257085374077 -0.3866854367527397 -0.3869644055279193 0.0 -0.45591971786063956 2.293902180169589 0.0 0.5678440726278846 -0.9699760179117339 -0.5356391670991842 -0.8472983381995751 -1.956312909691948 8.489875392794682 0.0 0.0 -1.7472077680777889 -0.9878566156608033 -0.6943209060335666 0.0 2.3328542904457636 0.3955591920172616 0.2699296233612755 0.0 0.8961256561378671 0.0 -0.811134288066784 0.0 -1.9404300468304476 0.0 0.0 0.0 0.0 1.6664776778887334 4.502974797615439 1.0052194302573179 -2.356961722229087 -0.35666045990624773 0.0 -0.33752795110078876 -0.9247112030928134 -0.10428577249826813 -4.063656297158745 -0.9668480906738534 0.0 -1.8568675244562338 1.9949512782009022 0.33571792205603956 2.6993230390930236 0.2759286519874271 -0.9487342230962839 1.440881786591447 2.39959426243036 0.0 0.0 0.0 0.0 0.3314267530642999 0.0 -3.4950078502266138 -1.097971848163747 0.0 0.0 0.0 AKAP9 -0.46341832499913715 -0.7399315459560288 0.04736407160361468 1.0926440148235286 0.9291173822571451 -0.19401807167923116 0.8527554654014736 -0.0394603504884096 0.0 0.0 0.34257604783695245 0.0 0.3287360883569631 0.0 0.0 -0.8547318757654668 0.8915589963271572 0.0 -0.784033028565733 0.4806850607361221 0.0 0.023481831101336913 0.0 -0.35436329529209226 -0.3994965649806251 -0.3594177857384356 0.0 -0.4736249530496172 0.6923481607979508 0.0 -1.653413523717738 0.0 0.8604961967816047 -1.5962994717235084 -0.7090913931247758 0.7374954131788872 0.0 0.0 0.8664194792378389 -1.1031208928105727 0.0 -0.9911601065328882 -0.606958294101324 0.9442484069034229 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2938947501982316 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0120754267990657 -0.9333860163863887 -0.8479395051539492 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.2213478775936886 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AKIRIN1 0.0 -0.11366524552064562 -0.23764879567260347 0.0 0.0 0.0 0.0 -0.28889841073747347 0.0 0.0 0.0 -0.7769272463773608 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5017651064383536 0.38817956267905784 0.0 0.0 -0.46764913069100567 0.0 0.0 0.0 -0.5393752519501185 -0.6042931081315928 0.6027056840004322 0.5871862808022104 0.0 -0.646805795317518 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.649303186787104 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AKNA 0.0 0.3701303048247878 -0.25399861617697644 0.0 -0.24135107850731874 0.0 -0.3093514683069519 -0.2388513190829715 -0.18307840714855575 -0.6154457945369586 0.6629207300796217 1.0696217167792617 1.8726230245796966 0.0 0.0 0.4671096070859314 -0.4001430208053604 0.0 0.0 0.0 0.0 -0.5675918147258339 -0.3830683708577541 0.0 -0.7000768571418181 0.21472485726068466 0.0 0.0 0.0 0.0 0.30803110499310604 0.0 2.0776588947417602 0.0 -1.4011433402024522 -0.5303695046427234 -0.34273549479738563 0.0 0.0 0.0 -0.8400990188604861 0.0 -0.685015177106038 -0.9723163887309864 0.0 0.0 0.0 0.0 1.2380054495132355 0.0 0.0 0.0 0.0 -2.2112931996699303 0.0 0.0 6.792691411068788 0.0 1.131134410407452 -0.7748715818715265 -1.0486681121585533 0.0 0.6269606856150408 0.0 0.0 0.0 0.0 0.9771672097528704 -1.1664062258214207 0.0 0.0 0.0 0.0 -1.5770190959853352 1.6590552443799038 0.0 0.0 0.0 -2.5750142614047826 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AKR1A1 0.10965020900890625 0.19279443623106565 -0.19671575949259182 0.0 0.6148976401008827 0.22641422172587503 0.0 0.0 0.0 0.0 -0.2774094172708597 0.0 0.0 0.07126714955158034 0.0 -0.3357796795475497 0.0 -0.9374486016751467 -0.43383008174983356 4.037410751843348 0.0 0.0 0.0 -0.3783971293021404 0.7754686088970731 0.0 -0.4253094899507676 -0.4016159504795634 0.0 0.0 0.0 -0.4997889600738543 0.0 0.0 0.48824772644926223 0.0 -0.8930188522890831 2.905186876382267 0.0 0.0 0.0 0.0 -0.8379793145886474 0.0 1.5367294147168438 -0.29601985719406854 0.0 0.0 0.0 0.30277144583822674 0.6178204665557672 0.0 0.0 -2.5438958317273035 -0.2537682769923058 0.0 0.0 0.0 0.0 0.3452976157952216 0.0 0.0 0.0 0.0 -1.090585322759494 0.0 0.0 0.0 0.0 0.0 0.0 0.2511738045835913 0.0 0.0 0.0 0.0 1.726664237683213 -2.554594774398291 0.0 0.0 0.0 0.0 -0.4009574552159584 0.0 0.0 0.4872782985365295 AKR1B1 -0.5342557107755688 0.18689110900860723 0.13023146530063684 -1.6171669404788254 0.0 -1.4129792456767962 -0.6037056944592193 -0.25075375461724997 0.0 -1.2760868234486973 -0.10412907944058415 0.6868952916620451 0.06523078584288783 -0.3255743293802158 3.437481068677167 0.0 0.0 -2.696171173210703 0.0 5.054612170637803 0.0 0.4315584986922475 0.0 -0.30897872787858377 0.5024385461020948 -0.20725443358344628 -1.9207135503654307 0.5510585027444417 0.5035674380246681 -0.2069539279750913 0.0 0.0 0.3890294181476677 0.0 0.0 0.0 -0.16122063733676467 3.9988869021015248 -0.5871943147544387 0.0 0.0 0.0 -0.7047037629883217 0.0 0.0 -3.506166278238498 0.0 1.1065428259415369 0.0 1.8756391867435203 0.0 -1.0977634685253157 0.0013236671527113348 -1.695954879434396 0.0 0.0 0.0 -0.37929484087446874 0.0 0.0 0.0 0.0 0.0 0.0 0.5995074163956396 0.0 -0.045214157887035054 -0.9224225052702767 0.0 0.0 0.0 0.0 0.20543054656170495 0.0 0.0 -1.0654224155129421 -0.4499754993756371 0.2653044956773504 -2.479676745252168 0.46739315259974246 0.3018158851844235 0.0 0.2224021749034589 0.3321692061390549 -1.9033862532931827 -0.5910534894094754 ALCAM 0.0 -0.20378389360259422 -0.04848699498784148 0.0 0.0 -0.33816986686910816 0.5582305739854807 0.0 0.0 -0.29765590155300403 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.4515695053106694 0.0 -0.5346238111248561 0.0 0.0 -0.49749201244472796 0.0 0.0 0.0 -0.4971773108667292 0.0 -0.3268485427734819 0.0 0.3365145114781604 0.0 0.0 0.0 0.0 0.0 1.0146878712142962 1.044261004648804 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ALDH2 0.03798554509674297 -0.4765324584432148 0.3752994661388987 0.015859287091258487 0.0 0.0 7.298440147315333 0.0 -0.25481408631084806 -5.5753921576819545 -0.04286976518371007 0.0 0.0 0.0 0.0 0.0 0.0 2.597603902392422 -3.058675604581076 -1.0896460052773576 0.0 0.0 -0.33604482623383325 -0.22109813586006524 0.19329582575409932 0.0 -1.3337065367489795 -0.850774870754713 -0.8542824765752005 0.7527628968554771 -0.6660064285177156 -0.5585297356511391 0.0 0.0 0.0 0.0 -1.7210337545201138 3.618058433949081 1.6137557949852455 0.0 0.0 0.0 -1.181891602731001 0.0 -1.0967825467698036 -0.7710669340997619 0.0 0.2789112199072807 -2.0630594281862336 -0.8302736337206863 0.0 7.48424583040732 2.2589333529976763 0.0 0.16389372918155395 0.0 0.0 0.0 0.0 0.0 0.42363532997353026 0.0 0.0 0.5790926804131297 0.0 0.0 -0.2468487963061572 -0.8271797863079365 0.0 0.0 0.0 -0.3102954867206691 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.514197541096786 0.0 0.0 0.0 0.24431216965827915 -1.3662816685044397 0.3893701015400985 ALDH9A1 0.0 0.0 -0.195630293078887 0.0 -0.21203116978224998 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.46517567821797207 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.541493906110506 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6224803353873362 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7596707955797962 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6270730986521599 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8665927237015396 0.0 0.7186014737917803 0.0 ALG2 0.0 -0.1735280944948862 0.0 0.6517277412369384 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3250961887177968 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ALG3 0.1426873106988282 -0.1285600525761514 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6370501567902556 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ALG5 0.0 0.0 -0.25854324834640735 0.24711117455829876 1.7799182398494209 -0.22222221376214304 0.0 0.0 -0.25491878178232624 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.33558128094950757 0.2786837913686354 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2904875872725508 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22516653420082222 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ALOX5AP 3.5431950910006145 -2.3272191125372057 0.4092437981927169 22.958521909666903 -6.284412578137257 -2.4103640082457596 -3.950888323466494 -19.011536599593438 1.6523544321327692 -6.344294015826268 0.7452948013605649 -7.770959455127739 -6.709532876247273 10.809731668505142 -0.8945106554853225 -1.2623543138327322 10.453822035342043 -4.90647103456923 -2.706004003861774 -4.498137085669107 11.404636197927244 -1.1555760102656125 -0.465948233458563 -1.8463697487428932 2.1956553638543963 -8.64945270828813 8.074809159390723 0.09942293957833896 -2.501951231540963 1.0641087181295952 -1.9910951866738278 -0.4070400015660243 -8.05104115402543 -5.4610449298350945 -0.33200232086250026 -3.6721067330599646 2.4485881751121297 -8.972914480258485 -0.8143181493710219 -4.387515389424365 18.514063224517727 -0.6577657420817891 0.5703349225640006 -13.623504783740417 3.104189650844132 4.768865948361161 0.16540654640363514 -5.201143646835659 3.896728407198707 -1.6002394341676385 -0.2796782307554011 -4.454239403546953 -3.5086609066742653 4.95304172295492 2.5844960661272602 -15.349189539551752 4.633607993395172 -1.9635264044354106 -14.29320450827034 0.08177501255179576 -2.573468020929751 -3.7139061671161393 -0.9262428070974015 -2.788159973947861 -4.786784543047145 -10.748692702869675 -2.4807676593757058 -5.754222707712195 -0.9587527005333583 0.7872825552512458 13.198560319284827 1.0898708384601177 -2.629177590854056 -0.7620305698795911 14.113470068199542 -9.967332187414133 -4.1930919866523295 -2.387210137733134 10.198784490130697 -8.879951784053175 -3.2420558905714016 -4.148491410164364 0.16100350805443053 -4.3231328594536835 -2.4288355617815127 -6.769671987957649 ALOX5 0.0 -0.13978799036844758 0.0 -0.7541983692003419 0.0 0.0 -0.5608247448071902 0.0 0.0 0.0 0.0 0.0 0.0 5.4115805192956845 0.0 0.0 0.0 0.07862989628730929 0.34951485269305343 -1.217456398291051 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5156196521246058 0.2526216648780799 -0.5365924233729724 0.0 0.0 -0.9704238458371842 0.0 0.0 0.0 -0.6976762935395592 0.0 0.0 0.0 0.0 -0.5869218886770785 0.0 0.0 -0.14883394615248993 0.0 0.5277354167765371 -1.2174706868149106 -0.2187352276357623 -2.1648208838849614 0.0 0.21716338799835774 0.0 0.0 -5.701102218340068 0.0 0.0 0.0 0.7734998277383883 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AMD1 -0.19509143927436084 -0.14435567003474356 0.40326490084505867 -0.5403422835732323 0.020309710022637557 -0.23866261600981178 -0.3582671681117301 0.0393016276165467 0.0 0.0 0.7168484154662106 0.0 0.029185406087410493 0.0 0.0 0.0 -1.087421674989378 0.0 -0.36677672138619277 0.0 -1.6904320179427434 -0.31994929438121844 0.0 0.0 0.0 0.0 -0.5136900929989073 0.0 0.5872163195064597 0.0 -1.4665750967500344 0.0 -0.29850533694785797 0.6707935719499132 0.5289252770149058 1.8299541118257368 0.0 0.737523506728252 0.0 4.021141361339237 -0.7168911283523025 -0.6880280793754726 -1.7732258410726023 -0.8686292985451597 0.0 0.0 0.0 0.0 -0.6260442110263115 0.0 0.0 0.0 0.0 0.0 0.0 -1.1482918919310818 0.0 2.3827205390363666 1.4514421567279792 0.0 0.0 0.0 0.0 0.0 3.251723487202073 1.5549389425084954 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.1110292680175746 -1.0926586513189933 0.0 0.0 1.1795367467858444 -2.0593823279993457 1.2020532967124964 0.0 0.0 0.0 0.0 0.0 0.0 AMFR 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.828414475162297 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AMPD2 0.0 0.0 0.0 0.0 0.0 0.0 0.3563646813530767 0.0 0.0 0.34273146634235 -0.3857134087803916 0.0 0.0 0.0 0.0 0.0 0.0 -0.657743896520522 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4241156451841468 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3966528717785211 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AMZ2 0.0 -0.13787260190791925 0.21236117615701627 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34887189374655064 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.48169731647763325 0.0 0.0 0.0 0.0 0.6877474879849047 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5816691674498681 0.0 0.0 0.0 0.0 -0.39233205203490656 0.0 0.2688942540506762 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8668920512271175 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8396089199245725 0.0 0.0 0.0 0.0 0.0 ANKHD1-EIF4EBP3 0.0 -0.12629164578333563 0.20779289476595972 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6878130393569404 0.0 0.0 0.0 0.2381236765869342 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.501257389585559 0.4597464728862143 0.0 0.0 0.0 0.0 -1.3236212287378197 0.0 0.0 0.0 0.0 0.7434568176400095 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4515682731269166 1.0352912971061805 0.0 0.0 2.6048907649573017 0.0 1.189990697263045 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANKH -0.12005658403637387 -0.2861742519422497 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.567452360488869 0.0 0.6511600383584737 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANKRD10 -0.28570993177095055 0.0 0.32755312387615426 0.0 -0.18859302447460213 -0.9499695903590085 0.0 3.6933242186854343 -0.3279239112655553 0.0 -0.45720967614126756 0.46860558880511965 -0.37823800369923805 0.0 0.0 -0.2656161497010545 0.0 0.0 0.0 0.0 -0.0806465385323174 0.0 0.0 0.0 0.1409921518879316 0.0 0.0 0.44150586695691924 1.5427999977015134 0.0 0.0 0.3335743336091674 0.0 0.0 0.0 -0.6436635449380783 0.0 0.7872620611252061 0.0 0.0 -0.7318052318085628 -1.5292817601343467 0.8924462353872306 0.0 0.0 -0.16674573635503673 0.0 0.0 0.0 0.0 0.8557820557440804 0.0 0.0 0.0 -0.5476762846667035 0.0 0.0 0.0 0.0 0.5776353722429182 -0.26412906174375667 -0.3046539468904768 0.0 -0.013499052604307726 1.1142180820995655 1.4281172657816308 0.0 0.0 0.0 -0.5084335217538062 0.0 0.0 -0.339743327743914 0.0 0.0 0.0 -0.02867597124052068 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5383572829833335 -0.840451743420742 ANKRD11 -0.11328677407299344 0.0 -0.5327568975577223 2.307266354151355 -0.2661728426184047 0.0 0.0 0.41412992696219525 0.0 0.0 0.0 0.342964870519358 0.0 -0.4272804256537126 0.0 -0.2760417752038951 -0.2207565822727763 0.0 0.0 0.0 0.0 1.5007814613376063 -0.3553011468186885 0.0 0.0 0.0 0.0 -0.44326299545293724 -0.5441456846116739 0.0 0.8156403052432146 0.6426722959463892 -0.43444881674573804 0.0 -0.534657069780194 -1.3949167405058813 0.0 0.0 -0.8206290198287555 -0.5578358485147137 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.16717864417397058 1.9756210527586509 0.0 0.0 0.0 0.0 0.0 0.0 -2.0320755477977808 0.0 0.0 -0.5903786371006096 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.221715952521336 0.0 0.0 0.0 -0.793608124621389 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANKRD12 -0.16048198226040522 -1.4684094372615735 -0.6129984380454505 2.189533693860424 0.4047107473370797 0.6371543629971601 -0.8203564044739725 1.082492138348404 -1.0683255293496379 0.0 0.26431782733704945 -0.344191788729375 -0.7161192534916059 -0.8406847035114964 -0.454884408155888 -1.9790247798758718 1.1671542239599018 -1.1514720681631962 -0.73199857966083 0.105697108722704 1.232876110495919 -4.477918101283766 -0.6802442811737303 -0.19591730658293074 0.4432815534014289 0.8627639569555883 1.7121433348005757 -0.5319633687405855 0.7406863842303605 -0.5569516822845005 -0.47600787431449 -1.3788871942434853 0.6678597048757922 -1.7846665200862013 1.1530809779103364 -1.1766642105993022 -0.5422880334290943 0.0 0.732028451180686 -1.1385900417917936 0.43526932257987727 0.0 0.4614215710659151 -3.770837035614634 0.0 0.6813067124394345 0.554235937300093 0.0 1.2136090990234283 0.0 -5.6238925781162035 0.0 0.0 0.0 0.0 0.0 -2.1149599574551368 -3.499614493236805 0.0 2.0371828789570205 0.0 -3.1565290132373938 0.0 0.0 -2.425018624022695 -1.3539927402482375 1.4678763604191465 -2.280591769742299 -0.9926238774130812 -0.3854792657980912 9.443883429466183 -0.21370083054716033 -1.9319521646901858 1.7266219969306593 -1.5643976183621628 -3.472360705150213 -1.3287180043575089 -3.149060304907986 4.737022038364808 0.0 0.0 0.0 1.1643508262346072 0.0 0.0 0.0 ANKRD13A 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9772857129651741 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7989936432944974 0.0 0.0 0.0 0.4724689937161717 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANKRD28 0.04624466118851942 -0.12550788835752238 -0.5821427150920284 -0.6072694560896276 3.29904653081552 -0.004127921988664518 0.0 -2.764249776974811 -1.0156556860080175 -0.5352785018428272 0.7790912914501239 -0.31865607201299584 -4.023923204244509 0.3070556057557018 0.0 -0.8660198021534006 -0.34462255174348144 -0.4168021841599926 0.0 -0.9797109650577386 0.0 0.0 0.0 0.5156924004171489 0.0 0.4902421809432275 2.2932012963470387 0.0 0.4739031038543216 0.0 -0.23509575770671906 -1.3941949276591186 0.0 0.0 1.0256787801524547 4.318799407598066 0.0 0.0 -0.6923653213878719 0.0 3.647508354264315 -1.0353266690506195 0.20312794526700492 -1.4944216505646486 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38555734741667 0.0 -3.6494214253242454 0.0 0.0 -0.9593760176426626 -0.4466453672714194 0.0 0.0 1.4198137331334097 0.0 1.2416594014306108 0.7170494983963495 0.0 0.33783406140074657 0.0 0.0 0.09794970465855588 0.0 -0.9057408846760039 1.8839125685984321 0.0 0.0 0.0 0.0 -0.8271201396609899 0.0 0.33746344520494165 0.0 ANKRD44 0.0 0.10658808572141976 -0.02031200370190838 0.0 -0.28092088154764 -0.6869184291914993 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANP32A -0.05981613489512183 0.19054067833525362 0.0 0.0 -0.6141365890198497 0.5613182633894788 0.38248494821688817 0.0 0.5658724344264767 -0.25974398596723547 -0.3511563546224339 0.0 -0.321945552554092 0.0 -0.0664180203403524 -0.4014970671632646 0.0 0.0 0.0 0.0 0.0 0.0 -0.4687468553610558 0.0 0.5827684100601526 -0.4009817405330464 -0.04949895001681474 0.47900424674051584 0.0 -0.4277157210972943 -1.2930843457474965 0.0 -0.359052804634264 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7335290928637757 0.0 0.0 0.0 0.0 -1.6116837390843073 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9835254012720577 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.689892074719158 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.276883871540661 0.0 1.0399976814779852 0.0 -1.17976135458154 0.0 0.0 0.0 0.0 -0.304225433560588 0.0 0.0 0.36692913430630414 ANP32B -2.138325810815367 12.1609167930666 -0.24837495951731398 -0.18980895785376287 0.365430641831026 1.3525899491932747 -1.2935384816268625 -0.36369768736225133 -0.960655910617884 0.02912796895776568 0.20533079864899592 -0.3793312197013984 -0.24547596606612931 0.14788642083691245 3.434943425118263 -2.9763228304241225 0.32432092856583006 1.093588969606692 0.0 -0.3878219636014408 0.7916789916161601 3.8234700022971393 0.0 -0.3748751365125925 0.6469742696423557 -0.8499950552743366 0.4766909395219274 0.0 0.9971157692757459 0.18262555339897302 -1.6271580402286758 1.3626994049067147 0.25947925415442674 0.47872843430158224 0.41047218939899954 -1.6719483096595897 0.0 -0.8037342352006773 0.0 0.7417683429981807 -1.1853839090180545 -0.07671102828211385 0.0 0.1679336529677377 0.0 0.0 2.5622649500343635 -0.30087848431076064 -1.4149248847114713 0.0 -2.2955437232088087 0.0 0.0 2.2775847186978146 0.0 -3.1707850853421706 0.0 0.0 3.721748390299851 0.0 -1.6807398937966622 -1.4042796675785043 0.0 0.0 0.0 3.42600443318563 -1.2489061103219845 -0.7638443605947745 -1.4239637771375635 -0.3676767290446648 -2.331868607307314 0.0 -0.9801317420386775 2.6367612736988284 -1.5241077311149864 -1.7908810798888826 -0.9063522172214957 3.366122820845205 -4.051335457291782 0.0 0.0 3.829435603744335 0.0 0.0 0.0 -0.4706628947810724 ANXA11 -0.29775337082266873 -0.6623895210939273 -0.6622999477326471 0.235908046284177 -0.5416920208086186 -0.8919568760568451 0.24880385252095696 1.7476168341919607 0.921964334166294 -0.2544593368163679 -0.09259234524890753 0.0 -0.512441702466456 1.7105169722179447 0.14488764467867057 0.1507197648346568 -0.378064508286689 0.0 -0.35704568834158595 0.0 0.0 1.1752681061848758 1.4293856019806446 -0.516694077773196 0.330456998272602 0.0 -0.8064803576202623 0.0 -0.3196992855734201 0.4999774520901377 -0.2594093439870108 0.6365469031145045 -0.5436139408726178 -2.2611945362873245 -0.4285568064454784 0.6513496658547925 0.0 2.626598831554472 -3.3332335627900416 0.8096770675779019 0.0 0.0 0.7471429229693854 3.925545312441918 0.0 0.0 -0.5612815073042252 0.0 0.0 0.0 0.0 1.0279139404487814 0.0 -4.2679212650597025 0.0 -0.8222081510524334 -1.2631147047446436 1.8243202622993504 0.0 0.5272517077751948 0.0 -0.8655794621904667 0.0 0.0 0.0 0.0 0.0 -2.339990947719509 0.0 0.0 0.0 0.0 1.013612269704248 0.0 1.0993150295872802 1.5666848111183747 0.0 0.0 1.1268147680174132 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANXA2 -0.10427210405929162 -1.5687655979744628 -1.4891201322932253 -4.58490821392029 -0.2741145769511735 2.2862505286238455 4.478912576631223 -3.159512019904219 -2.044474433011449 2.523964474185618 -3.509705884063561 -3.0941041762392283 3.3205431759230564 -9.266666187098922 -2.6879055917903654 -1.3044343123259543 1.4607026536449201 3.0416132552711574 0.5487665884537318 -1.2786835026893282 -3.8105467112773215 2.1074209524076957 3.2826637043836993 4.038237288745052 -0.8059295203998861 1.691437293528429 2.4602635691464028 -3.6268434201919777 0.48716341794479595 -0.9636014211178353 -0.7722132908384474 1.1461128583066356 -3.484735998977264 -2.1493734687809787 0.12154971797597852 5.755986169918105 1.749667295460504 8.13259636761223 11.64013395267413 -5.443811686772542 -2.167808240312879 -1.1150424850384786 0.12100823685634576 -3.7022530354664442 -0.9825102332328862 0.7101379017731648 1.094606787932387 4.048890476092199 -5.437814148532622 -2.865105405190203 -3.571066433507213 1.4054397035863944 4.856277626160864 0.0 -1.029240680873487 -0.06589852283836928 -3.525141561063267 0.7119564025373982 -6.326908370810647 0.8507356238742251 1.8440705948391691 -0.12197701200150861 3.580380486428554 2.0516189005502095 -1.1814315310391534 1.1754815929126894 1.8532473656827442 2.7464108860676566 -1.5246395411197085 -0.8121735752327199 7.412232439052654 0.5542298769997791 1.5419230691239931 15.842027299254761 1.4024216233197127 -4.53854041071222 -0.4365980357692326 3.8789825165648892 8.956108988607777 1.428376428188957 -2.796180945940936 0.0 -0.24648701191475658 -4.194416729259606 -3.366627165116827 -4.005942450859232 ANXA5 -0.03677111795838846 2.45679151329778 -0.36704719021543397 -4.430879233564889 0.0949287136276924 -2.9457886883665343 1.3852791610674402 -3.1990840545622463 -7.1812594095981055 3.933858855356338 -1.55783504617042 -3.712443461477797 0.5958666511504711 -4.360670667725715 5.969955845357914 -0.6284814177435672 2.313487941207264 3.4440215373410297 0.47521020566222216 -0.20743584905709506 -0.27946455907604917 1.9146756903256383 2.6682880979515144 -3.6113650080298223 -0.0009400767633488405 0.5922860171132466 2.056096208648969 -1.116103062758155 0.48742439218201755 -1.2113329288518893 1.1918387585388246 3.359193966469649 2.096474828664345 -4.911776608347134 -0.2710979691604818 -3.0535675077304902 1.9540308978652499 0.9177390648056674 3.0766722610102955 -0.7672926009652727 4.304699085335334 -1.622336115209583 6.884084611577743 -1.7270893184805856 1.9210529162180177 -0.394606382175107 0.0 0.6521773336332599 -2.5108445891777413 0.4743776027471917 0.0 -4.147188136332473 -0.5229568779574904 -3.3803107451514864 1.0419736632544352 -0.8579498854835236 0.0 0.5834692842366288 0.0 0.0 0.05569485659208465 -0.8069215334021197 -0.28897039017389187 1.660928031953949 -1.7943949311017147 -1.3683096665573962 1.250400562069785 2.494580257091917 4.548166760450088 0.0 0.3672122327214703 0.0 -0.35488284160672057 1.5453304230590559 3.2866263143535606 0.9386822391574597 -0.37273608870063607 0.0 0.5429004376360786 -0.7661210617827909 -0.6660377198924418 4.322115518671537 1.1258312271442907 -0.17870009253480368 -2.6713106180626847 -1.4639090134144246 ANXA6 -0.1837866584022755 -0.1328347586679444 -0.021713929834277095 -1.909948227202597 0.0 0.04496622928779474 -0.37340187661719143 0.334644322224903 -0.5651400452797593 -3.5189993300396236 0.07232518202802021 2.21766153460608 0.39601935947082845 0.0 -0.0978725562851085 -0.4348849649506005 -2.754198133146878 -0.4508956330579329 3.4199983280757773 0.8582404298612144 2.003812771811479 1.2551995446778685 -0.7184603641867923 -2.810782099459799 -0.3880907735094863 -0.7753341478510504 0.4415287962072099 4.851536081769015 0.0 1.1654641025376784 -0.552859967196787 -0.8254942707851691 0.6896654559878713 1.3954960892200465 -0.5235806453116219 2.084852675084422 0.08454114185516937 -0.6747267111520939 -0.9043731312116876 -1.1775408220998522 0.9213302728693766 0.0 0.0 4.052044089344466 0.6052214524192863 0.0 0.0 0.3701699481139437 2.370287450535679 0.0 3.5790851500726446 7.423767106333956 0.0 -2.612789274161963 0.0 2.656171853270925 -2.8273899479714095 3.30441885592491 -6.050870860884167 0.0 -0.5503107441581537 -0.9442486665323077 0.0 -0.4201370270327711 0.0 6.205302757210333 0.0 -1.2948190047968455 -3.5486470255096854 0.0 1.240860043363654 0.21879018294644387 1.097117241423995 -0.6721697322435679 5.459321131186993 -0.7007945674658401 0.0 0.0 1.8769077915424082 -0.5831046212887709 0.0 0.0 0.0 0.0 0.5550988463482853 0.4140363763381756 ANXA7 -0.31024074621370223 -0.5583465313034982 -0.6059357501487954 -0.2054800385191097 0.0 -0.5693388986052914 0.249320044334119 0.3015258156145083 0.05402049946465128 0.0 -0.6083014171409818 0.0 0.4566859987275918 0.39407060643745173 0.0 0.03053119231615232 -0.3763744105177449 0.0 0.0 0.0 0.9729750456645834 -0.436159053532715 -0.4817469076282469 0.0 0.34430781927137216 0.7189067635319439 0.0 0.0 0.0 0.0 0.0 0.17463483821187187 0.0 0.0 0.0 -1.1521312378675352 -0.1327414141302875 0.0 0.0 0.0 -0.9736561739272859 0.0 0.0 0.0 0.444149452639266 0.0 0.0 0.0 0.0 0.0 -2.423173227077269 4.9124300848588565 0.0 -2.158614745368761 0.0 0.0 -0.9600819831149354 0.0 -0.7330354577967175 0.0 0.0 -0.4627046110117948 0.0 0.0 -0.9315194679515124 3.652664396335394 0.0 0.0 1.5575255444097689 0.0 1.778529689402087 0.0 0.0 0.0 0.0 1.5180634855638613 0.0 0.0 1.0416093671956417 0.0 0.0 0.0 0.9339416557213974 0.0 0.0 0.0 AP1B1 -0.15214923605815406 0.0 -0.18413584989809154 0.0 0.0 0.0 -0.25728882502247014 0.0 0.0 0.0 -0.25424675834945293 0.0 0.0 0.0 0.0 0.0 0.0 -0.8670303000595132 0.0 2.643170846221149 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.687395880821394 0.0 0.0 0.0 0.0 0.45888441589354484 -0.030147184954685158 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.46269008001853296 0.0 0.0 0.0 0.0 0.0 0.0 AP1M1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5086335078442396 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.11532193697974628 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7646171406607165 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.37030295719758605 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.5342062713633737 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AP1S2 0.0 -0.14169783236373354 0.13045543927118647 1.2480977535586637 -0.8441046759376181 0.5449859915346914 4.298781158758948 0.3753988183945914 -0.5911506418128585 -2.7020823167906345 -0.014624879009642329 0.0 -0.45460226464237835 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-0.29820716900033406 0.0 -0.5236123376389172 AP2S1 -0.2916252103216522 0.6537171508706796 0.4423574854296925 -0.38034579114307815 -1.410602141063577 0.0 2.927834454817656 -0.5561880844934399 0.0 -2.2941824123248624 -0.15377164264662355 0.0 1.0550216708026694 -0.5557378966197786 2.195718046869545 -0.4415665212678963 0.0 0.04244680225801974 -1.4768360979079904 -0.22263963122822616 0.0 0.0 -1.0388927568649673 0.0 0.5353881952025422 0.0 -0.1125462830777079 0.5783151975820201 0.0 0.09783220758478649 -1.7235118441397943 -1.472841943233227 -0.2912657827576992 -3.0116420622808526 0.0 0.0 -0.682747595223718 0.0 0.0 0.5324987889105816 1.9212506593711272 -3.7557680573119576 0.7837908834292233 0.0 0.0 0.6604179928384081 2.273963389706598 -0.5070782122814175 -0.7357142020167796 0.31417606456263597 0.0 0.0 -0.6120995610472475 -0.9475736904800748 0.0 0.0 0.0 -1.0393192154976558 4.4869049557328085 0.30753150819049596 0.0 -1.469946126123575 0.0 0.22594111826221833 0.0 0.0 0.0 0.0 0.0 -0.6327832693232158 0.0 0.0 -0.052167305601423575 0.0 -2.390773366676433 -1.2909178622819948 0.0 0.0 0.0 0.0 -0.5863772678787285 0.0 0.45759225248411745 0.0 0.0 -1.1888244201602638 AP3B1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5524652691723417 0.0 0.0 -0.5287907540547769 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8458578304692441 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1299479119635378 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AP3D1 0.0 0.0 0.0 0.0 0.1749300559017327 0.0 0.34730086848212943 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.52256545363499 0.0 -0.4287668296554588 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AP3S1 -0.12547037233546382 0.0 -0.17138635019237333 1.2103032732942862 -0.11032959198982473 0.0 -0.5655112585838814 -0.8725821769431621 -0.4966164196319969 0.0 0.08166067363141119 -0.8389924761129428 0.6525721811573 0.0 0.0 -0.689022589495422 0.39115887080397344 0.0 0.5746579860232452 -0.5647052629117205 0.6081952431873536 0.0 0.0 0.0 -0.4924957418806886 0.043255445631306344 1.5294826630985126 0.0 0.0 0.0 0.2745073337598908 0.5322200772341567 -0.6978068867773216 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6766873489503941 0.0 0.0 0.0 -0.827377010912706 0.0 0.0 0.0 0.25532760862491416 0.0 0.0 0.0 0.0 0.752792440698831 -1.3453791229648449 0.0 0.3196986011334974 0.0 0.0 0.0 -0.3044271988651322 -0.2796193383760541 0.0 0.5646362870780228 0.0 0.0 0.0 1.3919936748364476 0.0 1.1058751338546942 0.42836987892793144 0.0 0.0 0.0 -0.6603270253709514 1.338929217710296 0.0 0.0 -0.8154193624693653 0.0 APBB1IP -0.46327751695013397 -0.723357725743784 -0.2450415799784791 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3107598923484116 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 APLP2 -0.5690902592889991 0.5343127277872847 0.040624690956013065 -1.9204481662696447 -1.320596564770972 0.31760526456765137 -2.256811912877306 3.0439735756883266 -0.2911532709812854 -2.3960291968225285 1.447734009595935 0.8441867204229813 0.18664132658991583 -1.2306941062117744 -0.37281960011922954 -0.523177084017322 0.0 5.782300247073657 1.465368448112883 0.7341710189541585 0.0 0.11732580519450163 -3.040394879937256 0.6005835253890573 0.0 0.0 0.5021650246993149 -2.2333417518134238 -0.5122048333942777 5.843191935772882 1.2106882215427879 0.0 1.6624282338978678 -0.5546843359811603 -0.4572957163999469 0.0 2.928633301383175 2.064176825154381 2.0455175843263556 -0.496526747692431 0.0 4.378006424524679 0.09462232214611499 0.0 0.0 -0.8699149664985567 1.0285777289879097 -0.6604384467330853 -1.648270509364572 0.8711717556150741 13.69088703707585 0.0 0.2534940236149623 5.317772561611421 -0.5447092160352661 0.0 0.0 0.0 -8.629606678840993 0.72868521148765 0.0 0.0 0.0 0.09653199343211276 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5901867576758973 0.0 8.203077503731986 0.0 0.0 0.0 -0.8075935162321493 0.0 -0.731191345650224 0.0 0.0 0.0 -0.3701934330181901 0.0 APMAP -0.25191339571694427 0.0 -0.2181897348864578 -0.5820589859835592 0.0 -0.5104801571293184 1.2303346834745834 -0.31903499374300176 5.888131092120969 -0.3384948361371729 -0.9203216558188285 4.650086157333057 2.54207125260237 0.0 0.0 0.0 -0.550131713684458 -0.4068182911940491 0.0 1.1214704799998532 0.0 -0.40151403702552163 0.0 0.0 -0.6110466629504745 -1.5614237201347843 0.0 0.0 0.0 0.0 -0.899802571599806 -0.561649002120771 -0.9665419445294561 -0.5749421388517507 -0.6860044198228936 0.8515900589532965 0.0 -0.6104029856852634 0.0 0.0 -0.6460702004112175 0.0 0.0 -0.8271189537889939 0.9680737114775576 0.0 0.0 0.0 0.0 0.23475956889249638 0.0 0.0 0.1914673927383378 2.6396300469047027 -0.5984725749007868 1.3679502196561162 0.8819659820656643 0.0 0.0 0.0 0.0 0.7351874889341655 0.0 0.0 0.0 0.0 1.4064218199060488 0.0 0.0 -0.0006457480415613226 0.0 0.0 0.0 0.0 0.0 -1.2181376930541319 1.495310180346233 0.0 -1.6376282201427022 -1.8401065353457962 0.0 0.0 0.0 0.5122599579112048 0.0 0.0 APOBEC3A 1.831496679790352 0.0 0.0 0.0 0.0 0.0 -3.278879666271912 0.0 0.0 3.6146622233590073 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.715756798794713 0.0 -3.4427564110971502 0.0 0.0 -0.16398603206467263 0.0 0.0 0.6221164400959597 -0.5942261859991975 0.0 0.0 -0.36449965555720304 0.44676283232455644 0.0 0.0 0.0 0.0 0.0 -1.7364771110620878 0.0 0.0 0.0 0.0 0.0 0.19628691075156057 0.0 0.0 -2.5330905266624195 -0.6084079812450666 0.0 0.0 -0.2837547532173152 0.0 0.0 0.6210284929728226 0.0 0.0 0.0 0.0 0.0 11.20299338780106 0.0 0.0 -0.25429627350007783 0.0 0.3567224682579037 0.0 0.0 0.0 0.0 0.0 0.31987115565604973 0.0 0.0 -0.3589392743677853 0.0 -4.243233119726686 0.0 0.0 0.0 0.0 -0.25840124191335956 -0.2764998185808521 0.0 -0.296526644575265 1.433375493319844 -0.7825603751448131 0.0 APOC1 0.05084414718816828 0.5372173949554703 -0.7857393298317614 -0.16670606684597672 -1.9890626948593126 0.3836974777962916 -2.593114523535253 0.3130185954534877 0.7126299648233899 -2.630800523260015 0.16170759835267232 0.5848506446926703 0.05729596958802302 -0.147683008675043 -0.5705471040593032 -0.5667962677003009 -0.4693338992001686 -10.84583427032098 0.2194335876982118 20.339364162480102 0.2502372237203763 0.11089965098797518 -1.4989816023159532 -1.146504938583098 -1.8092235808590622 0.6318387949843828 6.871284471948779 -0.05119523492771805 -0.3010160802340391 -0.4790070283024023 -0.5006510997470183 -1.718131199278813 0.0 1.0521698122402419 -0.6124961467886274 0.0 0.14915805118781733 34.933055405329455 -1.5756417756743626 0.0 0.0 -0.6320675345849741 -5.1808950106674345 0.0 0.7273253256899571 -1.053596329264452 0.2638575419572052 2.7226532189631905 -1.490989175481046 -9.019866009391894 0.0 4.788602015672915 -7.267527794109156 -2.5824100021191803 2.132435018286188 2.143599558511345 0.0 1.313381480906884 -0.934332956002649 0.8598680573933447 0.4189238083657687 0.0 1.48153907991455 -1.589759234130181 -2.7476562648365133 0.0 2.1312505784756635 2.8815633697969867 0.0 1.1030188434057044 0.0 0.8709383117029053 1.7308891953966632 0.0 0.0 0.0 0.6772088585642474 0.0 0.0 2.3131540647817386 -19.801118055078174 -5.094578865843716 0.5815094555457262 2.4312484656009206 -17.495497497294483 7.029942447428906 APOE 0.5065144889548602 0.6875215219471656 -1.751824549951809 -0.39608484068169886 -1.5548960374640746 0.0 -6.493001451599562 -0.7817972695169646 0.1591517052132506 -1.3427731013158948 -1.1803924147498952 -0.34656776213743407 0.10109237158562862 -1.9317204540602007 -0.513161995706779 -0.31042793467725144 -0.8344964521852871 -10.369360409274256 -0.4976305076268191 27.457742270246225 0.0 1.0403009528925433 -2.0240965289592747 -3.7337036918248225 0.9617797234782355 0.0 1.6049049382290008 6.961974453510334 0.7339146527893976 -0.6595659768629983 -1.0360617704086588 -2.6652469197229096 0.0 1.7279925358993657 -1.5590800457239742 0.0 4.273963454340364 27.88684314536571 -2.9992142749969033 0.0 -1.9475239593304665 2.7419701795363984 -4.250846891466856 0.0 -4.3404869573134075 4.791672913328234 0.0 3.577892003934462 -0.09724710924857723 -3.7340249604748066 0.0 1.5302327714099704 -6.554360419654375 1.690314058745819 -6.414378792841661 3.5847088839459293 -0.8122402466700721 0.05016300949907245 0.0 0.40505584993731675 0.230626545901765 0.0 1.705589130442396 4.674266076024359 -0.146878290920769 0.0 -4.6730320130474805 2.0258813701984986 0.0 -0.4999194448019206 0.0 0.37206956573036737 -3.0771121649943556 0.0 0.0 0.0 1.86390500978216 0.0 0.0 4.915869246192691 9.494183195015324 -3.727202420414424 -0.7747135904502527 3.224951032553778 -9.973864344115047 -1.6631316321873704 APOL6 4.658426308164854 0.0 0.0 -0.3815190393024763 0.43053805046639954 0.0 -0.5320831716473211 0.4858482812895227 0.0 -0.5852879519632785 0.0 0.7099233355435924 0.0 -0.5931362363233618 0.0 0.0 -0.3684390867890884 0.0 -0.568558133612014 0.0 0.0 0.44608163708022036 -0.42751476289458845 0.0 0.0 -0.37213478543976386 -0.42062006256897805 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5970008007195792 0.5635252184848601 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9352004277644299 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 APPL1 0.0 0.0 -0.223900816754321 0.2803310378761047 -0.25954608603907364 0.0 -0.20111486450176558 0.0 0.0 0.0 0.0 0.0 0.5626939649728749 0.0 -0.4015953215235701 0.0 0.0 0.0 1.2385872431955764 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5455187400915452 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9434920313537841 -0.7159211850333813 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8127860596397085 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AQP3 -0.294227988288691 0.0 0.0 0.0 1.4334292073248884 -0.3241519020606819 0.27188959528676593 1.1127313767936595 -0.6841672730353436 0.0 -0.27133088801256416 -2.091642364009399 -3.7418538053673984 0.3598491755433391 0.0 -1.291314538961283 11.036334292279458 0.0 -0.2957896987698591 0.5520111716995953 -2.169337381272017 2.0849708267896974 -0.30549779782949565 0.0 -0.5675085668278942 0.5792889623359466 0.0 0.0 0.0 0.0 0.0 0.0 -3.5784108566429738 -0.6259548340969068 0.8359686265298496 -0.8048629512414125 0.0 0.0 -1.3435225336795602 0.0 0.0 0.0 0.0 -2.8945719051109333 0.0 0.0 0.5961552679030084 0.0 0.0 0.0 0.6511054071934991 0.0 0.0 0.0 0.0 0.0 -0.9494160163234228 0.0 0.0 0.0 0.0 -0.6444325450462427 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.4513094836035565 0.0 0.0 0.0 0.0 -1.2763867586017352 0.0 0.0 12.312797833645229 0.441980128924508 0.0 0.0 0.0 0.0 0.0 0.0 AREG -0.5642639354353932 -0.17794945077089105 -1.0471686196945513 3.5408125369480077 -0.6809397101819309 0.0 10.515475328010206 -1.8273508222705692 12.136837243083061 -2.3983689584300873 0.7690933497224826 0.7081362442297875 -1.3831401515945652 4.0009160464662115 0.0 -0.6391641917061742 -1.1341328485533035 2.84628876367317 -4.700440725045419 -4.030283300349162 1.1925707457587795 -2.0353888180312816 0.043642858646413436 -2.1059073090589524 -0.18803944238995918 0.8688017378501097 -1.138274058078997 0.0 -0.4760324832655192 2.0248690379375063 -0.3630994435504843 -1.445005053412226 -2.4916168794866356 0.0 -1.7146162052461913 0.0 0.05898038495779975 4.707998612854193 0.9921256245953798 -0.8239925014945841 0.0 -0.7580108795779771 6.118699015005623 3.7128922405162963 -1.429481661118882 1.071838396776807 0.0 -0.8767220835681125 3.7520208055268185 -2.5537365682324795 0.0 0.0 1.9815434197081132 0.9431553015110703 3.312686701371268 -3.8825278199415068 0.0 -3.383564662349413 -2.7764287666353673 -1.0533105603148192 0.5645910553672171 0.709739167514834 -1.957054631192004 2.300649428670827 6.337306351977017 0.0 -1.3137871288600378 4.864061409316942 0.0 6.304758153130813 -1.3242172592710797 -0.7918539450795984 0.6370264330977291 0.0 0.0 1.1815293078553089 1.6758595179434104 -2.318867821679349 -1.066270772656217 0.8330112884917755 0.7338120949390936 0.0 1.3668282406224688 1.6351304445269517 1.7252464649284973 -3.5439631017265447 ARF1 -0.8886698490573913 -0.6304704182945653 -1.8421315419556958 0.36526299081192803 1.6688416750352981 1.6215143610368388 -0.07668363699213389 1.3671814082605462 -0.5151740355214116 0.7795391636814784 -1.3430980727650224 -0.03353063677467805 0.0 0.3861965602806726 -1.6788919706199121 0.534314557052306 2.6465772172751683 -0.07175536727842349 0.12454996766350655 -1.186741660044133 0.6076933258658304 -0.6440312252243687 0.0 -0.5335855278749282 -0.07455184491184437 0.22799508282942535 0.5732802856860534 0.0 -0.13423501913869645 -0.5293503572002799 0.38629212616621617 7.416933299577747 -1.1700826852830872 -1.1122047393827406 1.321311559900171 2.189041159191624 0.4538862958272505 -0.2489071815860041 1.0286359461212382 11.024905594659584 1.7184529743447614 0.0 -1.156953088123738 2.051668688376736 -0.21480778898014272 -0.5942476459538096 -1.0764174337165806 0.1262497077761011 -0.1018521505253209 0.0 -0.8972832649925849 -1.3747207536360206 0.0 -0.7648236954032354 -0.4258427778547862 0.0 3.4815567435670283 -0.9007612700904214 -2.573139240079396 0.4253366168443428 -1.4611889153674775 -1.6823418469892353 0.7621291349341642 0.0 1.0179837945595398 0.0 -1.3860880034759575 1.1762270987352215 0.0 0.0 2.8075657426048415 0.0 1.691857005166316 2.547075021363116 5.761516045076805 3.987652745723211 0.5671603530562687 0.0 1.1689059285891692 -0.57476090830106 0.0 1.5101891906623959 -2.5277720016098213 -0.4651711591654829 1.6744462293928908 -0.4815863198717496 ARF3 -0.1537697467530374 0.0 0.0 0.2997548891070812 0.0 0.0 0.26927758810210833 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35589963331722346 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5371557314275853 0.0 -0.7042002311371717 0.47128104594315706 0.4530790734089179 0.0 0.0 0.0 0.0 0.0 0.0 -0.6717957279587442 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8045926014799252 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARF5 -0.3487667342189673 -0.18567520818936775 0.2905607426459715 0.0 -0.8556486355725296 -0.2568960665361079 2.424848010849491 0.0 0.0 -0.24559773751908676 0.5515984509940159 0.5479767391158639 0.8311407682171121 0.0 -0.4406175494892378 0.0 -0.3433136410582179 0.5425828445713526 -0.40197529068047105 -0.9298412140400892 -0.07581533611483326 0.5347743035885335 0.0 0.0 0.4774086947372865 -1.3887006953303505 -1.1921681612461326 0.0 -0.4613965477175263 0.0 0.0 0.40900062946443166 -0.5722519887925578 -0.7940341869036124 0.4594733437795963 0.0 0.0 0.0 0.0 0.0 2.8327443444198126 0.0 -0.703926951374446 0.0 0.0 1.031882175474483 -0.3192744602846823 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5209848052328573 0.0 0.8465762226004614 -0.9807958538164759 0.0 0.0 0.0 0.0 1.847538081137279 0.0 1.1062198759146569 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.965733418684278 -1.0127208769197424 0.0 0.0 0.0 0.0 0.0 0.0 -1.3872229607669502 0.0 0.0 0.0 0.0 ARF6 0.11144043258200435 -0.2899084864021019 -0.41861461870466865 -0.500194077555288 -0.4868112150394503 0.0 3.225123438595976 3.1823571445795165 0.45458588668506483 0.685966438193118 -0.40912606639278615 1.304563059715887 -0.09013727527915077 0.1372765117026283 0.0 1.4302374890646992 0.0979041645178744 -0.8727623653398654 0.557390570988897 -2.4919343518107913 -2.1487708374919814 -0.020391662399532946 -0.8153469865157921 -0.34359590181060085 0.33851752558509207 -0.7216709170850056 0.06719800054341578 -0.7794201860354546 6.505748442070621 0.6434512738901647 -0.7400516002503887 0.08318726843833221 0.9087333506202068 -2.111911320280482 1.0197009586148407 0.01383369615145005 0.0 0.0 -1.6535759584291663 -0.5467156093092033 0.8973742528978984 -0.5870271359307123 -1.3112525324247495 -2.3662462163505196 0.0 1.7028988301501413 0.0 0.0 3.68837283764785 0.0 -1.9984318659269635 -0.7857049946502929 -0.35765991944394937 0.0 0.0 2.8730781410578934 2.1984867192902855 -0.380941694524718 -0.9307489631774599 2.7688818625638727 0.0 0.0 0.0 -0.37936095586189406 -1.2360017918517154 5.491634601788288 0.8545939067812219 1.4936891534545154 4.974557620946775 0.0 1.3827715622709968 0.0 0.0 1.9229196177651904 1.232558295957675 5.891361784077236 0.0 0.0 1.2161277287667267 0.0 0.0 0.0 0.0 0.3503888393568128 0.0 0.0 ARGLU1 -0.2695161579249139 -0.6138461873547025 0.2531224968152697 0.24794125648360715 -0.5454349544368072 -4.899389249232974 -0.28068793426109395 -0.7092036888611803 -0.2017864926221601 -0.3189214143376295 0.7747761812548316 0.0 -0.04029397206965507 0.0 1.567052858031475 -1.505589555779438 -0.11776338059830893 -0.381739806369212 1.097767864276122 -1.328236412593936 2.060250005503258 2.6271847500502363 0.0 1.7265636823500847 0.0 -0.565127120531096 -1.0438086065353396 -0.6369392484919532 1.1423909889080424 -0.10014190015137556 -0.4230522405550875 0.0 -1.0963879968248125 0.0 -1.422100394378843 0.021352529473857906 0.0 0.0 -1.8830763417983094 0.03817487795562813 0.0 -0.5988908994775956 1.706095227108332 -1.0670545332504404 0.21298452056703687 -0.9721470061109045 -0.5907763242996438 0.0 0.987777857697682 -0.25575390302702855 -2.629864940675816 -0.6645066230940075 0.0 2.4698600218656104 0.0 0.0 0.0 0.9294830852053176 -1.0325017984358953 0.5365289887976442 1.9018334922070934 0.0 1.1159430492889306 0.0 3.017652309902079 1.0456470124583683 0.0 -3.7069979376162996 1.484373318741095 -0.6625152327364702 -0.96341488447955 0.0 0.0 5.380062776188798 -1.0298487807357426 -1.2525539548467866 0.0 0.21030655984642296 -6.6118572308433725 -1.174702483185848 0.0 0.0 0.0 0.0 0.3117614154423826 0.0 ARHGAP17 0.0 0.0 -0.16679391540336921 0.0 -0.1892236883244558 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9238880842829914 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARHGAP18 -0.12543328220330857 0.0 0.0 0.0 0.0 0.21752793794698413 -0.25081272838206825 0.0 0.0 -0.26909214575125473 0.0 0.0 0.20575684975703956 5.786092350762209 -0.32049738907844033 0.0 0.0 -3.540177751023059 0.0 1.0548021928289006 0.0 0.0 0.0 0.0 0.0 0.0 0.6472700673427371 0.0 0.0 -0.14393053068254727 0.42925306436628347 0.0 0.0 0.0 0.0 0.0 0.7502796564966699 -0.7085492053328694 0.0 1.8073371109527816 0.6212544673530002 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.33033305119784123 -1.704164273226158 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9747129546849438 0.0 0.0 0.0 0.0 0.0 0.0 -0.563137248701385 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARHGAP21 0.0 0.0 0.0 0.0 0.0 0.2464835779498111 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.46884180438633716 0.0 0.5445800411842506 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9423657305624212 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARHGAP25 0.2561149176515996 -0.2546337711751004 0.0 0.0 0.0 0.35589647727490437 0.0 0.316985177004834 0.0 0.0 0.0 0.33597651307221194 1.137285692731674 1.69493468240781 0.0 0.0 0.0 -0.4424369844272186 0.9538522549749112 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.59048851114514 0.0 0.0 -2.6961162287781235 0.0 0.0 0.0 0.0 -2.1206483008537456 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.9360864036766274 0.0 0.0 -0.8862080291238764 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6301192055664556 0.0 0.0 0.0 1.0263572770861882 0.0 0.0 0.0 0.0 1.3713861612996419 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARHGAP26 -0.1251183616140828 -0.19836825483822118 0.1563483368340446 -0.18657263223032747 0.0 0.0 -0.1998413488446845 0.0 0.0 -0.4420666282827002 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4788149370765421 0.0 0.0 0.0 0.0 -0.33930538760997914 0.0 0.2458663340571864 0.0 0.0 0.0 0.0 0.27060555655985435 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARHGAP30 -0.5589885872787047 -0.29892074977487515 0.18159822993323874 -0.36813880469888205 0.0 0.8643551064329728 -0.22980821680198937 0.0 0.5767619360104305 0.0 0.21627834492367728 -0.11351979648974406 -0.3238785008778623 0.0 -2.0950108411271007 -0.17435729292394295 0.5867356897433555 0.4062477639337838 0.0 -0.42785334632254257 0.0 0.5264898419648605 -0.36659380881498116 -0.9719291806472271 0.0 0.9683320731503627 0.0 0.0 0.0 0.0 -0.36638873067978395 0.0 0.0 0.0 0.0 1.2018523390075124 0.0 0.0 0.0 0.0 -1.3981010477485805 0.0 0.0 -1.2688730535535775 0.0 0.0 0.0 0.0 0.9855005405895898 0.0 0.7701070546535729 0.8979995419151111 0.0 -1.371375599569092 0.0 1.9111356617373418 -0.3953925629929218 -1.5025922048421723 -1.1221713083183518 0.7696964779672834 0.0 0.0 -0.21234365624402887 0.0 -0.9715646351552922 -5.212969286821896 0.0 0.0 -1.0417904971679355 0.0 3.5069414961593908 0.0 0.0 -1.0442539637967845 0.0 0.0 0.0 0.0 1.022474852770527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARHGAP4 -0.36830053763228005 0.0 0.20191502563344102 0.0 0.0 -0.2380901339060654 0.0 -0.2457033862460535 -0.3040308888026606 0.0 0.5353817951680863 -0.4221271524421325 0.0 0.0 0.0 -0.3085617004453978 0.0 0.0 0.0 0.7042961990524349 0.0 0.0 0.0 0.0 0.0 0.0 -0.5055815795686919 0.0 0.0 0.0 0.0 -0.563428096259676 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4444271121419663 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARHGDIA -0.4059534538465927 0.38080035732748313 -0.3719690945264703 -0.4248146938695573 -0.6448706939712986 1.0284876851859692 -0.9158956928155185 -0.3365985494580983 0.31001101048984986 0.5509020649865847 -0.833790016607496 0.11097172165151867 0.7025321203921727 -0.9141204312905749 -0.3120722912858863 0.6969396026658086 -0.042505296883476325 0.7441488499217428 0.6017582028591021 -0.38457191841208743 -0.40968446122561986 -0.35694306704414624 -1.0362358273371641 -0.5455743624451451 0.5020188312863952 0.5819679454125192 -0.020373757760381306 0.0 -2.130128625842041 0.6571907816894661 -0.3354272477243264 1.2540421605175163 -1.0151466210937328 0.0 0.37828501680661003 0.7266044893446795 0.0 0.0 -0.6321950997809486 0.0 -0.03917472521981746 0.0 0.8354069694296102 0.7143856211916052 0.0 0.0 0.0 0.0 -0.7515645429150036 0.0 -0.8201761812489995 0.844121650853019 0.0 0.0 0.0 0.0 0.0 -2.135383183817859 0.0 1.7427833498230856 0.0 0.7223274975420934 0.0 0.0 0.0 0.0 0.0 -1.4030258247196252 0.0 0.0 0.0 0.0 0.0 2.601448038781486 2.2179094265677546 -1.5234179014801323 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARHGDIB -3.472605092963415 0.12310441454296943 0.07524909326462935 -7.871958504557901 -3.010161880475851 0.5374236083382197 -0.4753907458280592 -0.17646052038372903 -0.5450486062769834 3.77669918990754 -0.7461481960384206 3.009352786215267 1.2439754026014007 7.930694446116392 -1.146305948236432 3.181690054232969 -1.288215422768849 0.10740058011453067 4.082820133385597 2.776660170376174 -2.3026997729609135 8.96701544410186 -5.282978970538112 -0.5865694137963863 0.1573572432887409 -0.2845315554246969 -5.87070780043328 10.676995206621628 -1.3941089399060917 -1.9902814163303488 1.82573946012664 -1.0123548234342157 -1.0356300342017477 -7.335596411875369 -0.2726586308919918 3.43638778306369 -2.2659851321082196 -3.621385956399642 -8.59231853153285 7.716328826749674 -4.917562867465057 -7.703729772338454 -0.3228640732315067 -1.5214200104945401 -1.3503885732518448 -0.5959447278623059 -1.2274843238413495 -1.808834192542205 9.931481405549375 -0.12956969672321458 3.927574607119703 -9.27979155145945 -0.2965953899380509 -8.054669361656975 -2.3313780914121534 1.3871923694459598 7.369284705913675 -3.812449144503288 -4.3042998591054085 0.870439369917189 -4.277906143843967 -2.179757334016155 1.4427280653948606 -1.862261750002813 -2.3880884560943207 -2.212829565223773 -3.747783293435081 3.7165578608713568 0.0 -16.50722164861474 -1.1492621258705729 0.3765347530570179 1.6061369065708528 0.0 5.035815295060517 -1.9101371731611017 -0.7988492887697791 -3.7216916295730895 1.1224346613260812 -7.763819725512837 -6.25816947795227 -3.321156398759586 4.27671352167858 4.248465117653971 3.74638261956909 -3.5368973560512167 ARHGEF2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3165988226241726 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3375947487341089 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5651604101119765 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARHGEF3 0.9609599204110921 0.0 -0.16668250962135364 0.0 0.0 -0.2991231443846735 0.0 -0.8795252352165738 0.39872166117103314 0.0 0.0 1.6995929839081156 -1.1255525744542387 0.0 0.0 0.0 -0.8295088591910578 0.0 0.0 -0.6215296787428091 0.0 0.0 0.0 0.6627119966203557 0.0 -0.5093485424266495 0.0 -0.4025737894835239 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6113873082577674 0.0 0.0 -0.8373634821530285 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.6790149013085425 0.0 0.0 0.0 0.0 -1.083383471546616 0.0 0.0 -0.9764906508467325 0.0 0.0 0.0 0.0 0.0 2.3406154030716135 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARHGEF6 -0.1802815241312055 0.0 0.0 0.0 0.0 0.24964155532953677 0.0 0.9701612301528657 0.0 0.0 0.0 0.0 -0.3894109181780821 3.9632487354810197 -0.8723041743835344 -0.17178148482690067 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5570595860812186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7728595269735702 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.8085263056187955 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARHGEF7 0.0 0.0 -0.18726226463755807 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5593787141659653 0.0 0.0 0.0 0.0 0.7086863794903597 0.0 0.0 0.0 -0.617579145550532 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARID1A 0.0 0.0 0.15784289759331374 0.0 0.0 0.30543626616785646 0.2661901278442698 0.0 0.0 0.4230446377003543 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 -0.51227559061336 0.0 -0.634249952767735 0.0 0.0 0.0 0.0 0.0 -0.6565499809394196 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8340549542722452 0.0 0.0 -0.9418087875255763 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARID4B 0.462836840106699 -0.6977900166807327 0.3211867293041918 0.2757429502953947 -0.5522127686846082 0.256268671621234 0.38612635348481045 -0.8128362595809787 0.2638311416895445 0.0 0.8148703566871107 0.0 0.12588703782329608 0.0 -1.2330713124898713 -1.3106954833090063 -0.41757073368532843 0.0 -0.3833658118525433 -0.8852262428618269 1.3765497205743662 2.4755154621516073 0.0 0.0 1.2517701984663747 -0.1555333371725763 0.0 0.0 0.453394974238527 -0.44005330392608494 0.08619695345365033 0.0 0.8583969987871974 -2.118394791753519 0.4739151627859974 3.1635138955876116 0.0 0.9599498898452313 0.0 -0.7341400202131252 -0.6799743131074938 0.0 0.0 0.9015326122375018 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-3.350211981940837 0.0 2.448292790728178 1.5715579714313264 0.0 0.12533955226166738 2.4363696152230623 -0.24671657094174726 1.3069346096683885 -0.2293473873706371 0.9551809446483934 0.8641588850691109 0.0 -1.9281783170125006 -1.1810939044836009 -0.3959122080917101 -1.2938471947618524 0.0 0.0 0.0 0.0 9.631685290319284 -1.7685812084845158 0.0 -1.7375966364402202 -1.0029162267668084 -1.2318112338753702 0.0 -0.29843288166852816 -2.7468169456422906 -1.032116316379146 0.0 4.793323304576897 10.555623490421167 -1.023286187618673 8.307506272791766 0.5992822569849403 0.0 0.0 1.048988344733162 1.7085400379148865 -0.5065108502183396 3.1884592780330046 4.216018324269559 0.9327599974975049 -0.5003142343380501 -1.2852767682994395 -0.913026752222246 0.0 0.3859002634290718 0.0 ARL4C 0.10295911742172854 0.11335898328272132 -1.3418144592073329 4.173085171718312 -2.0324885055007447 0.4231934387260466 7.789739375945783 1.1360432956694622 0.931229932309971 -3.311632863117843 1.1425748987644748 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-0.24336540277742796 2.151058814417079 0.0 0.0 4.129748706027778 0.0 0.0 0.0 0.0 ARL5A 0.11339391377710877 0.0 0.18554494049521167 0.0 0.3083620106669966 -0.22129999743182258 0.9582325755233776 0.0 0.0 -1.0698029168155991 0.022301588190984586 0.580990675533983 -0.3494124994063407 0.0 0.0 -0.30630897259205914 0.0 -0.3987574867508737 0.0 0.0 0.0 0.0 0.0 0.0 -0.3130103357757285 -0.4950388397298948 0.0 0.0 0.0 0.0 -0.3821804194672257 -0.6110874914864883 0.0 0.0 -0.12778606827431335 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9614155869396237 0.0 0.0 0.0 3.530377047429434 0.0 0.0 0.0 0.0 0.0 0.6476064397027865 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.348339635259168 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARL5B 0.0 0.0 0.0 0.0 -0.15898978974268121 0.0 0.3680637169507484 0.0 0.0 -0.30395580139811 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3920991751302319 0.0 0.0 0.0 0.0 0.0 0.0 -0.41342959446799893 0.0 0.0 0.0 -0.3871671140289733 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.1184107169415616 0.0 0.0 -0.6163056584508341 0.0 0.0 -0.5081638469400861 0.0 0.0 0.0 0.0 -0.8551043110906661 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3046945588190895 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARL6IP1 -0.4916815968876048 9.161895147941113 -0.09697866188833015 1.136596627805913 -1.5938817436004518 27.593411926924468 -0.15613033973623533 0.8638745581465824 -1.5213823817851295 -1.3315698488930217 -0.3843088546141996 2.0012841969831747 3.0690597418523082 0.4438507434601339 -16.69081756729256 0.29970119588469735 1.8009662807176134 -1.3064390312001906 0.0 2.1255217577429604 1.6566828744388222 -0.5937024538808233 -1.4284913085721531 -0.07536184158849245 -1.4217152171077692 0.1059762408378336 1.8050528673483142 -0.47345372330695423 -1.1555531268291164 0.0 -0.4842409095310096 2.64228210121015 0.7457617705449374 -3.2445040257116498 -0.5241508619675437 -1.1405110642853395 0.8654277261965618 2.598643000830637 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1.2192267857207368 -2.0880554234079227 -0.04056433183993757 2.184820252145639 0.2644378028298912 -2.0401636014231253 1.6509021426512493 0.0 1.4467813916292198 -1.3402584309940417 0.0 4.776646413081361 0.3103896248011513 -0.40600404308557414 -1.2963547060420078 -0.508666029165532 0.0 0.0 0.0 ARL8B 0.006478264272822431 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2766585269436186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5318115577332285 -0.4766843315318705 0.0 0.0 0.0 0.0 0.0 0.4866862514682857 0.0 3.085535045577687 0.0 0.4965768553886742 0.0 0.0 0.0 0.0 0.0 0.694626000865047 0.0 0.5214105882101541 0.0 0.0 0.0 0.0 0.0 0.7543324304919266 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARMCX3 0.0 -0.1909358279303245 0.10251413555601707 0.0 0.520652878213485 -0.21876820939741795 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.36508926049371065 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.33716222727538603 -1.7787574741908736 -1.4426724978832366 -4.457259754463704 0.8212324092152712 0.4066429954793801 0.1823085138888473 -1.9564023960525632 4.850525746484665 0.4677447895241369 -0.9912661224639004 -1.6051714359193086 2.699367571017286 -2.4350202652478545 -1.1155458989322775 0.0 2.4975957218110736 0.0 1.3849536696799682 -5.6035371236213525 1.8712931195676823 0.6361856278562534 0.0 -2.031730279462636 ARPC2 -1.3502450946445967 -1.2326261667601492 -1.1610618282444254 -0.8489260017751862 -2.0801762513518205 1.7096862852911863 2.79364820040914 -1.0610024963520712 1.388731253908092 2.7778232659911253 -0.35381706227798243 9.392894351785927 -1.3501741411626973 -2.1481824652198855 -5.851411902048786 2.0047186397947936 -3.7044165320217517 -0.605763400655227 0.9285092842245669 -3.7448247933698275 -0.46827778952907206 7.116081834510139 -2.132918264480615 -2.5146037587089656 -0.6807846500918299 -1.9143576243575857 -1.2737338890711072 -0.10799228326356684 2.203410252664459 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-3.12743387728891 ARPC3 -1.3946705469434222 -1.339504734453612 -0.16756920480296422 1.5256064049705083 -3.686432061633108 1.3014280418253497 0.14990441945999503 -0.28457885876064515 0.4624242267043901 6.124059515931624 -0.21168249023644967 2.2948355288814968 3.47916626323359 2.096115580206687 -0.6219115387157126 3.439175131144046 -1.4149509424848066 0.013499309782238391 10.616810438727516 0.08926029852823447 -0.6056655792560269 7.557716837977486 -1.1793607824925627 -0.36223681732284035 -0.55072967271426 -0.49020424765749776 1.6953142011387239 0.6358133809114761 1.60578502622365 -0.5431501396165522 0.8608484570304508 0.5365543517931238 -0.9038370589512464 -0.4768866744793249 -1.3612914389950244 -1.591925127209124 -0.10513005078632198 -0.5246477024731049 -0.7353248654385935 -2.978774544504672 -0.5747612952631181 -1.4583908943785806 0.03758768903279286 2.412089126447721 2.0993099939485753 -0.953123448326737 -3.579507043624314 -1.6938497122348326 -0.8899228843289323 -0.6056647899569919 4.966414061915968 -4.837797243615694 1.5009406314466462 -4.437265808818032 -1.57541023414705 -1.6744799957674514 -0.6917373673260427 0.9998846783305613 -7.128801971127557 -0.7521653308494574 -0.6497524967561789 -0.8512846881360704 1.0619041367101902 -0.5960734726745908 -2.259331204235476 -1.4109586260355058 1.4485484755245752 0.49823139141933676 1.746842147003718 0.4413814955438712 2.1270687764314826 -0.3670692724859682 -1.1598387971705122 -6.663434525435522 0.0 -0.18014749922312684 2.1670598319834604 1.7676226619225084 -0.40664062873136897 -2.7407443180249644 0.01360189724620504 -1.0980058130262829 -0.22324838817293155 0.5027309076288923 -0.8222241050821106 -1.0733563931085155 ARPC4 -0.5391135868136905 0.10109539623904357 -0.0014232981243762805 0.2429266111973905 -0.6283548343012016 0.0 0.5716285204506745 0.3170770682608715 0.2749936011717374 0.48486071026599054 -0.04327572157917167 1.7944653205247316 -0.5685715479743109 -0.8516595738166283 -0.28152163543691133 0.4942696964344268 0.0 0.5521860086717548 -0.795298499490956 -0.4985527764665885 1.1705297210554382 0.06859290592222206 0.0 0.0 -0.1502112932875392 0.10536644140624363 0.0 0.0 13.645139248745828 -1.4509415167017932 0.0 0.0 0.5644874484600237 0.0 0.5915650680707674 -1.1212907202633042 0.0 0.0 -0.7440660206963572 2.056829574754566 0.0 0.6179193582090633 0.17664651228498107 -3.753656731352316 -0.2596096323131087 -0.14954001849099655 -0.6632316387668158 0.0 2.957248916221862 -0.21016283974635358 0.0 1.0186719924719194 0.18030164037028232 -0.888682264085543 0.0 0.0 0.30106423446604885 0.0 0.0 0.6780364902846848 0.0 1.2465360911945351 0.3091749643735133 0.22911927538941468 0.17410803305057532 0.0 0.0 -0.3680882041130168 -1.8990383640180823 0.0 1.153381794482613 0.0 -0.4261111930229252 0.0 0.0 -1.9937504934255181 0.995338222669044 0.0 0.0 0.0 0.3955308038375386 1.4760341117222748 -0.36349608042336257 0.0 0.0 0.0 ARPC5 -0.296043909258236 0.9774937709052249 -0.9399122105044159 -0.0023602396966689197 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0.18399419256157631 1.8245402446811945 -0.8624131033266244 -0.27521923338903737 -2.225443246458416 -2.731320166908 1.5555318454226563 -0.7820504513141828 3.511175563965709 -0.3747761692551448 -2.7231435714559016 0.0 -0.7561094731511874 0.0 4.022435489779648 2.2486460379395483 0.4398008267968234 0.9312562093970357 -1.2935176105194828 0.6881959083063038 0.0 1.7927585415437715 1.058694135924138 0.0 0.0 -0.5485877937961645 ARPP19 -0.11713459456930131 0.2548238970503713 0.16748517283631884 0.0 0.0 0.0 0.0 0.9748679990193188 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6287030769444536 0.3888320073479855 0.0 0.0 -0.3440984137321968 0.0 0.0 0.0 0.0 0.4083003276921444 0.0 0.5430620470006997 0.0 -0.4282750883362589 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7366141418215401 0.0 0.0 0.0 0.0 0.0 0.7986488429488557 0.0 0.0 0.0 0.0 0.0 1.1058313808349036 0.0 0.0 0.0 0.0 0.8888048994196488 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2200264821901794 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARRB2 -0.3307362697313935 0.0 0.0 -1.1606081029833475 -0.806458210713338 0.0 0.0 -1.544273060063474 -1.2689015345675396 5.527542286434944 -0.20859182804937643 0.33425547709199976 1.2666645514355683 0.0 0.0 -0.2930970372106093 0.0 0.0 -0.5873145498841817 0.39521156752405046 0.0 0.6625487689122507 0.0 0.0 -0.765297734778913 0.0 -0.4481787413165235 0.0 0.0 0.0 0.0 -0.25535869312810444 1.3196398976323993 0.0 -0.4784769492004788 -0.5521145872688663 0.0 0.0 0.0 -0.5005345686684386 0.0 0.0 -0.5811375205259032 -2.348770915559606 0.0 0.0 0.789670906917129 0.0 0.0 -0.20972545316867675 0.0 1.038994194569769 0.0 0.0 0.0 -2.1533022753324444 1.547288081348821 0.7672646615785538 0.9851205744279827 0.0 0.0 -0.5815467536215211 0.0 0.0 0.0 0.0 0.0 0.9814606475704947 0.0 -0.35166130063354234 0.0 0.0 0.0 1.0497236717657992 2.3130434988298196 0.0 0.0 0.0 -3.2623002223545874 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARRDC3 -0.12562281289601213 -0.3561931849751259 1.1316557006003911 0.0 0.057206365940067117 0.33136969514690895 -0.4969114070447011 0.2856506187230536 -0.7920471519774014 -0.08029487789339058 -0.20534354147402137 0.8149889720669035 0.0 0.0 0.0 0.0 1.0173414961748954 -0.49511289096383243 0.0 0.0 -0.7545287118471283 0.0 0.7985671030916979 0.25990773777976106 0.5117391463535322 0.0 1.7609966314197452 -0.4555219018996173 6.267914796184337 0.5315654411133557 0.0 -0.33094168828304493 3.2038709352415027 0.0 -0.6164990191170532 -1.2119245561537457 0.0 -0.5803634770220281 -0.6226605190975819 0.0 1.1691896447276204 0.0 -0.34744850319800047 0.0 -0.4114676402983707 -0.8974055882366045 0.0 0.22112904334404154 0.7757400051416662 0.0 0.0 0.0 0.0 -0.9750384613474332 -0.6652968080839932 0.0 0.0 0.0 0.0 0.0 0.29905071907421765 1.450894106840968 -0.507194490243878 0.0 0.8293618864827169 -1.1566743323527655 0.2423296483600225 0.0 -3.7928770000918752 0.6740345552159432 -1.2301433849231331 0.0 -0.5835461586348137 0.0 0.0 0.0 0.0 0.0 0.0 0.9817815510362091 1.359648745823689 1.367233470716142 2.231756086283152 0.0 0.0 1.1567279763777403 ASAH1 -0.08009452300491637 -1.0627647066942747 -0.8582703308458148 -1.0570878247352187 0.0 0.0 -6.933139986048076 -0.23391794422622883 0.35205707980743295 8.311112419129172 -0.3682421634987556 0.006203240242812909 0.7539216011340631 5.170478555214374 0.0 0.0 0.3615396938536354 3.2799027221989054 0.8397968696045718 10.946690100993262 0.0 0.46800617353595303 -1.036646694588172 -0.8205059342604825 -0.0562315418129398 -0.45585077607174473 3.8710277279856995 3.3277629375786653 -0.3693533667045051 0.2525893288080225 0.005506125800609981 -0.5445599216547821 0.4408615339153946 0.0 -1.1322978678931621 0.0 -2.3199401720898374 15.856980664665379 -0.6535200048371141 0.6567659279716845 0.0 0.0 -0.4330469314360265 0.8773598642432934 1.5466906005891836 -0.1613719707867329 -1.3086986623590136 -0.21480288376670917 0.0 2.3358623461582546 -1.7878883625140412 -1.1657465572136838 2.0296422893742054 2.0682883964239465 2.5286167982783776 -1.195648005660815 0.0 1.3365125930683304 1.0483847925656091 -0.7363788156825896 0.5647751158874946 0.0 -0.5848983380576945 0.3439012648720854 0.0 -0.6991885314150293 -1.4740552606659847 -0.2673543684579437 -0.9478212267011548 0.6205808868047896 0.0 0.0 0.0 0.0 2.786058921501726 1.203887241079768 -2.7757444006772007 0.0 0.0 0.0 -1.2587034282789538 -1.1795003743457435 -0.31519266515260436 0.32272253425088593 -2.706484549548614 0.0 ASAP1 0.0 0.0 0.0 -0.18064553667288905 0.0 0.0 0.6870793073882501 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.591395683443251 0.0 0.0 -0.39380997632789855 0.0 0.0 0.0 0.0 0.0 0.0 0.35382188813392446 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7188326201557986 -1.0303698000992918 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.315796165744229 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9491602890185725 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ASCC2 0.0 0.1306297465255153 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.632851123036781 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0987258863867118 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3432136478610442 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.28015393904783537 0.0 0.0 0.0 0.0 0.0 0.0 ASH1L 0.1183837350998495 -0.2982696083023977 -0.38597959636749996 0.0 -0.2695669777202468 0.0 0.0 0.1626041071199896 -0.45617468452856863 0.0 0.0 -0.37453643639119344 0.0 0.0 -0.394220716722306 0.0 0.0 0.4939679846077472 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35369138788269155 -0.4575188424884505 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.637887969959729 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ASPH 0.0 0.0 0.0 0.32287934031419524 0.0 0.0 0.0 0.0 0.0 0.0 0.24908024300499707 0.0 0.0 -0.5884000951961392 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1865937808910785 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0088889604530937 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5428577053904258 0.0 0.0 0.0 0.0 ATF5 0.6946850276982415 -0.43299082558246227 -0.34366416530584665 0.08788667639392944 0.8478390900625775 0.0 -0.31477675378920117 0.0 0.0 -0.35977684533338095 0.7911463816983938 0.0 0.0 0.0 -0.407111236753147 0.0 0.0 -0.8441639076610484 0.0 0.0 0.0 0.0 -0.4077269421487444 0.0 0.0 0.0 3.319079838119093 0.0 -0.4396708781090673 0.0 0.5331682405245397 1.1591095256106279 0.0 0.0 0.0 0.0 0.0 -0.005222660340262086 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5153790858837789 0.23199459486671745 0.0 3.3684014075781903 0.0 -0.9367956847281792 0.0 -1.061483764587501 0.0 0.0 0.8766383348438177 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATF6 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.309940600208917 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6373524118435201 0.0 1.2362050236141504 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATF7IP -0.3065427479417378 -0.3509833628918024 -0.6711989407543515 0.28682357499564365 0.0 0.4604764287620085 0.0 -0.5543539381587252 -0.5657457475573885 0.5072683756541407 0.0 -0.2714612566637833 -0.5008033127630982 0.0 -0.34862942782988104 -0.29228945132915424 -1.7967169432422874 -0.3654650085620164 0.7619724774216557 0.0 0.4961973988272257 0.0 0.0 0.0 0.0 -0.10699400220015075 -0.871127285647749 0.0 0.0 0.0 -0.8755437066016692 -0.6444795288710208 0.597835992006554 0.0 0.0 0.0 0.0 0.0 -0.5691581373512739 0.0 -1.0339946035682646 0.0 0.0 0.0 0.0 0.0 -1.3805984347268487 -0.2201662779364884 0.0 0.0 2.30146807805431 0.0 0.0 0.0 0.0 0.0 3.906537735211628 0.0 0.0 0.0 0.0 -2.12917390682171 0.0 0.0 -0.7638878493289445 -2.2528139941747534 0.0 0.0 -0.9578128174028393 0.2853665014850708 2.1806245406847387 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATG12 0.13338454901887464 -0.18257230185063833 0.0 0.0 -0.33252136340179345 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3253443742315836 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0366401685528237 0.0 0.0 0.0 0.0 ATG16L2 0.0 0.0 -0.15492165987516063 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7809978859725333 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5913222812396881 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATG3 0.0 0.0 0.0 -0.6247801287961205 0.0 0.0 2.9603220888657877 0.0 -0.24697920432502865 2.636067995490473 0.23536698928139924 0.5958747817941945 0.8364101710329938 0.0 0.0 0.0 0.4456240742801379 0.7088403008330094 -0.47755705486803085 -0.37246942073063566 -0.11016910862114375 0.0 0.0 -0.43133208057483235 -0.37344770010649014 0.0 0.0 0.0 0.0 -0.6606190748043897 0.32852809618619055 0.0 -1.064793818799559 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7118335432322429 0.0 0.0 0.0 -0.07409462180221345 0.3409501748630547 0.0 0.42669303117197116 -1.0488439688494033 -0.3170722196647854 0.9035513896976523 0.0 0.4515490772986274 0.0 0.0 4.624433049207495 0.0 0.0 -1.0713480321058517 0.0 0.0 0.0 0.301854865011888 0.6887919446884903 0.0 0.0 0.0 0.0 0.0 -0.26861546934706815 0.0 0.0 1.0446363483130425 0.0 -0.9396285866840376 0.0 -1.555437545011264 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATM -0.253599581842193 -0.13749993230550286 0.020564541478277576 -0.4052243099214817 0.0 0.0 0.0 -0.24592923386972684 3.2884699202716154 0.0 -0.4840484299890753 0.3650179073782467 0.1927641940384882 0.0 -0.3333453783858008 -0.6417571015627102 1.3375702655319306 0.0 0.4458287524349099 0.0 0.7776308218639701 0.0 0.0 0.0 -0.4194946924741587 -0.62586315945757 0.0 0.0 0.0 0.5925266718415151 -1.0700677094633215 0.0 -0.5692928582113235 0.0 -0.06928258526559104 -0.9642248589929431 0.0 0.0 0.0 0.0 -1.1013241321048897 0.0 0.0 1.096366309527089 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7856229122290389 0.0 1.0903381470666906 0.0 0.21616661731856093 -0.9085764281878177 0.0 0.0 -0.9208510918644256 -1.5023913581297048 0.0 0.0 2.0746666065110753 0.0 -10.618612241170156 0.0 0.0 0.0 -1.0372686840186522 0.0 0.0 -2.189108026130971 -5.000457833186628 0.0 0.0 0.0 -0.3877106446968526 0.0 0.0 0.0 ATP13A3 0.15880022730936183 0.0 0.29580214804949573 0.0 0.0 0.0 0.0 0.6273675505987464 0.0 -0.28071021643902894 -0.3216738467622473 0.0 0.0 0.0 0.0 0.0 0.0 0.10264794448261443 0.0 0.06365850838910747 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.29673812300743474 0.0 -0.6909890721694546 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.6100998317337347 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6408695450855555 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP1A1 -0.2966602709227012 0.19168399090432148 -1.0126857060075154 -0.6090729701817668 -0.4687911750209222 -0.8110681377252781 -0.30189974749586557 -1.1374360182538557 -0.5956783789441505 1.8284271424393106 0.8297034616411786 -0.7509150997692094 0.0 -2.2507795666680566 0.0 -1.58736241117767 0.7541078608000579 0.0 -1.310513161326908 -0.4643076169760761 -0.11361796038970784 -0.4564603813349811 -2.0770920039735277 2.1060001406643982 -0.632403679796612 0.0 0.0 0.565224213148429 -1.0933303347819714 0.0 0.0 -2.0542097175669154 1.0964905279876587 0.0 0.0 2.7002632765884544 0.0 0.0 -5.1258170083750745 0.0 0.0 -0.743350954138732 -1.3175851989780387 0.0 0.0 0.0 0.0 0.0 -1.9974248716067813 0.2898773117989761 -0.8920721333352564 -2.224834764727837 0.0 2.667825445456293 0.6056496081302802 3.90435822053522 0.0 0.0 0.0 0.0 0.0 -0.9955589481493043 0.4022824826584921 0.0 0.7366078821035926 0.0 0.0 0.0 2.39620625282295 0.0 -1.2516085164303072 0.0 0.0 0.0 0.0 0.0 0.0 1.344802202440832 1.196559317877824 0.0 0.0 -1.4451021763237644 0.0 0.23086295049639544 0.0 0.0 ATP1B1 0.0 -0.11986540287459656 -0.7087843703621983 -0.42667977458825446 -0.18353614946660832 0.0 1.1274067304621456 1.0554899287365198 0.0 0.0 -0.7103093283835447 0.0 0.0 0.0 0.0 0.0 0.0 -0.9158257499626207 0.0 0.5163134596659925 0.42393264199703534 0.0 0.0 -0.35518412484855993 -0.5730328834804571 -0.01184169239504107 0.0 0.0 2.6520895848727464 0.0 0.0 -0.44332799955848623 0.0 0.0 0.0 0.0 0.0 0.8060341925747252 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4537052311136086 -0.5323066554848325 0.0 0.0 0.3917618526962885 0.0 0.0 0.0 -0.355394151654475 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6363113004651735 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6721471632202901 0.0 ATP1B3 -0.10522510105445274 0.15478582055104811 -0.11389897576446659 0.35047064405039385 0.34237075445053705 -3.3666866140330254 -0.5985328160689264 -1.5160932109505982 -0.08570147131860809 3.6559006356642363 -1.5795900670727339 0.15673236506373256 0.34124034353904875 -1.0054599641685678 2.798075694090651 -1.4345028021766315 -0.5543978241294955 1.9320796120782795 0.0 0.04641159404226247 1.0372233977471894 0.08157640128547981 0.0 3.4212351559479695 -0.4592405806013012 0.06676711676178543 -2.9524371429035696 1.4575875751391318 0.05640476342512473 -0.6910422236291994 0.0 -3.3005173654706184 1.4182788335909304 1.5540052395367958 -1.567693642730726 -0.5726282156330816 2.807913297646418 0.10819543077390725 0.2443529990591924 0.0 0.0 -1.7734285198925916 6.6197261837786 0.0 -1.7833916749549164 -1.074376994698427 -0.5051446731221065 0.0 0.0 -0.37246882217207194 -1.785492109510946 1.7834208017096473 -0.3223685526261288 7.663682879229999 0.0 1.9190402068219867 1.9313502071487667 -0.769380867111007 -0.8768734919867359 0.3253124456892122 2.0246400173082817 -0.571759596896567 1.1987537611044699 0.9366568861599486 2.7991732313185396 4.167875097872486 -0.8995864399653972 1.847646911705164 0.0 1.0010200299360832 0.0 -0.3766226165015875 0.5202610531747981 2.7730313296318583 0.0 0.0 3.6054979944506966 -2.0869031681333268 0.0 0.3685505575808233 -0.1402873558208718 0.0 0.0 0.4050748761619218 -0.2584609377530706 0.0 ATP2B1 -0.13912125079384394 -0.18101511208119542 -0.47630427425098026 -3.326813718645353 -0.2520923010108637 0.41970564273032446 0.9116601808422541 -1.295417143010508 -0.49402757276842424 0.3269710898942169 0.5349940945435817 0.6629869488261456 -1.2926750598955405 -2.101572828343301 0.0 0.0 0.0 3.912850397382567 4.071393244265771 -0.9793946641466604 -0.5689408835573679 0.9149879944127685 0.0 -0.6365372269786238 0.0 0.38930216194421113 1.1728357742460964 0.0 -1.43012252147023 0.8299541258949564 0.999345716080759 0.0 0.6104162522266516 -0.8988841395466369 0.0 14.969021293960711 -0.6751172113490082 -0.5822246756842828 0.703306672476027 -0.5750939053266572 0.0 0.0 5.723527973723621 0.7929485383744882 0.0 -0.8491798656635 -1.6468448701477274 0.0 -0.9319895093971196 0.0 -1.1987630418614101 1.0726110837349114 -0.32762567538614035 2.0857563138159585 0.0 -1.5540688095945114 1.534370911072699 0.0 -0.8111167208894866 0.0 1.5525860691085434 -2.3071537410152114 0.0 0.0 -0.9981221232729517 0.0 -1.0472068605064078 0.0 0.0 0.0 3.180470536404703 0.2665780296686734 0.0 0.0 -1.828109761255281 0.0 0.0 0.0 1.8422174439364416 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP2B4 -0.45056911192158094 -0.28835177169576165 0.182614950136716 0.0 0.0 0.0 0.0 -0.2500000764414381 0.0 0.0 -0.28963460074218245 0.9278764277909091 -0.30052879749799377 0.0 0.0 0.0 -0.4364667398391274 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4179205091368851 0.0 0.0 0.0 0.0 4.434544514773938 0.0 0.0 0.8401872929807392 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7586695431870165 0.0 0.0 0.0 0.0 -0.8066503259876993 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8075622097658638 0.0 0.0 -1.01311753433469 0.0 3.5572653822921376 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP5A1 -0.6240562715773278 0.3150238333258413 -0.161675189327851 0.0 1.5643143698496036 -0.21921354783894637 1.2837041444611055 0.29906530334892073 0.11305740702975202 0.42051098833916967 -0.1144600206505836 0.0 -0.599431814906065 0.0 0.0 -0.7505287144110755 1.1621391833290393 0.470790821603643 -0.9185323245776614 0.46082235951243805 0.0 0.46140687693304405 0.0 0.0 1.1411595221644213 0.39283632079534203 -1.2905634775261887 0.4680320514042935 0.0 -0.6573470951888493 -0.23444400659993878 -0.6777271128198955 0.532953800485899 1.3042863850481958 -0.07756901134503942 0.0 0.0 0.0 0.0 -1.2877366214807409 0.0 0.0 0.7322669511711302 0.8738440267464609 0.0 0.0 -0.15852905170319978 0.0 2.269102944725578 0.0 0.0 0.0 0.0 -1.0216299957567134 0.0 0.0 0.0 1.0848394409700046 -2.827350688409364 0.9033597582139183 0.0 1.6641616910387134 -0.19244637381810378 0.0 -0.7913120450191579 0.0 -0.9594676688166061 0.0 -1.8516932082140616 0.0 0.0 0.0 0.0 0.0 1.2945952977451918 1.4236069881655333 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP5B -0.4724486443893219 -0.1325454490141917 -0.22716108147442157 -0.7054017640846078 0.8136501547166546 0.24468553050560066 0.33949515393489843 -0.24203474899420843 -0.26298752421929383 0.8471709941378555 -1.434211966442047 -0.5746117571891016 0.47564643292963826 0.0 -1.0484423472812339 -1.0502899320243577 0.0 0.9428706369332319 -0.3793286164661574 0.4695929544467789 0.0 0.0 -0.9201618719502818 0.0 -0.4450755927990624 0.4083771658265241 -0.8612883465529825 0.6306460119516998 -0.5575380058262159 -0.6772226051242158 0.0 0.5721179913979013 0.0 0.8355829419226082 -0.4495867019599706 0.04866901151857266 0.6050841908058153 0.0 0.0 -1.9479595835346322 0.0 -0.7017972273988299 0.0 1.6956635965375035 0.0 0.0 0.0 0.0 -0.8859727842017543 0.0 0.7110731617680515 0.0 0.0 -1.0220183093465172 0.0 0.0 2.614194094625483 0.0 -1.5930886011756529 0.0 0.0 0.9473684193009447 0.0 0.0 0.7503435947039828 0.0 0.0 2.23702967612403 0.0 0.0 0.0 0.0 1.463703084832439 9.637096039666417 1.5287697478291526 1.091738845130154 0.0 0.0 0.0 0.0 0.0 -1.4246448658389226 0.0 0.0 0.0 0.0 ATP5E -0.38281330539739905 -1.5485661401199415 -0.18392306298512134 3.252339926526322 -0.22549619753515074 -0.2282690823270719 -0.8633740679137429 0.6387306472171316 -1.190665958370888 0.08026876955102066 0.0 -0.40918689456153934 0.3897546233055672 -0.3522855957695024 -0.5405045977507821 7.398232429663238 -0.7029850639062615 0.5362507828083886 -1.3683647275769992 -0.4576572032124217 1.1882143170229578 3.5254361899847075 0.7853143464728602 -0.4201412167957652 0.0 0.0 -1.2856312259689198 -0.44003344176772957 0.0 0.05760295988219913 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-1.0390391770679532 2.3375265733178745 -0.775154584027656 0.639093264828033 -0.6808396108264525 -0.9187392374490154 1.868053825677533 -0.9663216185979622 0.0 -1.0213412123759362 0.0 -0.09766119731709384 -4.9268723034801 3.6878855828011843 -0.9998761876790917 7.0738991626468275 -0.27815235638278446 2.194130165664483 0.0 -1.0932854008483883 0.1231424574569006 -0.5240809860686549 0.24481927131509965 -0.4812436815987831 -0.17588598837119396 1.067090136776544 0.20585271357907864 2.2452582954058298 1.277041334034431 4.299554455733174 0.0 -1.9060597164571014 3.9046007402918668 0.0 0.2085118688991728 0.0 -1.2156308741784652 -1.3359795749445442 -0.1826788973717072 1.7884587819021551 0.0 -1.6475944344804265 -1.3069838783236503 2.210328887657435 2.8534333867349595 -0.5629899249700472 -0.7265453078967464 -1.0102386126818788 ATP6V1A 0.0 0.0 0.0 0.0 0.0 -0.1784824575625472 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4720382635154811 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5997772569485281 0.0 0.0 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-1.0926350927774038 0.9159536255325809 0.0 0.0 0.0 0.0 0.0 0.0 -0.3559484187197386 0.0 0.0 0.0 0.0 2.7417295945753017 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6521947843180509 0.0 ATP6V1F -0.40182230663300433 -0.48021628441170017 -0.18769956786041903 -0.5226184805603841 -0.5156249541660944 -1.7026949541946654 -2.001478809075733 0.0 0.35423340232563555 -3.273512326523055 1.5867299179346785 0.0 -0.6487018070664718 3.9283753507371615 0.38043362140680426 1.6749573396449473 -0.4497756970199341 -2.300208616710886 2.704008329711322 4.435797186137321 0.11375504716479935 0.13484962281028096 -0.816822278296286 -0.1817016349130638 1.4340312751911837 -0.6243233454803502 9.984419198848519 -0.9100213322145048 0.0 0.3006503866154533 0.4484883033340562 -0.5023938596788485 0.48397090307826945 1.704527098582064 -0.6252132942145378 0.0 -2.4151418678030585 13.36673383075728 -0.8364896312249406 0.0 0.0 -0.9609199822846656 0.4467303586486402 0.0 -1.267870484787571 0.0 0.0 -0.3960435462165769 -1.0626608144265621 -0.19013070801037735 -0.719675200937612 -2.3320381267544588 0.22311738345571666 -1.7842852897339665 0.6270907238900868 -1.4973754495154052 0.20711244983613378 0.0 3.6497274970490445 0.0 -0.051002869155510965 0.0 0.6245476383281571 -0.8817610627341858 -0.78823112251358 0.0 0.0 0.0 0.0 0.30063845516177956 0.0 0.8577802584981435 -1.3625105624956195 0.0 -1.2380900486960271 -2.3471282207836 -0.6646118321859648 -1.2803649931540657 0.0 -0.4909667661100493 -0.7053551938538384 -1.3624090332160683 -0.3382831091558411 -0.5163615698884493 -3.007871896003949 -1.1696453984090414 ATP6V1G1 0.2591915334644545 -3.897132106325251 0.8674631929632908 0.6182017665423123 -1.0205022466782812 -0.1077410739248759 -2.7103204377985377 2.134780060801903 -1.2669116551584878 0.8905435165111426 -0.5496318485460119 1.3817993013490324 2.7914222276724368 -0.38310629434664595 0.0 5.10851389523443 1.9385645613161324 1.524095122810161 2.153865669206126 0.144483851196919 -0.908846934796824 -1.7613699483788223 0.27062384190376787 -0.4089412991745587 0.20587676528897325 -0.6992153697432247 5.18762959911797 1.0265905964092745 -1.3147132028336659 -0.7799492030625295 1.4120598656996515 2.1436117664758974 -0.5665089049664173 -0.058622872913213976 -0.5078532079503191 0.2995921452367614 -1.0818765951076037 0.6990446691722535 -1.8724583094521559 1.5575440254962325 -0.861479970663674 -0.8804140254242139 -0.4982277285864852 -1.1034809456014731 0.0 -1.5198921751466128 -1.4594042684551576 -0.2053943675642628 -2.696288502015934 -0.7833923054726076 4.013365059346741 0.8376946977875244 0.0 -1.363971297162699 0.0 -1.676831637648971 1.1175664656771367 -2.9752912209655538 0.18159200526597333 -0.8834546269193218 -1.5832369562796693 2.3844346867586594 0.6578478279605353 0.0 -2.043393241058188 0.40481647622328953 -1.2838107102842022 -3.547440103485781 0.0 0.0 -2.6483567526640526 0.0 -0.9622976300288502 -1.3965395392764992 1.6371336268407863 -1.4940755216096506 -0.28614810814593783 -1.6492117586598414 -1.661922888666874 0.0 -0.950914463315905 0.0 0.0 0.0 0.0 -0.2742661839482891 ATP6V1G2-DDX39B -0.1701699157061303 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3358667098627274 0.0 0.0 0.0 -0.4237882496385873 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3844284257754638 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.421181036402137 -1.582828639819984 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP6V1H 0.0 0.0 0.21455577999153 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3937190869041908 0.0 -0.3351228105164808 0.0 0.0 0.0 0.0 0.0 0.0 0.9032713270562044 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6646875616054384 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP8B4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.25749094019678326 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3637937532402597 0.0 0.6260668957161438 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.868626272224012 0.0 -0.6233074154987353 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATRAID -0.11702914800601456 -0.36057990099121956 -0.6613971043547238 0.0 1.2890184065019052 0.0 -0.6132106023688092 0.0 0.0 0.0 -0.30501260066534097 0.6728741580363309 -0.3625314038945427 0.0 0.0 -0.7219761489374587 0.0 -0.3784587254419506 0.0 0.47686979781360556 -0.10255093453029536 -0.31715934891828995 0.0 0.0 -0.623504379667205 0.5083484514576706 0.0 0.0 0.0 -0.5360971635011468 1.1936599335060614 0.0 -0.9647262851429603 0.0 0.6048368038820758 0.5298845330628794 -0.166903661903521 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3883948035508814 0.0 0.0 -0.3654037438149832 -0.785969040813883 0.7661020884825421 0.0 0.0 0.24508391684075181 1.1086547562831621 0.6113990531321867 0.0 0.0 0.0 0.0 -1.5143435773009735 0.22424886205261516 0.7357428785487482 0.0 -0.2564842726382298 0.0 0.0 0.0 0.0 -2.065159295370511 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5007899661569338 -1.838969315435898 0.0 0.0 0.3506140941894767 0.0 0.3514508094175972 0.5514502174733861 -0.9113835441216971 0.0 ATRX 0.09273868029806356 -0.6244077472029061 0.12245928892085556 0.0 -0.027362859630305564 -0.4523279906163031 0.0 0.5617908951954937 -0.06553936605309278 0.0 0.7411766459753985 0.7278771269817699 0.5049481157263718 0.46030073504500224 0.003421158639521889 -0.6475378387660707 0.4684567370394178 -0.8174454721380636 0.4802572923979653 0.40326571792488725 0.955179096078062 0.0 0.5586782092571345 0.0 -0.3679788363667427 0.0 -0.4980997009299439 0.0 0.0 -0.028918016980381708 -0.15904191818962837 -0.7928032306575108 1.2265443958426194 -1.5705212574774319 -0.49867469385755986 -1.3474395861784139 -0.8227560838393093 0.0 0.6301452492356162 -0.5686400562951524 -0.04369479581999103 0.0 0.0 2.002127550791869 0.0 0.0 0.0 0.0 0.0 0.0 -1.270915745420642 0.0 0.0 0.0 0.0 0.0 -0.9515626727479997 -0.6989108168584521 0.0 0.0 0.0 -1.1176092053780482 0.0 0.0 0.0 -2.045675530384664 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.171698786000663 0.0 0.0 0.0 -1.2809675541554002 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATXN1 0.0 0.0 -0.16329225556106222 0.0 0.0 0.0 -0.2743947370078041 -0.5483826995990666 -0.2150243555513817 0.0 0.0 0.0 0.34297815782981217 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5875460780277789 0.5278128661212842 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0126168008279381 0.0 0.0 0.0 0.0 0.0 0.0 0.972493243262727 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AUP1 -0.37505022340222444 0.0 0.0 0.0 1.213532357523559 -0.6364455185244959 0.2622643436532596 0.0 0.0 0.0 -0.5230664598731881 0.0 0.0 0.0 0.0 -1.1402343179984598 0.4288705347443557 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.20295810552090646 0.0 -0.5272143177491083 -0.6121865022206158 0.0 0.0 0.4611802284034807 0.0 0.0 0.0 0.06447438948027864 0.0 0.0 0.0 0.0 0.0 0.11650120537490427 0.0 0.0 0.0 0.0 0.9286962462641444 0.0 0.0 0.0 0.0 -0.8504674553663217 0.0 0.0 3.8088415061911225 0.0 0.0 0.0 0.9445287530055557 0.0 0.0 -0.2538593911806323 -1.461570630457363 0.0 0.0 0.0 0.0 -0.6935849149705867 0.0 1.829779556209208 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2267057337617897 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AXL 0.7958801072603253 -0.3012816282160386 -0.67729200656295 -0.885895162333425 0.0 0.0 1.5558128106104716 0.0 0.0 0.0 0.2992008674511253 0.0 0.0 0.0 0.0 -0.5270136138039657 0.0 -3.3782828566548333 -0.36330370230231646 1.3940068992936558 0.0 0.0 0.7813613654289324 -1.9035406922860754 -0.5355100573441457 0.0 -1.8644629286881063 2.2239625156008076 9.355577759734171 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5268620981292742 -0.004227924247993675 -0.7235876970641015 0.0 0.0 -0.6497739038483706 -0.7152287890545759 0.0 0.0 -1.079800015600416 0.0 0.0 -1.1955480536092138 -0.14861155720392855 0.0 -1.1932881875062746 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2716387559711198 0.0 -0.24090009725910558 -0.09734222934308627 0.0 0.0 1.3207458627656379 0.0 0.0 1.0000237048808616 0.0 0.0 0.0 0.0 0.0 0.0 0.6234988900099934 0.0 0.0 -0.5283250488670106 -0.48081745952637905 1.893649008280049 0.0 0.0 0.0 0.0 B2M 1.9505647826219756 -0.9414010899505207 -0.4889215157058695 0.2802284574557058 0.016120067385539432 0.0 -2.5647567297897447 1.4507353761401358 0.036246369158025774 -0.16769398281385076 2.77545487572241 2.394180550616407 0.37132427937682444 -0.21214810980945786 -0.5183416550674282 1.7609349437317172 0.0 0.0 -1.0871594536255644 1.9771085418258136 0.5413881752078459 -0.8372242722480885 -1.7480525173841246 0.38078246146452777 0.14701151265720044 0.9681339349296428 -0.3682259510051564 2.0793434492410356 -1.3983841215893358 -0.549047635798109 -0.9436461153749005 -0.03927182610958009 2.0378466822179044 0.0 0.1860448762183992 0.0 1.6914263567928547 0.9110540005774737 0.0 1.125929578476616 -0.635315154508499 -2.58783393359871 0.09506756297258295 0.0 4.325503027106026 0.6475573548315149 -2.098861379466853 0.21754252926843515 4.776422295684947 1.679270253332972 -4.766602861687699 1.1824171542745607 -0.8563714843799027 12.956036855400646 1.3126267608430293 0.0 0.0 -0.8287577657599483 4.460871655621634 -0.21806574143438273 -0.9533307777537564 0.4754182927207485 0.03489788978290246 -2.5502764551220363 1.0048580605536424 -1.0278373965154723 -0.6502951122673142 -0.7188965454047228 0.0 -1.5751619661854608 3.349296460479492 -0.4280001396435405 0.7466795729883137 -1.205397332656416 -5.861663010136342 0.0 1.9040183676723192 0.0 0.0 -0.17961981134902452 -4.099345411353205 -5.402162247915006 1.1536677819592835 -0.7031348867914957 1.12957140344426 6.129682441504958 B3GNT2 0.10674124234510682 0.0 0.1789922738418131 0.0 0.0 0.0 0.0 0.1407652467059408 0.0 0.0 0.22472690940437584 0.0 0.2503355131203466 0.0 0.0 0.0 0.3821458319584369 0.0 0.0 0.0 0.6702666673275128 0.0 0.0 0.0 0.0 0.0 0.4462603534042373 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1507557109933866 0.0 0.0 0.7829299394944036 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4266336885391516 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 B3GNT5 -0.019610776226025074 0.0 0.5788746873528338 0.0 0.1503930428066682 0.0 0.0 0.0 0.0 -0.2867753073635799 0.0 0.0 0.0 -0.3335868356153032 0.0 0.0 0.0 -0.3943981061006111 0.0 -1.4902964754087462 0.0 0.0 0.0 0.0 -0.31059676257446617 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.189083832637755 0.0 0.0 0.0 0.0 0.0 0.5768838826954629 0.0 0.0 -0.5021200977623629 0.0 0.0 0.0 0.0 0.0 0.0 -0.5077739490411218 0.0 0.0 -0.9556979710115563 0.0 0.0 0.0 0.0 0.0 0.0 -1.0721021101571226 0.0 -0.8988142253929529 0.0 -0.6365949291046659 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 B4GALT1 -0.34702562871126563 -0.13720406445319502 -0.8997002988035232 4.239267949953989 0.1041472738543782 0.0 0.0 0.29042158688652175 0.5209055010451225 -0.4031267027983082 -0.5492947922421196 0.0 0.0 0.0 0.0 -0.3605256568617686 1.5410252500973551 -0.49423059152966325 0.42276241054971536 -0.3137052348756571 0.0 0.0 0.4528483845113491 -0.4802474683793762 -0.5988278041943541 0.5736542563540763 -0.5581036438638246 0.0 24.313034316142332 -0.28197493319034 0.0 0.0 1.0768542668145373 0.0 0.0 0.6219702991233976 -0.45273250541084276 0.6517456454428612 -0.5365044523284266 0.0 -1.8752019715525652 0.0 1.0735044192660652 0.0 -1.0390126471168102 -1.9644449048086263 0.0 -0.23771871796564972 1.0284781210803198 0.0 0.0 -1.5275038498858617 0.2585301354320666 1.300971241273903 -0.6280924058496069 -0.965859147468957 0.0 0.0 0.0 0.8853515187727204 0.0 0.0 0.0 -0.3744127826094829 -1.8751707056330222 0.0 1.0165455569168367 -1.5621335938006322 0.0 0.0 1.1144603521098282 0.0 0.0 0.0 0.0 0.0 0.9537939214720013 -0.8727621598937809 0.0 0.0 -0.41857222264088534 0.0 0.0 0.0 0.0 0.0 BAD 0.0 0.0 0.0 0.0 0.0 -0.37204868089744797 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4534465723420471 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1594308002196394 0.0 0.0 0.0 0.0 BAG1 1.3376566787447508 0.0 -0.015147545097768373 0.489057411893709 0.0 -0.8347660398585712 0.0 -0.2703894505771745 0.0 0.35456957013213625 -0.5718126573935529 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43226617039758136 -0.31544353645264217 0.0 0.5561127340127071 0.0 0.0 0.0 0.0 -0.46923254569391876 0.6796794780961827 0.0 -0.5502435209150679 0.0 0.0 -0.6064321062820048 0.0 0.0 0.0 -0.6243595585231402 0.0 -0.732839306925545 -0.5778191299533312 0.0 0.0 0.0 0.0 0.0 0.0 3.117055398312256 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2425524843704838 0.0 0.0 0.0 1.0371735830849 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BAG6 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7635071195533963 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4783418452978647 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7299732809733455 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BAIAP2 0.0 -0.1746713757304054 0.0 0.24499673095795743 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35533227302935505 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9201515040858496 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8960085323201618 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BASP1 -0.06565635039730364 -0.1301432986590185 -0.4773390230128892 -3.1145046545168715 -0.06368350831096596 -0.2109186909084767 4.681464202696656 -0.49061562143369447 0.0 -1.050898959302837 0.7171745590445783 0.0 0.0 0.0 0.0 0.5271478460031988 0.0 0.7561926028322239 2.4231207216509607 -0.31199802655883996 -0.6014320773973282 -0.39161165606098197 0.809437596624242 -0.4463046251272027 0.40914177952636793 0.0 1.9051924050862883 -0.753620076803308 -2.5132613600863576 1.2141257573867603 1.3642723565876451 0.5234410610266341 0.0 0.0 -0.44992490103443294 0.0 -0.9101197844313098 2.225437342163133 -0.7729997201103669 0.0 0.0 -0.5616046185595507 4.682198750417246 0.0 0.0 -2.7018440118773848 0.0 0.0 -1.9648266123016005 0.0 -0.7653175944040365 9.595690655269307 -0.2821340274288853 0.0 0.0 9.90616232663985 0.0 -0.5501424983753119 -4.574706443329593 -0.754875829521141 0.0 0.0 0.0 -0.7007083979535761 0.0 -0.832118977949702 -3.031497024177613 0.0 0.0 0.0 0.0 0.0 -0.39285971762172783 -1.0761828173112755 1.0017665410853038 0.0 -1.8000906919699247 0.0 0.0 0.0 0.0 0.0 0.3587386163354054 0.0 0.0 0.0 BATF3 0.0 0.0 0.0 0.0 0.0 0.0 0.5320932132788039 0.0 0.0 0.9058207336339861 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5847465545985105 0.0 -0.6890036818943018 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5940619544493784 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 9.420613688540817 0.0 0.0 -1.0734909992549384 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BAZ1A 1.2851576824768518 0.0 -0.5639643696636735 -0.44887007887039315 -0.9826203103264922 0.0 1.0208605438326066 -0.7248768817737857 0.3055765207647126 -0.3137929909706099 -0.4566313241798024 0.8510237218529769 -0.2889334955127774 0.0 0.0 -0.2551835529784286 -1.3401131235935344 0.7646429778828958 -0.46933408952339895 0.0 -0.513000872875988 0.4982438996272235 0.0 -0.4753378784202954 -0.0478946869875844 0.0 -0.535889019984365 0.0 -0.43232175052019167 -0.44712561459545896 0.9208837363686251 -0.6248857327815294 -0.9165054337544316 0.0 0.5269274148554802 -0.5846239306006599 0.0 0.0 0.0 0.0 -1.5000219195892104 0.0 1.3302105980032128 -1.0748288499705965 0.0 0.25548737542911787 0.0 0.0 1.0375841501579435 0.0 0.0 2.589513724469608 0.0 1.3970986542039399 0.0 2.1632375323553568 3.3779518254979037 0.0 -0.9719442555610921 0.0 -1.2804811662896691 0.0 0.0 0.0 -0.7220540103502194 0.0 0.0 1.2416473226777576 3.246338039606637 0.0 0.0 0.0 0.0 0.0 0.0 -1.77865399790362 0.0 -1.1767801692098407 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BAZ1B 0.0 0.8265590486349211 0.0 -0.4221838420021116 -0.19410700539745981 -0.6233997121660745 0.0 0.0 0.0 -0.2609869996725641 0.0 -0.36945188965935194 0.0 0.0 0.9313850997935008 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4645190564496569 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9055307127934897 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BAZ2B 0.0 0.0 0.0 0.0 0.0 -0.19686286637781764 0.0 0.0 0.0 -0.4019088770152323 0.0 -0.31389385799423153 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3991589543406762 0.0 -0.44704096889401684 0.0 0.0 0.6418509646379702 0.0 0.0 0.0 0.699239085101319 0.0 0.0 0.0 0.0 0.0 0.0 -0.3591604174209494 0.0 -0.7706131471416974 0.0 -0.7726157085562154 -0.6241136515923692 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0908795463511978 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0277533026456767 0.0 0.0 0.0 0.0 BBIP1 0.0 0.0 0.17259008058626052 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6086999479278719 0.0 0.0 0.0 0.0 0.5470033498919346 0.0 -0.34880881192718516 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.004292248877688938 0.0 0.0 0.0 0.0 -1.1170038830682798 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0721001517880713 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.9839173886515593 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BBX 0.4911076833454523 -0.13858804065059652 -0.049671936639808845 0.0 0.0 -0.22605608496659438 0.5461242145668629 0.0 0.0 0.0 0.0 0.0 0.309916349032808 0.0 -0.3462616880283702 -0.29614235732881844 0.0 0.0 0.0 0.0 0.0 -0.5086271404191801 0.0 0.0 0.0 0.47436645359121227 0.0 0.0 0.0 -0.4296259171976034 -0.41767863136920097 0.0 -0.6274077336596661 0.0 0.0 0.7841843493559187 0.0 -1.320805170968053 0.0 0.0 0.0 0.0 0.0 0.6204268918228568 0.0 0.0 0.6369655432940554 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1901568744833348 0.0 0.5279950872117658 0.0 -0.8457180374486347 0.0 0.0 0.0 -0.8855629426091629 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8164064652515022 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BCAP31 -0.09493537479277234 -0.37178541507435153 -0.20861686414357056 0.26612785663939087 0.0 0.0 -0.5852239766786114 -1.1452728961431629 -0.26216442526682854 0.0 0.2530451912595296 1.3269647124032402 0.5741198048552493 0.0 -0.5233232407459381 -1.638472575018657 -0.7015112255281093 -0.5478003507100931 0.0 1.7885132566182467 0.015277600481492702 -1.5924928527454283 0.0 1.1415250716316616 -0.9186337231036451 -0.6265533996926687 1.2113080713806328 -1.069422325158622 -0.010703903796422942 0.0 0.42589830087622166 -1.4840211796576408 0.5170768515793334 -0.6399591362100654 0.7371771517592858 -0.5867778300809953 0.37633879243496776 8.19474568347294 1.4554820611650876 0.0 0.0 -0.7512325724373229 0.0 0.0 -0.5990198509972614 -0.17245843562675414 0.0 -0.5119271270113549 -0.8184348030615213 0.4704493366705547 0.0 0.0 0.0 4.892611830609703 0.0 0.0 1.0835946447744416 -1.4553504818187122 0.0 0.0 -0.37072072800838535 0.0 0.6378732250902025 0.8189210110392341 0.0 0.0 0.9763701927445703 0.0 -1.366362617616643 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6388862581165269 0.0 1.1027329804517019 0.49794576736926377 0.0 0.0 -0.28999895375978346 0.0 -0.5981791525459557 0.6250141381497469 BCAT1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3481182447887828 0.0 0.5275868745539983 0.0 0.0 0.0 0.0 0.0 0.0 2.7651306726606997 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0208674449807582 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BCL10 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.082025981067522 0.0 0.5447480676418744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BCL2A1 0.20306383559251812 -0.30923918914214715 0.12297191959340438 -0.4414408082654774 -0.8370188752533063 0.0 -0.18286478318994376 -1.0508000368567758 0.3730980422290013 9.480032279702101 -0.9787724374949831 0.0 0.275659763278512 0.990381896950515 0.0 0.6305409371940544 0.0 6.804417265832406 2.7282539672470096 -6.5486873231670275 0.0 0.0 -0.8198282922921489 -0.360398830356775 -2.6321935588348513 0.0 6.4281087168370155 0.0 1.075171867959849 3.525661629386715 0.0 -0.331859129691824 0.0 1.392360102604854 1.0046905244364532 0.0 0.6042975185023639 -1.0090198071749727 0.0 0.0 -1.5977809116285184 0.6291052906446862 18.306253569324674 0.0 2.1770012037297337 -0.006181873105122955 -1.4508854457723732 0.36565916917227054 0.0 -2.4166911726323796 -2.4998600832282816 10.04541561798655 -4.455650146208523 0.0 3.92132099616552 1.830429782517552 0.0 -0.18606053992211566 -0.1845159825052544 0.0 0.0 -0.2773813013485094 -0.3166472380990348 -4.539998764037695 -0.8219848581437815 -1.1783469860323252 -1.140084198251868 1.6200272114741732 5.567164365174053 -0.5044723686615769 0.0 0.2674827687097767 -0.5329702322887087 -1.2993305823862085 0.9220101338523813 1.1519496851822573 8.934908933460633 0.0 -1.7174098072621735 -1.978984817515856 -2.7932338269582973 -1.5150635839634925 -0.909383326550882 0.0 -1.9035461852468196 -0.5242624718224599 BCL3 -0.08047626732971258 0.0 0.0 0.0 0.0 0.0 0.0 0.3396561183973927 0.0 0.0 0.0 0.0 -0.34733372035687815 0.0 0.0 0.0 0.0 0.0 -0.379253476086275 0.0 0.0 0.0 0.0 0.0 0.3062646236180694 0.0 0.0 0.0 0.0 0.6201645915394063 0.0 0.0 0.0 -0.7583180721026316 0.0 0.5657657358939363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0367455517519415 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4068438014660591 0.0 0.0 0.0 0.0 -0.9981302015553037 0.0 0.0 0.0 -1.3899979594052796 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BCLAF1 0.1165491579305403 0.0 -0.14432644684623314 0.3119463945418905 0.0 -0.6638857182187573 0.0 -0.5516320042352287 -0.016060343975570587 0.0 0.0 -0.30243633836619216 1.2957465284289316 0.4414292764294638 0.4179228157462491 0.0 -1.0071645134605345 0.0 0.0 0.0 0.4342847995922279 -0.6524499091153242 0.0 0.0 0.0 -0.9036499983063178 -0.019648658011431525 0.0 0.0 -0.5064766612283427 1.7416876642643317 -0.1289514418590932 -0.54133099082573 0.0 0.0 1.2069792530160919 0.462441684565884 0.0 0.9567305473845495 0.0 0.0 0.7361514652198722 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3575167007193567 0.22267332359580352 0.0 -1.51413646497398 0.0 -0.7396941078088944 0.0 0.0 2.333706309644094 0.0 0.0 -0.848376404535229 -2.59797545670484 0.0 -1.354804490533367 0.0 0.0 -1.0772446697664442 0.9545789049566691 0.2736510242939243 0.0 1.69776968190136 0.0 0.0 0.0 -0.3388651781327939 0.0 0.0 0.0 0.0 BDP1 -0.1188105773708322 0.0 -0.12188033384227272 0.0 0.0 -0.23095161715356521 -0.252706949510421 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.30724330376959225 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7029747309513551 0.0 0.0 0.0 0.0 0.0 0.0 -1.0409646037379487 0.0 -0.7315775927653237 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0425955499083797 0.0 0.0 0.0 0.0 BEX4 0.0 -0.5427176997800244 0.0 0.240228651088714 0.0 0.24631038958840942 0.26774378760719625 0.0 0.25366347502957187 0.0 0.0 0.3495576680091453 -0.31038246263995095 1.7380754284064406 -0.48902260233102207 -0.41344664406560394 0.0 -0.7385567598682342 0.0 0.0 0.0 0.0 0.0 0.0 0.3447047061873427 0.0 -0.5150870676640156 -0.4501908297073632 0.0 0.0 1.2761304980297046 0.0 -0.9944013157297853 0.0 0.0 0.6616595178843886 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.0686446165515067 0.0 0.0 0.0 0.0 -1.0042384593073461 0.0 0.0 0.0 -0.4664767129966008 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.339169569397183 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7864502906483668 0.0 0.0 0.0 0.0 -0.6737006340806688 0.0 0.0 0.0 0.0 0.0 BHLHE40 -0.5435117978596985 -0.31847172434853876 -0.3041348739822736 1.0039694691128096 -0.5885468994323207 0.26594716727296885 0.768927539735285 -4.22048767616241 0.06743529565841655 -1.55274818144047 -0.015494675765933922 1.2933099501875607 -3.685912436407805 3.0682826223705257 -0.7729052695559154 -0.684127420864061 3.804804337239052 -3.9558617331058747 -2.0988641275582864 -0.1521489742698273 6.974875927829477 -1.1183011776917178 0.0 1.457934446759522 -0.06619860195015835 2.1023223908924806 2.8986777617942043 -0.7357690311759235 0.0 -0.501948519829189 0.0 -0.597010189121484 0.6345622655513893 -0.7947213473323562 -0.419141628647546 -1.2794866642013674 -0.8918289196112055 -0.9069774670622756 -1.0250598895095155 0.0 3.3086437454524615 0.0 -2.307764578461666 -1.5167250291069103 0.0 0.1466484969483548 1.7371085816103107 0.8519176270850297 0.0 0.0 0.0 1.498275911705091 -0.2395399130459751 -1.680753711182127 0.0 -3.9754965103073956 0.0 0.9612166148950347 0.0 0.0 0.19147952151275152 0.0 0.0 0.0 -1.7871085050675817 -1.9346164272529787 0.5208078500046235 -2.70629491689614 2.765250759797723 0.0 -1.5276317565717057 0.0 -1.6421215113708443 0.0 0.0 4.066221411245506 1.210138122232674 0.0 1.0504641461270694 -0.34239173262956296 0.0 1.144040166062227 0.0 0.0 -0.9696394943502451 0.0 BHLHE41 -0.13130804897400442 0.0 -0.23436950080176552 -0.1934209898999871 0.4610502060101363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.23532443041233161 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4874654190152819 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7524700582013262 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0792503554872181 0.0 0.0 0.0 0.0 BIN1 -0.3257239692986331 -0.1302963608246714 0.28224417764415616 0.0 -0.5384652438054874 -0.6945504843926663 1.048467726019554 0.306596325579409 -0.024815578134410446 -0.3945461251091583 -1.464437941551037 0.40339772106971156 0.14430851332006156 -0.7402153564354755 0.0 -1.4784088807710711 0.0 -0.7052363774538614 0.0 0.39828810579675406 0.0 5.937789038221321 0.5116029819266266 -0.4038864437653118 -0.5121532311235711 0.6993507235709432 0.46713076482212107 0.0 0.0 -0.48662810299296916 -1.0069625647791247 0.4877038712855324 0.0 -1.459289351988352 -1.5065172052270215 -0.5800825269336156 -1.3202399790053254 -1.6723456370004985 0.0 0.0 0.9988361527419646 0.0 1.4970667025962445 1.668730002778759 1.4486932407783282 1.0381125523987393 0.0 -1.9050225240031717 1.9130987468588796 -0.5710827756197373 0.0 0.0 -1.039832463339622 0.0 -1.6307649019509107 1.4461103777920477 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4229838813113685 2.0708386265653487 0.0 0.34958195699419137 0.9242786204336945 1.1613207328592055 0.0 0.0 0.39786942287430305 -0.7405814721923539 1.9440425671075263 0.0 0.0 0.0 0.0 0.0 -1.0028558792489841 0.0 0.0 -1.3471469612877671 0.23739671797304052 0.0 0.7720467509386706 BIN2 -0.686640078429263 -1.0698788749888528 0.3319014264877086 -1.2202421164077497 -0.5560339444489181 0.0 -1.9706537554418992 0.6220761776893581 5.228609380990821 6.080324523146017 0.40385556527889066 8.682246380857972 -1.648193136993957 0.0 -0.5001772778235966 -0.13050323302954528 0.0741866010056421 0.8368281357181632 -0.7130414421270544 0.0 -0.7384732506120061 3.45487285228274 -0.5801815912431734 0.6667533523095402 0.6825345346541091 -0.5057073706946132 0.0 0.0 0.0 -1.2353455615700215 0.04596852118496176 0.0 2.6264562426443305 -0.8881032214903788 -1.1129236627415793 -3.66654578260549 0.0 0.0 0.0 5.077006615021295 -0.6545513598281365 0.0 0.0 1.4673346308762067 0.34606219697795 0.0 0.0 -0.2697845677345258 0.0 0.31790628089725353 3.412068893833468 -2.781743249896223 0.0 0.0 0.0 1.1559602844970136 -1.0763266203149768 0.0 1.3808418643897236 0.0 0.19618391850936345 0.6798522436693636 -0.5095374128328461 0.0 2.0058640761965933 -5.172288294647308 0.36940451564727755 0.0 3.057465779310039 0.0 -2.9883638143335736 0.0 0.9767312324417146 0.0 2.6322300652689554 0.7628804674406471 0.759912565290048 0.0 1.629656666441069 -0.6922129956616871 0.0 0.0 -0.31718330163747743 0.0 0.0 0.0 BIRC6 -0.10537947195746952 -0.4082966196930158 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2812388709228734 0.0 0.0 -0.48437473656993557 -0.30188488152122406 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BLOC1S1 -0.16234371655743887 2.909734822565006 -0.806574252678834 -0.7171247259295035 -0.8087079680498627 0.12746018811305257 0.2843700245662471 -0.5291117091385468 0.19900075138549705 1.0718030437128525 -0.8722446675489692 0.465330993055928 -0.12298096739479647 -1.194680282633314 0.7110868821858328 0.5353892351199318 -2.029496603484067 1.2058996227231285 -0.4230144790457027 -0.8102986394791086 -0.4767893376934903 0.0 0.0 0.0 0.0 0.4814641566892514 -0.05106277113395604 0.5939808413201174 -1.794586458589515 -0.49547782738509233 -2.0110637904987576 -0.622003485142164 1.2635938602765584 -3.894710833754334 -0.13928065368463788 -1.430939190689175 -0.21449546897695343 0.0 0.0 0.0 1.846586269008918 0.0 -0.6102740500271169 0.4504177962013428 0.28906793366390465 0.0 0.0 0.2529982755406694 0.36948779686609523 0.23580039681306264 2.3447730157590914 0.0 -0.30978302345063385 0.0 0.0 0.0 -1.5195288067222679 -1.5086606520401922 -5.8306801616879484 0.0 -1.0330242755562538 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4790520102375688 0.0 0.0 -0.36105771948761856 -0.9319189833883849 1.2758914198205473 4.34116531610507 -1.0720882835864147 0.0 0.0 0.0 0.0 0.0 -1.2898282391260911 0.0 -0.38555276131264493 0.0 -0.8700915906220479 BLOC1S2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9934861602448388 -0.34685588237205334 0.0 0.6547625721955465 0.0 0.0 -0.5149072736363289 0.0 0.0 0.0 0.0 0.0 0.6785877706787597 -0.5482535844065621 0.0 0.0 0.0 0.0 0.5414947493142408 3.2797675531294965 0.0 0.0 0.0 0.0 -0.594797070209434 0.0 0.0 0.0 0.0 0.0 0.0 -0.3384838969855686 4.144656798953713 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9600282579058471 0.0 0.0 0.0 0.0 -0.9369347695185497 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BLOC1S6 0.0 0.0 -0.15502217127124493 0.0 0.0 0.0 0.29583651985436604 0.0 0.0 0.0 0.0 0.0 0.0 -0.3041327535060113 0.0 0.0 0.0 0.0 0.0 0.35945452493320823 0.0 0.0 -0.3984682273587401 0.0 0.0 -0.6873910133764259 0.0 0.0 0.0 3.285251972056875 0.0 0.0 0.0 0.0 -1.5399110647361955 0.0 0.7957206660776583 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9293394171843707 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BLVRB -0.2082556359382537 0.3086028025458587 0.1863650473820217 0.16355345336887614 -0.19177968813379323 -0.4192198964570236 -0.6594651620117863 0.0 0.0 -2.7340613647644147 0.0 -0.30272398808486495 0.0 -0.7413674870873568 0.0 -0.3968543640201631 0.0 3.1543110079814736 0.0 5.948396561961183 0.0 0.0 0.0 -0.440746081655938 -0.32318728653185697 0.0 5.289797958606111 -1.2078340429560253 0.0 2.4147520367660107 0.7257314159962561 -0.28254763144445494 0.6030021251522889 0.0 -0.7940013685568661 0.0 -1.307654647700415 3.4176757304100516 0.0 0.0 0.0 2.1351676614503092 -0.6296187631942671 0.0 0.0 -0.8344224781727494 8.195489902066395 0.0 0.0 1.6392788382098276 0.0 -1.731439847302351 -0.33138606926556974 -1.0384289841660161 0.0 1.082175666601999 0.0 -1.3009406371512833 0.0 0.0 0.0 0.0 0.0 -0.7133107185751157 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2506786905408376 0.0 0.0 5.525204389796639 -1.0864741918230367 0.0 0.0 0.0 0.0 0.4418658312551534 0.0 -0.26945327067510394 -0.3971154029119572 0.579681695049563 0.0 BMP2K 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.8633506662787567 0.0 0.0 0.0 0.0 0.0 0.9862949076873007 0.0 0.0 0.0 -0.33238651012851456 -0.4676682412964474 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.841051124402685 0.0 0.0 0.0 0.0 0.0 -0.7455912320336349 0.0 0.0 0.0 0.0 0.0 -0.7446244175035331 0.0 0.0 1.5271891196530398 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BMPR2 -0.12328390681003262 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.823365568911765 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.288056335731508 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BNIP2 0.0 0.0 0.0 0.2717924248134737 0.0 0.37342368435231327 0.2639844767833713 0.0 0.0 -0.2675937377113449 0.0 0.0078124245181159365 -0.3115639424448025 0.3523962748656067 0.0 0.0 0.4256277432463676 0.0 0.0 0.0 0.0 0.0 -0.6417707924439358 0.48223574136096514 0.0 0.0 0.0 0.0 0.0 0.0 0.5266277062610742 0.0 0.582705941823389 0.0 0.0 0.0 0.0 0.0 0.0 0.9723840334429616 0.9748521899879544 0.0 0.0 0.8773138253714817 0.0 0.3258990246163675 0.7081204624715415 0.6429161041889441 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1867468940426489 0.0 0.0 0.0 0.0 0.0 -0.8365816662180681 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.6799388611370363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BNIP3L -0.33711396409506567 -0.1912335304214099 -0.48272245483046927 -0.558548743986828 -0.11182553757543538 -0.40505071641677387 0.0 -0.03491854322174329 0.08926093442380459 -2.1850211376972735 0.31158602131723184 -0.31023946026402854 0.0 0.7788965856561563 0.0 1.162024161752908 0.14775998619049815 0.0981083616326265 0.0 0.21973037900246517 0.11286366988038132 0.0 0.0 -0.328575275908301 1.3115882670569852 0.0 13.565475474514281 -0.11240088602767344 -0.8300251471550001 -0.17839636337442208 -0.6871369986591556 0.873528724836053 -1.0433715710572045 -2.2215666826400535 0.0 0.0 1.2363366950127166 -2.7471017442713266 0.0 -0.7860581949907672 0.0 -0.5668535306187871 1.144792629277562 0.0 1.1061410213054097 0.31273075136136885 9.155973530986998 1.04206121025113 0.0 0.219576128881834 1.0171460094547584 -1.1328847890465767 0.0 -1.0308867614655033 0.0 -1.1993636139867159 0.0 0.0 4.113940919265546 0.0 0.0 0.0 0.0 0.0 0.0 -0.9074612126779158 0.4256532571494591 1.8796262293010244 0.0 0.0 0.0 0.0 0.0 0.0 0.20807638694534206 0.0 -1.6290470177715342 0.0 -2.0346524109878006 0.0 0.0 9.067924172156664 -0.307134209784733 0.31704474757535606 0.0 0.45575061618793306 BOD1L1 0.0 0.0054905632820357875 0.1614592489950872 0.0 0.0 0.0 0.3126400094046914 0.0 -0.37953877359758226 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.244352613415914 0.0 0.0 0.0 0.0 0.0 0.0 -0.37161892258380763 0.0 0.0 -0.34010080416487126 -0.4007801466311976 0.0 0.0 0.4251545435517576 -0.7098097300125044 0.0 -0.9302145531632673 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BPGM 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8959246127350207 0.0 0.0 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BTG1 -1.0953665017802945 -3.0964928722409084 -2.1297146825252864 -7.927155054136103 -3.3054272456619143 0.6240888778753501 -7.12649751974194 6.589811633365033 6.827097768506801 -1.76045541142363 4.026250656906097 -0.195730281402408 5.806296859644479 -4.873959411642319 -0.8375315575806539 5.212002750663885 2.6720133664936916 1.9921068952184806 12.896575422273155 -1.9797474189059296 -0.7274005654368055 0.5415374090132299 -3.2484465150480797 0.8995197183453947 1.4173188894801363 -0.6024884388483652 8.923436906760804 -0.5087390886806289 0.2920945407903997 -1.2746137026437705 3.434500275165642 1.6214518284336585 -8.194620358418145 -3.943842657834079 -6.5489025822076865 -5.8471352489241815 -0.3681608650197544 -4.414265384317167 0.6625114961120373 -3.7069845295183708 -4.485961459798999 0.8671793546049815 12.196170406112968 -1.1176592484894377 5.049079490101694 1.5576639732372368 -2.078170291927121 1.1499484606945416 6.66590395751425 0.8060338177858986 15.700983215150302 7.1152469440300985 2.985714792235077 -1.6879768569383786 -2.0002035325137744 -6.160133275467793 4.861080728884104 2.0285228596552947 -5.672929626815308 1.0134614172903982 4.366438384239849 2.5072066270259548 5.350539976447846 4.2578888463956375 -1.703726387381902 3.4511092610222653 2.7120915356759325 4.442781290403493 -1.0958383126805569 1.0262794346082238 -5.642502883360047 0.8538557988118616 14.679848247457745 -6.653262158607239 1.5072105506067246 4.416005657363343 0.3151311627285037 1.075308516063318 1.1139808878689792 1.3562271773417762 -1.2360529931876745 1.2094645136168887 2.5955054448230257 -1.5664664898411327 1.0353071624424406 6.1933721017642025 BTG2 -2.235574448043464 -1.0170860419423293 0.47825529389993854 4.419799486302397 10.359446800260471 -1.0061774354373514 0.9196999543857269 -2.972905029589738 -0.5806904641705133 0.4854293169143085 0.6897036507840943 0.6502347226645308 -0.05061278724692464 2.22149377480409 0.9334314181402521 0.027268044568656672 -0.05102541191147588 -0.0328940390528024 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0.0 0.0 0.0 0.0 -2.025896680592047 2.0844123694408703 0.0 0.7240964757173616 0.0 -1.161143986006932 0.0 0.0 2.0930330033794156 0.0 -3.4318256527026922 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.868372923808342 -3.617213759131833 -1.2632705504807573 -0.35672972115183166 0.0 0.0 0.6119091154301428 0.0 0.0 0.0 0.0 0.0 0.0 -1.3489765103431621 0.0 0.0 -1.8256237899564638 0.0 0.0 0.0 0.0 -1.1335580367150115 0.0 C3 0.11222758980777763 0.7984685978829494 0.08106245945469677 -0.6592948330377161 0.1833007093899205 0.0 -1.515907649479572 0.0 0.0 -0.007781356967220315 -1.0365105271392236 0.0 0.0 -0.3625607841988239 0.0 0.0 0.0 -2.3051100247450123 0.0 0.4281816855425751 0.0 0.0 7.2732786896922725 -3.0680085373306882 1.4232028029540686 0.0 -1.0761530429827069 -3.3296479885579977 0.0 0.0402992371168569 0.34012803072885905 0.0 0.0 0.0 -0.15840452233140126 0.0 -2.3130288109316313 -5.8614988978514475 0.0 0.0 0.0 -0.4648062510804215 0.11443150819720316 0.0 2.6787874180194313 -2.221011844857679 -0.2530545049702923 -1.042539166762907 0.0 -2.263400615020621 0.0 0.0 -4.439735286602018 1.084500362414277 -4.150546447488723 0.0 0.0 0.0 0.0 0.0 0.1993035226136862 0.0 -0.32287703469960843 -1.880202465900709 0.0 0.0 0.838549635902584 0.0 0.0 0.0 0.0 0.4572113527996547 0.0 0.0 0.0 0.0 -0.7068258393586329 0.0 0.0 -2.966750627061852 0.0 -2.4642474229393936 -1.2460315231325443 -0.1542142352142662 -0.5883825826006521 0.7212051346582831 C4orf32 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.45554873881068847 0.0 0.0 0.0 -0.35362509331141107 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8207496580274388 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 C4orf3 3.3185443924229396 -1.1938700804560705 0.6289164365878036 0.0 0.262065223974739 -2.168871092604713 -0.7773028504526132 -1.5044856724839628 0.40891238594186397 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-0.8275290874338032 1.7474212924473462 -0.7596977705955733 0.0 1.4629552138395199 -4.570319619585791 0.0 0.0 0.0 0.0 0.0 0.0 1.1037993905881143 0.0 0.0 0.0 0.5834109531893309 C5AR1 -0.09183112894522046 -0.21486103249158245 0.5321691731800499 -0.16993526181457258 0.0 0.0 -5.549532529568325 0.0 0.0 7.789148760780407 0.07950992917865027 -0.30098990979960627 0.0 -0.7581398361535634 0.0 0.47375450378143713 0.0 6.43928997502423 0.0 2.3545820480771544 0.0 0.0 0.0 -0.38554554819341724 -0.26476849805686203 0.0 -0.9714822217150214 -0.3769285635832252 0.0 0.8949066380741587 0.0 0.582792659177058 0.0 0.0 -0.5250542080269991 0.0 2.1592540324171408 0.0 0.0 -0.722717951209295 0.0 0.0 7.611715719082222 0.0 0.0 -0.521601232469186 0.0 0.5319440698934748 -0.7768663729890652 -0.100091191890631 0.0 0.0 -0.29624398337682717 -0.9288756615970503 -1.075390129589474 0.10450794555719838 0.0 -1.065185082478483 2.147411631578449 0.0 -0.8190330240354781 0.0 0.0 -0.8984562544989085 0.0 0.0 0.46508002139482385 0.0 0.0 2.182151770965111 0.0 0.0 0.03774730331750327 0.0 0.0 -1.040101828593498 0.6050399143726851 0.0 0.0 0.6684160507969206 0.0 0.0 1.1105328835109074 -0.26188307122178206 0.0 0.0 C6orf62 1.159571815723616 -0.22231416617392386 0.29537361110261257 0.0 -0.7382739342233937 0.0 -0.2506544038509056 -0.28279464718890696 -0.4702986132020608 0.04945446222453893 0.24955977371259472 0.0 0.6095791851056217 -0.12014417282881822 -0.8307678000389558 -0.34354613845263643 -0.8960782612965558 -0.35201925087178976 -0.39997046657657404 1.014349779098967 0.3741637395095068 0.0 0.0 -0.30455314372966924 0.18471409971564678 -0.6410564028317731 -0.8685758106786096 -0.42438970679941956 13.017964958152824 0.399686953339485 0.0 0.4661516995338337 -0.5362795975095497 0.0 0.536159232566599 -1.7389072233642546 2.72296509060685 0.0 -0.5385158004544507 0.0 0.9203819644029351 0.0 0.0 0.0 0.5306667466561593 2.238033910800173 0.0 0.17785222866784725 0.0 3.93583392939247 0.0 1.965393024249521 -1.76422225160992 0.0 3.019158910602979 0.0 0.0 0.0 -0.8665416546102772 0.0 -0.4918871219206178 0.976970524637739 -2.067929951530505 -0.36244589773217156 9.726452093298613 1.6572019300483667 3.5626501231118053 -1.5456638931913902 -1.6740350171106997 -1.4577879657853565 -2.6591023405601892 -0.121806436613356 -3.504014773066212 0.0 0.0 2.197377721819815 3.8374869882159075 1.1303868009235811 0.0 -0.3759598859872983 2.8237666828615255 0.0 -1.1005455045870476 -0.6134689855274896 1.8849805933935344 -3.0308912679912376 C6orf89 0.0 0.0 0.192891600732674 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22949315867230657 0.0 0.0 -0.26885502300881564 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 C9orf72 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7785759564963062 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7088543779792846 0.34811972929931684 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8514022052722374 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CA5B 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2827016177047362 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.1010257245213495 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CAB39 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.30605060566911996 0.0 0.0 -0.2926672440873387 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0782596473527606 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.2733093829693819 0.0 0.0 0.0 0.0 -1.4966982859194808 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CALCOCO1 -0.25368256244111886 -0.1131938399123386 -0.21754727447749703 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CALCOCO2 0.6978310917807466 0.0 0.2078209294569735 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2478047609367965 0.0 0.0 0.0 0.0 0.0 0.0 0.4272569477701958 0.0 0.0 -1.0221595102079681 0.0 0.0 0.0 0.0 0.0 -0.4149246844117566 0.0 0.0 0.0 0.0 0.0 -0.9897143272963469 0.0 0.0 0.0 0.0 -0.6965358636014697 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7954238745977574 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.9259776261906356 0.0 0.0 0.0 0.0 0.0 -1.2877271004823467 0.0 0.0 -1.0337835203362098 0.0 0.0 0.0 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0.005002788890718117 3.4609137170396 -0.5521884102969135 1.529255708166262 -1.1149191664269875 -1.110730715479401 0.0 -1.1075396410404983 0.10281623889829504 -1.7788942529648128 0.7239325142028308 3.571886768093779 0.9508093466919484 7.476018385350655 2.4526765426127017 -1.629664909858912 -0.21008744437512095 -2.417264800173364 -0.8738654028568854 -0.00638609765814017 -0.03514205835291487 -1.7532541193224391 -0.06241380668251387 -0.7382979999482118 -0.8101775745219737 -1.0643833881781315 -0.563110662937536 -0.9669305899105431 0.24134353418098162 -4.1281177012465555 -0.9284860959551748 4.568554649020154 0.669946599263496 -0.06061707291973106 0.07908529564890243 -0.7849748784011747 0.028185610777356245 -2.202218352899455 0.0 0.282143423668995 1.2088222374352182 0.34299620614351617 0.0 1.940995119369832 -0.4261965732739177 -4.685480831097148 -0.3141391437420635 0.0 2.6797285633666363 -1.7264443513040195 -1.2542791786078613 0.0 -0.9412572817614077 0.0 0.0 0.0 0.7077430170601308 -0.0724820392928535 0.3466804624897528 -1.4081058206101011 0.0 -0.8044819159180143 -1.6198454795996522 0.0 -0.8947168162381836 0.0 -1.893010531178766 -5.436327812746841 -0.7053209021054642 0.0 1.049399882809623 0.0 -0.32667757620051685 1.368706427865203 -1.4767500359289731 0.2696396925763568 0.25673856036553505 -0.5855776651336341 CARD8 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4102106215032162 -0.4442634082573671 -0.6460044097772388 0.0 -0.4106528342048626 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9215620246703629 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8881471256986043 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CASC4 0.0 0.0 -0.19513709100583446 0.0 0.0 0.0 -0.2489096525177545 0.0 0.0 0.0 -0.3481334708857473 0.0 0.3238886104146155 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5438765530307103 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0373451093143191 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9643554190639282 0.0 0.0 0.0 0.0 CASP1 3.269901950394037 -0.3543501504513239 0.09937007294123794 -2.912942202669829 -0.024140995136356147 -0.28191329486513933 1.651999221115455 5.2237403368643465 -1.3211358483968396 4.513875345090882 -0.38220655070187726 0.4549697490905635 1.4205040938718763 0.0 -0.4628899747854761 0.0 4.0152834641810236 3.3650947337524815 -0.4061885472187016 -0.6973334640561466 -0.45438887382803717 0.0 0.0 0.0 -1.0116997987477514 -0.21424419748645238 -0.3632742848441865 0.0 0.0 -0.8636557449550518 -1.3663965167196195 0.0 0.4950525761503616 0.0 0.0 -0.5799297153686823 -0.7099549592267853 -0.7239476850280175 0.0 0.0 0.9358636232353063 0.0 2.1387044600566227 -1.5086643358508094 0.0 -1.20493522744709 0.0 0.5351316764372097 0.0 0.0 0.0 0.0 0.749897035574674 -0.9897210283955964 1.0541580656328058 -9.248841391455668 -1.120839260046805 0.0 -0.9655283075219531 0.0 0.0 -1.78034209318604 0.2774318891518473 -0.2495414775059641 0.0 -3.618248125398443 0.0 0.0 -4.375975362641317 0.0 3.09924345140237 0.0 0.0 0.0 2.2147430272524726 -3.266569498311309 0.0 0.0 0.8804075496826884 0.0 0.0 0.0 0.42605112046087773 0.3209790657381253 0.0 0.0 CASP4 1.9030494827077775 0.0 1.0447845364326347 -1.9017933148808919 0.39282006099216843 0.5118391953465717 -1.1703127111903209 0.139942624701332 0.801985318979609 0.0 -0.594464630475921 0.3550862060768775 -0.009887814652096538 0.029769067300651268 0.0 0.6023984725092367 1.4147180243744644 -0.09801223658314091 0.8776690472891449 0.5880019351896852 -0.45963846772508166 4.980239545694435 0.0 0.5422812819878966 0.5603417974807368 -0.40415239470099307 0.0 -1.0841032689989423 0.45525596935360196 0.0 0.40433786743770633 0.0 -1.6339671385804884 -1.7477102991332945 0.0 -1.982780388062585 -0.1965601262060966 -0.9521215961697859 1.5886737186366786 0.0 0.0 0.0 1.0532551125919898 -0.7936113643655448 0.0 0.0 0.8441892730194701 -0.23983628294738368 0.0 1.412278745604453 1.7607750359447496 -0.625588269714939 0.0 -1.8799902956662653 0.0 -3.4580486350463393 0.0 0.0 2.2468448552824047 -0.8202795147680787 0.0 0.7632832777628428 -0.40376569397767664 0.0 -1.1948015904434914 -1.7481096266554683 0.0 -1.0029528087255004 0.0 -0.8224658265532963 2.1893555338888406 0.0 0.0 -3.0359761707530857 -3.3825065377389607 0.8279815730913134 0.0 0.0 0.0 0.0 0.31423797070712867 1.5359930077917696 0.0 0.0 0.0 0.0 CASP8 -0.2189681249907039 -0.3197293968073358 0.0 0.0 0.0 0.05347809771954444 0.0 -0.3133336511008862 0.0 0.0 0.0 0.4427794380054958 -0.39732325271774044 0.0 0.0 0.0 0.40251580325655484 0.0 0.0 0.0 0.5189220415743981 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.40218589253520176 2.8477057780634465 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7181935721600647 0.0 0.0 0.0 0.0 0.0 0.0 -0.9717049384104154 0.0 0.0 0.0 0.0 0.0 -4.035450995757352 0.0 0.0 0.0 0.0 -0.8702713552381707 0.0 0.0 0.9827476967660685 1.47791828425614 0.0 0.0 0.0 -0.36077994278612446 3.827918308246587 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2565089103560577 0.0 0.0 0.0 0.0 0.0 0.0 CAST 0.5655063231854933 0.0 0.47162506292354794 -2.010869361243373 0.36104318164699795 0.2300530943016187 -0.8535284619502346 1.4165082502458106 0.7865485424345481 -0.2507890994567227 -1.1642933424321555 2.4610038439281574 -2.4011277234005055 -0.2796159803701844 -0.7948484394789546 0.0 0.0 2.446315017690041 0.9443403839282448 -0.359507956071481 -1.3647575107263763 -0.9683752391060015 -0.03654829802269494 0.0 0.559498476999663 0.5071878382267866 1.910049568447018 0.0 0.0 0.812886550459341 0.7403080776631016 0.5955837533967221 1.338497163511046 -2.895459027000721 -0.5413692005927984 1.09844053816287 0.0 1.5846645975097302 0.1301599317281119 0.0 -0.6440048049313047 0.0 0.0 2.803089465182617 0.0 -1.4629304535306673 0.1785379090951659 0.0 0.0 0.0 0.0 0.8951340344290495 0.0 -1.0184439833454013 0.0 0.8924622859403991 0.0733995216560892 0.0 0.0 1.4908477090235497 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6672555810356606 0.0 0.0 0.0 -0.07703777950249027 -2.0314906979749154 0.0 0.0 1.3078251803814012 0.0 0.0 6.094041957782651 0.0 0.0 0.0 0.0 CBFB 0.0 0.1801804809647088 0.0 0.0 0.0 0.23559855701983237 -0.2769969855603214 0.3745932368334575 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5270966241584781 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0712856541729312 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9937082274083757 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CBLB -0.4644316011792018 -0.07444577273316721 -0.6890251516639744 0.0 0.0 0.0 0.0 -1.6636005478073668 -0.9705498160570719 -0.32941089550012576 -0.7834526777757765 -2.9998051078266466 0.005134771765028523 0.0 0.0 0.2195448369996672 0.5776975930254734 0.0 0.0 0.0 -0.4900327912765802 0.49778399933773565 0.0 0.0 0.0 0.7712707000470145 0.0 0.0 0.0 0.0 0.0 -0.5846501471282741 -0.5466803335559265 -1.3189945952966344 1.1723958184614172 -0.5731848107840863 0.0 0.0 0.0 0.0 5.146705777790717 0.0 0.0 -0.9179293195346598 -0.20808929568053494 0.0 -0.9912145812023295 0.0 0.0 0.0 0.0 0.0 0.0 -0.8681560312945167 0.28988719348343983 0.0 1.0188443592377048 0.0 0.0 0.0 0.0 1.3779056755449401 0.0 0.0 -0.024048186977266777 -2.5194683337405865 0.0 -0.28965157914340595 4.443792339281791 0.0 1.3288189976767595 0.0 0.0 2.9435774017537604 0.0 0.0 0.5472611746747529 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38357250000721044 CBLL1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.32721032797129146 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7796409095339087 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8247838461003331 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1590000448849398 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CBX3 -0.42046904279921815 4.340231659017219 -0.0038639675471379142 -1.1158261915571495 -0.7232081771171175 -0.8337523694690612 -0.5881098162587637 0.028072573611117296 -0.037813175028794936 0.0 -0.36374804588371373 -1.0609783336454686 -0.6494496631613511 0.8268581652363113 2.1796143824268825 0.307000588962363 0.86769474577392 0.0 -0.38508693378803344 -1.172245926944837 0.3900628921051367 1.2289569307039139 -0.4083631021933772 -0.8236079647995918 -0.42509981570964256 -0.41990280971337796 0.9393576101187628 0.0 0.0 0.0 -0.03456742032684066 -0.4423278539765465 0.0 0.0 0.0 -0.6255021150543171 0.0 0.8157859547453313 0.0 -0.6939136833152508 -1.0412554660361593 -2.0677782012510706 -0.5523726491385211 -0.03902527615251054 0.0 0.0 0.29151147585948867 0.0 -0.00740142233949432 0.0 0.0 0.0 0.0 0.0 0.0 0.9108485075796939 -1.4667111935665391 1.0033807544866564 0.0 0.8628645048481621 -1.3016140647640018 -1.0245153685616708 0.3194854563355824 0.0 0.0 0.0 0.0 -1.0121636176414728 0.0 0.0 -1.5740297980280111 0.0 0.0 0.0 0.0 0.25791226746556895 0.0 0.0 -1.2129762052435398 0.0 0.8990409592429774 0.0 0.7877104271869921 0.0 0.0 0.0 CBX5 0.0 4.036596105652424 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7691501254619897 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6877229734309219 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CBX6 -0.13339585657907793 0.0 -0.1520035171697652 1.730079268923231 0.0 -0.20353815593850988 0.3061758272596572 0.0 0.0 0.0 0.2605273994591259 -0.33651489459770473 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2854857073072011 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8588829541934547 13.027545067988141 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0579746839409119 0.0 0.0 0.0 0.0 0.0 0.0 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CDKN1A 0.23933137793894405 1.760675437570489 1.237228521352722 1.0750310538591037 0.3615216978854359 -1.6213026684488445 2.558313831790859 -0.6193847552564339 -1.3557189612938405 -0.48591254632872055 1.3554564719049358 -0.3392184829756858 -0.2234968677736897 -0.6003617092128108 3.027783063863087 0.1408342299793943 -0.312646537891628 0.619322641668182 -0.27907552454699364 -3.5269186048688574 -1.2943634261619434 -0.5549740362739086 -1.25784363625966 3.8567217183072433 0.016910699935825873 0.0 -2.124590604013478 -1.9494646502437476 -0.43419195839553715 -0.8086058021330881 0.0 0.554723075208942 0.0 -1.3645181050787785 -1.3288686840382693 0.6973415652974481 1.107174292922804 -0.6863322563148405 -1.7983424868294953 1.553430426957713 -0.8455342912431391 7.0535967116985745 -2.252774049171844 0.0 -0.9862285157231074 0.2677622199696356 1.0808382401846728 1.1922754138723985 -4.259577687007433 -2.0685696288001805 0.0 14.167019360023131 -0.5834760544110639 -1.8084270090179129 -0.7743625480269097 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CECR1 0.0 0.0 0.0 0.0 0.19852284620037527 0.0 0.3070549555844923 -0.28834801303516133 0.0 -0.2955402081936866 0.0 0.0 0.0 -0.364135332689167 0.0 0.0 0.0 0.7128886779703949 0.0 1.9220592745579619 0.0 0.0 0.0 0.0 0.0 -0.4805374841572547 0.0 0.0 0.0 1.023192212769848 0.0 0.0 0.0 0.0 0.0 0.0 -0.4998440889994524 1.9874974079134642 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.184961595145918 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0476978630519918 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CELF1 -0.11468917042629412 0.0 0.0 -0.1793756940972583 -0.22900578112378586 0.2581872178890637 0.0 -0.24331947977190418 -0.2747422248268638 0.0 0.3359966475539971 0.0 0.0 0.0 0.0 0.0 0.0 -0.46406728350610715 0.4239260730406046 0.0 0.0 0.0 0.0 0.0 0.0 -0.5342922366319587 0.0 0.0 0.0 0.5155441267235034 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7968967907373845 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9606185316398551 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CELF2 -0.21253845554542808 -0.39776373607400417 -0.8268556752625289 0.11266223207743646 -0.49352963339209227 0.6132340069634066 1.3017113869186963 -1.185424168231623 0.0 0.17850502320697112 -0.17927876787542876 1.9116250345461823 -1.1626217004620805 0.2740520106728455 -1.1523689192592077 -0.3363747721150482 1.878587567852559 0.6882622005285558 -1.488374877892102 -0.6841252454083074 0.3503591437991083 -0.7238552994099093 -0.4981448233173459 -2.252397070551665 0.28800914757620966 -0.13274835518987402 0.0 -0.8671078000370726 -0.3441248050920348 0.0 -0.1407928285182953 -0.9237089528965949 0.4540359920764665 1.4963724498310687 0.4149778567558992 2.578779030620945 0.5288254150987891 0.0 -1.4361485417819257 -0.7878497520715211 1.3413680231799983 0.0 0.0 -2.228831371793802 0.3378186574274989 0.0 -1.0113706700884706 0.0 3.556749980192715 0.0 2.4483249994077485 2.343555898388027 0.0 -1.0607284554959713 0.0 -1.1349739678027155 -8.892256176695795 0.0 -1.6902987858254226 0.9219558840124035 -1.5044369145284813 1.24161230199849 0.0 0.0 0.8487517820793498 1.057748956962238 0.0 -0.06335081702496374 -2.800865416746981 0.6054024721385838 1.8903921010511362 0.0 0.0 1.1426109392013388 -1.0231545152635622 1.439673483829116 0.0 0.0 -2.016120911357682 0.0 0.0 1.1286378076909647 -0.3172789305276996 0.0 0.0 0.0 CENPC -0.2403590790034758 0.0 -0.14216057975561566 0.0 0.0 0.0 0.0 -0.31479044481821267 0.28605655930283413 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5784108673929741 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6029683115983059 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2326093902648452 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CEP128 0.0 0.0 0.0 0.0 0.3853914591411834 0.0 0.0 -0.2655385284806591 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CEP350 0.0 0.0 0.0 -0.4405162171255861 0.0 0.0 0.2514799449393597 0.0 0.0 0.0 0.0 -0.30300873235952636 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1650224584996243 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8577658697427816 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CEP57 -0.25314377099663765 0.9015777887939076 0.0 0.0 0.0 -0.24454971263582403 0.0 -0.2446699040348163 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3672442137269544 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38795233468202783 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8229122966806797 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CEP78 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6585167369688918 0.0 0.0 2.557615160569824 0.3254109521984655 0.0 0.0 0.0 -0.22212322256018716 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CERCAM 0.0 0.1887356611713014 0.0 0.0 0.1855394308327543 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.1138898503272006 -0.7111224115506602 0.23642093628133834 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6483061549309429 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2172757374854426 0.0 0.0 0.0 0.0 CFL1 0.5752516749260084 2.3492847563812265 -1.4925937566568284 1.2641758759351691 -7.581910373654011 0.05632388567536093 0.6533468499500475 -1.205751641821341 0.7415206687960968 0.38501078414175055 -0.12257999113376093 3.7098533891590946 1.7330342114735346 -1.4836491018796905 -1.279916622470353 3.196565854839816 -1.803065445855168 1.2258936427955196 0.6663765267426861 -0.4723299948575733 0.32941534976236747 1.3837242880643426 -0.9023988508444645 1.2603558248349183 -1.24776142058987 -1.4514310893491942 -4.74007392860189 -0.8322800282588624 -0.580114154578223 -2.4527632810544144 0.7060543991524696 -4.6906765743384575 0.5815003213911025 -2.2787820433495987 -0.2615981515922161 0.07107921554064214 -1.8094796266923325 -1.465705189336063 0.0 2.136236536952396 0.0 1.9833200576418137 -0.8844197215589952 0.8461828160873174 -0.41679784959074084 -0.30362475111441156 -1.910123255242127 -2.682348808278174 3.212829583339254 -0.17146575624728996 2.947403712073214 -0.011403343525622667 -0.7005519363519772 -2.1749510494858106 0.014982095738288237 1.9812089933626307 -1.2047896624617698 0.7652308646054454 -3.5583260082063526 1.6826822043989775 -1.3397435755237919 1.3073839827017089 -0.9144467191450021 -2.8610050800265334 0.0 -1.1280941556576725 -1.239310087092565 -1.0979946035717216 -1.240065630224127 0.07180523986461411 1.6239498265387287 0.02943896570266853 -0.026613623876884242 5.417771194595536 1.3430577313295204 2.414521722115545 -1.6235765462327358 -2.4516285403013023 -2.355593835412024 -1.355870600051229 3.0309010503026714 -4.701943013975866 2.7897364929017967 -0.34277135933425884 1.3236070132389037 -2.854199833599008 CFLAR 1.5067276393772857 -2.2843317732641952 0.08882674770998664 -1.9124231465436905 2.4260449565336875 0.0 1.0044478045459142 4.564494745952562 1.0003018815135232 -0.2999879965333718 0.880899754527092 2.460183242972575 0.41579693942567925 -3.761347804944387 -0.34317345931589543 0.5628039572566875 0.9469857607010717 -0.4354795080473787 -1.9784792079747304 -1.9945593971199564 0.34227500012252343 0.22520232684222077 -0.06124543623629491 1.8277132916023566 -0.5499377604150639 2.668269455674178 0.9571570275462596 -0.9438494088189343 0.2069447998945649 0.6878610626720337 -1.3713087854281987 -1.276927574638064 1.4659671857473502 1.312403435064652 -1.4539024061933614 0.6584394098797295 0.4684931869473002 -0.9265473891448484 1.8886000101614004 0.9418921624687174 -2.585092324459474 0.0 9.86061535506467 0.8972514374032523 0.0 -1.3020767481847308 0.0 0.0 0.0 0.0 0.0 7.247970641774653 0.0 -1.314519870238828 0.0 -0.9941747003976172 -7.5862902958286424 -1.215975311697351 -1.3374510177717716 -2.379946317434992 -1.1416107681263947 2.048068740305045 0.0 0.0 -2.7116968940192474 12.15395128282922 0.5299250085758805 0.0 4.731809573126591 0.0 4.072496807576537 0.0 0.0 3.285512755819256 1.5499882488877355 0.8361697954654007 0.0 -0.5685508035666155 0.0 0.4003606584438516 -0.5798257119941181 -1.0891824349159374 0.8517202617991444 0.0 0.0 0.0 CGGBP1 0.0 0.0 0.0 0.0 0.23873225538549436 0.0 0.0 0.0 0.0 0.0 -0.3004722845035512 0.0 -0.4669796081851531 0.0 -0.3731166615282642 0.0 0.0 0.0 -0.34786069308324263 -0.31018724599049624 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4666191475259831 0.0 0.0 0.0 -0.5863344482303792 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CH17-373J23.1 -0.19770903695295663 0.17488139372151285 1.1213231812139812 0.0 0.27783390619623854 -0.3140676318328759 -0.6627733667807049 0.0 -0.2731997977509321 -2.604725352862824 0.8004347906205339 0.0 0.0 0.0 0.0 0.0 0.6459474151871359 0.0 0.35445910493776617 0.0 0.0 -0.39216066856051734 0.0 0.0 0.0 0.0 0.0 0.0 -1.160580063019278 4.2933705310696055 -0.03931338360681937 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1003703698956038 0.0 0.0 0.0 -1.045558915850741 0.0 0.0 0.0 0.0 0.0 0.0 -1.1349462126242131 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2481878356100449 0.0 0.0 -1.4891089341822663 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.5011463901995175 0.0 0.0 0.0 2.1521109619938428 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CH25H 0.994340172508535 -0.226610855706664 -0.3735080559348654 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.08031501190080174 0.0 0.0 0.42633948131886257 0.0 0.0 0.0 1.1732718663943766 0.0 0.0 0.0 0.7219262822015633 0.0 -1.7352224648891406 -0.5413135130868455 0.0 0.0 0.0 -0.21253054964714607 0.0 0.0 0.0 0.0 1.7269338393885696 0.3698089251206146 0.0 0.0 0.0 0.0 -1.7881270593380754 0.0 0.8416193043286488 1.368581957843091 -0.4385921370526678 0.0 0.0 0.1976408242372303 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5667085935522503 0.4022540837032911 -1.4450142187619297 0.0 -1.8220443826960764 0.0 0.0 -0.3831844708606509 0.0 0.0 0.0 -1.3620641182566284 0.0 0.0 -1.5365083376887478 0.0 0.0 1.297638418934517 0.0 0.0 0.0 0.0 0.0 0.0 CHCHD10 -0.6988291991353678 -0.4736137986963838 -0.5679519177926168 0.03550718251058178 2.8191747092722537 -2.8468211811278614 -3.7259726190128024 -1.3928184732390727 -1.923452192036055 2.3803694343433452 -0.635258743943438 -2.980239745060794 0.5121714877141083 -0.39225899160749017 0.5347396046811282 0.0 0.4352899106258941 0.020206388408400562 3.062661665451326 1.1479434343070007 -0.35875748241693184 -1.4121075241031822 -0.3389516890186948 -2.8950225690934532 1.3272242593149792 0.5323034942956212 -1.436201117638383 3.7660296435369323 1.1539951843183673 -0.19389743095272857 -0.0609412757402976 -0.6614533002833738 0.0 3.4088790869025005 0.0 0.6051037977821085 -1.5169853851362993 4.096148130904934 1.591471642043627 0.0 0.0 0.0 0.0 1.010261327634135 0.0 0.0 0.0 0.0 -1.0128836069658442 0.0 -3.1484398323127984 0.0 0.0 -1.8287632211396307 0.0 0.0 0.0 -0.5737511585271415 0.0 -0.4604545134742907 0.0 0.0 0.0 -0.7673175655643436 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4002311694701977 0.0 0.0 -3.811218706529682 0.0 0.0 -0.6678768274090885 -1.592867989402569 0.0 0.0 -0.5434973594805246 0.0 CHCHD1 0.0 0.08618757594210541 0.3321890510625753 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHCHD2 -0.7467053349489545 1.9977656221457791 0.6528421654298081 3.7525542528121023 -0.027598856845768866 -0.8879705042538468 -2.8758926513111858 0.47598019708083905 -0.71789216349616 -1.8165423191364438 1.3919657307878195 0.9362544089645795 0.8005050971121827 -1.2161312069187147 1.4743772948198994 4.069795853137373 -1.935067242765761 -0.7729639695438077 -0.8120077659083222 0.7635041674170531 -0.6918272542417847 -0.43275185469251076 -1.0040060049102129 -0.28737267375272785 -0.3666659089419677 -0.9967036340892138 -3.472142789998683 0.14195400024742186 1.8771560381540384 -0.36438352711859084 0.17164307719406677 1.1178678982477637 -1.7928673697416901 4.469099129339441 -0.7305678466838776 -0.7887182486084303 -0.6772315036622559 -0.6026000938259735 0.0 -3.3641409081502607 1.9306748232542867 1.1566794741771884 1.242721277329246 0.0 0.0 0.7851292167179661 -0.9107069720313483 1.3240175212856387 0.01305870435698621 -0.2636720254258013 0.37547339513223577 -0.9995703133622013 0.0 -0.1755983840032044 -0.48379162240085066 -0.8115091823857301 0.9075683831186531 -1.2059241837799333 2.5476394539555813 -0.6563555818848649 -0.5981435935397721 0.020968315799697084 0.9468412465711514 -1.0424296978649883 -0.9306606344910032 -2.8163616583580624 1.9728699660966267 2.7748666407207514 0.0 -0.6081315039418005 0.0 -0.41835975233276634 -1.1266506081649186 2.062406587194423 -0.015938332066034455 -0.09260825114481719 0.9671630323281286 -3.0870147575719264 -1.0253621283426413 0.0 -1.2695651255573963 0.0 0.7543006402373994 0.2401085923004323 0.0 -2.52677484806604 CHCHD5 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.319788272322808 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4945750643034156 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5250898912613481 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8934184462823629 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHCHD7 0.0 0.0 0.0 0.0 0.22174581395370793 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4051835226712258 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3623793394836773 0.0 0.0 0.0 -0.4410012897265038 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43460793859847396 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7993840131135203 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8749982854273698 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.2030846139571536 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHD1 -0.12408752977845432 -0.2326651202725976 0.0 -0.7495833195669865 -0.21755738648707715 0.0 0.0 0.3976349620702977 0.2721769422731443 0.0 0.0 0.0 0.3180100979153613 0.0 0.0 -0.3908673685611905 0.8248939139731057 0.6675558416252213 0.0 0.0 0.0 -0.41105236258007743 0.0 0.5198067661946472 0.0 0.0 0.0 0.0 0.32893672739595536 0.0 0.0 0.0 -1.7649043399019981 0.0 0.0 -0.4948121952435647 0.0 0.0 0.0 0.0 0.7611470207911587 0.10654807827706125 0.766993022999619 1.8733187342945476 0.0 0.0 1.4241717211938991 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.217579853653117 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0274500924600993 0.0 0.0 0.0 0.0 0.0 1.1523524327138341 -0.8890694299865798 0.0 0.0 0.0 CHD2 -0.12044373224326488 0.2090984853305486 -0.16853251695033492 -0.3598398251913176 0.3220114074368362 0.3056144322252661 0.3371828201270911 -0.3853991400611899 -0.21827717535254346 -0.26687698626053286 0.0 -0.650698404924896 0.4198072761490131 0.0 0.0 -0.6120620405428209 0.0 0.0 0.0 -0.46332374435896384 0.0 0.0 0.0 0.0 0.0 0.0 0.7452932104650998 0.0 0.0 0.0 0.2735181541609792 0.0 0.0 -0.6212368411155935 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2819106394614932 0.0 0.0 0.0 -1.4187915898457892 0.0 0.0 0.0 0.0 5.922309620682368 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.095030462815689 0.0 0.0 0.0 0.0 CHD3 -0.12184403634303376 0.0 0.0 0.0 -0.4127211413070031 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.21785463203057753 0.0 0.0 -0.3498711697997047 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4430119928291995 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7713532716675388 0.0 0.0 0.0 -1.4376745026358948 0.0 0.0 -1.6636660228189861 0.0 0.0 0.0 0.0 CHD9 -0.15996160695230685 0.0 0.0 0.9330623622372981 0.3963639571577265 0.0 0.0 -0.23872845888680164 0.31813680833953545 0.0 0.0 0.0 0.0 0.0 0.0 -0.31917722663297027 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.46931458905749107 -0.22130352598398095 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.05649798933719008 0.0 -0.649580807850568 -0.6813061493620888 -0.12509050006253342 0.0 0.0 -0.6391688023051028 0.5672118350119899 0.0 -0.8066353250701439 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8054232852825961 0.0 0.0 0.0 0.1960805891069557 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.25642830465683114 0.0 0.0 0.0 1.452435809331259 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHMP1B -0.4957442009679801 -0.890404268067724 0.4322208218511547 -0.06923473934579057 -0.36359448777939135 -0.28781619209838566 1.5356867793242086 0.0 0.9309939215938258 -0.5475280352078915 -1.6470438261480917 2.441956289139484 0.760495827566028 -0.2904377977617822 0.0 -1.4707824592516727 -1.0595531319697946 -0.0011400048328529572 -0.3647074045176885 -0.10991682145719407 0.0 0.1820974775029043 0.49186209881287163 0.0 -0.34956477297233796 0.1506766116147421 -1.1580724603838712 -0.3859521757659194 0.5991380109176484 0.0 0.522338739176917 -0.6653885659775358 -2.214419428640402 -0.7055302700161951 -1.250161004323419 0.0 1.98241157017798 -0.9072272232895161 0.11832746265312144 0.0 0.0 0.0 6.546948243285285 -0.662119827496822 0.0 0.0 0.0 -0.5128847758286932 0.0 0.8287166768899066 3.6425786200849735 -1.6018152950966384 0.0 -0.9250429221638895 -0.24337529057492788 2.888531426685335 0.0 -0.18169992480049868 -0.08867670989273835 -0.7043957623665967 0.3087389119827838 0.0 2.9939180589199146 -0.5227019159702143 9.806669526499476 -0.9539749354382621 -1.3662660119536154 1.131252554659992 0.0 -0.3577196763073339 -0.9404931662200158 0.0 -0.32833647789742815 1.0273570510654633 0.04317971446506412 0.0 3.957587809389848 0.0 -1.4475692179093678 0.6209521769360317 0.0 0.0 -1.135596999325506 -0.27312525331813037 0.0 0.0 CHPT1 0.0 0.0 0.0 -0.1510835980618841 -0.3068081131376463 0.0 0.5854728534033498 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.876777824469615 0.0 0.0 0.0 0.0 0.0 0.4730078395807597 0.0 0.0 -0.42421861000923095 -0.4921594720891314 0.0 0.4484480489269668 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7372264128491404 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.28550295287633903 -0.33247526442200176 0.0 0.0 0.0 0.0 0.0 0.41095656249047563 0.0 0.0 0.0 0.0 -1.8070823301929722 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHST11 0.0 0.0 0.0 0.0 0.0 0.0 -0.2796355174024369 0.0 0.0 0.0 0.0 -0.3012241351443226 0.0 0.0 0.0 -0.2796898039728522 0.0 0.0 0.0 -0.5299435499720658 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8738619168348221 0.0 0.0 -0.7992634319357621 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHST15 0.0 0.0 0.0 0.0 0.0 0.0 -0.22177522554736956 0.0 0.0 0.9352276130520443 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4755810644289415 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHTOP 0.0 0.0 0.0 0.0 0.0 1.0486441986188624 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34226004431075624 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3903274530737018 -0.5018249576177527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHURC1 0.0536789183292139 -0.6148860004482771 -0.5264912564611091 0.2177917165504821 -0.3506356635634725 -0.16785558209402596 0.0 0.31068125642305017 -0.29111892213556867 0.34189126521369423 0.0 0.0 -0.6051785588347133 0.0 -0.4341428645131485 0.0 -0.4151456297417021 0.0 0.0 0.0 0.37429890449602254 0.0 0.0 0.0 0.0 0.0 -0.41565148942334007 0.9273027577302361 0.0 -0.1918146595819465 0.3793322754455998 0.0 0.0 -0.5858530942150502 0.0 -0.6895814348526159 0.0 0.0 -0.7635742063193541 0.0 -1.7239678270156817 0.7254981069025841 0.0 0.1514387081455856 0.0 0.0 0.0 0.0 -0.8709758427639375 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.548695689868335 0.0 0.0 -1.266956979157874 0.0 0.0 0.0 0.0 -1.58635557050008 -0.9687961416754597 0.0 0.0 1.4129766472773504 0.0 -1.229718365955257 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1502332851068782 0.0 0.0 0.0 0.0 CIB1 -1.1272952624784458 -1.0320206791640436 0.7917206794391406 -2.940963999010798 -1.053848661306893 -0.90792986876322 1.0216544190650323 -2.1394399697199304 -1.2610833390707445 -0.023759063177774802 -0.6145568930430065 0.012569640718526495 0.02776725571502736 -1.2654221894785764 -1.4160384002493516 -0.7639817710138808 -5.221412705733372 -3.2551555876270166 2.583218905610333 -1.5595949993725138 2.062627715531575 1.2076440688685786 -0.6459567842068571 0.0 -0.4229970041648911 2.376243594045198 1.073648191632025 0.0 -0.9005778077867997 -1.421704027935982 0.42454510574691007 1.8081044255779897 -0.9264707309406326 0.06876704268826002 -1.7756299763529926 0.0 -0.5191687357703709 1.655633175595146 0.0 0.85724790062166 -0.21617779219610256 0.0 0.7523651760975925 -3.5533994121364643 0.0 0.0 0.0 0.2721512540423319 2.9911146011457244 -0.6631489931910876 -6.2526662479582695 -1.4397797274125874 -0.2709621668040893 0.0 0.0 -1.4372132055424667 2.947648902713787 0.7836116895079405 4.261522650643397 -1.0636696247312936 2.4359090772078154 -0.00886289449577878 0.0 0.5794857664983745 0.0 -0.867456692140542 0.3472260246123143 -0.3217080044510016 -1.4575290134573866 0.0 4.411436056168441 0.0 0.0 0.0 -3.002597210183544 -1.4530137186739667 -1.4933817073806737 -2.1815397526536175 0.0 0.0 0.0 0.0 1.0735495537303419 0.543147268116849 0.0 -1.7606296186372912 CIITA 0.0 0.0 0.0 0.0 -0.17564424751786079 0.0 2.610974988467481 0.0 0.0 -0.3055513841711099 0.0 0.0 -0.2534717786849228 0.0 0.0 0.0 0.0 -0.406702070575435 0.0 -0.3527613117018021 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.5758289127701675 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9657170665416089 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.995521116814837 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CIR1 0.5203209531916553 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.29874088422620415 0.0 0.0 0.0 0.43991081955606 0.0 0.0 0.0 0.4937097283948308 0.0 0.585342297273501 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.672083193959495 0.0 0.0 0.0 0.0 -0.5123741212704166 -0.7475623040423413 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CIRBP -1.0447041676253792 -0.7175670692340962 -1.4999075532388133 2.4847197645902916 -0.5701735191585643 -2.546399476188265 -2.160024587608829 2.4932380641961993 3.4255764044407866 3.003114287940007 0.3662368412180536 3.1126852316540976 0.28516642456185837 0.5194278147781266 1.7242793707044934 3.6396666735815972 0.6988652779140195 -1.1343186413896322 -0.08249133393286508 -1.0904117739535384 4.0554697025478905 -5.966704138563646 0.0 0.0 0.7105937408376087 -1.010611586180685 -0.9491114555061988 0.05919227546894187 0.3810079138697585 -2.406313711885684 1.3506290432912926 1.3724199462447157 0.17819746778230217 -0.8685839621438018 -1.1685980724392069 0.6915941089895488 -0.7189705437688124 -2.9452103335256723 0.5678630919526161 -2.077161726038667 0.7231491195565848 -1.0669195321534035 0.6978317439487253 -0.6618406426658284 0.5728506968686793 1.313371924701096 -1.7441420227548108 0.18501246619164488 1.345266656044091 0.10062564784223348 2.0621539145722725 6.165001544991959 0.27885162599848884 1.3199111831200012 -0.020320256184011305 -2.814275472335304 -0.5176814194465438 -0.19576196690726114 0.0 2.1574428339299385 -2.4265255736717735 -0.9861604541592593 0.0 0.0 4.062378528397139 -1.2563725784024309 0.41123152343580854 -0.7542347500910898 -2.4153014663167953 -0.756555996526726 0.0 0.0 0.0 1.8096642880236646 0.9962125326370039 -1.554931569611497 -1.574991480805556 6.955140567934694 -1.2207307297533112 1.4165791765770464 0.5146843680924967 8.516086403055079 -2.2914675123064345 -0.34699262554008026 -0.8068465906671483 0.0 CISD2 0.1398147016594376 0.0 -0.26488206015719584 -0.18749969075032724 1.0267582214480087 -0.3481460868078261 0.0 0.0 0.0 0.0 0.2573155223964777 0.0 0.0 0.3792919391836638 0.611462429669899 0.0 0.0 -0.35727853677504645 0.0 0.4693268045404316 0.0 0.0 0.0 0.0 0.46382129049211734 0.0 0.0 0.0 0.0 0.0 0.0 3.0191644049755304 0.0 0.0 0.0 0.0 0.0 0.679610969657475 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0106303240785124 0.0 0.0 0.0 0.0 0.0 -0.9764865038182523 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.24955191965949722 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CKAP2 0.0 2.5774021307033292 0.0 0.0 -0.228429003754958 9.300885049354344 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.9176543764113398 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5727365024648373 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9479988992336456 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CKAP4 0.0 0.08819039720119293 0.0 -0.19502868236536228 1.260780450060295 0.0 -0.27755331877023803 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3949520021464039 0.0 -0.3471506921937212 0.0 0.0 0.9960359745603161 0.0 0.25942765433735265 0.0 0.0 0.0 0.0 1.8787844450110525 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.9949292870333208 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.291759852651049 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CKB 0.0 0.0 -0.20222647998342186 0.0 0.0 0.0 0.0 0.0 0.0 2.8176552983921925 0.0 0.0 0.0 -0.36671404801058677 0.6766297353784598 -0.28101393080832815 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.36097711387237624 -0.1772377142576942 -0.29045746646518883 0.0 -0.5957139599931235 0.0 -0.49714727724038227 0.0 -0.3025263564789562 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.1342936689371355 0.0 0.0 4.167041320888688 0.0 0.0 0.0 -1.1987698975908097 0.0 0.0 0.0 -0.7182282073027455 0.0 0.0 -0.9740553104484458 0.0 0.0 -1.0583437502386495 0.0 0.0 0.0 1.1628688953704964 0.0 -0.5242629295639907 0.0 4.18623075870671 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6301319434809513 0.0 0.0 0.0 0.0 0.0 1.0479411212052043 0.0 0.0 0.0 CKLF -1.3665376792030348 1.5431724150212531 -0.6795746685834925 -1.1328952354435495 -0.2219263419801998 -2.700811353824297 4.541829477194589 0.790065705944454 -0.2729745156836391 -3.61143857893448 -0.9481650974036214 -8.31052560284561 -0.4965910496669092 2.9742390570792043 5.221737415590619 0.0 1.8739848848999858 -3.2947506494293184 -2.949848933412204 -2.3796060176580127 -3.721239764530462 -3.580863734974997 -0.6497220179603358 0.0 1.1128034077703923 1.4589085821412695 -0.6921349117289152 -1.322445561360965 0.5698903948107099 0.0 -0.7979600677974329 0.7824446137477093 -1.8667988791669654 -4.604936567623264 -0.3900701699773285 0.0 0.9311157182735065 -1.2279641865404036 -0.7248976663137788 0.0 -1.6276624210658412 0.8222579276222337 -2.2169587524258025 -1.9146516742182076 0.2531078750169037 0.5271273071878365 0.0 -0.38989141576704667 6.779430096326492 -0.31311915603704327 0.0 -10.584971401436166 -0.6504302475872976 3.9391128902034573 0.5147473149521706 5.801212096521957 -8.342136827254878 0.6405461523634576 0.08425984450043034 0.8975251926072695 0.0 -0.8275888064397541 0.0 -0.27446336002226734 0.9574325570788581 -1.677834475233032 -0.45508072879572675 0.0 5.273868924980346 0.8981518571615961 4.75912544178182 0.0 0.0 0.0 -1.676419097705773 3.6556477886060916 2.037867274326944 1.5511537488483302 4.332144112682634 -1.801388103346918 0.0 0.0 1.452961428474092 0.0 0.0 -1.0364608044244958 CKS2 -0.17517739287249162 9.205780076736657 2.6480067172380983 0.430790729705288 0.6518796176979743 18.90917320536182 0.8309847576770172 -0.6022192365907985 -0.28514433480447554 -0.6020016469103009 0.363008858845294 0.0 0.0 0.48644947917280423 -6.347062161757693 0.0 0.0 -0.9070678238913477 0.3972331510795803 -0.4618698420059112 -0.4751259352464206 -0.356851055739648 0.0 0.0 -2.843971654287292 0.0 -0.900723425315666 0.0 0.0 0.3395960220010903 0.0 -1.2808927482103143 2.3633573775361536 1.517035592771776 -0.9945296142793121 0.0 -0.6702767158394421 0.0 0.784274595999474 0.0 0.0 0.6109410388064175 -1.8372460196119047 0.0 -1.6243473980812977 0.8345519534725995 0.0 -0.7103198287595415 -2.153239951177835 0.0 0.0 -2.1946573742622806 0.7863943429340482 1.168213312833413 -0.788575343905066 3.2631267321412945 0.0 0.9373219960706481 0.7457620830050313 0.0 1.6370225086640795 0.18170804386619155 -0.022877566454478693 0.0 7.565594574219926 1.0083580380148076 0.3232491810207497 -1.7991332418736832 3.9870164726383615 -0.4707775095696521 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.4134811033682126 0.6900049918051966 0.0 0.0 0.0 -0.42772639486145525 0.0 0.0 -0.9310494131517629 CLDND1 0.16332767077184307 0.1926583723335128 -0.22187919907123216 -0.49721536287826124 -0.5912316684832507 -0.6985032973689705 -0.5466887739830084 0.6293387067690093 2.6757327445662824 0.0 -0.2921491397098467 -6.719741217899877 9.29114144743638 -0.4859335553513855 0.4090920688685671 0.04112171907105046 -0.048912373017361004 -0.8642371427050283 -0.8651921169816686 0.0 -0.6511235391192761 3.5055375623868223 0.6246266819672877 0.0 2.1131037488442885 0.3578762056642318 0.0 0.0 0.0 0.0 0.2723485578265902 -1.3044624164665761 -3.306393535949121 -1.0536321111594467 -0.04464221839436671 -4.134281270227394 0.0 0.0 0.0 0.0 -8.457723478786034 0.0 0.0 0.8937127449490322 0.0 0.0 -0.9274870157175087 -0.2320226978879183 0.0 0.0 0.0 -1.4354605662542783 0.0 2.74772961306591 0.0 0.0 3.8788650541575627 0.0 0.0 0.0 -0.4716876889050323 -4.017899875159764 1.3187002440733737 0.0 0.7891425874971918 -3.335403424024529 0.0 -0.549302887603383 1.4128075635293396 0.37448858250601746 11.934002020912997 0.0 0.0 -2.5902706379689535 0.0 2.3775232612726334 -1.346191212055023 0.0 2.242526592920181 -0.2947831687263047 0.0 1.31136752322673 -1.024227795096158 0.0 0.0 -0.5279975087689186 CLEC10A -0.11356552661663322 0.0 0.01056798600633194 -1.867625556103521 0.5365717172509599 0.0 12.757206566857803 0.0 0.0 -3.5487615692175014 0.2616819435660241 0.0 0.0 0.0 0.0 0.0 0.0 -2.0522319421001662 -2.959545844783364 -2.332028524168735 0.0 -0.314818598387177 0.0 0.0 0.0 0.0 0.2539728607111753 0.0 0.1923249011543178 -3.5776534378740337 0.0 0.0 0.0 0.0 0.0 0.0 -1.5847481334294635 -1.828221676938449 0.0 0.0 0.0 0.0 0.20436373541787012 0.0 0.0 0.0 0.0 0.0 0.8754563069139208 0.0 0.0 -1.9133089805920298 0.7177822051389023 0.0 0.0 -14.082024907356834 0.0 0.0 1.6438133253134406 0.0 0.0 0.0 0.0 1.0500205902631068 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.8638820952913022 -0.8887980695180442 1.3261744624462735 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.294223672131617 0.0 CLEC2B 2.1542874945764554 0.16301295668448834 1.5076152314725066 -0.9504890630784582 0.0 1.1146606574716897 0.6097566474351934 -8.520064282326047 2.164657369715681 4.067531844648376 1.617994695219953 -2.0028850531160183 5.684956089050785 -3.7891868435945057 -1.4010361696244276 0.16374734501780416 1.7676290553566179 -1.0080278132030036 -3.7678695100965007 1.5645414750874702 -3.9316371703320794 3.055232407201715 0.08176464627385877 2.955919282861813 0.43484349677166706 -2.5217373660230904 10.038661931299869 -3.798745295578218 0.538803327492586 -1.306841088059359 0.5125645520281599 1.1438937801758047 -0.31104368882337985 -2.477340961709948 -2.959906886614066 -3.1673013322623924 -0.8717135134635221 -1.9652078139248934 0.12049328606983234 -0.5203644855694308 8.65886541836874 -0.921033299444651 -1.9861866769601275 -5.233624435664443 -0.5025439991163749 1.4374102495181553 0.7213764384593482 0.29440441543828627 6.389669160378046 0.0 6.532430906988907 -2.765503309638549 -0.3600158807052341 1.4601191902072561 -0.4269192508338174 8.399903137609888 -1.1196619118711502 -2.9444638408332526 2.089078565520937 1.0074472880027745 3.1444684582967715 -0.929115727610749 -0.33425258700033833 0.6569493371307189 -4.6264946426962625 -2.8829420523057503 1.3269224532512947 -2.0944722985517346 2.8346301948151975 0.0 0.9666165906276051 0.3271654677597178 1.3814209074096344 -0.9777110638273353 -1.6689816432239255 -1.3784159951301067 0.0 0.0 2.686064437830178 0.4531904096625105 0.0 8.05352489544715 -0.23753165136667337 0.0 0.0 0.45170007769109544 CLEC5A 0.13398470048815977 -0.19233291878876424 0.2785705859105639 0.0 0.0 0.0 -0.6276812070242069 0.0 0.0 -0.5214631969076021 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3782731788745468 0.0 -1.8266163007833296 0.0 0.0 0.0 0.0 0.7874445030995223 0.0 1.6298628735083618 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.245039587020354 -0.2949961940575664 0.0 0.0 -0.5521814828652544 0.0 -0.0027325591395963578 0.0 0.0 0.0 0.0 -0.29640598120573086 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.212566925115689 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3469910610421164 0.0 CLEC7A 0.0 0.0 -0.6672282420505053 -1.3155082370356894 0.0 -0.25711528377319676 -1.852578147173054 0.7487720376024956 0.0 2.2017507507056173 0.0 0.0 0.0 -0.3167375403406899 0.0 0.4951052361979505 0.0 3.285104953835522 -1.212399557624672 -0.31169314398050046 0.0 0.0 0.0 0.0 -0.007931335314777336 0.0 0.0 0.0 2.3405188899381226 0.8726135218935266 0.38977725874334934 -0.22012413480627496 0.0 0.0 0.0 0.0 -0.6972218022638075 -2.7930864115611898 0.0 -0.5812996079230591 0.0 0.0 -0.871225788110575 0.0 1.2374373767035516 1.1362224176108016 -1.6551069586653302 0.0 -1.0008120680389057 0.5649824161699779 0.0 -1.2072652005422628 0.231967347534076 0.0 0.0 5.566348782755527 0.0 0.0 6.638354553977194 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.724136934261731 0.0 0.0 0.0 -0.24595650211377934 0.0 CLEC9A 0.0 0.0 0.0 0.0 0.0 0.0 0.2957422892093346 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.588892975337292 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 18.718352359481788 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLIC1 0.27224953810034336 -0.7618170632517287 -0.2612931304034911 -1.9306722692849758 0.6811038119340541 2.3458295979338004 0.623361169765574 2.1610572335165843 5.576411538406043 -0.8120124291021937 -0.2795492107789229 1.1542893102996667 0.03560140901989539 7.253882682357584 -2.987435009773469 1.1273159169513878 -1.746177059795022 -1.0110143994772096 5.824372151666152 -0.47853834455156746 -0.3045290373159061 5.774098320343634 -0.7179261003940101 0.21414731056616476 -1.1881764229915468 -1.7594477803610555 0.43620863392894216 4.288992264789046 0.07549474721624018 1.1228859193720273 -1.5906309542759551 -0.8582999752309426 -3.1748847185666316 -4.741995719746731 0.0 -0.50209828854674 0.13208729554855325 -2.4308639537330365 -2.1676653553775562 -1.5963813093287407 -0.9003701286653308 -5.74522582126577 -0.5141496092197432 3.7030479468399022 0.9531789540306407 0.2501162598186685 1.0729723564804134 -0.2215966371553017 0.8466176684377607 -0.7182945981415843 0.0 -9.351542954858408 1.4678108182470986 0.0 -3.109556995345136 0.0 0.0 -0.0530350165074173 5.8176655422848205 1.5094607639492452 -2.1061299154939923 1.0956297852292316 -1.3491642092219627 0.0 -1.2704027963768236 -1.6938359555136457 0.09031346756621594 0.033975352064052264 4.430992372386891 0.17184720144197554 13.410134170026456 -0.9200661469728134 -2.1547933982888345 -3.3869015509077043 -2.3500213224390722 3.908794104231383 0.6384821611258504 2.340746378438033 3.1699926348669445 -2.561739538443394 0.058329465509909986 4.059343998544586 -1.0496710654568104 0.6011459559417107 1.8941432595063001 -2.329661130066966 CLIC2 0.0 0.0 0.3548958576013868 -0.1843529662104214 0.0 0.0 1.8203456423140636 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6053819970828089 0.0 0.0 0.0 -0.40285136071195016 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7462863438784135 1.16979152053705 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.886376527694606 0.0 0.0 0.0 1.8694641770836367 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLIP1 0.13012157845685568 0.0 0.0 0.0 0.0 0.0 -0.23791669244182587 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.40801774988813627 0.560221955748553 0.0 0.0 0.0 0.0 -0.6330319384097481 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6355907916663225 0.6687821778206128 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLK1 -1.22814454537379 -0.5380034046637472 5.349740249424059 0.8381616377978992 -0.3008808355959291 0.6646632677375035 -0.5157183113410899 1.1606830227918257 0.14276028119918696 -0.6100469642806091 0.5619728785862844 -0.16613266407254243 -0.7084371104661387 1.320996862966202 -0.6780262357422596 0.8875856735549781 -2.3727834197080067 -0.38179888974378196 -0.4584992493192619 -0.7887778314081341 0.7514101212963546 0.455055364562057 0.0 0.6345897231413203 0.377737598802874 -0.79906002268037 1.4858124383085967 -1.131533030864211 2.522108475813067 0.5408237281257402 0.6585451171738881 0.0 -1.270843396345048 -0.8884182950926718 0.0 -1.564602960324071 0.0 1.224990159334254 0.3495434587049354 0.0 0.0 0.0 -1.6078770562328613 1.0053860778362436 2.0196753690649953 -0.4143949155588863 0.610807610008182 -1.520318415328378 0.0 -0.21387035353940625 0.0 0.0 -0.6484615230586814 1.34138835592148 -0.7117810363082814 0.0 -3.098015281904281 -1.038688809600605 -1.0672668404076195 -2.272222502835544 1.37444213425218 -0.8666153361035344 0.7032772806642121 0.6556925008290891 1.935090022901908 -1.187484394612126 0.8753815701868687 0.5749882508332634 -1.1561044082242768 -0.35028129669927266 1.447903622630475 -0.5686810642907513 -1.5795615996058519 1.6921159207308178 0.0 0.0 0.6512761405652596 4.068514390319624 2.3460310512075173 2.016260734628463 0.0 -1.0266331570809697 1.4315529535184206 0.3903989445000011 -1.5416687052904499 0.0395135645638522 CLN8 0.0 0.0 0.0 5.324039305709264 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34760860833284934 0.0 -0.38426049175468097 0.0 0.7046302863270203 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8950935210040352 0.0 0.0 0.0 0.0 -0.6150320184047339 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3182101456650506 0.0 0.0 0.0 CLNS1A -0.12050533344479042 -0.12061386980843708 -0.2817607414349223 -0.45909274381025733 -0.27873335591182086 -1.2940014701775684 0.4623257054229206 0.0 -0.2729202401346367 0.0 0.0 0.0 0.0 0.0 0.40843380606455065 0.0 0.0 0.0 0.0 -0.45438101321700247 0.4447814151094486 -0.32605133067192743 0.0 0.0 0.0 0.0 -0.48453877007644836 0.0 0.43459735778629155 -0.17740151825603823 0.0 -1.3523632684927214 -0.6321932630769942 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9466432335796371 0.0 0.0 0.6523848078830792 0.0 0.0 0.13886654689822855 0.0 0.0 0.893986483077606 0.0 0.0 0.0 0.5201177815066048 0.0 0.0 0.9294920576017244 0.0 -0.961488808394646 0.0 0.0 0.0 0.0 0.0 0.0 0.9291968862147036 0.0 0.0 0.0 -1.2360812877733622 0.0 0.0 0.0 -1.1940934964258039 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1158748238077638 0.0 0.0 0.0 CLPTM1 -0.09423269706679044 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39855075224896885 0.0 0.2636226658954724 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7205999864913981 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLTC 0.0 -0.020044275198990547 0.2061695863293453 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3657723127999877 0.0 0.0 -0.4581969714234105 0.0 0.0 0.0 0.4066879141094525 0.3928107451882002 0.0 0.0 0.0 -0.43626093432203017 -0.5302615541179949 0.0 0.0 0.0 -0.6411793887152007 0.4840994295219728 0.4879876096958899 0.0 0.0 0.0 0.0 -0.5831885728167978 0.7381852312677777 -2.2315603351771722 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2347105704748806 0.0 0.0 0.0 0.0 0.0 0.0 -1.1654801536332848 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CMKLR1 0.0 0.0 0.0 0.5097154069850073 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2959218842322276 0.0 0.0 0.0 0.0 0.0 -0.38439524211112536 0.0 0.9889089923529272 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CMTM6 -0.6601299616033508 -0.2820367077277415 -1.1619295953565594 0.06973632981585524 -0.37228834613591394 -0.09168170266194842 2.0263954723878497 2.023068559934085 0.43083116987241593 4.9578135340397615 -0.4531277344326001 -0.3285660818841655 -1.6828735419382534 0.10872210437926846 0.0 -0.5127818291297774 2.566171519154745 0.7809872437922986 2.844309939794358 -1.600514424766846 0.0 -1.216587334326067 0.3092489707658388 -0.81713398952312 -0.07229538459245728 0.0 -1.6449890661879214 0.450717665737669 -0.8697488613578447 -0.21790264026420625 1.7920803692065455 0.0 -0.460123488766225 -0.8423530686433007 0.9132609623664965 0.29372420574347885 -0.6904712777232319 -0.6643228619326237 1.0655272138428655 0.7958762710631051 1.0965325601527767 0.0 1.046586116340532 -0.988276616929529 -0.62404660024647 -0.49629262563642446 0.5167383322437473 0.0 0.0 -0.2900084383144029 -1.7933077534834254 2.621258067509243 0.0 5.130157272997349 0.538992741889536 0.0 0.0 -0.33457433942880704 -0.9228814000682511 -0.776041831493683 0.0 -0.7631990762100731 0.0 0.3692137383312947 0.0 -2.635379936991008 -0.5580458231004044 0.6387625856624144 1.5567148878033028 0.0 0.0 0.0 0.0 0.0 3.0861321620507667 1.7070506807283006 0.8009888800539116 0.0 1.9927967246233962 0.0 -0.6413755811210514 0.0 0.0 0.0 0.0 0.0 CMTM7 0.0 -0.1298920918596029 -0.5596667610287451 -0.16714405864632134 0.0 -0.4993359928014046 0.0 0.3100160470917853 -0.8069890971600608 0.0 0.5591329486421882 -0.24079070695610896 0.0 0.0 0.5268751022222574 -0.42712710844804 -1.3223337894564515 0.0 0.0 0.0 0.2623874581836591 1.3773784073656261 0.0 -0.4497205123506014 -1.24180401886303 0.134712317294903 0.0 0.0 0.0 0.0 0.0 -0.1778228244367554 0.0 0.0 0.0 3.069794274064376 0.0 0.0 0.9043938604061459 0.0 -4.541204403906704 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6852157668693589 0.0 0.0 0.0 0.0 0.0 2.3091772488400077 0.4690619573328223 0.0 0.0 0.0 -1.1440944553723804 0.0 0.0 -0.6599846267939509 -0.8327144055791144 0.0 0.0 0.0 -0.45997802302038443 0.0 0.0 0.0 -1.0190240040989502 0.0 0.0 0.0 0.0 -0.8223816698573125 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CNBP -0.6636056980463404 -3.616719752768154 -0.03732708249930093 -1.8525472705051624 -0.8454865821390762 -2.814874059391899 -0.09639338370831747 0.050123092266846116 -2.0930378793010846 -2.9869246180369977 1.1729483225686228 0.4894589199570008 0.2706108153736987 0.8202441777225544 -0.10011156267387905 5.377682920841722 -1.958795406166524 0.5409206285789272 -1.082460946939909 0.0 0.6858015382167515 -4.7313292652058205 -0.05857910090595922 -1.239786983143289 1.3106196262597258 1.5467398223362963 2.3643856954159577 0.0 -0.3808965332600206 0.4053737077938466 0.8010398863788682 -0.001262622787055534 1.2899201381104926 8.908689456239552 -0.5339047502780192 -2.1090740595345463 0.8475091443667362 0.0 -0.7307494348040745 -2.974228049790741 -0.5880125189182003 1.7250859074368492 0.46250657261858885 3.2039772569094387 -0.07620770251681257 0.0 0.0 0.9178066295240015 -0.7583297840454942 -0.20718099737856321 -4.105342401864109 0.0 0.17885427430779122 -3.3349734211678186 1.121692576224078 1.3049785825620084 -0.9440184327503297 0.0 2.5014529959528695 -1.1357139727176049 1.7163539907759582 -2.311006424464576 0.0 0.0 -0.518175899177353 0.487991920023227 0.8956322253437575 -2.48120687569542 -6.066356733262294 0.28487672801268726 1.7363463925927163 -0.31966553648842166 1.2830270288244483 1.3853796110982157 -5.4595840456928535 2.4821757386683942 2.6996413685678995 0.8631563557127443 1.6888231050477498 0.4543808125449119 0.4035812653142742 3.830364671508093 0.891435879727337 0.0 0.7502642456694132 0.0 CNDP2 0.2768008566538109 0.0 0.0 0.4777330009541771 -0.1825501402164378 0.0 0.32541754253414196 0.0 0.0 0.3784317955591179 -0.25513395082145734 0.0 0.0 -0.3004467565091512 -0.32249628349219656 0.0 0.0 -1.7655481160868887 0.0 0.42160932731482326 0.0 0.0 -0.28581219013847337 0.0 -0.5295619028192675 0.0 0.0 -0.4517768235691413 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9644834568109069 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CNOT6L -0.2568112826175681 -0.1553514718072337 -0.6428891640389998 -0.2726951577962689 0.0 0.0 -0.7256902268424017 -0.2461409718057192 0.0 0.0 0.30872673986984767 0.3188694004177125 0.36183747166322006 0.423563700434376 0.0 0.0 -0.328578354630838 0.0 -1.3740928297498936 0.437034027543739 0.4663873724060776 0.9859546264816041 0.0 0.48689142952746517 0.0 0.0 0.5435574782057662 0.0 0.0 0.0 -0.5449713316365927 0.5022844888497976 0.0 -1.1258075940680683 0.0 -0.676278947193388 0.0 0.0 -0.9140888139293256 0.0 -0.6401629595935181 0.0 -0.5764785891711033 0.0 0.0 0.0 0.6259416223788593 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 13.74657187477805 -0.9436902312064737 0.0 0.0 -1.7310460348617565 0.9771111943016696 0.0 0.0 -2.054563871047215 -3.3200336801840944 0.0 0.9816702064882451 -2.8642114276846278 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CNOT7 0.0 0.0 0.1846283965431237 0.0 0.0 -0.2266629668085284 0.31100164320044554 0.0 0.28313610656295973 0.0 -0.520895189607325 0.0 0.12883473272119422 0.0 -0.5135938344722301 0.0 0.0 0.0 -0.5208628178596227 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.57174129437396 -0.5856971051102664 -0.3263116085458781 0.0 -0.5884496434471307 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8243570312987134 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9162872633977045 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0823338956681028 0.2700736696313789 0.0 0.0 0.0 0.0 0.0 0.0 CNOT8 0.0 0.0 -0.21372000054143392 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2590140833072345 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5401894485606057 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6367777614654268 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0161750906022178 0.0 0.0 -1.0409971084061336 0.0 0.0 0.0 0.0 1.1186206266765935 0.0 0.0 0.9536380527230756 0.0 0.0 0.2655756012985421 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CNPPD1 -0.13817324081666582 0.0 0.0 0.0 0.0 0.0 0.24571597192316624 0.0 0.0 0.0 -0.18002238286258207 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4754617447654069 -0.362569422109175 0.0 0.0 -0.3102943750825551 -0.33844928676639985 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9033320848867046 0.0 0.0 0.0 0.0 0.0 0.0 0.6141411927768575 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0420830019833403 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CNPY3 -0.12014688602653023 0.0 -0.18732845445016233 4.820412318205956 -1.2491389614855228 -0.2198196944308675 0.17043076260301973 -0.5276444640919762 0.0 -0.2998144858829894 -0.29542925200482273 0.0 0.0 0.0 0.42127080720653065 0.0 0.0 2.3843437033609125 0.46568970585040587 0.5459999194582238 0.0 -1.933474187689566 0.0 -0.3146901918774772 0.10266790371839667 -0.40362483119768283 -0.4492473306083698 0.0 -0.40069203304826223 0.5865489134572688 0.5757423287385625 0.0 -0.5269270686599745 0.0 0.0 -0.5945219844633469 0.0 -1.4419080362745902 0.0 1.7320799663262765 0.0 0.0 -0.542298352509154 1.1719276034353268 0.5860381495442368 -0.2876399201441892 0.0 -0.23686674769369057 -0.9079683884565924 -0.7640705351397663 -4.759608901101631 -1.533144705582208 0.0 0.0 0.0 -1.1707745101296887 -0.974334440389999 0.0 -1.3800597387423166 0.0 -0.46423983199937324 -0.7868489139070042 0.0 0.0 -0.7117853954744593 0.0 -1.0263713806994956 0.0 0.0 0.0 0.0 0.24249897618500596 0.0 -1.0214820112614489 -1.6100798265775214 -1.5052826264741785 -0.5056839295834706 0.0 -3.939873520031233 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CNP 2.0103980970002384 -0.2103249678830678 0.0 1.3371451463145567 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3971434121136349 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CNTRL 0.0 0.9291613052770983 0.0 0.0 0.0 0.5667422102124363 0.0 -0.6323650230396376 0.0 0.0 0.0 -0.29102009947775076 0.0 0.0 0.0 0.0 0.5411065900525326 0.0 0.5343577289384692 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5581918498954934 0.0 0.5605777038815455 0.0 0.0 0.0 0.0 0.0 0.0 -0.6199092705747808 0.0 0.0 0.0 0.0 0.0 0.7830581112174825 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.209142445712979 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8146775965494627 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 COA3 0.0 0.0 0.0 0.0 0.0 0.0 -0.2592277303334329 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3212973858554003 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.40048282798585805 0.0 0.0 0.0 0.0 -0.6288422774574994 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9153844807319937 0.0 0.0 1.159654289890139 0.0 0.0 0.0 0.0 0.0 0.0 -0.3576856007759276 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 COMMD6 -0.7156074098163407 -2.1174655573276455 -0.8943708419408621 8.52281115790651 -6.48835670381628 1.3370533805001914 1.103042955753621 1.3915983621815708 0.5318633376874035 -0.3462144213507674 -0.8139056784206085 2.778545834798871 -0.8376200875543214 -0.2247568570953232 -2.203796034955681 9.176194754808323 -3.064144248754598 -0.7128262027075986 -1.1011137029438158 -3.329841490899835 2.158838487532026 -1.6722255316056738 -0.5641970125426105 -0.3904322622325095 0.0 -0.47807728242571296 1.0181213193418137 0.47859161731537797 -3.4034180285189084 0.54779635513151 0.8683912513477723 -0.7285987363009088 1.3763803116633744 -7.262568512815145 2.2213279239420283 0.8680746535487958 1.1284411182046246 1.395694082465154 -0.5608184795693302 -4.3468794631046155 0.3053817737256965 1.6055407838927152 0.0 -1.610889060806253 0.0 0.0 -0.09939756541873887 0.0 0.8495337544256701 0.0 -3.6072349040458427 -3.128272611452186 0.0 2.227629062179385 0.0 -2.121012532018994 -0.9808096155027392 3.509085576968632 0.28300032928073876 -0.017512948455900162 0.24519478586209467 2.8564065641327665 0.0 0.0 1.3329507145180448 1.121906451156125 0.0 3.7039816204002536 0.0 0.0 0.0 0.0 0.0 -3.37606276398611 0.14531968009417665 -0.060193621141274176 0.0 0.0 2.5432371574022574 -0.2410678434434034 0.0 3.6573152456746465 1.4294228958765918 0.0 0.0 0.0 COMMD8 -0.12114094432304143 0.2587077118420687 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4673949878208397 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.39233151280280437 0.0 0.7642897687795513 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6704725156340186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5752659312192746 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 COPA -0.379916855660103 -0.4650721731801228 0.19469442406748413 0.0 0.0 0.3462028081356809 0.0 0.0 0.0 0.0 0.0 0.0 -0.41536255089125296 0.0 -0.8855549770617924 0.0 0.0 0.0 0.0 -0.36769319977387077 0.0 0.0 0.45857303240937713 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4053770708547904 0.0 0.0 0.0 0.8549291505510772 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5545434347340397 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.7015247206158732 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 COPS2 0.0 -0.14145346934032427 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4806056614123894 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6383946557654622 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7397797597205399 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0519450941804083 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2912628780804851 0.0 0.0 0.0 0.0 COPS6 -0.015860832765250167 -0.13006594259257281 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5599117570608731 -0.3212817607586968 -0.29816662571333624 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.12482296056333562 0.0 0.0 0.0 1.1122567825372067 -0.466980828446087 0.4121647140640867 -0.4087606975141707 0.0 0.2228622863355265 0.0 -0.5830493404105417 -0.6727719708093467 0.0 -0.7510506088920208 0.0 0.0 0.0 0.0 0.0 0.9025660923009241 0.0 0.0 0.0 0.43519128132976614 0.0 0.0 0.0 0.0 -1.134780459698877 0.0 -0.8869710524467143 0.0 -1.902723733114306 -0.5659934347404547 0.0 0.0 -0.7481313262464542 0.0 0.9019740996043654 0.0 0.0 0.3478507112061208 0.0 0.0 0.0 0.24816012401403964 0.0 0.0 0.0 0.0 -0.3176129085689841 0.0 0.0 0.0 0.0 0.49701978388955403 0.0 0.0 0.0 0.0 0.0 -0.9674239804873466 0.0 0.0 0.0 CORO1A -3.7948534176845206 3.0330443691542106 -1.0373011547273026 -0.5040514999162325 -4.23281244957168 0.0 1.4207590766206069 0.4623797851514275 1.8771422173459376 3.6698850285788316 -1.5158168866855857 0.30695054153635176 0.08706643580584134 -3.93813660539515 0.23757635363287294 -4.586470279602967 2.185709714094198 5.6532638339075305 7.102515994757773 -2.284962228463929 -6.914111749355896 9.369680608343048 -2.022908624879654 -3.7452809470748423 0.34857681398572615 -0.36953678880765417 -5.904790362530612 -1.3961205162025336 0.21109585351203658 0.8432609062516512 -0.923666764842162 -1.3621529643268213 -1.3956541933846278 -5.002890555604775 0.4562424205956638 -2.8929450386157742 -0.846920316540801 -0.7886070022926432 0.0 -7.768472093476166 -1.298750096659587 1.318217526747603 1.5001782482549417 0.24125694004614054 -0.1892912760888547 -2.348647889733494 -1.2429274469083942 -2.428850554494467 12.913794050958032 -0.23675375926663353 3.3159748288220112 -13.087195251401537 -1.2906942239790318 0.39176397818584957 0.8318056876430681 0.9561884708145842 -3.8122297525599045 0.8756126407197358 -2.2488145093043967 -0.10080892071039556 -3.744962311398242 -0.14359477221383 4.837813440152964 -3.1651028934378016 -0.9777038082213526 -0.2990509301206816 0.7103176422167894 2.6565104715929038 0.8565052576504764 -2.271858080375492 0.0 0.0 1.2395324286929361 7.266001750444471 2.69019474234129 0.2583633491889472 2.3079184460711195 -2.156641630038016 -2.9905494090189917 -4.301224279468661 5.107736729976546 0.0 -0.5680019348099246 3.4387310560497775 5.643912573711303 -0.2936737163022453 CORO1B -1.2134576850114156 -0.5904369150576723 -0.030944462340797445 -0.2223241752195467 0.0 -1.5372007932119751 -0.22319658117737842 7.766165556954584 -0.62803706495004 0.8479578257340636 1.7856297264214467 -1.1273461489583487 0.3706683955257015 -0.27201859591433103 1.1549710074290689 0.0 -3.4968744016832916 -0.7870729575918914 -0.9544202250578228 1.2977147187155726 4.306048068265427 4.8127702702597475 -0.42900017869058404 -0.3522663487827249 0.01624777406563786 -0.49763106228674153 0.14453962824704888 0.0 0.0 -1.1187346535085545 0.32841027612533885 0.0 -1.2755731464563296 -1.1294566673410924 0.5194959646559075 -0.8318723076868819 -0.7110315360290498 0.0 -0.724777612847304 0.0 -7.902919554218004 0.0 0.0 -4.0567140314420165 0.0 0.0 0.0 0.24501006023751 1.380997669299585 0.0 -1.1301322527068367 -1.2939257842701315 0.0 0.0 -0.22450311517593613 1.165232246746952 -3.0761218985639505 0.0 2.3153384506608288 0.0 0.0 -1.4904719960760324 0.0 0.0 0.0 2.999122140644126 0.0 -1.1096781562881175 -1.753697365004522 0.0 2.2032932870211797 0.0 0.0 -4.448298233650261 -1.2586682734261878 -1.0891454911116363 0.0 0.0 2.409222334229496 0.0 0.0 0.0 0.6103948858153507 0.0 0.0 0.0 CORO1C -0.12760868143757306 0.0 -0.25358323415530626 3.2377215452890424 0.0 0.0 0.0 0.0 0.0 -0.2776295929930523 0.0 0.0 0.2539974381954659 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.32090098617568674 0.0 0.0 0.0 2.6882496244818856 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.3003253735012623 0.0 0.7288056974460664 0.0 0.0 -1.2393703481935847 0.0 0.0 0.0 0.0 0.0 -0.6696715710483715 0.0 0.0 -0.8250091501772304 0.0 0.0 0.0 0.0 0.0 0.0 -0.9090895142863142 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CORO7-PAM16 -0.1558640295750801 0.0 0.0 0.0 0.0 -0.6230363260252089 0.0 -0.34196922594062995 0.0 0.0 0.0 -0.5596363835515314 0.0 0.0 0.0 0.0 1.188555166242687 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1265534556675765 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2697201607741402 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.402150930729249 1.4935003637461823 0.0 0.0 0.0 0.0 1.1948864482680177 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 COX4I1 -1.1794651379221317 -0.03957110977799476 -0.3022488991302571 0.17210023527220195 0.5868470156622678 0.32135938123351254 -0.8497461521312193 -0.15236115349698187 0.9544227687387822 -3.091661352864911 0.6162807825088827 2.2349217794958838 -1.1286020946797586 0.2386516873078562 -0.5302997687390244 7.653200908886951 1.1851909244106922 2.7989960090393855 -0.2578687265380986 0.6145138483623401 -0.9694379707790546 2.4936027464571415 -1.5238066070468816 0.0 0.49023688181847724 1.9657658381964633 0.47939109365781823 2.952501298376392 0.8043865619782783 3.1173002313303098 0.0 -2.7751847333755664 -0.6919050141845918 -2.772090383518424 1.8379036747258155 0.0 -1.6598063019402733 2.7513660078334206 0.0 -4.470315361399689 2.2688293515501785 -1.312121990796658 -0.9716059707882516 2.1259578030306714 -1.1288936300550843 -0.6018330917630142 1.703490909951363 -2.562751007840755 -1.5028519883036668 1.43264930225663 -0.9812328537645877 1.2344210974129417 2.4548908359005392 0.0 -0.21188867303742712 -1.2214290397030834 0.0 -0.3374955688533395 0.0 -0.6879584434182129 0.07166314185629874 -1.3909488063150157 1.9812771013540633 -0.03767579364166022 0.0 0.0 0.0793950963853504 -5.6144138308982905 0.0 -0.7395028653954816 -2.9515837723865532 1.9326979569135443 -1.8226025678514397 0.0 1.2147160381867397 1.1096963224928582 -3.021778892050091 -0.336655147995302 -1.3860343382576195 -1.3209694830097127 -2.118711032151067 -5.049721626181999 1.7596294088566111 -0.5333491730685672 0.859282246327353 -3.4670688926357087 COX6B1 -0.19239330134090732 -0.1555335533432601 -0.17510743819098815 -0.6955360045790832 0.8865125873551798 0.002947751533467346 -0.14324245598218788 0.09959307130230415 1.0154627659016184 0.2862161349018973 0.02921077723740299 0.4584180201068326 -0.50657763394178 -1.2067608015540268 -1.0719371371388695 1.864025940364652 -0.26319218406809625 0.49445344423174226 -1.9112119830437133 0.7824072466426545 0.6772597291574733 6.243366563708444 -0.6253247446334288 -1.7550767075211187 -0.7076836937815506 0.3025439603798285 1.6962069041726824 1.4915754010807571 -0.20566089631311676 -0.8601533986705937 1.0852827597353014 0.0 -2.1673766534954217 -0.8882051912771137 -0.8442851197587198 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0.9414841868004882 0.0 -0.29746220780039057 -0.05605756743830336 -0.18130836754866309 1.499185760906579 -1.2353827726033664 0.0 -0.7571374036288094 0.4902871674026935 0.0 0.0 0.0 0.21560204879187195 -0.05330285640186242 0.0 0.12187076795035055 0.8987103001405283 0.3026763668056219 1.1608736118692768 -1.2575324095749982 0.0 0.0 -1.9052479927124928 0.0 0.0 0.0 0.0 -0.6796000403117736 0.636621864076967 -0.6488482300439717 0.0 0.0 -0.6909192514213105 -0.5996538673432095 0.0 0.0 0.0 0.0 1.3953869900458635 0.0 1.0092126280365623 0.0 0.0 -1.6999761024526918 1.189311800833763 -3.62322888312276 0.0 0.976493523792033 2.3086335698724203 0.0 0.0 0.0 0.0 0.0 -0.9898750077306688 0.0 0.29858429424728183 -2.8649046935320444 0.0 0.0 1.2564118649371572 0.0 0.3765630089270175 1.3918280036845085 0.0 0.0 0.0 0.0 2.735806737310681 0.0 0.0 0.0 0.0 COX7B 0.41485204280583704 -0.0532489215535136 0.14171813652141724 -1.0723410763055803 2.5785423304609574 -0.15812565991420638 -0.0005526278246727821 0.7721470238990517 -0.5325035982765837 0.867478107189508 -1.3339133909745753 -1.3541455836779013 0.07273501793593418 -0.2779906408781647 -0.8297992961839923 2.722261572516631 0.46173795750781366 0.7286769302841796 -1.8252624186643358 -0.3505629031730044 -0.38334252987192596 0.8958372199940581 -0.5015915484976451 -1.2497986721284495 0.7122723595068349 1.2123079259275837 0.226550447605632 1.4131148858901135 0.2452554126487504 -1.5445814670803115 -1.898313717977481 1.500448842580593 -0.43332889411762787 -0.16088585401013572 -1.1113864199323937 0.0 -0.6008181957494751 -0.20212439883940003 1.1727272195980616 -0.4763717991655085 -0.5757824593246268 0.8137216790675281 -0.48350383984441464 3.192194047720147 -0.6333233448970772 2.9857339190563077 -2.104150304775807 0.9402790366318283 0.0 -0.26190649857614223 0.0 -0.9378310191086683 0.9725308491144595 0.0 0.5092044075268731 0.0 0.0 -2.9026118243143855 -1.2425604635117724 -0.5290538955180842 2.1434082090547966 -0.7708159647626643 0.0 0.0 1.3513877892353667 1.3243662554077769 0.0 2.3778964111449303 1.352668493129293 0.0 0.0 0.0 0.0 1.469414884131534 4.117405842678903 0.0 -0.6924406953696245 -3.9637959918724617 0.0 0.942278867901668 -0.2784572868555369 -2.7363512516141326 -1.2943985370658848 0.0 0.0 -0.3999117723914312 CPEB4 0.0 0.0 0.0 0.0 1.8847913262813678 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3014902785599229 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5595906114002652 0.0 0.0 0.0 0.0 -0.5865517939025137 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.4888184536622644 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CPM 0.0 -0.23751853130551162 -0.5421846909052037 0.0 0.0 0.0 0.0 0.0 0.0 -0.3092898310512917 -0.17664545059449369 0.0 0.0 2.6797820940131745 0.0 0.0 0.0 -0.9994565131898014 -0.38735089062404787 2.747306704263828 4.984387839812969 0.0 -1.8192075824728715 -0.504355761212582 -0.7026025332226223 0.0 -1.3232634806018202 2.521809305284932 0.46089060905555734 0.0 0.0 -0.24482792732535463 0.0 0.0 0.0 0.0 0.0 9.559191668895474 0.0 0.0 0.0 1.328465413089345 0.27537193251454667 0.0 0.0 0.0 -0.21747682757941425 0.0 0.0 -0.2601519959800257 0.0 0.0 0.5879310348342851 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6091120911803041 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CPNE1 0.0 0.0 -0.08918637015026724 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3772742205523625 0.0 0.0 0.0 -0.1347423275121952 1.1599032549354011 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.33620986352216603 0.0 0.0 1.1035437328748445 0.0 0.40700823585045237 0.0 0.0 0.0 0.0 1.0626977049920505 0.0 0.0 0.0 0.0 1.5773971053524432 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6881130276046804 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9283502479221531 0.3558706463870549 0.0 0.0 0.0 -0.8755991298073965 0.0 -0.024950835247602932 0.3930371332317235 -1.4867919634873306 0.0 0.0 0.0 0.0 1.294939601631552 0.0 0.0 0.0 -0.297228499855363 0.0 0.0 -0.3511669900186301 0.3859396995228333 0.0 0.0 CPVL 0.1447909548024206 -0.324132969855625 -0.312516629632127 -3.202135615119222 0.0 0.0 9.624347738140303 0.0 0.0 -3.3893086895926885 -0.3285929431967017 -0.43390005583971325 -0.5529334162632055 -0.7826434586762647 0.4548987848445899 0.0 0.27786783436982926 2.4747687710338164 -3.79830869528818 1.9314120914855075 0.0 -0.5466688344011451 0.0 -0.3718650495867938 0.0 0.0 -4.313991341802925 0.0 0.08505629847341661 -2.038988123116941 -0.48617418050007366 -0.8273911238551331 0.0 -0.6249104443243433 0.1305283446408333 0.0 -0.3472254722691878 -0.5467975436783652 0.0 0.0 -0.7926161797681031 0.0 -1.1490123718240208 0.0 -1.0164716460042036 -1.7445265559009864 0.0 0.0 0.0 -0.4810409321411712 0.0 -4.239165983416237 1.454363222621742 3.025651492065201 1.4515278446509654 22.50370649673503 0.0 0.0 12.247017148160976 0.0 0.0 0.0 -0.31716676502167773 0.20996854636138398 1.0797999270504692 0.0 -0.3627656485442671 -1.391249871279654 0.0 0.0 0.0 0.0 0.0 0.0 -7.913578307721613 0.0 0.0 0.0 0.0 1.1030738992270472 -0.29688796211224944 0.0 0.0 0.587746199358076 -0.5099514232947385 0.0 CREB1 0.0 0.0 0.0 0.0 0.0 0.307080186076134 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3869899254423042 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6888411259640911 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3146315276014435 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CREB3L2 0.0 -0.12833435551275982 0.0 0.5063649128279486 1.9884541637413367 0.0 0.0 0.6971354939717691 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4314745458854406 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5238747208345483 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1944260070569215 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CREBL2 -0.11340958354580577 0.0 -0.19544804490986054 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47743563608649825 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5775025762498727 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CREBRF -0.1519693643012681 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3387192749095676 0.0 0.6432432699555176 0.37578616459030173 0.0 0.0 0.0 0.31465252415562006 0.0 0.43801683576301687 0.0 0.0 0.5059942879642134 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5513846375873281 0.0 0.0 0.0 0.0 0.0 0.9065868271400567 -1.0611601282268286 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6318113467191111 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8207035974545527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CREG1 -0.21051301597694366 0.21830834238451846 -0.39191183593781825 0.0 0.0 0.0 -1.6307438189142405 0.0 0.0 -1.0239105386799376 -0.3563329333767684 0.0 0.0 -0.3960429739528683 0.0 0.0 0.0 -1.9621497392174008 0.0 9.41008629142803 0.5905286202456437 0.0 0.0 0.0 -0.6698625797534694 0.0 1.7551241554378738 0.19147931625399042 0.5228562972476718 -0.25378306477137363 0.0 0.0 0.0 0.0 0.0 0.0 0.7120015061739503 3.7748648428286167 0.0 -0.7353099242771499 0.0 0.0 -0.5529992573105237 0.0 -0.8187740326371309 0.0 0.0 -0.6274296662729026 0.0 2.7420790517144695 0.0 0.0 -0.5959921001437611 1.0406806165358453 0.8769958829894405 0.0 0.0 0.0 -0.14562494036412366 0.0 0.0 0.0 0.0 -1.280756815637462 0.583585978681428 0.0 1.1433763878519343 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8687776213104805 0.0 -1.0002777352035845 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.134897696437598 0.0 CRELD2 0.0 0.0 0.0 -0.4047658855180625 6.447282566765238 -0.1904726703780306 0.0 0.0 0.0 0.0 0.0 0.0 0.2877460023325619 0.0 0.361156876952023 0.0 0.23094805343469402 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.974957102241627 -0.5234718315927396 -0.5642964735582464 0.0 0.0 0.0 0.8344106084516139 0.0 0.0 -0.9102837048410645 0.0 0.0 0.0 -0.22644503729460744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4164127067975147 0.0 0.0 0.0 0.0 0.0 1.1061280563704505 0.0 0.0 -1.8120125001807552 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9654951509510523 -0.25705242558407343 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CRTAP 0.10168664137460455 -0.13786152681356087 0.0 0.0 0.0 -0.2909674374656455 0.19254443566297272 0.0 0.0 -2.3687614311106886 0.0 0.0 -0.27412995866965184 0.43839301115383367 0.0 0.0 0.0 1.100816487484229 0.0 0.49213075288809655 0.0 0.0 1.0949492878595957 0.0 0.48266502473716244 0.6678582743243058 0.0 0.0 0.0 0.6816696115698228 0.0 0.0 0.0 0.0 0.5825017278126645 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6174073880006855 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1753047956359708 0.0 0.0 0.0 3.108102765662614 0.0 0.0 0.0 -1.5436474329277925 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CSDE1 0.1838913585016481 -1.583865680020616 0.20110155444169941 -0.0004343268982349358 1.7619277427848867 1.4960804013819453 -0.20958559526157405 0.37968041734855956 -2.977524808408658 1.158076840615336 0.9929191828316034 -0.7922952457413838 0.2734080240509979 0.0 -0.37113731777137604 0.5749328362566022 0.3508082627725046 0.7408810098027521 -0.7705045872410788 -0.5921464662833401 0.35791234577624215 -0.7901451476621058 -0.6032070089178038 1.1687178489513044 2.5841158869331156 1.2948584513513712 1.2692727354398163 0.0 -0.6662628651153552 0.0 0.3266464696189289 0.1233658012954499 0.5329645423581835 0.003783114990702252 -0.8371885685956797 -2.1447186377126206 0.7639695649639929 -0.6382016410899727 -0.6083362751921405 0.0 1.1438838181205095 -0.29314729931507955 0.0 -1.200501319715065 0.0 0.0 3.2903559422900983 0.6419548835783299 -0.8287779511037695 0.7549106615561404 1.8588033004900686 0.0 0.0 -2.44591606855828 -0.3731064519393763 1.0322353460665479 -3.336017087415909 0.06080472875668086 -0.6067280442666118 0.3126005728794365 -0.33207518781405826 0.0 -1.3046264101811036 0.0 2.3732840112163034 2.1757813855658816 0.0 0.0 2.302844833122343 0.0 2.7729359066430423 0.0 0.0 3.476859383375789 0.0 0.0 0.0 1.1961310068385012 1.16408335928939 0.0 -0.5715709558283373 6.293039462722858 0.0 -0.3370247405573803 0.0 0.0 CSF1R -0.0032031021356854427 -0.2936085838354454 0.6340879397893752 -0.7371437625993693 0.0 0.0 -0.33486038593377654 0.0 0.0 7.940508541741699 -0.6331742992417032 0.5120592254682692 0.0 -0.7667254153771565 0.0 0.0 0.0 0.1421131648768694 -0.4533487675935809 3.6294839217269135 0.0 0.0 0.0 0.0 0.023055872361078273 0.0 -2.673513502213178 0.0 0.0 -3.431272186926198 -0.38700628968913053 -1.4413306763037017 0.0 0.0 0.0 0.0 0.0466758021223494 -6.035662958713858 0.0 0.0 0.0 0.0 -0.1469388226972913 0.0 -0.7842260161042108 -1.0654592991594303 -0.1463090000490796 0.0 0.0 1.5142648503964635 0.0 -1.0318408652250817 -1.2615908651461716 1.0229862178608424 -0.9182733965808824 -6.59332387931597 0.0 0.0 1.367738359074288 0.0 0.0 0.0 0.0 0.9504454697250656 -0.5885105880514124 0.0 -0.7684977699800847 0.0 0.0 0.576635323573204 0.0 0.5990559926122347 0.0 0.0 -2.2679084464172803 0.0 2.1436730578937078 0.0 0.0 -0.537946066391891 0.0 0.0 0.0 0.0 -1.2825012842258088 0.0 CSF3R -0.19341852312263835 -0.06676322345772763 0.0 0.0 -0.32146097599285656 0.0 -0.7058477275416618 0.0 0.0 -4.7292321620222815 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.15502070230991 0.0 0.48756680380858447 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.063227619605545 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6035908677689138 -3.3166491206185214 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9381903112225124 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.538830390290199 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.155718454900987 0.0 0.0 0.0 -0.7835333156853831 0.0 -0.3651171874013742 0.0 0.0 0.0 0.0 0.0 CSGALNACT1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.23398807353726453 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4551605563744265 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6564478500189329 0.0 -0.6970341530984417 0.9278006906355418 0.0 3.1225915360746925 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.6637782208574046 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CSNK1D -0.1772889505043295 0.0 -0.20387416750891246 0.0 0.0 0.0 0.0 0.0 0.24781915452922543 0.0 0.6316874411291677 0.0 0.0 0.0 0.0 0.0 0.4520368609846012 0.0 0.0 -0.3337373715326638 0.0 -0.38348619994636024 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4405407587294223 0.0 0.0 0.0 0.0 -0.976868132367247 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CSRNP1 0.0 -0.11801909257318234 0.7202765613320533 0.0 0.3474697730076856 -0.19411470341238415 1.3559275090054483 0.7071238679349313 0.338836017017136 -0.31432984223826893 0.7986160209058375 -0.638309181594353 0.0 0.0 0.0 0.0 0.4304956148734632 0.0 0.0 -0.34178130398072476 -0.3440402411699056 0.0 0.0 0.6922294846063384 0.18047662072122736 0.0 -0.4850560530418002 -0.5479975034073815 0.0 0.0 0.0 -0.4954447503173586 -0.5557115298490797 0.0 1.8048472006885765 0.6041569988124235 0.0 -0.69347606963717 0.0 0.0 0.0 0.19172367437575333 0.11075667792278276 1.9748473195482354 -0.2864525099048845 0.5963786593491129 0.0 -0.2431368628505102 0.0 0.0 0.0 0.0 0.0 1.0135954093042037 -0.6037651987694287 0.0 0.0 0.0 0.0 0.3398877952468178 0.0 0.0 0.3867372443630674 0.0 2.580761836156329 0.9492307095877336 0.0 0.0 3.85854223307379 0.0 0.0 0.0 0.0 0.0 0.0 1.8381870429251497 0.0 0.33707796228484 0.0 -0.3382680240619867 0.0 0.0 0.0 0.0 0.0 0.0 CST3 0.31688805054731267 -1.1629461729397585 -0.5964662095538752 8.245271685977626 -2.5863249374986794 0.2208775641643488 24.252552423160783 -1.6643761508471149 -3.8061778943768565 3.6562899588986517 -1.3928577562426394 -1.2907968309727458 -0.5785844181636697 3.7435162300231286 1.2479326013003889 -1.376056441312366 -0.156260334052526 4.585726162703262 -23.269000534263967 0.47144815462809675 0.31913385897937735 -5.809405666715553 6.744705846518004 -4.505672167342781 -0.5345529763361326 -0.23537666670646473 -2.6821877269024235 8.882107064516864 -0.6338845005569608 -0.17029012940479712 -2.1245648489301776 -3.07016399165581 0.17133779077129657 -0.5493280223063415 -1.4135905435879013 -0.5720948939916832 -1.0306910601785537 -9.537939517790205 -1.5696224245170423 1.0730201987353494 -0.2066106374299681 -1.863570562507312 -2.3485508627915315 1.0417567723706735 2.929926012526068 1.0040741293979818 0.6608883012384361 1.404344038296601 -14.705860487034196 6.262788367686001 0.5603140440936457 -4.955271743275094 6.987748349740944 5.407419633475301 8.155159815846998 25.34757868395394 0.0 -0.45720966211403197 2.859833550769084 0.20137322505990865 -0.16283042467300843 -0.8897793036915372 -3.765360539300422 -1.5633920149971143 0.8820820781832475 -1.1026473366536598 2.2941078814081237 -0.45910377657225643 0.7469932750038191 1.2474601680498156 -0.9555676425700108 -2.1582462177078012 -0.2213600377921992 0.0 -5.645854337304758 -0.19792556044305787 0.0 0.0 -6.0325643434841485 -0.07210735692674701 -5.689856011983915 -5.33296281519386 4.277258432356205 -4.8770392374701075 -1.602731608488794 -3.048317457448424 CSTB -1.9810744386920676 -2.6539648221861634 0.5272971331969093 -5.56341408896426 0.46252789673092387 -1.3981290383987166 5.321352093840375 -0.4712302924663283 -0.4953072416970824 6.780704351133091 -0.4623841947606277 -0.4613485485241142 3.829071407986578 -2.893229045975184 1.0360917562257341 0.46955036338431 0.4787453405778721 -2.061093096904726 -1.1686428176408694 3.016298456389907 0.40445209326965187 1.7778660075702049 -3.8987236085564096 -0.918648707185057 0.00882736667742449 -1.0343629319242844 30.508190656672124 -3.598308753435368 0.7341790826373429 -4.307644752538331 0.6970881265360895 -1.3306258547194831 -2.1717064721728065 -3.9733603980208008 0.856959560739822 -1.1446073215607626 2.006404453297107 20.75591472747226 -0.6941489517624513 -2.2964624496584043 -2.6890067000611904 -2.719449388225305 -1.206421295502397 -1.5131838967415534 0.8980286029427604 -2.4409944306107323 0.0 -1.7550288402144816 -6.2984011386103 -4.937000472542404 2.4493961295919497 -0.7340389275498106 -1.7488896452865117 -2.4867080293522474 -0.6710206893835023 7.48353992060014 -0.9651146949017712 -0.5831371957750764 -3.201179344923665 -0.3547452226340578 -0.7501552700362969 0.0 1.8634492308760324 -2.549242238611393 0.0 -1.3520399822145552 -1.3142683720901644 -2.122477967410419 0.0 -0.5418445067805628 3.215228425572686 0.9688638189174064 5.204487253949851 -1.6662572544532175 5.165777171924243 -1.061450850048233 0.0 0.0 3.0339622732407863 1.2641674255998077 -4.386079997891464 -0.514551676354291 0.2097043101238789 0.6608329446896211 -3.4971632831289647 5.835833863874775 CS -0.12085104557040131 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3032096043893208 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.46993448454390874 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8546198144104566 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CTDSP1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34059911796737097 0.0 0.35075568408445057 0.0 0.0 0.0 0.0 -0.3389756207686993 0.520996810646239 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5062046292198361 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6968792493075363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2141019592928044 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CTDSP2 -0.25608315423107336 0.0 0.1977494758556109 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5051080616802283 0.0 0.0 0.0 0.0 0.5167258317741437 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8723726675274963 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CTNNA1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.35163930307601093 0.0 0.0 0.0 -0.33849204784034587 0.0 -0.28884864585197895 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5311067615289423 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8419144419353295 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6444047081939104 0.0 0.0 -0.6834854538745709 0.0 0.0 1.159880220897273 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CTNND1 0.0 0.0 0.0 0.0 0.0 0.0 -0.26879147165011924 0.0 0.0 0.0 0.0 0.0 0.0 -0.29666112178024434 0.0 0.0 0.0 0.0 0.0 -0.5328906899321141 0.0 0.0 -0.4179648662437694 0.5418280545697749 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.616943796241671 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CTSB -0.09312841283160014 -0.6604639659172766 -0.6912663093535922 12.336891563755055 -3.1839171398427837 -0.0494011648869404 -7.416810482878413 -1.0606803407057033 -1.9110423809607668 -2.464963884711594 0.9713112419794554 -1.874281131564599 -0.4603887688323326 -3.625662063292362 0.04651182150993402 -1.0139514491663966 -0.40079783618036907 -2.9009709823170025 -1.0511394985268592 12.104835687728196 3.0110075811300274 -0.4316516392377957 2.2265754158346955 -1.1868469701184459 -0.16892931198374575 -0.8190457371454407 1.481749902217608 -1.3360870345887434 -0.922637405932655 -5.866445737107261 -1.0267337227634172 -3.433065178362983 -0.545624806548109 -0.557240298514017 0.9116971200676068 -0.7710750548787765 11.174024332499203 10.987356111305708 -1.4180276629287416 0.0 -1.721599412813517 -2.039973757621989 1.063502940166952 -0.6008668549046329 -1.0242979975317312 -2.157964088457977 3.1287598620287342 -3.375402636185313 -6.785358653712884 15.004528894802288 -0.8027822708867767 -2.3032325250905745 -3.0295302949282665 5.191522878562915 5.109132301281119 -6.856029151416791 -1.0140947844335195 -1.5220443688083105 1.2087932335662497 0.9141628501823168 -3.8759760977077495 0.1434957034323928 0.6685126715379163 -0.968734572886739 0.8420374704492465 -2.7164681372675026 -4.172385858438761 0.0 -0.95918458510919 -7.399546656511352 0.0 -0.9696186665051604 0.6675936359865935 0.0 -1.0223098553329781 0.0 0.7497594814201156 0.1444847155307377 -0.9259054597227369 1.3433131285123652 -1.2152597735036723 3.430514884011494 4.173833749484407 2.3119574483060723 -9.991906877725436 -5.391616064585801 CTSC -1.1569455359891525 -0.925964520034796 -0.3804447883017968 9.821369730924253 -3.225434163753923 -0.9506144643624831 -4.310760952444827 17.493103752599595 0.5513888273636598 7.419113004577074 1.1558051737812787 6.8718673513985555 4.084266721547998 -2.0037628519655613 2.21947622922802 0.9432049923487476 1.0944023071535598 -4.280404919786255 -3.1992761646389005 9.721285120823778 -7.679271208064107 -2.281589100763438 1.8512001434769338 -1.3480315329879025 -0.21145660355348198 0.2707712199044199 -6.925369550023741 3.6139851213789265 0.486819329604567 -3.5888674842644677 -2.1100116722091595 -0.4994098775261106 4.460809587510852 2.009170711572211 -1.1065700711133732 -1.1746376384845536 -0.9900232098992262 -7.516274745885344 -7.3785779856437514 -0.7660142307502817 0.2231294848023737 -4.309097736412856 0.8124299842127376 -8.321958924012149 0.13472169407196935 1.3833104964272196 0.6895345043280282 -0.8111915303675052 3.2989620835821536 9.271659615099862 -1.6115828589379144 2.9101885147101063 0.0008323886689720247 6.823664563672247 0.57564215887546 -10.390447724973013 -3.3682606200947305 -0.5075610817167011 -2.4328034942360577 0.5916985689967983 -1.2984325266400747 0.0 -1.1849143398386623 1.8388101048629757 3.771783899222374 -0.8041645323981852 -0.5693023464106562 -2.4154390049024643 1.999013188060453 -0.16864607034633763 -4.227150304066272 -0.6129748203331896 -0.12340910526407001 -5.975911293537692 -2.822665800991634 -1.38378276757356 -0.15869586370761288 1.514835153981131 0.0 0.0 -1.0089938993172864 -2.060599347462459 0.0 0.6297249029599522 -4.358266544739527 -0.4094716254726748 CTSD 0.35258581288099633 -1.693347307155666 -1.900680681847812 0.7713718552777337 -1.7346285585579049 -2.0366549637233695 -15.235133701097055 -2.4697576752528025 4.729731566346778 -1.969829590425935 1.2064847902924989 -0.14244864141811295 0.2035021282490309 7.154560174240972 0.4838620597228799 -1.0733485262006779 -1.4549322911069145 -0.22850500728185189 0.42605043449295404 21.32204523408285 -0.5447729583896735 1.3534919310222666 -3.035354608154193 -1.7337545243240262 0.42775340523015865 -0.201493919998967 12.437497686386306 -0.3938409157971203 -0.20334975295088836 4.430119672172688 -1.250241588484792 7.480574349877129 -3.779786192992573 -0.6159496621591538 0.5486572419836908 -2.881296300640632 2.710163781890047 26.440777153473313 4.298972814458475 -2.5044322857542944 10.63006621716568 0.6843676925668699 -6.445555377733411 1.4322640389715902 -3.2939226152959855 -0.14504870584010238 -0.7314802388871441 -4.301678926292547 3.498698827214612 7.125453766354681 0.0 -0.9077089212125918 0.8938103985324304 8.132527880821366 2.751733731435077 -1.98101273249907 0.3708997212651394 1.7800371834602602 -7.227266602646715 -0.7071725382094428 -0.9252522304789014 2.31671358568741 0.9440183535715545 1.3283565165587303 -1.6632103186158942 -10.203921945107727 -0.8486310546132371 -0.3497367254896608 -1.8738117065170232 -0.8088957533853772 -7.061169787262175 -1.1086249039165739 -1.2422071104228585 2.977904262596636 15.316535498659169 0.7544231273486479 -0.3599981312183216 1.0431261337301694 -2.2722580693320102 1.430916234324045 -1.3910843307293934 -1.4963931264491126 2.6811180818113485 -1.1909726472191742 -5.281094530119641 0.4658480174994182 CTSL 0.9606533474987262 -0.7322523032527886 0.1910177983274424 0.0 -0.5121773133513577 0.0 -4.297580664178321 -1.5598263740234495 -0.46216576211784116 4.512067538752313 -0.3634038243803203 -0.36938457794655094 0.0 -2.8570776768425934 0.0 -1.2579797261411778 -0.3911514382367128 -2.0550314790160917 0.4111811346563675 10.379749259868726 2.6179142085300957 0.5531029422346985 -0.9850072210881371 0.0 -2.626233380057206 -0.503571311657641 3.1239651915761595 -1.347159386985222 1.6172064943549467 -1.543444356736953 -0.43885146332932284 -1.1988024755374844 0.0 0.7762884099727535 0.5604480096110822 0.0 -0.32433266066092015 10.813973408755636 -0.1550447354718667 0.0 0.7916724025703022 -2.1039200217587455 4.020936520877164 0.0 0.0 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-2.31165381259316 0.17211988553034005 5.635884152232849 1.0497408033686835 0.0 -1.2750211533386533 0.0 -2.7837081382155064 0.0 0.25118516173997324 -1.110355613010995 -0.07488865180943494 5.212724270559799 1.1377195288143869 2.3789201299951053 -1.0230223577933841 1.0547687234242027 -2.6625881945785492 3.7215152652392276 -0.1208092984357189 -0.3039312605138557 7.543606491526333 1.3120238229598054 0.0 -6.213605338708083 1.475659156203212 0.0 1.0470611012424906 0.0 1.5600320907595118 7.230855051283425 1.348674322089879 -8.74464643305744 -0.9233893014932605 -0.05944083168526806 0.0 0.0 0.0 -2.6277710171640782 -0.7468231418525622 -0.13468677511098828 0.0 0.0 CYFIP1 0.0 -0.1937264524595863 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2425662816642844 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9287200255141169 0.0 0.0 0.0 0.0 -0.5953701777605916 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CYLD 0.1631661805091454 -0.1161327500840489 0.3759543582286593 -0.2512692956891218 0.0 -0.2606570781076045 0.37505766296538323 -0.34693204211148637 0.5567889158341021 -0.27182205911604956 0.6146763555710169 -0.9758273235644068 0.41370537984501266 0.0 0.0 -0.5710572563136181 -0.7803736465443034 0.0 -0.37761640974901933 0.0 0.0 0.0 0.0 0.0 0.0 0.3856672847812778 -0.6223452469898386 0.0 0.0 0.0 -0.8074660322556659 0.0 -0.8562120094258882 0.0 0.7669073077594888 0.0 0.0 0.0 0.645873901506741 0.0 1.2603843101738614 0.0 0.0 -1.0832810145521736 0.0 0.0 0.5284875320592812 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0449556063366459 -2.5567402788269855 0.0 0.0 0.0 0.0 1.5241330222304916 0.0 0.0 0.0 -1.0945617087153965 1.2037662634649273 0.0 0.0 1.9142703057632702 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CYSLTR1 0.1877421606496795 0.0 0.0 0.609527397511658 -0.23652373269593518 0.0 0.0 -0.250518406798055 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.6731685382936443 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7587949719257279 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6521973388250096 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9480836593958647 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CYTH1 -0.014768445725231926 -0.33224209966804785 -0.3528585591640517 -0.5287326522210428 0.0 0.0 -0.27819496800022997 -0.614784932613411 1.2367296175314828 0.4237042285731788 0.0 4.05962400131893 0.0 -0.30454487465507485 0.0 0.0 0.3742182937704266 0.0 0.0 0.0 1.4488328918443425 0.0 -0.3723412379365143 0.522066530456621 0.3928306757405571 -0.44224271330248616 0.0 0.0 0.0 0.0 1.2709897842167193 0.0 -0.9501076725415976 -0.5702498964404084 -0.4359112292835221 4.115143308777182 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8410265610682627 0.0 0.0 0.0 0.0 2.233889762760282 0.0 0.0 0.3281721209711682 0.0 3.5592618505552855 0.0 0.0 0.0 -0.23626971262211613 -0.8321731514083286 0.0 0.0 0.0 -0.8200878248427824 0.0 1.0131170890769536 0.0 0.0 -2.3441955636765597 0.0 0.0 -0.9722928951631513 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CYTIP -0.34740611106546804 -0.3595033023595534 0.4617963624584794 -1.919180390885677 5.069523070576677 -0.24874556516415747 2.154095163086469 5.49772622598629 -0.28385834338129357 7.2029885999827075 0.5176711764003139 -0.770153259074116 -1.226201219539952 -6.971314271186406 0.2826274002751352 2.362160565978428 -0.3967803834595037 1.275280573110636 1.0719665032873282 -4.520844338072863 -2.9381363445869946 -0.5337288124316524 -1.1784661441029938 -0.9012321302893694 0.9264216896893648 3.760767861988707 6.810260185405284 0.0 -1.400693984652869 -0.6389467383311893 -0.41140595514811396 -2.1288280122501497 0.7758069609932849 -2.429262587145692 -3.8592820708584066 -7.777981224538745 1.2448470103016236 0.0 -0.7851562399428147 0.0 -1.1439524705219248 0.0 -1.5331983266851337 0.026470817976800225 -0.9737437522627455 0.9817378084996479 0.8081143241146156 1.2307599858655212 7.784101030407683 -0.45601650556656687 2.682903244441446 4.99069427043798 0.011933484533134697 -1.990215025099034 1.1722459660900075 0.09877569994267017 2.9054786053016706 0.0 -1.705681442410012 -1.2468362073864923 2.1708970639087233 1.1659748787293902 0.526771030314103 0.361819822045699 -7.065089702264586 -0.6032871342171554 0.0 -0.9721279172384263 -1.7004140981719083 1.4698466864881183 -12.931003121212452 0.0 1.87894106937867 1.277660659580543 -1.4366793125043054 -1.9315899372713325 -0.5832282087483576 -5.100771099175537 -1.4423110770501417 0.9090246312746576 -0.7911090839973755 -0.3376398832229574 1.1509323183471416 0.2759486868870167 0.0 -1.3163861794569216 DAAM1 0.0 -0.2175066957597574 0.21953936739878058 0.3819047611762567 -0.4751301218822282 0.3298568209039706 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5605935677089823 0.0 0.0 0.0 0.4776958903954121 0.0 0.0 0.37780338357151233 0.9954205020379902 0.4482335783100684 0.22897279656006386 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6519863217155439 0.0 0.0 0.0 0.0 0.0 0.6182685857248339 0.0 -0.6785342699463355 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8657365953334683 1.348323152731195 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.49543330930909024 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DAB2 -0.04391648940021621 -0.14647117721373507 -0.5446696782658035 2.2035896256849212 -0.9184027154397837 0.0 -1.1356929996887042 0.0 0.0 0.0 1.0058614577475242 0.0 0.0 0.0 0.0 0.0 0.0 -4.535760263507148 0.403301973926747 8.819924074115692 0.0 0.0 0.6341082012540805 0.0 -0.4859686320662074 0.0 0.7059831180300907 0.0 0.0 0.0 0.0 -0.13912428851949415 0.0 0.0 0.0 0.0 2.0317836223755856 0.5717799043927807 1.2245836025081611 4.906482764142793 0.0 0.0 -2.0027011268603676 0.0 0.0 0.6376818003804697 0.0 0.0 -0.8357059921884095 1.0364741545756235 0.0 0.0 0.0 -2.7570148155136542 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.966039868463914 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3207693095564038 0.0 DAGLB 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2814911711700159 0.0 0.0 0.0 0.0 0.0 0.0 -0.38024987273339417 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3403771209516291 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.066759192033745 0.3544699973369347 0.0 0.5838983266521245 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9644935954304018 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.46011397055926295 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DAPP1 0.3705514212955812 0.0 0.0 0.0 0.0 0.0 1.4645258693009462 0.0 0.0 0.0 -0.2615382179644128 0.0 -0.26772400300654703 -0.2944448425406031 0.0 0.0 0.3254773499363087 0.0 0.3157297344758957 0.0 0.4509389152731661 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1205952868395253 0.0 0.0 0.0 0.0 0.0 0.8909625876761676 0.0 0.0 5.242908205397857 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.802083368959795 0.0 0.0 0.0 0.9253475103105875 0.0 0.0 -0.7661958716296974 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.04843800376745 -0.8341100975875596 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DARS -0.2840408655053353 -0.15251951215045514 -0.19232067300966182 -0.24879476559780087 -0.038338794269712206 -0.6020030396700998 0.30972250170728266 -0.2371348948824219 0.0 -0.790155767550572 -0.27145696541411435 -0.2959901764123254 -0.3794151239264797 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4527328875969458 0.0 0.0 0.0 0.0 0.0 2.2662260179170284 0.0 0.0 0.0 0.0 0.0 -0.5457428431267846 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7596533857969311 0.0 0.0 0.0 -0.6349906443530553 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4336970840424028 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.74733621847801 0.9769218321225155 0.0 1.0779898604756224 0.0 DAZAP2 -1.0879455491485088 -1.6757822542088587 -1.5853218035620789 0.4266190232793005 -2.857663341447486 1.8620440900431339 -2.117096109662005 1.2598907574293887 -2.1044782984924892 -0.6102906308111918 0.02700169591193107 -0.5457826637926549 0.5098979032367391 0.4685736803896631 -0.759989684639238 5.367563027949701 -2.4772509232666726 1.7694285789465247 -0.04586842849792764 0.0 -0.07586711469890585 2.3071205314349683 -1.209391716422893 -0.8696288339868167 0.48586248884877814 0.14304312737572888 0.6351844538434058 0.0 -2.8625042259542655 0.4522121736689861 1.4598839845192528 -0.9039336664246169 -1.5153762248653813 0.0 0.0 -0.7638716737086596 0.7242141282331084 -1.3075913475401975 -0.7694063485205043 1.3071822690538615 -1.2179256197381152 -1.3539460509207502 -0.5961278911621237 0.138405122663974 0.7440159033078932 0.49057841923887063 0.0 -1.107130845978095 0.8492887750147002 0.29624566849829087 0.0 0.0 -0.2215087824909089 -6.621221027730478 0.9193252527278686 0.0 -0.7881477676780951 0.18298328245363216 -0.6841209325674317 1.6007833647168888 -0.1978577325837517 2.091020610929212 -1.0297955275555888 0.27261301353799583 0.0 -1.909322606925925 0.0 -1.639011455981177 4.221610838159288 0.0 0.0 -0.45380342927919726 0.32444816178720814 -7.245291232253358 1.363723830609686 1.5138458306731666 -0.4100977465519985 1.1395215348142465 0.0 0.44193494839980263 -1.4761452826464732 0.0 2.8907085736047895 -0.450558462012015 0.0 0.4699036623058457 DCAF11 0.0 0.0 0.0 0.0 0.0 0.5233620674110485 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3234869654793212 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4148466245240163 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.165488480687433 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DCAF12 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.699988097357561 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 -0.8674214474086399 0.0 0.0 0.0 0.0 0.0 -0.2270704666511821 0.0 0.0 -0.23772588674222433 0.0 0.0 0.0 0.0 0.0 0.0 0.44197349354284804 0.0 -0.5532988792468676 0.0 -0.9277804590115792 0.0 -0.24912951729910446 1.9516859196018357 0.0 0.0 0.0 0.0 0.0 0.0 1.554210731883954 -0.31764983851736167 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.425746565528564 0.0 0.0 -0.3460415808082812 0.0 0.0 0.0 DGKZ 0.0 0.0 0.0 0.246461757791518 0.0 0.0 -0.19608449927897056 0.0 0.634138741004497 0.0 0.0 0.0 0.35332925311099467 0.0 0.0 0.0 0.0 0.0 -0.31015006731928957 0.0 0.0 -0.43314542812206913 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5046982247934235 0.0 0.0 -0.8677664970322073 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8812021159137186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.5291374077220006 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DGUOK -0.194556915257138 0.0 -0.07350483605965333 0.0 -0.41798450760793715 0.2978279426872143 0.0 0.0 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-0.15064566741640253 -0.27619046690918336 0.234893658817479 0.0 0.0 0.0 0.0 0.0 1.4955185162598252 0.0 -0.3026700176919979 0.0 0.0 -0.5323184129537856 0.0 0.0 0.0 -1.3427881337849625 -0.40244529901041803 0.932797115410106 0.0 0.0 1.0183159936716744 0.0 -0.27290316290648925 1.0873319381846056 0.5441485373510224 -0.36110374583922056 3.0329378765216615 -0.25907147904062683 0.0 -0.5630523309063376 -1.2094427296905719 0.0 0.0 0.9757498525729612 0.48722062099326136 0.0 0.0 0.0 -0.7863440260045191 0.0 -0.5613928168681562 0.0 -0.4058839315818964 0.0 0.0 -0.42862394092998773 0.0 0.48676104990304314 0.0 0.0 -1.2224905696995123 0.0 -0.6774033291088392 0.0 0.0 0.0 0.0 0.0 0.263749668455268 0.0 0.3402514880840013 0.0 0.0 0.0 0.0 0.0 0.0 0.3568245925411452 -1.1878668127949632 0.0 -0.5108319534324937 0.0 0.0 0.805445922812058 0.9665442662031246 0.0 0.0 0.0 -0.6597655875514562 0.0 0.4838622298970686 0.9519692433035477 -2.4603359904353987 0.0 DHRS7 -0.20145284364025615 -1.0077961558303068 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DNAJB14 0.0 -0.20018191794692775 0.2421504671864785 0.0 0.0 0.0 0.2838501899868444 0.0 0.0 0.0 0.0 0.33539890849059306 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2934284017096682 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.525488130532886 0.5306019760532645 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3261915469913133 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DNAJB1 -1.7627134838172211 -1.5787714616381539 40.25240264046395 -0.6544182810581846 -0.7571622800546404 -0.23340612294632268 -1.4728666988051786 0.8163262999563741 -2.8152353122515437 0.07723015913391221 2.985386478624597 -2.493791693719232 6.1269831645407375 0.46713431518158083 0.07240823684533157 5.4752981623319235 -4.3304968746453065 -1.3079793963073094 -4.607884495084147 -1.614112809463656 -4.234618333547491 3.3086550620507804 1.8197471631215942 -1.0056553682130371 -6.22904712517263 1.079952931885203 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2296310035322002 0.0 0.0 0.0 0.0 DNAJC3 -0.21137555393602975 -0.7027569469222089 0.0 0.0 2.0133228398312806 0.0 0.0 0.0 0.3251305289022401 0.0 -0.3538910570105842 0.0 -0.27843703759705546 0.0 0.0 0.0 0.0 -0.38442734765954395 0.0 0.0 0.0 -0.307479950494977 0.0 0.0 0.0 0.0 0.0 0.7256273971943271 7.0073017293566044 0.0 -0.6871554315959628 7.646202737923384 0.0 0.0 0.0 0.5563114835593295 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6707958725605359 0.0 0.0 0.0 0.0 0.5600965987274371 1.1065386665275845 0.0 3.926906063742463 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DNAJC7 0.0 0.0 0.5193739339915535 0.8900435569419812 0.3123731580970134 -0.33030750586297225 0.29026354312207797 0.29761925696772434 0.0 -0.37314697771728134 0.43276903609934175 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.28990890752367593 0.0 0.0 0.10163993923088363 -0.33816898577583543 0.0 -0.2791733308516193 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0.0 0.9870979633607325 0.24750391322972312 -1.402246827938328 -0.6932211489660427 0.0 0.0 0.0 0.0 0.0 -0.30169766668958503 -0.8637046969465522 0.0 0.0 0.0 0.0 -0.8631432014205757 -0.9326132585674837 0.0 0.0 0.0 0.0 0.0 0.0 0.7714932876824561 0.7442791663034198 0.0 0.0 0.0 0.0 0.3242598226707436 0.0 1.5388212267639714 -1.0808521703831633 0.0 0.0 0.0 0.0 0.0 -1.0121169248909392 1.1988370287513948 0.0 0.0 0.0 DNASE2 0.0 -0.17846666569624609 0.0 0.0 0.0 0.0 -0.2875499674057939 0.0 0.0 0.0 -0.47500821534521975 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.3006847102012205 0.0 0.0 0.0 0.0 0.31744775225281674 0.0 0.48334104777547093 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1820317907621065 7.532892039009392 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.225571031099249 0.0 0.29371333167151353 0.0 0.0 0.0 0.0 0.0 -0.9472604524661307 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5784841920095899 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DNM2 0.0 0.0 0.0 0.2623104791689811 0.0 0.0 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-1.0184236068201773 0.9162638893248628 0.0 0.0 0.0 0.0 0.27629997170825343 0.0 0.0 0.0 0.0 0.0 DNTTIP2 0.0 -0.3653747469739535 0.8725592254510353 -0.3350295488536321 -0.7684512630687091 0.0 0.0 -0.2499708850176716 0.0 0.0 0.0 0.0 0.0 0.0 -0.30128970193100707 0.0 0.0 0.6882010060857565 0.0 0.0 0.0 -0.5803298424632823 -0.2875681292791252 0.0 0.8220067456489607 0.0 -0.5366533198224581 0.0 0.0 0.0 0.0 0.0 0.2636715147076664 0.0 0.0 0.8862166638231068 0.5080913943791826 -0.6631112541813131 0.0 0.0 0.0 0.0 0.8692211247132141 0.0 0.0 0.0 0.0 0.0 1.740418807164101 0.0 0.0 -0.8439565617684346 0.0 -0.9415725973976777 0.0 0.0 1.424958053253154 0.9462062619583497 0.0 0.0 0.0 0.0 0.0 0.0 0.7904709419794229 0.0 0.0 0.0 -1.3685925777682362 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9061951004584768 0.0 0.0 0.0 1.7766873680990873 -0.36642414329087214 0.0 0.0 0.0 DOCK10 0.0 0.0 0.0 -0.1788759274236914 0.0 0.0 0.2673551458477201 0.42014511257602516 0.0 -0.35182477350306735 -0.2254734653238618 0.0 0.0 0.0 0.0 -0.36349139210562903 -0.43578976285094567 0.0 0.0 0.0 -0.5698562090378481 0.0 -0.5006347292028681 -0.7894750674313541 0.0 0.0 0.0 0.76182038565195 0.0 -0.6235566805862846 0.0 0.0 -0.5386853342371322 0.0 0.0 0.45654856261408816 0.0 0.0 0.0 0.0 -0.7472837353242495 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.64110822714697 0.0 0.0 0.0 0.0 0.0 2.253548486784091 0.0 0.0 0.0 0.0 -0.8667151263193887 0.0 0.0 0.0 -1.1551932136785958 0.0 0.0 0.0 0.0 -3.3301028930194847 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DOCK2 0.0 0.0 -0.244524749710098 0.0 0.0 0.0 0.0 0.0 0.0 0.5015295915081058 0.0 -0.39953696104289665 -0.2554978308046834 0.0 0.0 0.0 -0.38405875625790237 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3295866159385983 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DOCK4 0.0 0.0 -0.2414821200114053 0.0 0.0 0.0 -0.29690440236832943 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1348525602211808 0.0 0.0 0.0 0.0 0.0 0.0 0.46618151528383733 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7911819291993436 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DOCK5 0.0 0.0 0.0 0.0 0.0 0.0 0.30627401677221433 0.0 0.0 0.4682506623778052 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.323921615807114 0.0 0.0 0.0 0.0 4.3083810160321265 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8277384778183638 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DOCK8 0.039314629272427924 0.0 0.0 0.0 0.2971372513260386 -0.2601745601070238 0.2896685250493109 -0.23652078907394603 0.43843326973374946 0.7583444857196208 -0.2260841791594626 -0.2703176945340129 0.0 0.0 0.0 0.0 -0.772867100084464 0.5043542762287392 0.0 -0.3494319762920921 0.0 0.0 -0.8211454311181856 -0.5238442309718137 0.0 0.4451913445223559 0.0 0.0 0.0 0.0 0.6096532920133534 -0.5757803803296234 0.0 0.0 0.0 2.377446259872196 0.0 0.0 0.0 0.0 0.7558811224634483 0.0 0.0 0.7472497052188324 0.0 0.0 0.0 0.0 0.0 0.0 0.7440050150214724 0.0 0.0 1.0614361141410362 0.0 0.0 -0.5202376487504866 -0.9455056490467711 -0.8236189852651492 -0.9521192007500229 0.0 -1.8185453409163983 0.0 0.0 0.0 -0.9776810033201508 0.0 0.6338637149403008 -1.0412553155732893 0.0 1.0351570206910419 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DOK3 0.0 0.0 0.0 -0.17693220346974353 0.0 0.0 -0.3307958184564928 0.0 0.27377721454614595 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.163324546927394 0.5629144358041666 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5990673062847914 0.45610258080816507 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9745185811415331 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DPM1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2808868735289365 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7003185829104721 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5296880468775957 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6362301741560987 0.0 0.0 0.0 -0.22625794972294358 0.0 0.803633820679055 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4307162826534363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0376075659647754 0.0 -0.40524486701159945 0.0 0.0 DPP7 -0.32692560980442775 -0.22189776421355803 -0.47348736608670006 0.0 1.4173204572023022 -1.2783776787734755 -0.5150322756498823 0.0 0.0 -0.6334137569861278 0.25821284887113227 0.0 0.0 0.48880693519551677 0.42866234769057965 -1.3491766928024422 0.0 -1.039457790398059 0.0 0.8750544449814134 0.0 1.2969918588973637 0.0 0.0 0.16129058010085304 0.0 -0.4755354903605222 -0.4012703770002366 0.0 -0.5239078278823877 0.38777472890265324 -2.0833189784147494 -0.5832780573414345 0.0 1.057513609702128 0.0 -0.903364537617075 3.0175881669235105 0.0 0.0 0.0 0.0 -0.7750888456677094 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.13083992348129 0.0 0.0 3.3574802879543175 -0.5397097087428494 0.0 -0.7488612248300669 0.2804252856351875 0.0 0.0 0.0 -0.731778166669706 0.9313360804486449 0.0 0.0 0.0 0.0 -1.0951576655249535 0.0 0.0 0.0 0.0 0.0 1.304629046021309 0.0 0.0 0.0 -1.916725948843013 1.0099073570005426 0.0 0.0 0.0 0.36529266270921756 0.0 0.0 0.0 DRAM2 -0.4322967255068453 0.0 -0.06540720338884934 0.0 0.0 0.0 -0.14879957441483427 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.350515704323816 0.9122323869357467 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.637852269705143 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0644910748875547 0.0 -1.02855773030734 0.0 0.0 0.0 0.0 -0.9100527797886832 0.0 0.0 1.0346793183058969 0.0 0.0 0.0 0.0 0.0 0.9726766248917497 0.0 0.0 0.6596139172396132 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3564043003639041 0.0 0.0 0.0 0.0 0.0 0.0 -0.500929482023734 0.0 0.0 0.0 DRAP1 9.190246667259837 0.3678321404241492 0.5044358526273103 0.39579581024800303 0.09369660900969712 -2.2401816106147687 0.3945539775456346 -2.3172219738678312 0.11162113806822944 8.192848727326238 1.5257687948463863 -2.506211431360458 -0.14937980528051586 3.8817164239813757 0.0 1.7653245371570694 -0.12655691914293504 0.2057473043345887 0.0 0.47555681554864304 -1.343214622447391 1.5622523773520396 0.0 -1.3201232804102148 -0.46019367370737246 0.347318335036414 -0.9415486521601508 0.0 -0.9460772779277977 -2.7535232418525073 2.8611473369981635 0.12021865983802763 -1.0628171962885866 -4.083348710302924 -0.032995901714291835 1.616521585066818 -0.9407428020103046 -0.3715528312408021 0.0 -3.495194706514331 1.001972593097073 0.0 -0.6201189505538842 1.8655442177052541 0.0 0.0 -0.6602864581327018 0.0 0.0 0.0 3.2851765297633766 -1.7320069508208686 0.0 0.0 0.0 -1.6795784008471226 -1.9770058838820024 0.8916663860643088 -1.7466741402043127 0.0 -0.36207375546526904 1.6322577862670906 1.0809051217343242 0.0 0.0 -1.529840248713114 -0.3928383888373553 -2.0015379476527677 -1.164310760203088 0.0 -1.1389782577576786 0.0 -1.0269596585416985 -1.6781197001604748 -4.23030553387205 2.847039518989747 0.0 0.0 -2.5022955483831937 0.0 0.0 0.0 0.0 0.0 0.0 -0.5177603651066474 DSE 0.0 0.18588339280761276 0.23982318271871092 -0.37807823825255515 0.0 0.0 0.5854549453568464 0.0 0.3319778089158722 -1.2665774014259763 -0.22284933443334276 0.0 0.0 0.0 -0.3426642564893109 0.0 0.0 0.0 0.0 -0.9512788870699752 0.0 -0.7429431699957474 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5468280572231059 0.0 0.0 0.0 -0.7918215931335019 0.0 0.0 0.7238835144901308 -3.887364185249308 0.0 -0.7390817291863585 0.0 0.0 1.2993978764626681 0.0 0.0 0.0 0.0 0.0 -0.514293537032951 0.0 0.0 0.0 0.0 0.0 0.0 1.1585962920050823 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DSTN -0.5517479969866124 -1.6590549890018025 -0.2490805424418249 5.290021729625813 0.21276071983074785 -0.8785586187561201 -0.11772998432374004 -1.8548407533210551 -0.9031160110568287 0.3926449718544658 -0.4386730896764455 4.816897426998381 -3.7642143833156654 -1.021134456642173 -0.9465860536557141 -0.2833688910006363 -1.1545581888538923 -2.319676495840796 -4.152390828510629 0.7261596639689463 0.0 -0.795145561878437 3.856929261119765 2.767612492885985 -1.5661045908144329 2.1297802077033228 0.0 1.478859765685608 -0.8629523426602256 -0.3867508020989164 0.0 3.995275059023702 6.229726617926471 -2.028576929336327 0.5743069713064735 -0.08725945074615914 0.0 0.7012255287071555 -3.956178741621173 0.0 0.0 21.038616135825578 -0.7150836387080084 0.0 0.0 -0.7143055141204083 0.7884346690105861 -1.4616534076190122 -1.2172097606566552 0.0 1.6330399177346737 0.07725566776010215 -0.1979497498837667 -1.1815477698330283 -0.5688918654513694 2.4538637441893294 0.0 0.0 0.0 -0.9369936714273436 0.26456232029516175 -0.7081011397854523 1.3236659027806157 0.36652580224385384 0.0 0.0 -2.433984530545985 0.0 -2.5063428263140475 0.0 0.0 0.0 -0.2272715657394425 0.0 -1.5458582487464498 0.0 -0.5681315976278891 0.0 6.5276894234521095 0.0 -0.7032815047367929 1.8346251489672252 1.4713531486436857 -1.7204561428145269 0.15405096754968728 -0.09699368397304875 DST 0.0 0.0 0.48430662732053686 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5310804204906077 -0.38569694061121607 0.0 -0.8091743850270653 0.0 0.0 0.0 0.0 0.6635910320742866 -0.4411191609570334 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9740029487080711 1.0705377561080711 0.0 0.0 1.3319161539477757 -0.635059989659073 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7731770005059515 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3346656238807435 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DTX3L 3.1198746287217682 0.0 0.22256700086679151 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DUSP10 0.0 0.0 0.13604211579377462 0.0 0.0 0.0 0.0 0.801506386788087 0.6270182203450542 0.0 0.0 -0.32578756591396574 0.0 2.653278405346917 0.0 0.4495909920774302 0.0 0.0 0.4219151274265685 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5911675007440768 0.0 0.0 0.0 0.0 0.0 1.8728336037032798 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9429881630087854 0.0 0.0 0.0 0.0 -0.5120622734912744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9577160243611225 0.0 0.0 0.0 0.2847132981121909 0.0 0.0 0.3753614086717272 0.0 0.0 0.0 0.0 0.0 0.0 DUSP1 -1.4930298890335167 0.0023879181772554214 1.4369535571800423 -9.313679996175097 -0.6160321673228661 -1.050554449335125 -1.0110106991793488 0.6034235509974987 3.002112480041099 5.372375368567901 2.4324924683189697 -3.209669704058854 -0.13799410125116007 -1.4549059189923759 1.4026011647716632 3.510874156655718 14.05065974931019 8.547739063807144 3.389263275975849 -0.41786597585851454 2.972901463853745 -1.5804026658553734 -1.8869379010262675 0.29903401889810566 2.1747831403607836 0.2397921749724048 -3.50359298927536 -2.2079563656131644 -2.606128626250326 1.6698519939959908 -1.248343500229904 0.6651247833808978 -7.2133525078322664 0.08339303680560857 -8.669870564955465 4.04307646072047 -0.6300090445633518 -1.9611333044561943 -2.787176553915728 -3.6615821078558772 0.6530646085279345 -1.8334435303967238 1.4570123089745346 4.156042980069545 1.8812662962422604 3.2483022414282834 0.010518218084009545 5.058457472323865 -1.768925128235858 -0.1335052694117918 7.124519742296367 6.9553684972981324 -2.607506509204661 1.47270129413048 0.17330957442391 3.371090298681509 -7.652404884042148 11.67230281509238 3.2742824973216504 0.18015586277307816 -13.228773078495152 75.1334033414509 -11.927721576872424 1.4358955003423617 -4.376466820586348 -6.202808169310998 -3.6686676107596505 -12.686483186745653 -16.499918594501732 -4.887234926337444 14.262941965544702 1.8097975058410338 -11.897897145613358 8.538303724661551 -0.6481045471280058 0.7528124225297097 -8.525012659131106 6.7192311867778685 4.694035733612757 -7.477736068498817 -6.525464843538745 4.743609286155963 163.82131499727194 4.640298832365116 -0.5186741089558209 0.7776780824568374 DUSP2 -0.38223534698891204 -1.2149986850070291 -0.3836396091826993 -3.958600338807509 -2.500313819174616 -1.7067194069245375 3.269422280692233 0.8255169460018292 4.031838588033618 -1.848372700492179 2.6134402494733355 -3.9259697092154786 24.37681129468359 -1.0237389734815725 1.082424928885204 1.0403963845588464 9.660100566749817 0.0 -4.767246248895073 -2.085849403085645 -1.9388049599468813 3.9725400546575114 -0.8340364248025813 -1.672248341519538 -0.8874684809482795 -0.13144710750692598 -6.622233695914329 -0.9114968605470701 1.087829153534962 -1.9038406435416422 0.38097906464868514 5.5832099416470236 -15.183633425100675 2.5876545643895903 -1.4718353469917096 -4.079807918120277 -0.6785590751207646 1.6835958447456867 0.0 0.5607841974167557 -14.523946339295914 0.4066547116772872 8.452923312118926 15.427296319168855 9.300975443359107 -3.8335289052502666 -1.0538592962480378 -1.023472589180858 8.118379969275173 -0.429603084641787 -8.958332149916808 -2.4560518102774407 3.3166777269314687 0.9266105202805864 2.5768205024485806 3.8028182645810085 9.210879910851254 -6.8621668266164155 2.522101712541083 -1.863918074487417 -1.9634032767598522 4.614658562763998 -10.094790581603101 7.57987650149619 3.342097437577285 11.343843665912942 -0.9107651533216657 -13.333648749774488 21.568431684585885 -4.190845394253158 0.24347563928789526 3.892827991605536 -2.141198086162967 -13.271298319058664 -2.101747028211323 16.088213524945868 5.530800430840598 1.532928519204149 -7.18630843640955 -13.707762902034261 0.9184309763959215 -1.356391665007894 -0.7186614743609805 1.2458908136527849 3.7590263973471343 4.2125999755023384 DUSP6 0.114405015432119 0.0 0.031382356149718724 -0.5591951405944933 0.0 0.0 -4.8625349499778245 -0.2454061236766092 0.0 2.6624749245671686 0.0 -0.5209164644838724 0.6913446868550228 6.773601035276382 0.0 0.5044036183907268 -0.23513490634187026 6.164136532841652 0.0 -0.4592281527204208 0.32214702864504896 0.0 -0.8370237454657723 3.5134912664643383 0.3389223806583972 0.0 0.0 -0.848879650320273 0.6317842709810056 -0.19401144164325002 -0.3908589601502502 0.0 0.0 0.0 0.4136235714006624 0.0 -1.0069214157440782 -2.379425230035049 1.9102604067354625 0.0 -0.22257363683699782 0.0 0.0 0.0 0.0 1.795874296485447 0.0 -0.8750074985890836 0.0 0.04451890574437743 1.6552614157877892 0.0 0.0 -1.72109493997809 0.0 0.0 0.0 0.33693984459250403 8.420717278463277 0.0 0.0 0.0 -1.371194681034088 -0.3156254778376613 0.972384839288341 0.0 -1.041941785634959 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.8257812094223795 0.0 -1.331031883653106 0.0 0.0 1.724248952621264 -0.05237939019639901 0.0 0.0 0.31824384662335337 -1.1581905809701145 0.543280295714633 DUT 0.4601218284187857 15.84805118654757 -0.6772828495585151 -0.7736861636825645 -0.7600062147863161 -15.613756400703526 0.3125863305678547 -0.4077988179219569 -1.7052804019336985 0.0 -0.2800332469174385 0.0 0.15677973657942773 0.0 32.668110056680696 -0.4014626674052152 -0.003918354467135795 0.0 0.0 -0.7657358989529452 -1.0307118181495871 -1.0986309876402969 0.0 0.0 -0.2714450172015579 0.13661317529798467 0.4168377751978379 0.0 -1.0450903489521863 0.40169736808763706 -2.6972277171341266 0.0 -1.5500386675041622 -3.198633608782276 0.11303932406418271 0.0 0.0 0.0 0.0 0.0 1.3480332774456036 0.7259379256030988 0.0 -1.871623188203539 0.0 0.0 -0.5621886747604429 0.0 0.9876308375971676 0.0 -3.9278957742083707 -1.2808985410855933 0.0 0.0 0.0 -1.21790149165106 0.0 0.0 -1.8358592280110086 -1.1589748564078133 0.0 -0.7479369851226002 0.0 0.0 0.0 -0.9454222761193293 0.0 0.0 0.0 0.0 -1.3966151511469358 0.0 0.2191949852103013 0.0 0.0 0.036475194315496395 0.0 0.0 1.1386885896110992 0.0 0.30838618421331054 0.0 0.0 0.0 0.0 -0.4966519333801808 DYNC1H1 0.4095316318418435 -0.11221391997010788 -0.4709336899236646 0.0 0.0 0.0 0.31607495978992195 -0.24821877872143497 0.0 0.0 0.0 -0.2938208735847854 0.0 0.0 0.0 -0.6502473028851469 0.445760198883937 0.0 -0.3683841035930365 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6046563459343204 0.0 -0.3676710696223005 -0.45099997564295163 0.0 0.0 0.0 0.0 0.0 0.5830510209413802 0.0 0.0 0.0 0.0 0.0 -0.7269873917579978 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3691345161601045 0.0 0.0 1.9943330091756746 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.7616600002592 0.0 0.0 0.0 0.0 1.2968231966318962 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DYNC1LI1 0.17560400237601287 0.0 0.0 0.0 0.0 0.0 0.30277697176602564 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2427100609236683 0.0 0.0 -1.6834167114989553 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DYNLT1 5.776284545546213 -0.30738313867691036 -2.009487848089149 0.0 0.20238447666395523 -0.4204216834952952 -0.983326886532145 -1.6158334436926773 0.29926589320541447 0.0 -0.07433040600035731 0.5196898075155554 0.34876613366410725 -0.3005386645141452 0.53658024637384 1.0755722758495547 -0.5019351013572181 -0.33842369950978524 -0.368057791704262 0.0 -0.4935089094891221 0.0 0.07479038732370015 -1.2056805207267571 -0.18739381398022126 -0.8396827276863649 -1.5680243502015425 1.389228473406927 0.0 0.4862664477152286 0.4729010267526318 0.19853437990153627 -0.6520545004753835 0.0 0.511360204677698 -1.1992758065852203 -1.0731670604726 0.0 2.0006926552704694 0.0 -2.590258438527654 1.8975601276969694 0.2421871607940835 -0.926660920575283 0.897804553376473 0.0 0.0 -0.24578035408251667 -1.0066524493657347 0.0 -0.7637170600764199 0.0 0.0 -0.9731459614994656 0.9514354049915129 0.9180105285082538 6.9701753209528405 -2.6048946150455436 0.0 -1.9561857345323908 -0.3022770808039347 0.8459880840330675 0.4954683857236442 0.6207128556949221 -2.8282319918118155 1.8066171415737713 1.560842298218516 0.7298562614512748 0.0 0.393595927504918 -1.276735453088358 0.0 0.0 1.3105820251245694 -1.5509626466834454 0.0 0.0 -0.22805186349546883 0.0 -0.1740916476978652 0.0 0.0 0.0 -1.3376986789528202 0.5486582676481903 0.0 EAF1 0.0 0.0 0.0 0.0 0.0 0.0 -0.623348779935826 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4011569078096112 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7684865132245612 0.5140442557359985 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6022217293777379 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EBPL 0.0 -0.16830750352127308 0.0 -0.4603778288705155 -0.38188501565131255 0.2667792624730799 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7818187218460843 0.0 0.2461012828340449 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.36699782952893095 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8787601692634484 0.0 0.0 0.0 0.0 0.0 -0.8814074507198789 0.0 0.0 0.0 1.0114057706387352 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EBP -0.15317046827535752 2.269548405012636 0.2095467841528777 -0.23294049822683158 0.2998927935950602 -0.1934595882219098 0.0 0.0 0.6058159894685818 0.0 -0.2401937621625054 1.4803297084408684 0.0 0.0 3.0525178056651057 0.0 0.0 0.0 0.0 0.0 0.0 -0.37346013563798697 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5390291065241318 0.0 -0.5987180722898663 0.0 0.0 0.0 0.0 0.70255950945345 0.0 0.0 -0.8079512590913569 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0097555952335457 0.0 0.0 3.227983092744759 0.0 0.0 0.0 0.0 0.889700155355886 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.300959427624505 0.0 0.0 -1.9257041976714384 0.0 -0.36009823164574445 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ECH1 -0.8184993191275091 -0.6184081954647563 -0.34788288451206345 -0.42059592015731523 0.7018823911440988 -1.2217584740439007 -0.015684247655801776 0.028675393457111627 0.0 0.39028767290072325 0.0 0.0 0.39851501810218215 0.3597666817090847 -0.29144190960990835 0.45831814208943505 -0.5148354314596072 0.34364076474363314 0.0 0.0 2.0776540008308197 0.0 -0.42284945350102315 -0.619381890446844 -0.41549716156446054 -0.5477202079332282 0.0 -0.4402064563974493 -0.3032802883039922 0.0 0.0 -0.5368880041105852 -0.373588123471135 -0.6641999392132176 1.042113479828218 -0.2804316818841627 0.0 0.0 0.0 0.0 0.7241745386179315 0.0 0.0 1.2149558287226192 0.18770978695955856 0.0 0.0 -1.2292600933597793 2.2795790905462683 -0.2369541053136389 0.0 -1.3986213061270971 0.0 -4.022179190352515 0.0 0.0 2.1346256089808766 0.0 -1.2277103326033514 0.4502828972430053 0.0 -1.4051264157154388 0.0 0.0 0.0 -0.9913653520810898 0.0 0.9119732175743392 -1.889835920912354 -0.37783427140368514 0.0 -0.33947925352675595 0.3036291004287296 -2.40044606897008 0.0 1.684550722558758 0.0 0.0 0.0 -0.38091160229892884 0.0 0.0 -1.296014378833068 0.2788774166658252 0.35618275670783683 0.0 EEF1A1 -0.18493440082484547 -3.416523324050642 0.5196538290039178 0.1175032139529438 -4.020722178760502 0.23289424944364345 0.2673752227888546 -0.16154737374604386 0.27129541523279793 0.4942073874544005 -0.22678433730062075 0.8469128366405172 -1.9073883190409533 -0.2097314656054787 -0.2741142958369547 -0.7578726537725156 1.2285159343692764 0.6126296064712001 0.23293678732026615 -1.1501066772512536 0.2516608747174932 -0.7875700248843243 -1.3406457992036087 0.41547005003528936 1.4423005544495584 0.1679532390761839 -0.7289636984310822 0.0 -1.1154702344366079 -0.5456223158897934 -0.4784177708963961 0.7326629488890666 -0.5563426137960293 0.0 1.219692858124786 -0.47044281114384556 -0.29691747538672575 0.0 0.0 -5.7081040320494925 0.0 2.36550392324221 0.6857180623435633 0.0 0.7794944720301483 2.8535654341642287 -4.305348761354111 1.3161521831903877 0.7802195313643397 5.4612824000707025 -0.8846841257280011 1.530536089080812 -2.7378412542558146 0.0 -5.243803319979931 -0.9607217758563583 0.0 -2.2643665317674744 0.0 0.05788769374229622 -2.184523161925512 1.449036870906349 5.665556330384597 1.6799591521205144 0.0 1.4600261935855536 -0.4462763598570598 -0.6298701731726334 0.0 -4.62964411889637 0.0 9.589381109607762 8.301576153088337 0.0 1.335144835094666 3.3062160876763707 4.872827684429199 3.6061823063644765 0.0 0.7313285963420185 -1.0504431484463286 1.8681996083169818 -1.96853700274569 -1.2551114479406091 8.697988771938233 12.864209260602099 EEF1B2 0.025498027543726497 0.3239044216113411 0.09369542443108585 -0.3045803729748537 1.5682807626463824 -2.5759389147118665 2.931739467873228 -3.5843566633389994 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-1.2101236193119922 3.3453390093126356 1.6325281273165693 0.776529807455702 1.3290217936405586 0.0 -2.3641831667421025 -2.425166342845219 0.7430092685041066 1.3401739400955872 -2.8732393580707836 3.1572954659165644 0.14498124881587202 -5.243492069250938 0.0 -2.87663830338715 1.2486087199299651 0.43974336831739913 -1.8068201295908088 -0.02142566547985556 1.3789552150554223 -1.887058652734296 -0.39702914828384295 EEF1D -0.41943133165491864 0.4001200204960099 0.716921185042354 -0.2832228373671661 0.695853795433905 0.7335110655180778 -3.2683369228009607 -0.732875721915623 -1.2722044616796087 -0.18121553526952225 0.714030013809796 -0.12490508871349787 0.07317800821770548 -0.7611932047446216 0.830997708490896 12.293589118212822 0.5555677972077601 0.47519007967603544 0.3801453580123156 0.0 -0.2500874560832762 0.0 -1.3899574404666692 -0.10108129559825872 0.47545197391420774 -0.2521720355394958 -0.5543763863872954 1.2065120049840432 -0.6187331204909016 1.165161959322072 -0.8319791833993281 0.0 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3.0925128421660433 0.0 1.8478250117879516 0.8680726863232486 -0.7994186631683919 0.0 -1.6628619806325406 -0.3959949040795087 -3.2813307284401083 1.8027979890750583 -1.3845499862390693 0.6732192317155465 -0.012559745101549424 0.0 2.747859385269204 0.0 0.0 1.1304341004148366 -0.8645373791429127 0.0 -1.1215981052032198 0.44860461205328034 0.0 0.8191440496654746 -0.42410357843015023 1.0100135104499683 -0.36129979484634367 EFCAB14 0.0 -0.25822833496650954 -0.26538242057201794 0.0 0.0 0.2718090856221917 0.0 0.0 0.0 0.0 -0.32802848693743075 0.32065914896040637 0.0 0.9264258112562463 -0.31066814496006084 -0.2984294327354629 0.0 0.44584757341920983 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9202614848083029 0.0 -0.8042514528386037 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EFHD2 -0.30858606209840633 -0.1685165974324588 0.40541919911803337 -1.1586185520946164 0.0 0.0 0.756268469940805 0.7688310860044508 6.526009434182243 -0.5459197617743861 0.4395394378126885 8.53480101795439 -2.442540313789183 -0.3966834740829557 0.0 0.0 0.5124347510175505 1.0766740296890382 0.13780407916054221 -0.40951108052879903 0.3995259252843401 -0.4571517014824672 0.0 0.0 0.49320208436111895 -0.11798364745125507 0.009015104980968877 0.5774883664102511 -1.9357097530856917 -0.6743014112835701 2.3111965151031137 0.0 1.161908757207258 0.0 0.0 0.6295030685925743 -0.3478615609498753 0.0 0.0 -0.8210616758390049 0.0 -0.9037576413959392 -0.5842141303876407 -1.9535177383529603 0.0 0.0 0.0 0.0 -1.5955509620831876 0.0 0.0 0.0 0.0 0.0 0.0 0.9300260059738453 0.0 0.0 3.958350724653044 0.0 0.0 0.0 0.0 -0.46998332059085984 0.0 0.945246450607009 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.9576807279500983 -1.3427687324304345 0.0 -1.22840475866537 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EGR1 -0.1602522413727044 0.2389526580859362 -0.010490987453193823 -1.232682960593777 -0.7249193989970157 -0.6364149898448239 0.2637658761853827 0.9316488292125708 -0.23128053531562937 -1.452544590241043 1.4545828817321165 -2.043695510505772 -2.0993204478533642 5.952877611917281 2.0282125101225668 0.8112413477095585 -0.38997939812405485 -0.6062043154081841 0.9725800955348135 1.2202275982879904 -0.45101728525634593 1.0661303282761487 5.07158340860449 -0.1146544859422507 -0.08318383368332179 -0.31190601240239535 -0.706245564131797 -1.3691496855274654 6.207168029054702 2.1189371338234904 0.0 2.638498978217861 0.0 0.0 5.765235128328881 0.6734843465612145 4.33138236151783 -0.18518217693387606 -3.4434946874475014 0.0 1.5911583063570462 3.193710848008189 -1.6850404743164051 0.0 -3.358390970348843 0.4787569817666319 0.0 -0.907929598994138 -3.3692951250544776 3.2592818352390585 -1.1861288782028259 -1.796253686443784 -0.5853455915873385 -3.3350957525322733 -1.4016051749328158 1.4423024258639654 0.0 11.56727023531981 0.0 0.0 0.78721268841288 -0.20403494942876307 0.5914053143834876 0.1357405242291205 32.43941020317123 -0.9575557199767971 -0.11670226245385014 0.0 9.611494004096565 -0.4990039242131134 0.0 -0.28603929358551683 -1.3503629463015976 1.9366225667363477 -1.4341749196580127 0.0 -2.78995960758688 2.938255204202148 0.0 -1.9766032835251124 0.4411626075957994 1.9242785694352846 -3.9336414671706708 -1.3039023678062098 -1.2292839591525107 2.178025135611931 EGR2 0.0 0.0 0.22990576235234636 0.0 0.0 0.0 0.26502814492125976 0.0 0.0 0.0 0.0 0.7854174604499761 0.0 0.0 0.4994518811754445 0.0 0.0 -0.7462822131569845 0.0 0.6154527260713436 0.0 0.0 0.642913105607514 0.0 0.1967026190479185 -0.4436556928849366 0.0 -0.414379381824404 0.0 -0.17294697570959253 0.0 0.0 0.0 0.0 3.197239654287085 0.0 0.0 -0.724687587238593 0.0 0.0 0.0 0.0 -1.832653090920164 0.0 -0.002652649305936069 -0.9357972422003634 0.0 -2.26345776903694 0.0 -0.9757115574781982 0.0 0.0 0.0 0.0 -0.7673051904674882 0.0 0.0 0.0 0.0 0.0 0.0 0.25100156805297874 0.20357508816652703 -1.3333448146299818 1.8680516291239229 0.0 1.2522909180037989 0.0 13.292328734064014 -0.26485593327062834 0.0 0.0 0.0 0.0 0.0 0.0 2.2763798408262175 0.0 0.0 -2.2119277599955023 0.0 0.0 -2.117093315368069 0.0 0.0 0.0 EGR3 0.0 0.0 -0.2568640871970058 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.30492285871105546 -0.22387779815750358 0.0 1.5411025163522423 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4721910270049425 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7816756040618712 -0.6911032765419749 0.0 0.0 0.0 0.0 -0.5319221820657 0.0 -0.6074020481399283 -0.6644881349914479 0.0 0.0 -0.6585633875741174 -0.4895242883312383 0.0 0.0 -0.38574314849570196 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.24604637260859852 -0.704719932083751 0.9216618641988825 0.0 -0.4862464208639233 0.0 4.073750279657712 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7171287743676893 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EHD4 0.6962374678499236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.670216980369306 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9521789850349692 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EHMT1 0.0 0.0 0.0 -0.20014902691006198 0.168105347381719 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0248666248815759 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0389105698241279 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EI24 0.0 0.18503216112543905 0.0 0.0 0.0 0.28072201570037003 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4158551537313601 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EID1 -0.015261232383226275 -0.5990884936571838 -0.4890879352750339 -0.03474154652140747 -1.2806885307819567 -1.1473477721043686 2.453233020105051 0.626634339220997 -1.7295115748135819 -0.330024151007413 0.08602485605527753 -0.10898509038156694 -1.9723593695728772 -1.1629236722438345 0.0 -0.7257033694436328 -0.6790203315032405 0.8936806820925328 0.4834280506614631 -1.1245824116539018 0.5946009936006941 2.49590175140768 0.8884363319247288 0.7196941206227376 0.2901745439511163 1.0600557560471993 -0.4640353593508042 0.2358436264257269 -0.9691729875449527 0.0 0.5915342993975465 0.0364748963508462 -0.6925970063516039 2.4982286279802848 0.0 1.363604868453861 0.0 -2.3882391422362907 -1.8068701409149237 1.307694726356077 5.507472893496622 2.1173973073431047 0.6519294611368184 1.9859911537747637 -0.9306200078265796 0.0 -1.0718555199313042 0.0 -0.6975674490406553 0.0 1.8458724280778138 0.0 -0.23925824214112792 -1.7173686636357495 -0.8289791575001897 0.0 -1.239662238308644 0.0 -3.133962869205502 -0.863781795507163 0.0 -2.1518353156480505 0.46718858298335314 0.6657813795230327 0.0 -1.7811416507520468 -0.5550320838288312 0.980660935737531 1.4819100921353545 0.0 3.312603991217619 0.0 1.6776343126099207 1.1354687144606874 0.0 2.7328314741418263 0.0 -0.0010560736974889906 0.0 -0.6637815979682873 1.0951022225989318 1.487941442620334 0.0 0.531234528602935 0.6441777642403314 0.5221936176976496 EIF1AX -0.37403901957809016 0.0 -0.7120071616550675 -0.22119203952091623 0.0 -1.0742915879283061 0.0 -0.2694220734269928 -0.4614224980847633 0.0 -0.1729620657400572 -0.06961622235514658 -0.29637711015243406 0.0 0.4986253886087718 -0.45548518195333926 0.0 0.0 0.0 -0.6530897171032682 0.0 -1.521773331862805 -1.1318674558767496 0.054240991049891316 0.413010441695399 0.0 0.49590638391761427 -1.0542150267235058 0.5148558020886816 0.7044493824401351 0.0 -0.48920229928754566 2.330536202519824 3.7566781787887047 0.0 -0.6853303693108247 0.0 -0.9858510630101589 0.0 0.0 0.0 0.0 -0.6266988955404265 0.0 0.0 0.0 1.0020738521649493 0.0 -0.7333976499216996 0.0 0.0 -1.1724478292301264 0.0 0.0 0.0 0.0 1.2442095601401486 -0.7961731265233425 0.0 -1.4413297100152562 2.0339168780331778 0.0 0.0 0.0 -0.8451705181187249 0.0 0.0 0.6610500838591753 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9647828442672592 0.0 0.0 0.0 0.0 0.7015993289260533 0.0 0.0 0.0 EIF1B -0.29566193253878226 -0.18974404944344395 -0.1555986781855698 -0.20316715454345288 -0.49861842880062773 1.0367870790497333 -0.4602988654748563 0.0 0.0 0.0 1.346847395835371 0.0 0.0 -0.3017579879157698 -0.46142536073315893 1.0883202862488812 0.3578242334639672 1.2003521995353734 3.7835747711741403 0.9944819967590673 0.0 0.0 0.4489982254638335 -0.43191684644018574 -0.24516979679080586 -0.5256270550647767 0.002228977354217454 -1.1025190188418366 -0.7762289771310307 0.0 0.2049831620294542 1.623086137994409 0.0 -0.7416919078861417 0.0 0.045205084391547246 0.0 0.7169201205822111 0.0 1.55272451440082 0.0 -0.7913840289306616 1.7868834320263018 0.7772992143141807 0.0 -1.7185242933435523 0.0671723695155195 0.0 0.0 0.0005076945738844429 0.0 0.0 0.0 -1.8799587351934648 -0.7010289508112991 0.0 0.0 0.0 1.2254504255279335 1.506336826646472 0.0 0.0 1.5723873614047736 0.0 0.0 0.0 1.6357003341912255 0.0 0.0 0.0 0.0 0.0 0.0 0.20406060040263618 0.0 0.0 0.36577717713655655 0.0 0.0 0.0 0.0 1.328029887225035 0.0 0.8775508293893817 0.0 0.0 EIF1 -1.2318320874953355 -3.101398165310212 -0.7103818761207548 0.27081936436351095 1.8486408777114394 0.8069292856572726 -0.9596452137395961 -1.8580180663664931 -0.43007805794987664 1.8178463687551734 0.5924686989710675 2.546070685266618 1.7068193798312603 -0.6029964096946376 -1.9572270029347745 4.849246204854658 -0.3742686628555236 1.5081006855311887 -1.4378101059478046 -2.482402351295561 0.35494606762340436 0.0 -0.6213385436162059 -2.1632338056235896 -0.11921585834838666 -3.111568291797697 3.024613783266877 -0.3375696289031099 -2.3925725221402843 1.5769924921308844 0.21367065512350047 3.560498519390509 0.6956171001884249 0.0 0.39851611668847525 1.2324971784658763 1.0799671797374537 -1.6021724744565085 -1.2844010131826187 0.46146067003617436 -0.708586915094238 1.143935936534241 -0.6548654382361877 -1.5509546390218836 -14.22753060124855 1.367408863311074 0.16838592023917487 -2.2909756190178774 0.4040372665421419 -2.751111238673821 -0.6199832220177511 2.3332422345934694 -0.7923698420623086 -1.6689094533258082 -6.8863444226359 0.0 1.454408459581346 1.3904045038462094 2.1301149572247975 -1.1392539003419477 -0.8149924553233676 6.661982278695735 -3.5517717391579176 3.8798454313651796 7.768949114440101 0.0 0.4057192566235955 -1.3277804450341741 4.529851384948525 -3.201249682501109 0.0 2.17062617670138 -7.063535847328248 0.0 -2.7131232936747476 -1.0926660001175603 -4.262884203379306 1.912409390495816 0.0 11.324373212912068 -0.7629220158996992 6.2511279655955985 0.5625956800826252 0.9653184297428112 7.011033812508228 6.028103678567165 EIF2AK2 13.709360098253487 0.25624999093183887 0.0 0.0 0.0 -0.26187605841505945 0.0 0.0 0.3318912653391255 0.0 0.0 0.0 -0.3967007788714671 0.0 0.0 0.0 0.533686059571642 0.0 0.0 -0.5153961789761902 -0.13332519105127527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2400804579806404 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8536164975625521 0.0 0.0 0.0 0.0 -0.8434181190966454 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9126330945975978 -0.7787816716078272 0.0 0.0 0.0 0.0 0.7752160424497206 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2905471573257146 0.0 0.0 0.0 0.0 0.0 1.399118097479699 0.0 0.0 0.0 0.0 EIF2S2 0.5537321918610052 0.16223062062971677 -0.02984373088461908 -0.7204520755070984 2.4499718420524483 1.2009657474617796 -0.5070444723517071 -0.3088539210829042 0.0 0.0 0.3107717389404628 -0.2921404567329429 -1.2879074375017059 0.01345096709609166 -0.7083407672014869 0.32823301589873155 0.0 0.25401751819613655 0.0 -0.3321195214363926 -0.34906597247957305 1.1675207689610123 -0.7511308590964021 0.0 0.033821463590886745 -0.5122517910373077 0.07453971577065081 -0.4905898449625663 -0.9587454423662775 0.11387946808289762 0.6239160689382062 3.108532649805657 0.0 2.2666805714795473 0.8186991999103094 0.0 0.0 -0.8127871949126924 1.2113925381601642 -0.6162737478596402 0.0 -0.7830724082308311 -1.2262664821503508 0.0 0.0 0.8240430058684917 0.0 0.0 -2.168948611403982 0.0 0.0 0.7258539563352627 0.0 -1.0781721007556027 0.0 1.3366177623501827 0.0 0.47987460093296147 0.0 -2.679939801950449 0.0 -0.7265683349358604 0.0 0.0 -2.758949533524951 0.0 0.8913848398684673 -0.6830735707258272 0.0 0.0 0.0 0.0 0.0 -1.2970264247624317 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.771261923036907 1.4232834298528259 0.0 0.0 0.0 EIF2S3 -0.3907489115939873 0.0 0.1352742286640141 -0.3890041749686216 -0.20142280178020158 0.0 0.8525291541674102 0.0 0.0 0.07790309654087807 -0.9391379827615527 0.3766403453729321 -0.32072659712406915 0.0 0.0 -1.0051406237366722 0.43415409229758295 0.0 0.9996310648341947 0.4177615349371547 -0.38390046479894974 0.0 0.0 0.0 0.3323951256322943 0.1285033731873256 0.5390029660691117 0.0 12.258984815908564 0.0 -0.5939217858872908 0.0 0.0 0.0 1.205041321943786 0.9967762102174347 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.159344627303336 -0.2621591915738644 0.0 1.131213792366012 0.0 0.0 -0.45690420855398817 -0.7582219767305091 0.0 0.0 0.0 -1.039347049732412 0.0 0.0 0.0 0.9541298270618732 0.0 0.0 0.0 0.0 -0.2558673811289883 -1.0883286872920148 0.0 -0.2412570584606988 0.8680861619201832 0.0 -0.4188644743691242 -1.3100028566917423 -0.25166900235687983 -0.31601536326682605 1.5343906351964163 0.0 -1.3720534892170129 0.0 0.0 -1.233208629749678 -0.547132007475455 0.0 0.0 0.31889866117983806 0.0 0.4234390710923031 0.4394072561663565 EIF3A -0.61612813427328 -0.15060899546230486 -0.02934646531210475 -0.43757900391061993 1.343147121619297 -2.0710925413421784 0.9473993594998937 -0.8741230063273678 -0.7794158383523712 0.0031712181633174216 -0.40234988054302223 0.3384503716782761 -0.48358946669184094 -0.5522250694729809 0.600959977222774 -0.4748119898926294 0.0 0.855311063668352 -0.49291794039622816 -0.39177537001694634 0.0 1.9417173303758786 -0.7531914704957343 -0.3428683990563836 0.0 0.0 -1.145121823808722 0.1016024011841156 -0.4851534492169416 0.10968392599977998 -0.10915112945206727 0.0 0.0 1.8174352067707518 0.8350303256564667 -0.718850236737325 0.0 0.9756564914521628 0.0 0.0 0.871962951328288 0.724368785959681 -0.518899653901202 -0.7258027151614523 0.0 0.0 0.0 0.0 2.1793820911385415 0.0 0.0 -0.976789644818428 0.0 0.947691750533263 0.0 -1.3114956503603126 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9394673466413376 0.0 0.0 0.0 1.5466705842765136 0.0 1.437343980485758 0.0 0.0 1.3815115818055521 1.7493152635817992 0.0 0.0 0.0 0.0 0.0 0.0 -1.3208625124995237 0.0 0.0 0.0 0.0 EIF3B -0.10739071758555221 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.27750104440104173 0.0 0.0 0.0 0.42469005664850207 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.46953111419277616 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EIF3D -1.1679990142758045 -0.38919360397061015 -0.09153203901496824 -0.19739567869522268 0.39364667389039915 0.35450559411212623 0.0 -0.28377066507975784 0.907532405411232 1.0384042598791556 -0.19766191455671012 0.007874283678108562 0.7586373090589428 1.062016454607187 0.0 -1.7779147644067208 2.9593271138824635 -0.6762350496882928 0.0 -0.08951495885250844 0.0 4.422859466173771 -0.34444751352129155 0.0 0.0 -1.7342737945878588 -0.4022893881970879 0.10373488213132205 -0.41928178677891714 0.0 -1.412845965995487 1.0210688274618902 0.7236741139794762 0.6580453569428188 0.6174903468740127 -1.6745398964669895 0.0 0.0 0.0 0.0 1.128882763494807 -0.9677118527940995 0.0 -0.5449731813092639 0.0 0.9284775860164777 0.0 0.5528598594330879 0.0 0.0 0.9585923825866661 1.905670947234718 0.0 -2.299648097449115 -0.35818174520481333 0.0 -0.49383471858234085 -0.18673935772674058 0.0 0.0 0.0 1.3199161639964407 1.7120656661206892 0.0 0.0 1.2974414469452509 0.0 -0.33471374505897766 0.0 0.0 0.0 0.0 0.0 9.801146458255394 -2.1101827833201616 -1.1431959583591453 0.6759044799048397 3.2503980228941396 0.0 0.0 -0.7187032390295878 0.0 1.3263179068072366 0.0 0.0 -0.41400069697836084 EIF3F -0.9449654227170065 -0.4165695466639839 0.6943405755141586 -0.02732574346834035 1.2040660670346677 2.481092129777184 1.2344058777537463 -0.6981433268294287 1.1831865789254257 0.8363741222347206 -0.7248864741381998 0.8759091454084692 -0.7421937619858615 -0.9932587900437979 -2.2654323192487635 -1.4813123021206966 -0.43476405395700163 0.4506637172032368 -0.8864907310880713 -0.5853973945647356 0.04696368515234744 6.2725955544496355 0.0 0.0 -1.2720701631924407 1.3707804838276711 -1.595226919063635 0.0 -0.4841463268061318 -1.8786563239870646 -0.5279040085720651 -0.5002576416346678 2.717037952151236 -2.2383055802084186 -1.606241824491808 -1.4931304547344102 0.0 -0.5842571592215914 0.669252984102289 -0.2044732966337478 1.8587798903838824 0.0 0.0 -1.0904473488428343 1.5156280204077373 0.13988094615194477 -0.6298155840120785 -1.1537041648059332 0.0 0.0 -3.127626342106519 0.9393364669657851 1.1860675018663107 -0.365809107430322 0.3508026139729925 0.0 0.0 0.554575549256381 0.0 1.477581580722158 -0.4709817278481087 3.9241358587734942 -0.9621911863952923 -0.288364709303849 0.6703821537508404 -1.0004813693232137 1.1165075735814076 -1.029423274684461 -1.1086994150811917 -0.5601401947803699 0.0 0.0 0.0 3.0156103949343693 -1.1622356524316166 -0.9581122725012546 0.10961186230522504 4.102678292743057 1.2731462294283928 0.5604073276585 -1.61273289230864 0.0 1.1002640445341059 0.0 -0.4862620903100641 0.0 EIF3H -0.5892589232126075 -1.492211919994305 0.0930145589661996 -1.664454355217041 -0.03149512130385864 1.2156153642360397 2.402955713338607 1.1880503180785182 -1.0356817476280116 -0.4040618965256801 -0.4397224785177604 -0.7766384847150438 -2.356961457411493 -0.8528160007271096 -1.1668968428797013 -1.4625483910324741 0.7325869909079396 1.6954952831853418 -2.465983572751584 -0.36625219168956813 -0.8855713999917584 6.827195590026881 0.19584125341602546 0.554739809605152 0.06568852027505016 -0.1009858987894204 0.4640515595764778 0.0 0.5948419496424094 0.6311782846216322 -2.370029135072789 -0.08547478725145208 3.3493381503367265 -2.464809273884856 0.7152973746114094 -0.3459344397014459 0.0 -0.7005395404722928 -0.7576334617935596 -1.2707545892480154 3.1546207541156606 -1.9290368959629536 -0.628923060841454 -0.9500118606889848 0.0 0.3087041167800619 0.0 -1.121569733065048 0.0 0.0 -1.2099038668432704 -0.9870273073572441 0.5363400613421937 1.1747398579481911 -1.3416950916799593 0.0 1.048584693026562 0.9607673786403989 -0.8702897091868724 -2.5612815474284143 0.23853379570860853 2.573225884220585 0.229847856721103 0.0 -2.3848550707297673 1.389460024815694 -0.9346841667338349 -1.5740945249658567 0.0 -0.5558018626479766 -3.889056151503026 0.2070614506845819 -1.8644342768451156 0.0 1.8777747957054092 -1.6590079461269205 -0.5030395809350717 0.0 -0.9908033930091925 0.29959291826325274 0.0 1.1370420575618143 0.0 0.8519903194441311 0.0 -0.7096645529507921 EIF3I -0.11068480120910214 -0.14528585515845405 0.4086327523422552 0.2511365505634559 0.003080376783925809 0.0 0.5914260696682782 0.055386195551861306 0.0 -0.3460522434447886 0.0 0.0 -0.3666393792001366 -0.04354617960794046 -0.3761144764525571 -0.017103962106721403 0.39681724326017515 0.055056414182778166 0.0 -0.3286163430214394 -0.451349541850039 0.47188483908346285 0.0 0.0 1.3019062625542461 0.0 -0.6478185932651743 -0.44348021329049764 0.647011656456319 0.0 0.26060519645585845 0.17736282096121875 0.0 4.3912953279023 0.0 0.6413541301306849 0.0 -0.6373104283858761 0.0 0.0 0.0 0.0 0.0 -1.2945628393381445 0.0 0.0 0.0 0.0 0.0 -0.34203694111579486 0.0 -1.4213755051420953 0.0 -2.8244047705947732 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1653572517147468 0.0 -1.4202327935144528 -1.341874145362001 0.0 0.0 0.0 -1.4417181296693833 0.0 0.0 0.0 -0.6044773878193018 0.0 0.0 0.0 -0.7519587802324634 2.4794856942667645 -1.1295625468405381 0.0 0.39638753040318103 0.0 EIF3M 0.5421802931809194 -0.508698116458743 0.42277663480727856 -0.44653454448222674 0.0 -0.5199255600236276 0.3308681265436213 -0.5398880248267068 -0.30531942863275924 -1.2367845384436178 0.5973260133021666 -0.39126171883836514 -0.46377465691171005 0.5235971703151925 -0.5228016611388927 -2.555013139620477 0.3889185820208381 0.53647754943207 -0.6129383473732742 -0.7388243049895237 0.4700332657541239 4.711579219380759 0.0 0.0 -0.623214650984055 0.166606552672547 0.0 0.0 0.5184224858572339 1.2745241705285328 -0.272011466951035 1.1382439754410283 0.0 2.826444485637958 0.0 -0.1480010047277783 0.0 -0.5817903961661464 -0.618979787939027 0.4246315457902974 0.2328002883775303 0.0 0.0 0.0 0.0 0.0 -1.3408511448829716 0.0 -0.7742434648386093 0.3213702455771676 -0.801246973746501 0.0 0.0 -0.7985451104229423 0.25430256336340407 0.9147854260432897 -0.9627769721553069 1.0270632078867579 -1.169857537935694 0.7987833745133965 0.19091105907692238 0.0 0.0 -0.4083781112879996 0.0 1.0715351878987103 0.0 0.0 -1.038194223534977 0.0 -2.942655834513039 0.0 0.0 1.350987836015467 -1.1333510186170925 -0.5656696884415503 0.0 0.8144699970581659 -1.445323923616281 0.0 0.0 0.0 0.0 0.4880880722290854 0.0 0.0 EIF4A2 -0.558212159616714 -4.027185597856019 1.7025024818382104 -0.2958300001417686 -1.212236513860957 -1.9185531616105171 -1.8872378975786246 0.5080609084184134 -2.121332237760552 1.5915744748634266 -0.3415911644577629 0.43888104413820267 1.9553948896953972 1.9262905607549565 -0.5395972709380153 -1.830353664789357 -2.4674475208886135 -0.371555726197715 1.5601414654317194 0.6101652168349222 -1.7027562503338947 -6.323675711794872 0.0 -0.8378079042486625 -0.4064436855490791 0.5319714357793612 -2.2932099042529126 -1.7783532777874596 -1.942069875672348 -0.45283416277617783 -0.07987047229856502 -1.3964217265325582 2.097142450078088 2.786660295724536 -2.577410773970832 2.51893374044997 0.9200040394122683 -0.053704399332775044 -1.8141119906613652 -1.9034514212724467 0.5590849388854534 2.216542016792809 -0.2898140212897795 -5.1620888764440505 -3.7883211647410717 -1.670642474436563 4.729216671815791 0.8406657382027829 -0.8279770919225768 -0.36989853658684624 -2.0190136487448456 4.754284791204815 -0.20099493199918486 -1.4706890799869656 -1.0987583253001534 -3.9525831658297457 2.3375270390398217 5.5576292242874255 -1.7770758053770106 -0.6008478608920264 1.0934145372777166 2.854165520825557 -1.3558882163245694 0.9141599793583483 10.22241394732144 0.0 1.3879098035818895 -5.227602069559359 -4.422598112408004 -1.2308156020119017 -1.2677418480715708 -0.3872599969402246 -4.133210404066663 17.62042788487946 0.0 -4.02553060527224 -2.6043093403903184 -0.7555728500344698 1.5541183432052557 0.8969309077672639 -0.7877539868832971 1.1125374875603662 -0.7365399239143633 0.0 -0.14081587651737335 0.0 EIF4A3 -0.44998098164729666 1.4544984009816635 0.08315442867747691 2.9631644677118816 -0.17082870380660967 0.16952170318130064 0.7920634079180308 -0.21519421953654225 -0.1403807897558081 0.0 0.2472743542288764 -1.7283991513660728 0.016175737986674432 0.8687892556408845 2.6989271805161072 -0.2759924889015647 -0.038012505737042686 -0.08660711389149103 0.0 0.4557568860347812 0.0 -0.35938655972818717 0.0 -0.017124581527624604 -4.025117320769571 0.31666456902384055 0.4243650771169258 -0.5561828783390416 -0.21525257765181582 0.31617385216445576 0.0 -0.8270081490860985 -0.41351765951178 0.0 1.1891129215179228 0.0 -1.2840093280601397 -1.5696308095261824 0.892771305172562 0.0 0.0 -1.2485628038020788 -0.16833067365330567 0.0 -2.26882729611421 5.769343967045752 0.0 3.5586272480492758 -2.2682000643698643 0.6227641526347399 0.0 0.0 3.139153441875053 -0.7941307284900483 0.3407066458542444 0.0 0.0 3.5867807941271184 0.0 0.0 0.0 0.24171623534695083 -0.32338180019792223 -4.809569380105222 22.907208716202287 0.0 14.361569537263117 -2.2426062000176374 0.0 0.3642856022616626 0.0 -0.5738279157276218 1.270404629910897 0.0 0.0 0.0 7.702278969343823 1.0230716621847917 -0.9566888704357766 2.5292976075674463 -0.45423839891575285 -1.9724577573625321 -1.645104490629921 0.0 -0.8983496300280857 0.37833575362091487 EIF4B -1.1079651548663048 0.0 0.02511497642731835 0.0 0.932039527385187 -0.4668571723951688 0.29702177318029893 -0.5822482162846325 -1.5428499760589134 -0.31258274541932035 -1.0342522836511856 2.3385363793531537 0.0 0.3867370034954523 0.0 -0.6752569861411788 0.3854891544456108 0.6528548418084493 -0.9944398654205082 0.0 0.0 -1.0511809502451377 -0.7532714548282379 0.0 1.5848411166526637 0.20426722280963236 -0.4171952687003957 0.0 0.3665447250513365 0.0 0.26646917314553237 -0.6738786333645106 2.5138960474423717 -0.7963962134040566 0.447533870730794 0.56672560431416 0.0 0.644998160005799 0.0 0.0 0.0 0.0 0.0 -1.335980306416129 0.19500959222052702 1.6647782812824636 0.0 -0.2820901985518369 -1.3936526873433799 0.0 -2.633565657069282 0.0 0.0 0.0 -0.34964790716924715 1.0204390929998512 0.0 0.0 0.0 -1.5627917462278706 -1.2052909039511313 0.0 -1.0396893869619668 0.0 -0.9136680939370524 0.0 0.0 -1.2677239355233574 1.102920363741132 -0.2616822644555583 0.0 0.0 0.0 1.0175412907672396 0.0 -2.337815429917485 1.1868822999592155 0.0 0.0 0.0 0.0 4.8680905699770625 0.0 0.0 0.0 0.0 EIF4EBP2 -0.129937684635766 0.0 0.0 0.0 -0.2902205384277638 0.0 -0.23268769451148177 0.0 0.0 0.0 0.0 0.3410838566684637 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EIF4E 0.2623829183843049 0.0 0.2137474034249247 0.0 0.0 0.3143952621943849 0.0 0.0 -0.5396497631676171 -0.3696961756233752 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.04459513661156273 0.0 -2.5283799132689526 -0.37589978285899295 -0.35179875603167016 0.0 0.0 0.0 0.0 1.2186549301349299 0.6348351180100399 0.0 0.0 0.0 -0.5752058902189623 0.0 2.514244737960383 -0.1828089823288192 0.0 0.0 -0.649226659238041 0.0 1.2405850246716308 0.9105150099135189 0.0 3.1622011564873542 0.0 0.0 0.7105016984486076 0.0 0.0 0.0 0.23365829142432912 0.0 -1.4284941488091054 0.0 0.0 0.0 0.0 0.0 0.9755638890764526 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.310287653769689 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7564883497074122 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EIF4G2 -0.14010536449315922 -1.0700016371400933 0.22186791736790792 1.546608299042682 -0.9161367141645568 3.071643581284799 -2.4772302752774022 -0.09044589114289765 -0.8288727222118503 -0.1688335798714549 0.0005136389456932042 -1.6370810233431405 0.29105328103901446 -1.0793540154425953 -4.065886890967851 0.5389138281590472 0.8484514539151355 0.9964521623748459 0.3269286530799235 -0.3656802148393617 -0.3682909450699352 1.3416401124086041 -0.8099049144263806 1.4479357196946852 0.01551173642734982 -0.43761565472647046 0.0 0.6209790935955489 -0.7898239503244479 0.5407786767792865 0.009533191664729818 -2.4888929612350674 -2.094969127751904 -0.5876865268040722 -0.6877185176777838 1.5282482868045846 0.0 0.0 -1.1439859975355788 3.1829946893001546 0.9418494896212705 0.8079395443191819 0.0 -2.7001164514701443 -1.3974808002088508 2.5796383232724494 -0.8254854297607529 0.0 -0.82493776677319 0.38289455254519095 0.6019204447122476 0.0 -0.8936752845255983 -3.1122356380681016 -1.4859970472795225 -2.5597606701295175 -0.27341910107955947 0.47105975669440164 0.0 1.8798138641665798 -1.7256887142615913 0.30546513238476686 -0.08907498764375292 -0.27087212373292585 3.8333284859871193 2.4414244652672252 -0.3467150961731529 -0.8332264729508214 5.256945298874068 0.0 -1.3069357128202848 0.0 -2.160179491030979 0.0 3.3917905589618016 5.887731185356286 -0.45841650092121966 -0.979517602362122 0.0 0.3667314191535944 -1.5564717738832474 -0.49357557404229074 0.14583201930185918 0.0 0.43937408188416816 0.0 EIF4G3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.32434141601449107 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4632579024545834 0.0 -0.44137788160335406 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EIF4H -0.536967529625412 0.0 0.02514397146047122 0.1526784489929179 -0.06372917289143264 -0.5376014297110757 0.0 0.0 0.31760456475594284 0.0 -0.2417025587599134 -0.5255241740052564 0.0 0.0 0.0 0.0 0.0 0.0 -0.48985968965087195 -0.48510024605287916 -0.4424541724061598 0.5975824291864298 -0.5585828181356107 0.0 0.0 0.9975089241339834 0.0 0.0 0.0 0.0 0.4332920093465933 0.0 0.0 0.0 -0.0319348084927661 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4243182503126937 -0.16732056777950072 1.3992654475979338 0.5358045514395249 0.0 0.0 -0.9905341097541444 0.0 -0.2464184478830691 -0.9080618702904513 0.10067576419996782 0.0 0.0 0.0 -0.8278945719772626 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8752640597966561 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43885373308175957 0.0 0.0 0.2465323367002783 0.0 0.0 -0.3470303381708922 0.42450362424959903 0.0 0.0 EIF5AL1 -0.13565525327003242 0.0 0.220574592754421 -0.19050691642923137 0.21412928943009998 0.0 0.0 -0.343009173212188 0.0 0.0 0.0 -0.44672900319388836 0.0 0.0 0.0 0.6306000705532414 0.39495600081825094 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5723877471949119 5.644587844156658 0.0 0.0 0.0 0.0 1.9389598664202055 -0.558641562104087 0.0 0.0 0.0 0.019984939994432294 0.0 0.0 0.0 0.0 0.6091985185656973 0.0 0.0 -0.9346918790739986 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0202140478932533 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0290933400073725 0.0 0.0 0.0 0.0 -1.1363639265530368 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EIF5B -0.01823840872754958 -0.5817019494195931 -0.5201528669249987 -0.7861541535614568 0.27285890844627037 -1.9826836751041426 1.057630028916077 -1.2503708342365285 -0.7318089867613181 0.0 0.28332812356753684 -0.07144046705122206 -0.31744591569518893 0.17820228799269627 0.0 -1.9403656130294038 0.6014499348827733 -0.4212483574273444 -0.6911288725840451 0.36159247859824134 0.0 -1.1835311346160735 -0.5366784427989377 0.0 -0.542062622255258 0.4444173393281478 -0.9030032236658324 0.0 0.11886727513816622 -1.3344617375727061 -0.4225286474231627 0.4811957184322552 1.082389625187395 6.817279744581325 0.6082811824173018 0.0 0.0 0.814418506161831 0.0 0.0 0.0 1.7139585985192822 -0.6830402765678885 0.0 0.0 0.0 -0.8516039843238631 0.0 0.0 0.0 0.9170247948184612 0.0 0.0 1.067900965861442 0.0 0.0 0.0 -0.4410632321485643 0.7232054237979647 0.0 0.0 -1.5929920222947702 0.0 0.0 -1.1579134159627362 0.0 0.0 0.9355617600954405 0.0 0.0 1.2645768099288226 0.0 -1.285802766492439 -2.335596247624852 0.0 0.0 0.0 2.0883370729346757 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EIF5 0.5322970746897254 -1.0621920343517872 2.604293612947168 -0.6650681818646307 0.9821798065222422 -0.24520995310269972 -0.6238710236195708 -0.37203729258254803 -0.17104616429797903 -0.2783996330961668 -0.3910316925162114 -0.3632660796115092 0.47090447711860817 0.6859913997289915 0.45687642738913536 1.6181260213005382 -0.8856400284568264 -0.7807518688875987 0.3784017097087445 -1.933032862793521 1.5456592908806788 -1.8979072899628935 0.0 0.0 -1.3348547026492714 -2.4684235703625963 0.0 0.5548349586061471 -1.1538969290483407 0.08302382584348443 0.9702623435794298 -0.6940490164476949 -1.0416616025661143 0.0 -3.415070552000566 0.7182800333280774 -0.7057746721722272 0.0 0.9504901565643826 0.5406455222868661 -0.654601976502284 -0.09331756551453174 0.0 0.0 0.0 1.4069589170778458 0.42738522386730693 0.0 0.0 0.0 -2.9321802899978797 1.3687487089409571 0.0 -1.0315982034450315 0.0 0.3289396226913824 2.7590036101945294 -0.4643572210056099 -0.9627479965938979 -0.5799417389224041 1.6564878601817696 0.5745055751187663 0.6155235428093414 0.0 5.500103275376752 -0.9620690959678287 0.0 1.0806198435427556 -2.1673981651747374 0.5772098352907427 0.0 -0.8814277834296063 0.0 2.3021789526080982 -1.0279566961790494 1.2923488173681017 0.0 -2.0086196633181923 0.0 0.5167585324569284 0.0 2.973764984485953 0.0 0.0 0.0 0.0 EIF6 0.07606990952625473 -0.4265844246679082 0.0 0.0 0.0 -0.313434357426357 1.0211237298799074 -0.25407301409446026 0.0 0.0 0.0 0.0 0.0 0.0 -0.27279241900029744 -0.33096847428563697 -0.4097686629093175 0.0 0.0 -0.36915745621364443 0.0 0.0 0.0 0.0 0.0 -0.15728004546919108 0.0 0.0 -0.41992651315042145 0.0 -0.34101366544772865 -0.43565082343924655 0.5649647142592698 4.127430066631446 0.5675809719604452 0.0 0.0 0.7757799543331538 0.6705675165988729 0.0 0.8324688789059518 0.0 0.0 0.0 0.5436907436949903 -0.6949707988757732 0.0 0.0 0.0 -0.4780617723771917 0.0 0.0 -0.21408031951749243 0.0 0.0 0.0 0.0 0.0 -0.7877321015645973 1.8002433116161225 0.0 0.0 0.0 0.0 0.0 1.0635192555059383 0.0 0.0 0.0 0.0 0.0 0.0 0.38711979389661966 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3720049143051528 0.0 0.0 0.0 ELF1 4.985008213464388 -1.1569606183518895 0.4274129913251635 -2.305991312689001 0.10243925674851884 -0.3667007992300123 -0.2197079430325104 -1.5959749004491732 -0.4713500082963349 0.0 1.9419490327630844 -0.18026139511924497 2.8730264947172586 4.907953590890432 0.0 -0.2425555370843887 -4.399850308972571 0.8034899958796994 3.6331813404841644 0.0 -0.6778006475418022 1.832849183187727 -0.6714207158365887 0.7494329701966845 -0.07733521896025985 -0.622500172600864 -0.48071850528727494 -0.4461984960034235 -1.4041342882053491 0.632171798746021 1.1013444617141004 1.2955322108504503 -2.690409732092669 -1.7043006540425458 3.167006577870561 -1.4359972361455122 -1.3387534845814768 0.0 0.0 -2.043248006256227 0.0 0.1988537436591673 -0.7663169766602979 4.391339855177761 -0.44162008770320343 -0.39681450499921256 -0.9214105363836694 0.0 0.0 0.0 0.9092307264171618 -2.221442582290135 -0.27146957738020944 -1.4808004520623015 0.0 0.0 8.711682116237066 -2.640937545811935 -1.0984894865329091 1.4145840973403168 -1.3683452217838443 -0.8510823935703926 0.0 0.0 -1.4029974211042688 -0.9598481962431368 0.0 3.299272372401333 1.8337705798075767 0.0 1.9893317459576132 0.0 0.0 1.4198147284706992 0.0 -5.258331142717836 -1.1126385106702723 -1.6542442650212574 2.4646496530938884 1.2409503922968579 0.0 -1.661967043111336 -1.1786663993335948 0.0 0.0 0.0 ELK3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3011793874571096 0.0 0.0 0.0 0.0 0.4251937121725177 0.0 0.0 0.0 0.0 0.0 -0.44532645238321594 3.70913225169293 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.331253177943021 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.134515042307467 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ELL2 0.15892989008910857 0.0 -0.0073755945222938445 -0.23251013552723307 2.777273633217504 0.0 -1.1191800509104417 -0.28224940519942165 0.0 -0.39433113410107956 0.46778084328171193 -0.6239620354267824 0.0 1.7568239846143237 0.0 0.0 0.0 0.0 0.4608192894339758 -0.3131786434295566 0.0 0.0 -0.6974858861913806 -0.4441130955016733 0.0 0.0 0.023376892782117853 0.0 0.0 0.0 0.0 0.03443583654808622 0.544530104836993 0.0 0.0 0.0 -0.357049845103419 0.0 0.0 0.0 0.0 -0.7400478545633715 3.4294459903268426 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8893387772879681 -0.4713633270258031 0.0 0.0 0.0 0.0 0.0 0.0 -0.9555339719764627 0.0 0.0 0.0 0.0 0.0 0.0 -0.31385171176137244 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.0873643854835318 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ELOVL5 0.0 0.0 0.7577564170894088 -0.623665874978534 0.0 0.03772865696750216 0.6581667504190135 0.03120708706175281 0.0 -0.6585483755035143 0.1947842827051615 -1.6945940963943926 0.0 0.0 0.484264448487081 -0.7399597579196844 0.45500692283208544 0.0 0.42759747062443276 0.0 0.05094530405489776 1.567023478528372 0.0 0.0 0.5189958735179006 -0.3448216102294805 0.0 0.0 0.0 0.0 0.48248649110054237 -0.49198657525634804 0.0 0.0 0.0 1.9078492620959553 0.0 0.0 -0.7297966297521 0.0 -2.828171650804739 -0.6077902515390177 -0.5879895573336865 0.7399566438801685 0.0 0.0 0.0 0.0 0.0 0.0 1.6203207964783621 0.0 0.0 0.0 0.0 2.268109434171747 1.2301972447535836 0.0 0.0 0.7223825966586492 -1.1322390342336865 0.0 -0.6140394839178072 0.0 -0.8008301375913426 0.9744341800770311 0.0 -0.7683329362055382 0.0 -0.31985665740840064 3.7556175995651024 0.0 -1.0331033126049918 0.0 0.0 0.0 0.0 -1.1811460198612855 1.093314962299433 0.0 0.0 0.0 0.3099767614432557 0.0 0.0 0.0 ELP2 0.0 0.0 0.0 0.0 0.0 -0.26518335023494405 0.0 0.0 0.0 0.0 0.0 0.0 -0.4008962032407904 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5015392627316138 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5973758253942915 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 -0.7749246665844033 1.0502781893131425 0.5898410027271351 0.0 0.0 0.0 4.409517039738423 0.0 0.0 3.071663912565249 4.834419456111007 0.0 -0.9221166137770826 0.0 0.0 -0.9839095180053803 0.0 0.0 0.0 0.0 0.0 0.0 EMC10 -0.14413154341138448 0.0 -0.3765025111485288 0.0 0.0 0.0 0.0 0.0 0.2824913557214214 0.0 0.6357933445583885 0.0 -0.3458491268170985 0.0 0.0 -0.2925928269738972 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4607680457812716 0.0 -0.547761170730522 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3642396843995397 -1.0529968743259481 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EMC4 -0.14589690226605187 0.0 0.0 0.0 0.3177495771398505 0.0 -0.22271126382267384 0.4003793565477253 0.0 0.0 0.2673319022481871 0.0 0.35468698391800696 0.0 -0.3397008846419531 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.517827807880667 0.0 1.4926095474402752 0.8532386537888491 0.0 0.0 0.0 0.0 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-1.1505117427564142 1.0897997168244324 -0.6667175094614124 -1.0670003983926664 0.5145114832996818 0.0 0.0 0.4331574378534047 0.05335847934562502 0.0 -1.6734599772544507 -1.087670563492417 0.0 4.220268192013623 -0.34803662128324003 -1.7570840807740489 0.22537382060015254 0.8052332422193995 -8.871213723981372 3.9557460973978515 0.0 -1.8510176427250784 -0.7325250405866113 -0.47392478760746015 0.0 0.0 0.0 -1.0917391398476464 1.4647719866435667 0.0 -0.9718806651076933 0.24938295967403418 0.3273454296740858 1.7266607353054169 -0.24721874804660704 -2.5862761738310693 0.0 1.4176680087568134 2.960142905232164 -0.4853092822931174 0.0 -1.0100712116138713 -1.6396990954244852 0.0 0.0 0.0 ERP44 0.0 -0.28092488464127396 0.16596488876684487 0.0 0.22293344747115643 0.0 0.0 0.0 0.0 0.0 0.3400830309556191 0.0 0.0 0.3568932546285597 0.0 0.0 0.0 0.3820686606916928 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.40409938612551227 0.0 -0.07302525261070159 2.0035069607345473 0.0 -0.7588007122509156 0.0 0.0 -0.5927234913317615 0.7092907440291591 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7708938689138561 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.135194764507828 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6157619161937442 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ESYT2 0.0 -0.1372148966653833 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.45365377361347525 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.36550110932545565 0.0 0.0 0.0 0.0 0.0 0.0 -0.37783080046011597 -0.22749920538738788 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ETF1 0.1409292805319246 -0.27161478389379845 0.0 0.0 0.0 0.0 0.2689693618344391 -0.31005219270868195 0.0 -0.28086956549795644 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6587165122650407 0.0 -0.7082270350149755 -0.6518294038016609 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-0.662125855453213 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.1407356618264877 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EVI2A -0.7390878465110566 -0.2825284615162462 0.0 -1.570090659376591 0.0 0.6148652305455462 0.5516387821020057 -0.3925028200280001 -0.21934714604284644 -2.919220760140298 -0.2608525109937902 -0.3838636418348396 -1.7409062348438704 -0.558051108416219 -0.9687227604859941 0.0 -0.6816715757471655 0.14260913004446327 -0.7622085534760183 0.4447585126896506 0.38863586087420354 1.0346583509864995 0.0 0.0 0.0 0.47651872591585615 0.8859457418652442 0.0 -0.13846574745696927 1.8597357255544056 -0.24939653081303767 0.6734685166204433 -0.5591403604903754 -0.5614148018876338 4.854217611987114 -1.315016168676027 0.0 -0.7841660741534773 0.0 0.0 0.0 0.0 -0.5219403068928937 0.0 0.0 -0.5599814606727902 0.0 0.0 0.0 -0.49628251337035045 -0.9370604255354298 -2.733535507008419 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-0.10023001257337748 0.28769615780663743 -7.160000296827919 3.9792482960097706 3.2029330737644015 1.583111997363288 -3.111529548307527 -0.1417592048080057 -3.7944266976672347 -0.7208811441901624 -0.12758243706299008 -4.05365160369036 -2.8729172134745147 -0.6138949703557852 0.644775850741224 -3.5879983499190904 7.366469903453065 -0.38799175268120406 -0.44959940328701786 -0.44614603146360005 -1.3754091574076182 0.6332966175772013 0.0 -0.43660032835559376 -2.1495628082768024 0.9103396189008659 1.0878611990506948 -2.2693639145386806 0.03692618293198109 0.04603082660371191 -2.7126277897936566 -0.3481493165272748 2.3396699445223743 -1.7563729630115723 -2.6965039767621874 1.9489584480012203 0.0 1.580660711241147 4.432863644567179 0.2824651757595695 0.0 -1.2928747333929 -0.533318154145221 10.916164269506426 0.0 4.402221961136328 -3.0766462680391933 0.0 -0.9170165006911359 0.0 4.753461666722342 -8.003570324637066 -0.3249953355193644 3.992814097867034 -1.204907358980602 0.17890639138738743 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-1.2054166934582458 0.0 -1.5148348674589909 0.0 1.1530322655580125 1.3546758611743415 0.8457501274132477 0.0 0.03578268181953158 1.0960376469326927 0.0 -0.14735647120400394 0.0 -0.9096068903590905 -0.7422595285674244 0.0 0.9394778577697229 -1.6985472704176152 0.7711415076457265 -1.3023808284595038 -0.843292069745451 -0.42646600953897146 0.0 0.0 -1.7837381958074914 4.848303738781767 -2.337435228497449 -1.051834485148033 2.2261145969570992 1.4076129337998393 0.09396921502211904 0.0 -2.3529377790488235 -0.6740747136983182 0.0 0.0 -0.3898634265115738 1.4578792967500904 -1.5876490175515359 0.0 1.117902134876357 -0.5018100887975401 -0.9975406570194899 0.11630961835314232 -1.4184303057284462 -1.1291512073964256 -1.0576405919278191 -0.5317812112321987 1.3275911027721343 -0.0373121777449608 FLOT1 -0.24260407946026646 0.0 0.12559653621980854 0.0 0.0 0.0 0.0 0.0 0.10259837204928601 -1.5733785622352683 -0.3180946877077091 0.577093109302029 0.0 0.3925455327010574 -0.476010589524688 0.0 -0.7637453732584173 -1.2717357786078893 0.0 -0.9055237744388135 -0.3743059706379937 0.0 -0.6654770027382012 0.4698498898471711 -0.15084235489640588 0.0 0.9772272631713316 0.0 -0.37887220924238174 0.0 0.0 0.6603921019360165 0.0 -0.6327127548556244 0.0 0.0 1.0359025635299004 -1.0301177728518212 0.0 0.0 -2.8355842821287327 0.0 0.0 0.0 0.0 -0.7459549357558835 0.0 0.7876333382296838 -0.31887616056455326 -0.22073641355964366 0.0 0.0 0.0 0.0 -0.49987368210555894 0.0 0.0 0.0 0.0 0.0 0.26698665805574323 0.0 -0.20354364583688242 -0.41238016028084884 0.0 0.0 0.0 0.7820336156728331 0.0 0.42870392942483393 0.0 0.0 0.0 0.0 0.0 0.0 1.4303796133944942 0.0 0.0 0.0 0.0 1.124435504516848 0.0 0.0 0.0 0.0 FMNL1 -0.6007968523209821 -0.27352884380157755 -0.19829952286324848 -0.6365955702992145 0.2992423103538924 0.31117958330654205 0.47065292093837385 0.277725739983077 0.4719749218202182 0.498884111837081 0.8843473464019944 0.0 0.6811651366328024 0.0 -1.2330749044569238 0.2221447630825382 0.6052955752767649 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-4.178731166139488 -1.7334415729527322 10.367115426099025 -0.6367132205606163 -1.3148157918828094 -7.551759208520861 2.029613213189322 GAPT -0.41831188593113955 0.0 0.0 5.062454854194092 -0.5604181448367476 0.0 1.0403138349335201 0.0 -0.3314501476198764 0.0 0.0 0.0 0.0 0.3931252995254349 -0.45450969954143366 0.0 0.0 0.0 1.3704906372841392 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38337288288825616 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0049603921234778 0.0 0.0 0.0 0.0 0.7830517059852725 0.0 0.0 0.0 0.0 -2.702079695243294 0.0 0.0 -0.9992568698578189 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4684845396908626 0.0 1.0630557131642482 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7381739695721946 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GAS5 -0.0766605381737568 -1.1736363198648103 -0.1303677778803895 -0.5734872817527169 -0.7026817898552098 0.0 -0.8314395642766189 -0.12892723263496808 0.0 -0.46521745469757814 0.4522394477731797 -0.7978614930261176 0.3404687802165496 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.44508246008554464 0.0 0.33347081936199907 2.3499954210744223 -0.7634085391117473 0.0 0.0 0.3835149966904395 0.0 -0.6495265687527908 -0.5784201599416849 0.9122184823730792 0.0 0.0 0.0 0.0 0.0 0.0 0.7168381532411593 -0.677366268586601 0.0 0.0 0.29995569379643117 -0.010275162029044691 0.0 -1.4967932459683142 -0.7997471761195486 0.47046026751755843 0.0 0.0 -0.8880166968873225 1.7935999859523353 -2.1659188546856907 0.0 0.0 0.0 0.0 0.0 0.6417077487310795 0.0 -1.3111188944360717 0.054300238371652654 5.468438596837704 0.0 0.3763388365060458 0.0 0.0 1.0958999640380451 -1.2726383934695933 0.0 0.0 0.0 0.0 2.674472913510851 0.0 0.0 0.0 1.3053001075173467 -3.012903820151368 5.126523466694087 -3.2276017085470974 -1.5751356135977392 2.1600313622560616 0.8124976223779967 GAS6 -0.36219331871524363 0.0 0.2444728743622963 4.471036341748744 1.7655630003325975 0.0 0.5244794215359874 0.0 0.0 0.0 0.0 0.0 0.0 -0.9043649136873377 0.0 0.0 0.0 -0.7936746019132601 0.0 0.0 0.0 0.0 0.0 0.4976614342882724 0.0 0.0 -0.42608446279709916 0.034304466511507536 0.0 0.0 -0.571526013831927 -0.6762005780101008 0.0 0.0 0.0 0.0 0.9895579180287879 0.0 0.0 0.0 0.0 0.8521113980029402 0.5939577851959585 0.0 0.0 -0.5919042690282914 0.0 0.0 0.0 0.0 0.0 0.8292706780831611 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.274452821191301 0.0 0.0 -0.20127596591095223 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.24110124411831726 0.0 0.0 GBE1 -0.11866198185302883 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.892770969002118 0.0 0.0 0.0 0.0 0.581497866382777 0.0 0.0 0.0 0.0 0.0 0.0 1.2899021628479785 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.6326682174716254 0.0 0.0 0.0 0.0 GBP2 4.750684498359004 -1.6118322767318891 0.19312567390659963 0.0 -0.5954434542435784 0.7357331724814447 -1.9531718367368058 11.635578715481456 -0.11689900187708015 2.0018643899515274 0.6619071113954939 -0.8559571051071589 -1.0800913276070956 -0.3112568559628277 0.0 0.9976830136495128 2.145775230041732 0.6286645160547322 0.17788760494856812 -0.07999450156662023 -2.742169360859267 8.802757518009457 0.0 0.256602059539804 0.012214628547529971 1.3522174307058865 1.5108101485775804 0.5818505302145583 0.0 0.06086679664118367 0.002858360120539981 0.27916293013787974 -1.7908249842534212 1.3276182061528399 3.136998672374848 -0.057893757769560655 0.8091860712615594 0.0 0.8449615187926164 0.0 0.7195694914609013 2.3261839122346553 -0.02656252459235564 -1.0115209768848892 -0.6610226402884247 0.0 -1.3581945216889761 0.502932740376071 0.0 0.0 0.7595299694785929 -0.8421906286180161 0.0 0.0 -1.1499820374524419 -2.407313221089582 -3.579917218847349 0.0 0.0 0.0 -1.6649169998202629 0.0 0.0 -0.2915204957177775 -1.7816124704263936 2.7444082171658857 0.0 1.3341066915245867 15.810356641755618 -1.0279768489750682 0.0 0.2195642363818763 0.0 2.8715350016920795 1.782247752390153 1.0736429735569977 0.969550013820637 1.2853944186803945 -1.2265890479269537 0.777542754065991 -0.45683697948180296 0.0 -0.8613306166860204 0.0 0.0 0.0 GBP5 2.531851805514621 0.0 -0.08235202637878854 -0.2822780269122638 0.0 0.22392106685893154 -0.5502092616921664 7.2688786931262435 -0.5724138335952125 -0.8687888374927297 0.43232084886999184 -0.9664827728985171 -2.9550385893733817 -0.2953414859564429 0.0 0.23641989576749706 7.8793462856150995 0.0 0.0 -0.6553218820956027 -4.227260732492669 1.3154196999816237 0.0 0.0 0.0 -0.5197522364958224 -0.43067970092714236 0.0 0.0 0.6518758161498516 0.33422979689719867 0.0 -0.7813553501246167 0.0 -0.09093441415870974 -3.6057578440650917 0.0 0.0 0.0 0.0 -0.8845471065730015 0.0 0.0 -1.0618063879471709 0.0 0.0 -0.695248799442235 0.0 0.0 0.0 1.2903216768781738 0.0 0.0 -0.11699447814649207 0.0 1.087675119630602 -3.644784724542445 0.0 0.0 0.0 0.18985541314580612 3.4089932484324184 -0.8371911194916968 0.0 -2.048209203187542 -4.366078914329245 0.0 0.6106153195061754 4.556146163012838 0.0 1.5686387761007332 0.2078501160748561 0.2138978397587782 0.0 0.0 -1.315219231043916 -0.41720203447814674 0.0 0.0 0.0 0.26972623144011704 0.0 0.0 0.0 0.0 0.0 GCA 0.2251163202982156 0.0 -0.5300260339289914 0.0 -0.2628189774746647 0.24382908226868663 0.4661985942004167 0.0 0.0 -0.7645035127407653 -0.5247140664112878 0.0 0.0 -0.6396178357399911 0.0 -0.37197066732637174 0.0 2.7398552226808293 0.0 -0.4008338561934945 0.0 -0.4549165251644102 0.0 0.0 0.0 0.0 -1.131551664460244 0.0 -0.4404850564071363 3.7647679478104394 0.4131357017412357 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4107927932099529 0.0 0.0 0.0 0.0 0.0 -1.716699447747428 0.0 0.0 0.0 0.0 -0.9991875345949631 0.0 0.0 0.0 0.4653020080053667 -5.013602008517233 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.5973034677182625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GDI1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.46182015746242566 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.47069539151141476 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.559544350528199 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9259061204542277 0.0 0.0 0.0 0.0 0.0 -0.7246639732642611 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GDI2 -0.01201408735599796 0.18541182121358127 -0.48146709579023994 -0.8928111200443384 0.2779293979926274 -0.7100559378005853 5.677550780777721 -0.5878360859794285 0.13890867897424436 5.001305907396656 -0.5657608586584195 -0.6231710738366529 0.719013099115448 -0.2888829253801664 -0.3578871131335522 0.047245929299669184 -0.34840725041462905 0.6459623497633835 -0.2537269085846696 0.0 0.5933111037088405 2.4354892033575877 0.0 -0.7741823833403795 -0.7726666307456155 0.0 -0.8915115661640393 0.0 2.017890041253307 -1.0066935859507846 -1.7176206977688653 1.9964110116081428 -1.3332390342601048 0.06713815701776263 0.0 -1.062477546805955 -0.4052578747631701 0.0 0.0 -0.9136615793117354 -0.642025695311427 0.0 -0.669662036803913 -0.7732659945300779 -1.373434026319131 0.0 0.0 0.4332923526049978 -2.3614107314849853 -0.022810741253079834 2.9830727236348955 -2.4583746960245203 0.2469312939733899 -1.829537679486385 0.0 1.0569135435812862 -0.7970412179285925 0.0 -5.243115762888611 0.09414872324096872 0.0 1.1651299316319041 0.0 0.29279603999755494 -1.017448994658219 0.0 0.0 0.0 1.317861594095093 0.0 0.0 0.0 -0.5535128710949803 -1.6359263810689864 -0.20392639962459852 2.5331719916576545 2.0865120658996132 0.0 -2.3085401903537903 0.0 0.0 1.3504173969520137 0.0 0.0 0.47125823486375884 0.0 GGA2 0.2970912480533279 0.0 0.3138616968216325 0.46593839246600666 0.022149021125732287 -0.4305107231071901 -0.24050563885260132 0.0 0.0 0.0 0.0 -0.7660969964228164 0.9421927399167298 0.0 0.0 0.0 0.0 0.0 2.3773969762247016 0.44469187432930185 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4428885402640879 -0.5487600442229836 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9131709296962977 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GGCX 0.0 0.0 0.2281146210438876 0.0 0.0 -0.24698863025926365 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.108632599033053 1.3804735353297604 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GGNBP2 0.0 0.0 0.0 0.5502223412491384 0.0 0.09510988249009503 -0.19543239896667128 0.0 0.0 0.0 -0.2294089609590467 0.0 -0.31934218644377443 0.0 0.5073467256579384 -0.3590909947988942 0.0 0.0 0.0 0.0 0.0 0.0 -0.4394736297962393 0.0 0.0 0.0 0.0 0.0 0.0 0.4462662492652995 0.956411997616359 0.0 1.0565355762565338 0.0 0.0 0.5151469321790222 -0.35377884624768563 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4383776959772518 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1247471444417232 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GIGYF1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.796052576979494 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GIMAP1 -0.37406440483978315 -0.25057976053972897 -0.14928406511343642 0.0 -0.4088434087481603 0.0 -1.5679726391117277 -1.9792316455493186 0.2804890471473924 0.0 0.0 -0.3838039652523652 1.6241411513740482 0.0 0.0 -0.7803890352302595 0.7344188668996419 -0.5196882844168325 -1.2957058506851293 0.5764023495146283 0.0 -0.8263684714594984 -0.5328528194143456 1.5194134762296718 0.5409856011389765 1.056102832389869 -0.67742134198084 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-0.7647255522612436 -0.7701502856097411 0.151784461105869 -0.4504504508728295 -0.2690767294372625 0.733533338457 -3.5433747609610595 1.4465323887155337 0.5706175807557456 -3.1813076219902534 1.4889716012497778 -1.0923219418855512 1.58657735340434 -1.5744796701407866 0.8763430923179475 2.22570651215536 -2.7657138069710205 0.0 2.383281068169738 -2.5685430216245053 -0.30004882379174364 0.6221525051818616 1.4049474605423518 -1.094587615780919 -0.30315752140862784 -0.6411663082563528 -0.5534766457768441 -0.7261911793032162 1.1227276578651282 0.0 0.7671486918673324 0.0 0.0 -1.3230862114117015 0.0 0.254487555866883 -1.5829025728932382 0.0 0.0 -0.7317373422913301 -0.23776135014158098 -0.5227449890194192 0.9163975921072592 2.429213377388225 -7.298667831225065 0.0 0.9552236085314331 0.545923557740886 2.557943658307258 2.8112139293076623 0.0 -5.825480634048198 0.3359969354916032 0.0 -1.7887737445870695 0.0 0.0 -1.2827430027714737 4.240755368697107 0.0 1.8077325717365376 3.76755514205263 0.0 9.435724699622345 0.22656332798775553 0.0 1.5229959371079034 6.013786227145639 0.0 -0.4654965920065203 -2.5786647826134024 8.37727028820303 0.3126461711365206 0.0 0.0 0.0 0.0 0.28644875431573913 0.0 GLOD4 0.0 -0.12461852179357676 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.44028054067182243 -0.38253973187519735 -0.3511595587174681 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.274814669528616 0.0 0.0 0.0 0.0 -0.6067811012420236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1303587629770282 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GLRX 0.4437028873387196 -0.7640149458819161 0.17533993193049505 -0.20611073304584354 4.004793473271199 -0.4349573645335335 -0.2893847549972109 10.07663303366983 1.5963987916707252 -1.3459086165736511 -0.019643315432252468 0.6113464828384041 -0.2806108829958355 -0.5293689067874021 -0.39909235925584585 1.2320349748255033 3.334907823934276 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-4.99337317815529 -0.43790993355813584 0.0 -0.6056413717518312 -1.402002169640792 0.3761761217173469 0.6060431859256237 -0.7189049875135083 -0.4619493958404387 GLS 0.14772918131513263 -0.12214319217663144 0.0 -0.212289523785923 0.0 0.0 0.35615103718417795 0.0 0.0 -0.25912183949029477 0.0 0.0 0.0 0.0 0.0 -0.17841429847532042 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7392132855459715 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9703030621909831 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.9834654822043252 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GLTSCR2 -0.20957279248929694 -0.22871774890592728 0.225583724349341 -0.3549284221299196 0.0001782049202219138 0.8662838496572343 -1.175552306768638 0.18988368593972427 0.25988951652238285 1.0253681014034455 -1.4459020579469903 -0.07048994614709227 0.49825779186446034 0.945376850119254 -0.5474954020992323 -1.430558273293284 0.7125180473410967 -0.36969923310380004 0.0 1.1923294823404174 0.43252001855997285 -2.3856526689846302 -0.4018268336180429 -0.999219479860237 -0.410519464894195 0.937048179366116 -1.3632397115535173 0.5617258000207299 -1.2265355457676443 0.39468853757800365 -0.46065393572710306 -0.7035667287061593 1.3725052231485413 -1.2601328160631593 1.0090236430148207 0.0 0.0 0.0 1.3003053369039432 -1.28543003831411 0.0 1.822101183601927 0.8025579986765481 -0.8612305948870739 0.0 0.0 0.0 0.0 1.2697120626618352 0.0 4.831535229090416 2.061955185093315 -0.23166687433734245 -0.8329584064932747 0.0 0.0 -0.20368056020077155 -0.6292088714973555 1.7714750308365705 0.5109262762502363 0.22666398986530142 -0.5060985015196681 0.0 0.0 -0.84077831651182 -0.8552831098370848 0.0 -0.9895934354622321 0.0 0.0 0.0 0.0 3.0685130487710865 9.113684197743655 1.0227906330793908 1.966714978401333 0.0 4.802870911973364 0.0 0.0 0.0 0.0 -2.2886467763229095 0.0 0.0 0.0 GLUD1 0.0 0.0 -0.4087469222740143 0.0 0.0 -0.20242829169591098 0.0 0.0 0.0 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-1.2855217464991335 -0.07753539935831277 -0.06751378984538685 -0.2783778207802122 2.4287619980449433 1.9642896186634395 -0.5206881468413315 -0.3510734525933024 1.5763504987683608 3.87304528987451 -0.26385669461212036 -1.342067393218901 -3.373913542602188 0.754586626823099 -2.716976608660147 1.1943174510375367 0.5942128800054619 1.8043211195354323 2.393586907380682 0.3823800506658238 -4.685299157279759 3.5528826165950234 0.0 -2.9930537322025716 0.7853399178580616 -12.411277968535886 -1.4980234408600506 -7.327997011583754 0.0 2.0493517509653962 3.7256368854796693 -0.4765861502696231 -2.8579165786792005 0.0 -2.275195726064629 -3.581478835606591 2.597820763973734 0.0 -0.47505353033345593 -1.6142622687526984 0.0 -2.1045499555649054 1.1997622876043708 -0.6322603230561037 1.044445582773633 1.5133892097836212 -1.5004826819605688 0.0 1.3974347596627672 -0.2832087259506718 1.0317921810514252 -1.900939681008279 -0.8991187991614332 -7.134655059804027 1.8115576454816018 -2.2010364587175006 -5.208014375923383 0.020454050895405373 GMNN 0.0 4.557563197319611 0.0 0.0 0.0 -1.2194910622145467 0.0 0.0 0.0 0.0 0.2768445411176639 0.31918657924305127 0.0 0.0 8.426917314666813 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GNA13 -0.11706881047525468 0.0 0.20094386947112927 0.30024092768284993 0.0 0.0 0.0 0.0 0.0 0.0 -0.2842668721037969 0.0 0.0 0.0 0.0 0.0 0.0 -0.9452516548414411 0.0 1.0753155020401624 0.0 0.0 0.0 0.0 0.0 0.0 0.7930973029221845 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7463071718928318 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3472840351883006 0.0 0.0 0.0 0.0 0.0 -0.884627462686984 -0.4449977015584347 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GNAI2 -0.35917818733714396 0.6514634924509974 -0.044449891272118194 -0.18931170088201055 0.1670730560950865 0.6965710887527281 -0.9517289787801805 0.0 0.0 0.6762637983507916 1.01363011174608 0.0 -0.05724511619322137 -0.8418236894795114 -0.5129711120498996 -0.7431058383264662 -0.41354774428784385 0.6374040802581796 0.35301319303016326 0.10274305654073045 0.0 0.0 0.0 3.0682809745490687 -0.1644788486479208 -0.43848977737545836 -0.8636681848887177 -1.17909859597253 -1.2730513353789816 0.33772425185268967 -0.36033375410410745 0.0 -0.6439507978850058 -0.5344381830799555 0.48469257860953846 -1.1008393142766613 0.8738341624161526 -1.0257573167237541 0.9280074698091412 -0.5885275290102138 0.0 0.0 0.0 0.0 0.0 -1.0287029127730856 0.0 0.0 -1.1061645135391738 0.0 0.0 -0.752189135560252 0.0 1.0665699436723055 0.0 1.0500354031494032 0.3980152634577654 0.0 1.527457267172393 0.0 0.0 -0.899395351817098 0.0 -0.5964648796232478 0.6334550138143974 0.0 0.0 -0.3590073624219066 0.0 0.0 0.0 0.0 1.0358059929169685 -1.0053101724361744 0.0 0.0 -1.3963796983467707 0.0 -1.478554980208916 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GNAI3 -0.10652464089533846 -0.16745751248201834 -0.22877976032784317 0.0 -0.19925643922670278 0.7809978263341008 0.25615272105290365 -0.21087714065981075 0.0 0.3414407821158492 0.0 0.0 0.0 0.0 0.0 0.0 0.504694838120108 0.476469121923487 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.28404246396593363 0.0 0.0 0.4135796740249564 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7261060490636521 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.9627543158003207 0.0 0.0 0.0 0.0 0.0 0.0 -1.0684678145587683 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GNAQ 0.1535874700661461 0.0 0.0 0.21654834963240233 -0.3106535092740587 0.0 0.0 0.0 0.0 -0.6519999045930677 0.0 0.0 0.0 -0.34339388737930315 0.0 0.0 0.0 0.0 -0.6301686440045187 -0.5405558031984062 0.0 0.0 0.0 0.6649653180223946 0.0 0.0 0.0 0.0 0.0 0.5018739019655624 0.37070170013363485 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6152476735209798 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6129877313732748 0.0 0.0 0.0 -0.8136396820871313 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GNAS 0.030575661310949444 -0.00405066147674521 0.036767172376480146 2.117191154656255 -0.035689461806451384 -0.005221500858644151 1.181718696625655 0.20821774617975125 -2.9020954526865252 0.8843418700855182 0.5227829310849467 -2.1944555190907296 1.0012835113720495 -1.4139064152471914 0.41621591835110083 -0.24988211057923979 -0.9306286159390751 -3.0504365180956836 -0.8318808871821906 -0.34271866501070364 -0.5571813292251715 1.0226459704992545 0.4255094125205155 1.8703208659796469 0.5325397939417271 -1.703716917081521 2.3678783458122212 0.0 0.5014034624321615 -0.5690637375222709 -3.174031659230032 -1.716947478379634 0.6074433140688542 -0.6454952562771397 -0.6216495253048762 2.1770306678181104 0.45264128564946016 0.0 1.4197898486524145 5.74674994207696 -1.6732894423452083 0.6573299662542343 -2.5577754360759504 1.825843988986843 -0.04185237134971054 0.0 0.5951416432992911 -0.7453603452652998 -2.1670067073920043 0.0 0.0 0.0 0.1871901280109216 1.4299547841654106 0.6894013897794923 0.0 3.6791740955823578 1.3867004569837682 -0.9954658536354989 -0.862250366474826 -0.5438420317686534 -1.9299295279748865 1.0236020182781813 0.0495045673116592 0.5582910820114715 0.0 -0.6215669567681826 0.7912300687868076 3.496179717076521 -0.23760719396711166 -0.9110184322428495 -0.5785867433857541 -2.2578454441056413 -3.281771833290749 1.2972669726992545 -2.254097679845657 0.6070232841272213 0.0 0.0 -0.712681045559493 0.0 0.09424032652828451 -0.6031433257780117 -0.294079562195922 0.0 0.4189480167335254 GNB1 0.2649701328585444 0.0 0.2283969582429867 0.2656234181024426 0.0 0.2708057545561927 0.0 0.5811023194310428 0.0 0.0 0.0 0.0 0.5729019712615165 0.0 -0.3785655344444096 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5798479123741032 0.0 0.0 0.4991154699170451 -0.797378015682169 0.0 -0.3103689318770596 0.6278042506133843 0.0 0.0 0.0 -0.6124478259321623 0.0 0.0 2.0680708919211694 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1450232503289952 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.073653311426826 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7796643982683017 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GNB2L1 -0.4431134754052283 -0.9072077016560408 0.4094089755724376 0.0 -0.4492434532968527 0.0 0.0 0.6300678773239339 0.0 -0.25985697564991983 0.0 0.45048015380303047 0.0 0.10989708928050228 -1.2186603965562655 1.2255378373063153 0.0 0.41808088219824197 0.3793644151777806 0.0 -0.42453873169189393 1.5023887582704598 0.0 0.0 0.0 -0.9171281085950161 0.0 0.0 0.7871874089585607 -1.3540838889598426 0.8254124670327826 1.8321993328975268 0.0 -0.7154422438625112 0.779153262707993 -0.46482761612328827 0.0 0.0 0.0 -2.1056197153513834 0.0 0.0 0.0 0.0 0.0 0.0 0.05611935831751965 0.0 0.9328210484783036 -0.6339712443208558 0.0 0.0 -1.1947320614268286 0.0 -0.4669364965024982 -0.9632899386379058 -1.1693859728355187 -1.1216211722054539 0.0 -0.7077880554216383 -0.5640295641757113 0.0 1.3676256523130197 0.0 0.0 0.0 0.0 0.0 0.0 1.4501469981696524 0.0 -0.4883147749924831 -1.6482690530675466 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8659983027511065 -1.7834435974154068 -0.23913586755629276 0.0 -1.0436139599023446 GNB4 0.3858119900439719 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.40244667547651175 0.0 0.9155265829478293 0.0 0.0 0.0 0.0 0.0 0.0 -0.5442326799765385 0.0 -0.2936759738409579 0.6246579729077193 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.295834924018288 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.037505271312083 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GNG2 -0.14247100086777179 0.32629557369474027 0.2657954319099164 -0.38694809111537 0.20672324015487867 -0.22788093991997654 -0.33117049629064027 1.7138723107541802 4.243016020074714 0.8225302792345093 0.834715029977621 6.70416339551803 0.2247862471008487 0.0 -0.5781667093991902 0.4661335321779336 -0.07821459060431346 0.0 0.4572559869139132 0.6377046895358525 0.0 0.0 0.6060524106713506 0.0 0.2698125762486104 -1.671930336166574 0.0 -0.5061138943010043 0.0 0.0 0.39363127040344864 0.508230429015659 -1.4147774550828003 -1.812728035762889 0.893239998401898 7.12767097050161 0.0 0.0 0.0 0.0 -1.0087786973179258 0.0 0.0 -2.720736971998132 0.0 0.0 -0.6579031061452708 0.0 4.963154448309723 0.0 0.0 0.0 0.0 1.3761583314182129 0.0 0.0 2.6863731858006124 0.0 0.0 0.0 -1.3019030689723932 1.8461913687148588 0.0 0.0 -2.1054417887039403 2.07763833521821 0.0 2.2079593147391137 4.226641366485929 0.0 0.0 0.0 0.0 2.473508268809873 0.0 -3.130432973596927 0.0 0.0 -2.183622167385402 0.44965604072730103 0.0 0.0 0.0 0.0 0.30114675309322314 0.0 GNG5 2.706436247449489 0.6694024059321906 -0.08468124566484923 1.2281112976287125 0.3030019027997262 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3.372388460369997 0.0 -3.8352842446452238 19.29423327530614 0.0 0.6109755765841509 -1.2606509009373341 2.639941507700377 1.3446434004927899 2.4545666143947265 0.1010355962551824 20.173162535439936 -1.317392226628702 -0.21282759587549777 -2.5833964194992634 0.4200106979727165 -2.3470112021179723 -1.3096359566388307 2.6230436647288085 2.7087519851243527 2.7909849597433083 -0.7401432784968142 -0.5163230762891224 6.247797450468856 0.554826206959539 0.5825006197442942 2.934376997876304 -0.8999105549479681 -0.9448690152973703 0.37133309496766037 6.899296698920395 -5.458101771267175 1.5684733953536576 -1.4869208806586192 -4.296987394682223 -2.628414529838559 2.3887395976536743 -1.2514711959927611 44.986638518664066 -0.31319150187386485 1.6298965990950578 -3.784621072169048 -4.994276788028857 0.20462761674628194 0.0 7.754335466509104 0.7995392899814355 1.6066621790880133 2.1184593091139208 GNPTAB -0.290088052011004 0.20589770410631514 0.0 0.0 0.0 0.0 0.0 1.0446172885639347 3.5823966271115517 0.0 0.0 2.8171120569285537 -0.519094919631927 0.6840049065243079 0.0 0.0 -0.3704972021751775 0.0 0.0 0.0 0.0 0.0 0.0 -0.3741411242185463 0.0 0.0 0.6521022063911103 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7767016890619303 0.0 0.0 0.7862876430136442 0.0 0.0 0.0 0.0 1.249676312108247 0.0 -0.8524077988687343 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2693149563630362 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GNS 0.0 0.142447744876377 0.0 0.0 -0.198572881777445 0.0 -0.44936511315579786 0.0 0.0 0.0 0.0 0.0 0.0 0.5353386099727567 0.0 0.0 0.0 0.5494312619468535 0.0 1.567439985906089 0.0 0.0 0.0 0.45237551556919625 0.0 0.0 0.5128307284145243 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.17547569506919702 0.7402495676452046 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8852640726934061 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GOLGA4 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-1.1611739562428398 2.5126533392902894 2.714258045257269 0.383451227670709 0.0 -1.1861284162841845 3.4207052736408166 -1.2102217697078876 0.4781421189034819 -0.5984208270296845 3.305351660766415 2.475062723951063 GSTK1 0.3116857325299276 -0.5538640979081726 -0.6952954948515886 -0.9352444130023642 -0.03314130499746889 -2.6363273411382835 -0.21561995265069855 -2.491414069906073 -2.7704761852166264 1.6673658057191199 -0.6458886069462968 -2.107784274152032 0.22150008559719392 0.0 -0.42897244844777355 -4.339354354352305 -6.019056967285954 1.2943272213766066 -2.45222245025086 0.3385984769611618 0.10622134960563902 4.5825238254095275 0.0 -0.8886428591459593 -0.14044434140442882 -0.18299208202219544 -4.957925881181663 1.061167921323764 -0.2161496293342399 -0.58318815004038 -0.0023039581854019564 -2.399394592699197 0.05111954469970019 -1.0697323770819007 1.9505340326237197 -2.4055496651753256 -0.20916418082215535 0.7700198755333713 0.0 -1.242751234252794 -0.13685625089071718 -0.8513999543677216 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-5.597197443177029 4.329717688179085 -7.155728566650424 -1.9230678599088027 -0.17231013392579003 -7.471438683181717 0.08891350456015654 -1.6069705916116637 0.5460683265845244 -0.9233126296405375 -1.5659878423622413 -1.2159008377463063 0.03111290903765106 0.6824662973146077 0.9863957200220813 -5.911176999786693 -0.058622106737756585 -2.070964672743057 -1.5108141180259462 0.0 -0.2834154791600813 1.5260886756979564 0.0 -3.32013736140242 2.5905984288001047 6.202468994811005 -4.078071629416585 0.0 1.1522446814486875 0.03403283595993667 -3.115652668409774 -0.23635360136469621 -5.5710548326920994 -0.39102754030712894 1.5343177895567626 13.416991731910532 1.899277345275018 -0.9299290613049805 -0.09886827708358752 13.852564118355595 -0.7967619804797604 3.4775377501985214 2.8029335082040685 -3.726248239766474 0.2914416239029331 -1.75735928654243 -0.5874298330606975 -0.15596311567777446 0.0 -1.180621029105916 0.0 2.2561043611308853 -2.7615822998386728 2.6488531272826 3.1009778385151905 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1.024689533867695 0.0 0.0 0.0 0.0 0.0 0.0 1.253880646421299 0.0 0.0 0.0 -0.3010846472078365 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8649199712619817 0.0 0.0 0.0 0.0 0.7036832656452215 -0.7571217454251074 0.0 0.0 0.0 0.0 0.0 0.0 1.415383040173858 0.0 0.0 0.0 0.0 0.0 0.0 7.659479782670762 0.0 -0.25628445114776843 0.0 0.0 0.8061902161633462 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3074779532755834 0.0 0.0 0.0 0.0 0.0 0.0 GTF2I 0.0 0.0 0.0 0.0 -0.2209428987309959 -0.2676143725242121 -0.30612333761054034 0.0 0.0 -0.27675994599829334 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3834710823225224 0.0 0.0 0.4568865494219815 0.0 0.0 0.0 -0.47578680014826175 0.0 0.3887414845088593 -0.4614581554683001 0.0 0.0 0.7267808903535059 0.0 -0.424576446280671 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6156134045232605 0.0 0.0 0.0 0.0 -0.7373229159354036 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22348743982367744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GTF3C3 0.14986616702239836 0.0 0.0 0.0 0.0 0.0 0.3224056537592857 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.37463653083167536 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9849941018277882 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9307423394021486 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GUSB 0.0 0.7148135305818428 -0.17430003913445 0.0 0.2626156068623065 -0.5601941096054506 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.9801442725177383 0.0 0.0 0.0 0.0 0.5244516739391891 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6677822194866939 0.0 0.0 0.0 -0.6630541981117207 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9820575367850001 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GYG1 0.0 0.0 -0.22481174902531112 0.0 0.0 -0.911141676285276 0.0 -0.20965654505273926 0.0 0.0 0.0 -1.7035309909336727 1.6020569321180487 0.0 0.0 -0.8937796682187591 8.063250020601581 0.0 0.0 0.0 -1.0119821023501276 0.0 0.0 0.0 -0.06105594203152102 -0.39675782089336303 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7268439947886702 0.0 0.0 0.0 0.0 0.0 -1.7807560140406653 0.0 0.0 -0.627002087940207 0.0 -0.5932298122948332 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GYPC -1.442951004582892 0.29038791822710774 0.10108064553919774 -3.350108378245391 3.0660218122660168 0.32505739957804997 -2.202688690489486 -0.7392293956018623 0.7140506878140233 -0.9868835096954829 1.3695863065402136 -1.3991578795386852 2.263393550930293 -0.42614171098346243 0.0 1.4366831249265881 1.54912529349285 -1.1352139255207292 0.3938358825566232 2.1598050007669207 3.1039140988771345 14.495641785615529 0.06444026077315214 -2.373086159621371 -1.6545522222504978 -2.3038289791707167 -0.37100915763651043 -0.139906229500812 -0.35559035374713227 0.0 0.9018934422139488 -0.009067458841820563 -0.8798157731140581 0.9828760594800489 -0.6393195797441557 -4.035000842001316 0.0 2.2390091603217197 14.680331742436064 -1.021319908614723 -2.958207821345895 -0.7431992418959522 1.0605861697784316 6.903128031310357 0.0 1.0038834317990806 9.323376494246668 -0.07337538313788047 5.644801362806324 0.0 2.5636266184121412 -0.9145829706399973 0.0 1.2194781037556224 0.0 8.284070530024664 1.579310374396908 0.0 0.0 -2.909494839766397 0.0 1.4927642000149186 -0.8572753385098878 0.0 -0.22024335079125112 0.0 -1.5365805449366636 -3.214704806236034 0.0 -0.7393449067779155 -3.896950833562805 0.3717946284796022 0.0 0.0 -4.874300248244573 -2.593679141081422 1.0714605559230592 -2.099629794038788 -10.066419542363423 0.0 0.3324523681868591 2.885351391276129 -0.3617095604379496 0.0 0.0 0.0 GZMB -0.8847720645674564 -0.6777437097455091 -0.41622387032135283 36.56018030808789 -3.820511329822708 -2.116261682771511 -4.093203275871353 -5.01450004276392 16.643764120395257 -1.1706147096959418 -0.0971086497232114 25.82456637134306 -11.962164627747908 -1.7199208204797904 -0.2811112777450614 2.288056942175284 -8.748929733666586 -1.9456882089399028 -3.0750695328479383 0.0 -7.632299529879779 -6.201378733601775 -0.465926647140399 -0.17436195958287679 -0.8163842302816353 13.877252195174455 1.0259015318555325 0.0 -0.42379233502465896 -1.2813009805247515 0.3983202911759003 -0.2893366506354906 16.189314136287884 2.1426845946037743 -0.5392168396122266 1.0534062676864486 -0.2754261103065405 0.0 0.0 -3.6709179779910115 39.78971971278882 0.0 -0.6597364522054313 -10.47329661241088 -5.387816506280998 0.33358854776961394 -0.5666131219465949 -3.59427497241444 10.406794246180471 1.7740636846499445 -0.6732611527154228 -0.8462028031261627 0.5125004769229967 -2.0494552355979967 0.6272254386797415 0.0 2.7480682973382 0.0 1.4133100000125831 1.938498059609253 -4.196211859609275 5.502560174005964 0.0 -1.1138511289881905 -4.033090680596765 -3.495693770268647 1.1019096105690793 -2.2860600482909836 5.9773142324283 0.5475647563421019 -6.413684525729555 -14.4951932668038 -0.8443324305884563 1.0849763537840529 0.0 -10.023779091444421 -1.6404219856290054 -4.5405767464642315 -0.40058767635693204 2.501463839211101 1.3020753647560455 0.0 0.0492748016712401 0.4505592020981369 1.942157680466051 3.066260319823493 H1F0 -0.07896323072678199 -0.10943527332578737 -0.41036924248470097 0.0 -0.2162513110588409 -0.8435607284962147 -0.21680104649411966 -0.2700216304035838 0.0 0.0 -0.44785455876882946 0.0 0.0 0.0 0.3444672603560529 0.30567845511241887 0.0 0.0 0.0 0.0 0.0 0.0 0.5872494653157451 0.0 0.7771403449919663 0.0 0.8933384286417798 0.09256343585355269 0.0 0.0 0.0 0.0 0.4229030199774554 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9396934398866857 0.0 -2.487401332819308 0.0 0.0 0.0 0.0 0.0 0.0 0.915263392075608 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 H2AFY -0.6525510195882492 4.6285316900798374 0.0 -0.8645395091327914 -0.15778799934798696 -0.5436288685408637 7.425032792287777 0.0 -0.8687412922570176 -0.09405677108164277 0.08882589607671523 -0.3168786613067325 -0.10951396696768889 -1.746957574732277 6.994589501577495 -0.7512209618899237 0.24590322104343199 0.04787161341300011 -4.892128885333562 -0.2487883490201638 0.0 0.6416230539929797 0.0 0.0 -0.5153230162122213 0.0 7.288487271333509 0.0 0.0 0.004089940855723158 0.7120037308538887 -0.3389853178399511 1.2677976114082106 0.6104997498643944 0.0 0.0 -0.6152451801326323 5.204233016240186 0.0 -0.5427984434597587 -0.6956635667457489 -0.675138588261591 -1.1420836323524877 1.1945761413476035 0.0 0.0 -1.152438403414491 0.0 0.0 -0.5131002459182624 0.9963622998352645 -2.983783662027797 0.3924112709404841 1.1716726143858642 0.0 5.19433839953326 0.0 1.2992226791623878 -2.416385622798709 1.3934458896486046 0.0 -0.6357209880813341 0.0 -0.7626879224817505 0.0 0.0 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0.9903923260244373 -0.6422548258893682 -1.9898303726954545 0.2858825340835471 -0.8336621838652418 0.2473515920000256 3.956943524101401 3.275048144682447 0.1905680478183537 -2.3162595125192724 1.12357327341043 1.0532708008095681 0.0 1.3299685686417677 0.0 -0.38177268742007603 0.8280904296027307 2.4691661396353037 0.5538310219764991 -1.1802722812048556 -0.6716419049794062 0.0 0.0544865816356197 4.83433702567465 1.1454189057412227 -0.7878172677732154 0.0 0.7841334534888386 0.2029657661641675 -1.731372071671696 -0.8362508588355044 -2.0021779367304995 0.0 -0.2622833327446114 -2.4349361989942766 -1.0582744397200572 1.1969563279365636 -4.82938061074854 0.9367543951879218 0.7620744067281616 1.3746460561541296 -1.0177099793940039 H3F3B 2.2459057224951544 -0.7775141658144298 -0.7808801899966971 2.4550841834276254 -3.898565739667833 1.6108548225491024 1.3543475882272515 1.482546433150246 0.9479722424382103 -1.0690829522050744 1.4305286515787325 0.11365729421371441 1.7727649336312175 2.7960934545481724 -2.4380968152390023 6.593219145620691 0.08135192648850152 0.07786434747917591 -1.103862427953242 -3.567170407367762 0.9461716872117302 -0.9578936556235598 -2.3688977538201574 -1.6278941805700504 1.599228663850309 -1.659586705394105 2.65673488323024 0.0 -4.472380558791043 2.041823372659606 -2.040622096411971 -0.36149687099940697 -2.6736807651931938 -1.4636338286214556 -1.0513678224521514 -1.9991649639311666 2.6449857971198423 -4.581132517937741 -0.573149758177975 -0.15552149848849572 -3.1375214515478467 0.5793485419195407 -1.831899401407782 0.7365925385429685 -2.680930062571656 0.6846546032667452 -1.708459595632144 2.6376263822824417 -0.7372690702704359 0.2174858439683321 -3.2163572679314734 -2.8476280153767397 -0.6912185990059921 -3.5447015504744948 3.682489107244177 0.0 3.4970308770072713 3.7984771073793198 -1.9175596295202617 1.8078129374961975 -1.7135134014884474 11.522818375892774 -0.10011193529942634 -1.1346783878627802 10.987999714855816 0.0 2.2340331629361265 -4.123807491867581 3.1686921347935666 0.5971151744141053 3.5648883222266945 -3.401555135723241 -9.420746314906774 -7.965380019668477 -1.2977408202519218 0.8227584812030884 -0.6754177835991271 3.587200978511639 0.0 4.453068793956398 -4.125840780380751 -1.6766695254283686 -1.8862798015940547 0.7155708655917473 0.7008477783656362 12.646077658785405 HADHA -0.2529970024775266 0.0 0.0 0.0 0.0 0.8473508372150874 1.0742505482212024 0.12393337961208084 0.0 -0.2672990451891728 -0.26664261469371126 0.0 0.0 0.0 -0.9640600050697139 -0.917013817884833 0.0 0.5960732975907818 0.0 0.0 0.0 0.0 0.0 -0.446454261358754 -0.5596833107695073 0.0 0.0 0.0 0.0 0.0 -0.8318053320619329 0.0 0.0 -0.6704324923453167 0.0 0.3454030955753093 0.0 0.0 1.042176493681331 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.078176017918525 0.0 0.0 0.0 0.0 -0.7451316044065877 -1.4153934259232637 0.0 0.0 0.0 0.0 0.0 1.0065330226979217 0.0 0.0 -1.0047111681992837 0.0 0.0 0.0 0.0 -2.6986253517015393 0.0 -1.3283165552321665 1.1174432808590207 0.9071062230300019 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HADHB -0.3363987840615401 -0.19286627672123652 0.0 0.0 0.0 0.0 0.0 0.0 0.08533851357624075 -0.34219617295815047 0.0 0.0 0.0 0.0 0.0 -0.3034349160226247 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8076950883827589 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7253229197150586 0.0 0.0 0.0 -0.5819498344985674 0.0 -1.1311719166464136 0.0 0.0 0.0 0.0 1.2888541358893468 0.0 0.0 0.0 0.0 0.0 0.0 -0.8870614260312144 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HAMP 0.0 1.1652732967335127 0.4293566750737341 0.0 -0.20283498987868642 0.0 0.0 0.0 0.0 0.0 -0.11677742851696404 0.0 0.0 0.0 0.0 -0.47862082156372576 0.0 -1.0442074844836216 0.0 -0.020613846377259954 0.0 0.0 0.0 0.0 -0.5960337288379244 0.0 0.61142002718755 0.0 0.0 1.5166082954937954 0.0 -0.6243275104760793 0.0 0.0 0.12407931398464715 0.0 0.0 3.3378435473173145 0.0 0.0 0.0 0.0 -2.1546759928660397 0.0 0.0 -0.5078532721019637 0.0 0.6171908568414953 0.0 -2.3587904551716745 0.0 0.0 -1.7577451724151747 0.0 -1.2783533225054702 0.8929614814772403 0.0 2.8003933899335056 0.0 0.0 2.3354881746964344 0.0 -4.1841356751658605 -1.2006620389326732 0.0 0.0 0.0 1.276806387743155 0.0 2.426464421302997 0.0 0.5628238826244496 0.7743430167918428 0.0 0.0 0.0 -0.7003754033932718 0.0 0.0 0.0 0.0 0.0 -2.260872642361099 0.6497024553611285 -0.49762363971699636 5.085239999436448 HAUS3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6685068452701067 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8786244955727582 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8295953259946978 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HAVCR2 0.10574036689928286 -0.40963103026441644 -0.10385106214794457 -0.8816265656822253 -0.1896168661591284 0.0 1.6666139790234 -1.1222647765700546 2.727689930973271 -0.30132103438851127 -0.17777407956831276 0.4585444344753217 -2.503731407393427 -0.08677257728784803 -0.3463624517297719 -0.3096380630732992 0.13262435615297605 -1.903190804047166 0.0 0.5651541216159299 -2.567922135971102 0.0 0.0 0.0 -0.04771725912229426 1.7947984955890224 0.0 0.0 0.0 0.14628459298639943 0.46258642285654067 -0.3768567915854448 -1.7522367481880177 0.0 1.1935451863545414 0.6692775057208507 -0.5441063486556245 -0.7031527015686636 0.0 0.0 18.072580057985586 0.0 -2.447145271412199 0.0 1.0118221533338203 0.35095760953438304 -0.22537540681699436 0.24117754128752197 1.0428766542213483 -0.43249849086906744 0.0 -0.7317467136298925 -1.291933062693627 1.1365500650440092 0.700176784313396 1.3344821852195607 0.0 0.0 0.0 0.0 0.9774904459256138 1.177937056770048 -0.3287517055401072 -1.3155278755490005 -1.0942032300041145 -1.051616784440535 0.5912064586479532 -0.3375665959737915 0.765813616836817 -1.7818018572925745 -1.2442555422518875 0.0 -0.772237778706508 0.0 0.0 0.0 3.345480914004267 0.0 -1.6152711249460494 1.5273206910243915 0.0 0.0 0.0 0.0 -0.7423221818263139 -0.43724779658612345 HAX1 0.0 0.17069929765249883 0.19873542908149064 0.0 1.0716400460894826 0.9309414573688571 0.0 0.0 -0.21843538230558202 0.0 0.0 0.0 0.0 0.0 -0.295021570854424 0.0 0.0 0.0 -0.3930930463877002 0.0 0.0 0.0 0.0 -0.34954307057395473 0.5536917253886787 0.0 0.497583254908263 0.0 -0.6647552382780006 0.0 0.0 3.298171385287476 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6146613595616515 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8510153137236989 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8013509844271459 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.648045754464441 0.0 0.0 0.0 0.0 0.0 0.0 HCLS1 -0.42836758896539084 -1.270891602621826 0.035548305902999164 -0.8946917782873193 -0.025106040098468913 -0.4083389637787599 0.7274695117178361 1.121957131043096 -0.6617386793786186 1.380649176421967 -0.09414163833676309 0.12257763680865681 0.20918352070283736 0.0 -0.9423136045272703 -0.5391677140735941 -1.0611617807106495 0.439357026380419 -0.02080473988251765 1.7521578114114522 0.5281836459737007 2.2385659947773857 -0.6244019073556054 -1.115345859322518 0.0 0.26877892056814523 -2.332045948116018 0.0 -1.218056177088947 -0.5583306350181366 2.0096884045465857 0.0 0.0 0.6586892266151689 -0.27247518962977235 -0.8919977228773176 -0.8465274797654836 -3.5057080032370314 0.0 -1.199216136964341 3.1491873164448707 0.0 0.6579136554963122 1.6135014198399422 0.0 -0.7438321762209229 0.0 0.2691057686590768 0.8821151451308783 -0.9929151922289344 0.0 -2.543333321083185 0.0 -1.4844053988259496 -0.05880375039820381 0.8987883948675356 1.5482485960199925 -0.06367194821898729 -1.5616845902372847 0.0 0.3036413250138232 -2.4489021218892453 -0.3202239324582325 0.0 0.0 -1.5011287167345946 -0.2144258271108612 -2.8058779781292618 -4.308540365169703 0.2771734311975146 -1.141110687582224 0.0 1.0069401211857167 -1.3274171154355776 1.7537536721829343 0.0 0.0 3.159131373745534 1.9037592047437761 0.0 1.170487398661045 0.0 0.0 0.0 0.0 1.475604057477063 HDAC2 0.0 -0.14531305120761698 0.0 0.0 0.0 -0.18247022339440686 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6552466673708699 0.0 -0.35638499617850977 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HDAC7 0.0 0.0 0.0 -0.17796592909546283 0.0 0.0 0.0 0.286770119104757 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35540894518280486 -0.35404168209432013 0.0 0.0 0.0 0.0 0.43092730772663973 0.0 0.0 0.0 -0.4542938421537593 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.742745744617544 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1569747670898536 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HDDC2 0.0 0.0 0.0 -0.17317327295810717 0.0 0.22834374334749774 0.0 0.0 1.2338143115164062 0.0 0.0 1.0021935690544657 0.0 0.0 0.0 0.0 -0.6982842122003713 0.0 0.4736616132425992 -0.04087632568129677 0.0 0.0 0.0 -0.36897809167396917 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6903413381846286 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8509016864621467 0.0 0.0 0.0 0.0 0.8836772979359484 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HDGF -0.19847392570959035 1.388133161673702 -0.2899618037121395 0.0 0.0 1.3507807226723714 -0.23617871225938653 0.0 0.0 0.0 0.0 0.0 0.0 -0.25265791624653317 -0.393024753607705 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7649545071052972 0.0 0.0 0.0 -0.5674878729902271 0.0 0.0 0.0 0.0 0.0 -0.8608731250690457 1.9388060605458333 0.0 0.0 0.0 0.0 0.0 0.0 1.3176102288888443 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9509507109255856 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3912330461377134 0.0 0.0 0.0 0.0 HDLBP 0.0 -0.33732487034720304 0.022132206296458592 0.0 2.3047421083189827 0.0 -0.27569200889513684 0.0 0.0 0.3524354767678107 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2792251171984293 0.0 0.0 0.0 1.9619491397992848 0.0 0.0 0.0 0.0 -0.6014342170376268 0.0 0.0 0.0 0.7870044709310998 0.49979651484708365 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.887410420520503 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8718638457421642 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.303209063124315 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HECA 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3531127016140047 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3441299939327769 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5740010880403311 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HEG1 -0.16145222983791868 0.0 0.378229042268898 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2949863694475548 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.18413577565507097 3.685920454355745 0.654505591971338 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.7994563149205067 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.010563543446441 0.0 0.0 0.0 0.0 HELB 0.3424877435848198 0.0 -0.17650420657431115 0.0 0.0 0.0 0.0 0.0 -0.29075794191041043 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HELLPAR 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8042969315186571 0.0 0.0 0.0 0.0 0.7752699961255238 0.0 0.0 0.0 1.4606238822012965 0.0 0.6244775105899626 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HELZ -0.10881197719851192 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8900780156696789 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0260070284448133 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3083466221458915 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HERC1 -0.10118297632199418 0.0 0.06731268494810987 0.0 0.0 -0.30490365890308874 0.0 0.3269282306089108 0.0 0.0 0.0 0.0 -0.6448498942881038 0.0 0.0 0.0 -0.3524688660737457 0.0 0.0 0.0 -0.495877311027936 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.47943467374735343 0.0 0.0 -0.48856866957723205 0.0 0.0 -1.3940154051535159 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9914355662033548 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1683780927248244 0.0 0.0 0.0 0.0 2.017035231682399 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HERPUD1 -1.503881559184854 -2.3266129478468427 -1.6240234081503062 12.55178242896193 18.068483094147517 0.5704131110312737 1.8535838431070808 1.4209848335630924 -5.8551212854177335 1.9659422294656528 0.58623755870785 -3.470143836016374 3.4506039460896702 -4.606729663640042 -0.35797057621189154 1.4901246048668702 0.040261892313445714 -4.515224377962377 6.278719566512725 0.023969066177429887 -4.843583772837709 1.025816073924181 -0.533220238055878 0.23674979344006897 1.3058230013162675 -0.255908681281749 -4.820154566656595 -1.0643335228508477 -0.6869232025273434 -0.5724920653556134 1.301593874991385 16.575815862283157 6.5737572286340455 2.1643405698579956 -1.2935308188671046 -3.772873515445701 4.016723905471218 -2.0735029621806906 -0.6329973339781921 -1.3770119275013686 -0.44302942428114167 -4.677446545381215 -4.7527226107905065 -3.3685714880582807 0.28860842002017334 3.3687350208222844 -0.45720489993918695 -1.2889396945397043 -3.4999535500203898 0.09383504896940931 -4.475483272145723 -1.1860931540328485 -1.302488083387581 -1.9262536423255934 3.92391469873456 -2.601091671123193 4.356118024434722 -2.4711591603294454 -2.2384116105252487 2.3739593708963267 -4.164172438871429 0.3539229799551881 -0.5992065391878331 0.5005781541512029 6.940024949032818 4.692611412213874 1.251924980266799 1.5948703193497504 0.227397636364476 13.279103753881174 -1.5307010215550654 -0.26114143083624397 -1.7544163091289324 -5.335520943419141 0.0 1.025789072435405 -4.571041569528774 -0.9199790139152082 0.0 -4.2642165185933845 -0.5394665824160498 0.0 2.9738858545070324 0.7720068014199839 0.7069614989948259 2.3661709891854987 HEXIM1 -0.16286516175454793 0.0 -0.2563241173231806 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.548894510552992 0.0 0.0 0.0 0.0 -0.3468729763122424 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4952243595827614 0.0 -0.5073797900665751 0.5777338169655865 0.0 -0.5689641186498694 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.63826912715719 0.0 0.0 0.0 0.0 0.0 6.086839352168647 0.0 0.32136957638726776 0.0 0.0 0.0 0.0 4.343833709044112 0.0 0.0 -1.6705288328537076 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.27266154314122815 0.0 0.0 0.0 HIBCH 0.0 0.0 0.39270590209354345 0.2562539227060312 0.0 -0.2583482426863936 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIF1A 0.2869430374684323 -0.7726801544949684 0.6413252221777858 -1.6495649033492912 -0.3817437512568271 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-0.7864988305065692 0.2743886747377252 -1.6295873542015358 -0.8721049595825604 0.0 0.0 3.9861191236280247 0.37567093352337844 0.0 0.0 0.0 0.0 -1.3660312643903947 2.3601297825287246 -0.6565450505919938 -1.2456293657489945 0.0 0.0 0.0 -1.9348998414576073 0.62327987381504 -0.5293561624135976 0.38481233770389855 -0.45406100524342463 HIGD1A 0.0 -0.35972859432809734 0.0 5.508037217950967 -0.17384405245794618 0.0 0.0 0.0 0.0 0.0 -0.295350370871558 0.0 0.0 0.0 0.0 -0.39267373441608033 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.766035095902481 0.7058998243107304 0.0 0.0 0.0 0.0 0.0 -0.8748899083036241 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8393953748674594 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1193638457937132 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8227891835351263 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIGD2A -0.24537217932739103 -0.9775740938160397 0.5614246157492573 -0.3838024072859363 1.2198322238275112 0.0 1.0036408086232607 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0.2522307319212023 0.7822450316873426 0.0 0.0 0.0 0.0 -0.7540111692208138 0.0 0.2145272218770113 -1.3821811870973244 -7.326074907150058 0.0 1.2240826301143364 0.0 0.0 0.0 0.0 0.0 0.23097422936589335 0.10580236051378993 -0.39002030503840646 0.0 0.0 HIPK1 -0.1417993561676288 0.0 0.21178672757104386 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4979293583027625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4549655057441066 0.0 0.0 0.0 0.0 0.0 0.0 2.831147279184814 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIPK2 0.0 -0.12884418078645296 -0.20210088831063117 -0.21708619453006794 0.0 0.0 0.0 0.0 2.050513803547093 0.0 0.0 0.5308170504184427 -0.3894591084515645 0.5272853759707468 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.46726025933851373 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3037826191464226 0.0 0.0 0.0 0.0 0.0 -0.6678972965479952 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6845876904980578 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.186833683456018 0.0 0.0 0.0 -0.8156454585630796 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIPK3 0.0 0.0 0.11977788785157208 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8284022897581628 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIST1H2BD 0.0 0.0 0.08589812218483893 0.0 0.3710434010997011 -0.35538676966026594 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.30233104718193377 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9915665818145064 0.0 0.0 0.2360755858798022 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3027389954131612 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIST1H2BG 0.0 0.0 0.0 0.0 0.42900310037253564 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2467126765764618 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6589124685094537 0.3721445606871283 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4616139568799345 0.0 0.0 -1.1662011851946474 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4308965409908219 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIST1H4C -1.65193522034181 29.472821630237195 -0.6845790177427009 1.5359535668366024 1.5305568490293588 13.175474571088253 -0.276894315086673 -2.31510323795357 2.7672591055546945 -0.38301390753796505 -0.3267088831234857 0.38370518846693175 -1.0836918159469733 -0.7493568686812456 15.178422016716024 3.7676277062113033 1.2383931921695388 -1.597249323638051 0.9463311671143158 -1.1159541543556641 -0.4743073652304439 -4.968182143078072 1.5744062928342346 -1.1842365599482503 -0.2266090881669427 -0.4123848919833811 0.0 0.14161872605515682 -1.298677854482348 -0.06419152255508868 -2.162919303599689 -1.190551897466349 -1.4787045284367586 -11.364900302957622 -0.20904326127184636 0.6812272977663123 0.8236433527630566 -3.346943200765908 -1.0322071017810766 -0.1013685690055195 -3.33092400230737 0.7456751324397632 0.7613577133990441 1.0651127277696213 0.0 -0.227275375640759 1.5765225334762243 -3.186921534374906 0.0 -0.19187981014097083 0.634423314567546 0.7207926355624401 -0.3373851772211612 1.2538688501805868 2.4838440679882448 0.0 -1.5198882942699103 1.3759623211797554 0.7856693240873159 -1.0872000758269882 0.5012590196800696 2.940339240498479 0.6881987821044855 -1.118718130736983 1.0511171841052667 -4.113026592807682 0.0 -0.8601934957577878 -0.0965571753088934 -0.6882112798514426 -1.2038629696668903 -0.7999375882576538 0.3646847517337588 4.362503699540938 -1.6179104919752525 0.0 0.0 -1.5855842042877106 -2.0261584796335095 0.0 2.520733474459015 -1.2811448077907996 0.0 0.9274457726975666 1.467027381523145 -4.330035366562653 HIST2H2BE 0.0 0.0 0.3424476242489992 0.0 -0.23768721048758853 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3660911965841106 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.3854281084054527 0.0 0.0 0.0 0.0 0.0 2.027245252744265 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9618408257312311 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HK2 0.0 0.0 0.46980712739399033 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7049325045025646 0.0 0.0 0.0 0.0 0.0 -0.423895542774581 0.0 0.0 0.0 0.0 0.0 0.0 11.77858401836368 0.0 0.0 0.0 0.0 0.7430803939148132 0.0 0.0 0.0 0.0 2.434829135171589 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HLA-A 3.0355092810878532 -1.0930976321318668 -1.7402870394655958 -2.08775844248965 -2.353972803826106 1.1503341997552925 -2.6411576699679324 8.714241844115051 2.3307479234057795 -3.0045293146178467 1.2883074432258566 1.0259799681037403 2.2568349056942214 -0.7451154707274524 -1.329430037849246 -2.5161428157255323 -0.3417811805441994 0.33562878877637053 1.4007872683423215 4.973680550847993 0.17312712232001562 -0.29950588907612236 -2.5092722500184927 3.822220275235107 0.4057234460425771 3.7260661189032813 1.5484443809008976 2.9253992565404503 -1.4906627529811383 4.628147648812307 -3.099430521427577 0.48746978997526896 0.0 0.7780074742985804 -2.252484546154928 -0.6792591350589468 -1.3317949731417391 0.5617262877565975 5.406056673429815 1.219080899679584 0.0 -6.847844536737819 3.867333133666161 2.511072989943167 -3.186978931703622 0.9437934121675718 -0.7866563973802618 2.197827644297377 10.598859059555547 3.0436857037296257 -6.036347879565999 3.6667047010402314 1.828731393452168 19.228148524237024 -1.0086026382651896 0.0 1.1192459300112112 -4.453369177692337 2.8435935402079777 0.30332273056790865 -4.9779339567010386 -2.434367631224802 2.2397726073159157 4.246381188279533 1.907558703034223 -0.8592342598932817 0.1329975971521815 0.48488015812063223 1.1825217089880717 -8.196323503027456 2.943745827987891 4.300335324958881 -1.1415098447793708 18.799980841995385 -3.9668446422141415 1.0416174710021648 -0.4822479022439361 0.2855119312493704 0.0 1.27584815032658 2.2860317504827803 0.9674746813940341 -1.9793834943479525 -0.5169451125663171 5.949470363615328 -0.10994012807320316 HLA-B 2.5658629044702588 -1.6155792326007767 -1.8382181623167615 0.1721880968102634 1.8218408589981008 1.406960145809128 -0.7918079031454439 0.9685614917835229 0.823040156689404 -0.001142486484960317 2.6308612644778457 2.0683039759091275 1.579599034167217 -5.306934082078815 -2.074592865676867 -1.6140252633594256 1.6363663870434668 2.2567914537210374 0.5239476304820392 0.493147047877655 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-3.2494456126348927 0.0 -1.456445900890471 -1.2958256187548054 0.0 1.7023959865199128 5.6136631192918305 -3.9479360379952317 0.02445642780050781 -1.3356217486654116 -3.547189816636576 1.974323896323995 HLA-C 4.036687058468646 0.18769264295255195 -1.9612393159005173 -0.529502258215379 6.200397032794652 1.2822437712632107 -0.7734696387716262 1.067078275397971 1.0157483007474741 0.9265831723620441 1.7888855773021486 3.450407071618368 0.5870651324773729 -2.0815332766221366 -2.3002948044518567 -2.203045287475424 0.3288994781270458 1.160524370316401 -0.7749929018230605 2.114277076498189 0.34434280331297795 -2.953757349426905 -2.10698324293194 3.5411521399725476 -2.1943861519133034 -0.1595355186107059 -2.4102749130449665 2.916356458236045 -0.6286736502817901 2.8593709382327095 -1.298560722578464 0.10852330512310919 2.333950993645298 -1.443724383854472 -0.734649776305988 0.22332688319818444 -1.799881094417932 0.48031687003163925 1.6210377872476087 -0.1490354752008985 1.2121215246395771 -5.271660026718383 0.036078535506202436 0.8197835020378533 6.981059959611579 -1.2837722961113887 -1.2931780393378793 3.5529224715586842 7.957914273128493 -1.471948752961223 -6.111860030144369 2.0290812137246865 -3.004174207944716 17.275274739905672 -9.168398524152114 1.0361510623072456 0.0 -1.7582105232322232 2.60640737987718 -1.5253304479766996 -3.2740688850595805 -0.7912419161595204 -8.651083415888303 -4.6774147987266685 0.0 0.0 2.5443802557465705 -1.8619268027556803 0.0 -0.2657947494368929 2.451665762712211 4.738326202183334 3.3210159589707304 5.878182154915986 -3.970135184251049 0.0 2.8864228644561267 -2.3544299643333195 0.0 3.7774191235073538 5.026256445348542 -2.319404986160053 0.08285025544941256 -0.3131899454634921 -2.8436378402343627 7.408227589520736 HLA-DMA -0.9591454467618113 -0.793599572564021 0.24620341063105639 -0.234757833137455 -0.5459372130147522 0.6830135547097315 11.050293107563974 0.0 -2.0616508307232526 -9.949679885686782 -0.025593824341445033 -0.9584320264019607 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-0.6123629649146963 -1.2447219169931374 0.0 -1.0030319452153265 0.0 -9.880099483352211 -0.9411658198819204 0.0 -4.966342023682673 -3.046817100298783 1.29914742711115 -0.469389359039905 0.0 0.0 0.0 0.04792584559422917 -3.284598097722489 HLA-DMB -1.0040653344671213 -0.3185884825028 -0.6964712345080092 0.0 -1.979280023452522 0.0 9.119051481699058 -0.4119518315622279 -0.3317298226671446 -7.413636605216297 0.5683107798675154 -0.8793584670520176 0.0 -1.0069969010768707 -0.4019162699341275 -0.2948759553177801 0.0 -6.175311657467993 4.72445603349481 6.263992716557718 0.0 -0.3812080622823058 -0.7046692941222182 0.0 0.7566932346717028 0.0 -4.426213951796972 0.0 -1.373224469983594 -1.8534164343280672 1.5824090125736083 -0.7570014623902039 0.0 -1.6623459442657507 0.0 0.0 -2.0709946578367022 3.015016609444247 0.0 0.0 0.0 0.0 -1.5431018181908271 0.0 0.0 -0.6873876931110887 1.0437253566241294 0.0 0.0 -0.013920711911147774 8.495708560583955 -5.2940930850900605 -0.9315648254504523 0.9923940596942026 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-1.7345026555823888 -0.5637038945336583 0.7720821705931604 -0.5968493319256123 -3.1944246050044494 -0.4525590679904901 21.64581579506356 0.21136307300316023 -8.238378249275396 3.7521682171037773 -0.3049621690942488 -0.277453598553847 4.637664807380597 -5.366429326113999 1.4113434829361444 -1.671639828476091 -2.331259803029828 -9.490241945093898 11.47166703065199 2.2112158307885736 -1.343028616030811 -1.945283727855178 -1.1877160273146206 0.39775299242556394 -0.32910924234400046 -2.364908592618971 -5.451952787059557 -0.7511174130321686 0.4298421983327108 -13.777582993107108 0.2830388843277458 -1.832109159360701 4.728637298584579 1.021016476489931 -2.325452494768945 -0.5483624883610342 1.9674682803252646 0.14886108802548925 -7.577319652102198 -1.5234779891518633 4.367906542452192 -0.6628119609762423 1.4527047348703201 -6.86039297702227 0.7797213844094245 -1.4011359112455064 -1.714148376675651 0.03524463379796267 -7.00156733114219 4.861315530811129 4.178301866579951 5.630258811105457 -6.966244389954366 2.1763296093883557 3.7532092240591273 8.280436296526384 2.1172501106293313 0.4694996075355802 12.707821915947376 4.35162401841999 -3.4187565322861615 0.8926322442323262 -0.5118551108215499 18.662161066640994 1.549929023444825 2.6629923367879322 -2.950392572071847 -1.1287002397693429 0.0 0.8222535428321904 -1.4838270049531048 0.5215045761144156 -5.5388463431326675 0.0 -19.839867832803044 -1.057351233238123 -3.778937959071942 -1.1284426133787386 -7.233097647518598 1.3534755868903456 -1.7141385785505339 0.0 -1.6738621005592538 0.7924594797757795 -1.2029332974826201 -8.421256648380126 HLA-DPB1 -1.9312362493513096 -0.38368492935276954 1.620584149812998 -3.0449387330868256 -6.1091110072127774 0.08248753467907859 24.059091839598008 0.8199655809119186 -9.635134350868755 -6.413998629892644 0.6773527882661692 0.3518421318256731 5.077228760279942 -5.606762327238138 -0.23236385253809627 -0.7530230053841029 -6.290401429140142 -9.760854159787675 11.482908667975092 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-1.121268683866262 -1.3094050164328261 -16.72903366458796 2.2609127761475727 -0.7512356962410849 -3.032831656559888 -7.386512555330988 0.3950840862645157 1.6591106654754992 -1.4033832182854318 -2.311002779475917 1.862350047278759 0.9335958992940354 -2.4998182844126084 HLA-DQA1 -0.3981306374750748 -1.4403015697185315 -0.04541460334507853 -4.346859780569922 -2.705892134901484 -0.35108651914053746 22.796297384904793 -0.05365977931048266 -3.340452702688738 -8.087413864932294 -0.05973200520124758 -1.5154490024968852 -0.08711584109541659 -2.6525478313048034 0.5565220067552586 -1.5793812005200214 -1.135331124722025 -13.987340744647009 10.37536913130316 5.850936189925109 -3.730828164896673 -0.6763615211234548 -1.1441317332346246 -2.243067241811254 0.9146681970459177 -0.9823487163981742 -2.824418909059639 0.0 0.29077317130259966 -7.9089320670681325 0.9434675345459883 1.004009150460865 0.39526617372735007 1.9433230777376245 -1.8465073658348932 0.6373123731371232 1.0758396842259481 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-0.5587737808806824 -2.3695078674550785 1.5094911337616008 -3.6546822438253135 -0.47140186656914435 -1.1424654878831793 0.16463456267323182 -10.468108121232177 12.440259496212324 2.501872351282028 -2.2339913596087944 0.5563935710414447 -1.0051371525940904 -0.39804968672816204 0.6016095140715425 0.4472197499470976 -0.7463259563052724 0.0 -0.7989945711847549 -4.468649867317449 1.1914576081295203 0.0023135684212983064 0.8763825534409528 1.6758920495720422 -0.7590565457480704 0.0 -0.2716094265856423 3.325296544029098 -2.223433765999096 -0.7118320430834177 5.811990499583834 0.0 -0.8305012783927154 -2.9211071233695196 0.0 2.561641037575597 -0.06574714033937377 0.33557319943068975 -5.315215306751338 -0.41377553003909007 8.227423925674737 5.634160124714079 -3.078585204688587 7.128245574403988 0.38912362867482314 5.013072983658439 0.9635904863044155 0.0 8.077122494222555 1.7953985718876833 0.0 -2.3988975525476173 0.6382354836361384 9.837411797679328 0.0 0.035774038120699014 0.0 0.0 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-1.3809266431676854 0.2768795958312527 -0.14808486614890912 -2.4096624195648992 -5.280074094282507 -0.6588614828347577 17.66239434093605 -0.43381295319462376 -9.207309606158947 -4.546641816967536 1.399072301483894 -3.328654239275408 7.431918405411285 -5.318222614484544 0.9860200780127518 -1.041187913988885 -5.30353251625894 -3.8715542585526808 16.114063708531656 2.06397764208806 -6.255247880354334 2.017996539504753 -3.044049572634552 8.777590543933343 -0.351071537830088 0.49470424209765 -7.408596491799422 -2.71258172031116 -0.15377864500057867 -3.5161875233604345 0.21437308524331575 -1.6294367052930518 8.496392875176836 2.3995012621917846 0.07022817006090677 0.0 1.5811942801572787 1.587481849413929 -8.099279001217635 -5.018022317706588 10.19183784873005 -0.6284055413821298 -0.5794731820385886 -7.965421187578122 0.4045774295987066 3.198482631586652 -0.4205488820707045 -1.638620361518283 -7.694966561795047 12.908308980986263 10.866013208148937 2.837866039803988 -9.165554712517116 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0.0 0.7167324037539213 -0.7320353168385638 -2.342062189701097 0.0 -1.8896604739460199 -0.41023022390827296 0.0 0.0 -2.8436211191252885 0.0 0.0 0.0 0.0 0.4182957522749451 -1.0634222900594024 0.0 -1.2804561063391176 0.0 0.0 1.4152933559229233 0.0 0.0 0.0838106290792103 0.0 0.0 -2.245653666586132 0.0 0.0 0.0 0.37423361434332075 0.0 0.0 0.25699602414035555 -6.499322873951367 0.0 -0.769373762835581 1.2298194247661753 -1.270544045696446 -0.42804914272792705 IL21R 0.0 0.0 -0.15239336110165982 0.0 0.0 0.0 0.0 1.136502629704189 0.0 0.0 0.0 0.0 -0.35027254164915267 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5012429079451795 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.64906661495936 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7555878300430118 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6413341348724643 0.0 0.0 -1.6295644024131082 10.938312151630418 0.0 0.0 4.438148754583701 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IL2RB -0.5689720407329488 0.0 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-1.4457052562445463 0.23468502446267095 0.7670054556856156 0.2295335070967646 0.9089455736168538 9.198861774345225 1.623195020762886 -3.049386355094258 0.355517020737192 2.790908193853058 -3.2485502965403397 -1.338943456357474 -0.682784505559844 -2.587822821931142 5.7325707292034815 -3.31196249518548 0.5501737666238922 -0.3157625167598673 -4.344452814273302 2.6452927303994533 -1.107031751789869 -1.9995696330324186 0.5444968956297105 -2.7575152199849544 0.503048863401142 -0.4259542102705854 -0.5691720147069368 -1.656982548233148 0.9003456007833383 -1.6434700241202056 1.7768311000113002 -2.7180248785027494 -0.6234217572360479 -0.9875966640913307 -1.102548018760073 -0.77877912538284 0.0 -0.09121776451286567 2.9779022158960107 0.0 -1.0615048167507222 3.980827796951982 -0.4831702531073089 0.8585529019711171 0.0 1.7370135902825445 8.278096482551751 -1.4085437007893025 4.855657045998902 1.7892797941903276 0.0 6.304676390751052 1.1893473287117946 -4.871142879907805 -0.21996432245447917 -0.25565334807724344 0.5444493481442857 0.0 -0.39452542667013013 -3.185851888942548 0.465668589043655 -0.5738525209592761 0.374594852912971 0.5640693180693902 0.0 -1.2635929203073428 3.153471058504392 -0.5797982606920783 1.29940154563912 0.5748153203812771 -0.21717510625717695 -1.0348577741628575 -4.124247575826978 0.0 -1.2917604720146518 4.45400485347672 2.820054335482419 0.6553733317679808 1.0243242738100147 0.0 0.9683265192703722 0.8777563890517779 1.0168444020721386 -0.4599196810704253 IL4R 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5928028265711396 0.0 0.0 -0.3041853667381677 0.0 0.37853011574282996 0.5667242963604354 0.0 0.0 0.0 0.0 1.0481064287728876 0.0 -0.4091504510270027 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7568450063996846 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1178791394867578 0.0 0.0 0.0 20.011502516388447 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.219798049037985 0.0 0.0 0.0 0.0 -1.2770339072078456 0.0 0.36099259934122774 0.9796401462814656 0.0 0.0 0.0 0.0 0.0 0.0 1.4529168008233868 0.0 0.0 0.0 3.630322970176419 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IL6R 0.1671349951379379 0.0 0.0 0.0 0.0 0.0 0.2651869591763543 0.0 0.0 -0.2515972293147351 0.0 0.0 -0.491540949172345 0.0 0.0 0.0 0.0 0.0 -0.6569546380039816 0.0 0.0 0.4632164628005863 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.45189836562561236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IL6ST -0.12453189791727856 -0.2898204123704413 -0.38813323961770374 0.2458419137081579 0.22738966977464384 0.3143792967767624 0.5352953987264233 0.48812152689357396 -0.5163281295520952 0.0 0.0 -0.10023232324159505 -1.0086174807024468 -0.6845501147034596 0.0 0.0 -2.114051724584586 0.4110196611118932 -2.6101344209600343 0.0 2.3078762964695936 0.0 -0.9806837874927026 1.8354031712468672 0.24703730324488468 0.5228961537572253 0.0 0.0 0.0 0.0 -0.249680804727983 -0.5464663816177666 0.0 -0.6144854152744084 0.46374462064071753 -0.2935830491333368 0.0 0.0 2.1474166617421946 -0.7699353723135691 -1.0238618259100842 0.0 0.6412569827970618 -0.7220867244232865 -0.27976987947458415 0.5721444108233407 -0.6779704484969982 0.0 0.0 0.0 -0.881493247954583 1.0725523580883956 0.0 0.0 0.0 0.0 -1.1664198173952107 0.0 -1.223582511929883 0.0 0.0 3.898819231943179 0.0 0.0 0.0 -1.3268289067078178 0.0 -0.9607606247035134 2.8434231444657567 0.0 -8.94397950306998 0.0 0.0 0.0 0.0 0.0 0.6656502516232125 0.0 -2.061208077686417 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IL7R -0.3999754536070589 -0.03767377641704733 0.35559182447890236 -2.328179713261049 -2.1124039667170273 -0.3719257463602173 0.5720674505061124 -0.8359060211386212 -5.174902931717911 -0.8346589355419236 -3.5565632664795235 -3.9579746049414 -12.812659751020695 -5.983747152992893 0.021695537516950657 -5.6255258791687455 24.19413219816199 -4.45093876277975 -15.3971724820781 0.06092859745564531 -2.537764669344195 -16.481358416404323 -1.3026986903897044 -1.6465213380131365 0.10643239863535488 3.8722877651970222 -2.1109937728786803 -0.723376085873699 -0.5124385284537416 -3.8721598818228027 0.911425225418758 -0.3996457053633873 -8.738849323139908 -1.9182648767547703 1.5284251859778129 -5.960690907252718 0.42759024169249094 1.4620666196206338 -2.585740957972461 1.358109738315789 -8.660974128144945 -0.8270928636210141 -0.5786769442569255 -3.0312779970850423 -1.848315797917497 1.7142168503596127 -0.48664946956079813 1.8350623593229451 1.2503760695238786 0.603730652438175 -2.359806409282078 9.520531932019017 -0.7044384032685538 1.035425656982579 2.2960703233536806 0.021892285126320726 4.227894874451614 0.6686634632020777 0.0 1.4627970153707421 -3.5195390055462816 -8.020991501994628 -0.7560239555481044 1.6825745310625828 -1.4055797762383395 -1.9478573513642174 0.7317776013629022 1.9001729120904802 -4.1968543938297005 1.2725721180118288 5.062973464605688 -0.3391488792645925 0.0 -2.6836034181561823 -1.0679974339140543 -5.149699822162328 -0.7902746372451106 -4.631704764528957 24.741326761451255 3.8225003627911662 3.6821897878329777 -3.9246692568583925 -0.5303621504341078 -0.044827204136726986 -0.6113021628423276 -0.47611576975581016 ING3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.46143662496123283 0.0 0.0 0.0 0.0 0.0 0.0 0.46634645946828424 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6054417480587057 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 INPP5D 0.01744270677419766 0.03136221597940922 0.24089485236676295 0.0 -0.181024584518947 -0.2598284524488939 0.0 0.0 0.8506137229917771 0.0 -0.33426176815360514 0.0 0.0 0.0 0.0 -0.2003537719003863 0.0 0.0 2.749241608709476 0.6330053813015797 -0.6878087196896655 0.0 0.0 0.0 0.0 0.48992591927979773 -0.5695913275543137 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.3109652449619134 0.0 0.0 0.0 0.0 0.0 0.0 0.7053663629284921 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.1298186107124195 0.0 0.0 -0.8819489785875112 0.0 0.0 0.0 0.0 0.0 1.1898987582501157 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 INSR 0.2825346894610822 0.0 -0.3266400228188899 -0.22448238354212668 -0.23031000330936277 0.0 0.0 0.0 0.0 0.38139005119428077 0.4408584207498774 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3769017858470512 0.0 0.0 0.0 -0.3834155860356742 3.1813375173231426 -0.3985299840775037 0.0 0.0 -0.485033771031389 6.714685626120457 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3217825208576595 0.0 0.0 -0.6965235458642616 0.0 0.0 0.0 -1.63227938919225 0.0 0.0 -1.2236751637313252 -0.6604927952549327 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2812846678640783 0.0 0.3557787600317059 0.24288379286601333 0.0 0.0 -0.35766168379668734 0.0 0.0 0.4385748664667535 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43541866172579236 0.0 0.0 0.0 0.6160195612283812 0.7239954904343764 INTS6 0.0 0.0 0.0 0.26794295108996324 0.0 0.0 0.0 0.0 0.30740835528428834 0.0 0.33148484406887935 0.0 0.0 -0.47400836267520047 0.0 0.42857680976145196 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.756060587261287 0.0 0.0 0.0 0.0 0.0 0.0 0.5469383326990542 0.0 0.0 0.0 -0.5278188949771245 0.0 0.0 0.5479588915236067 0.7362933557741255 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.4889322722632747 0.0 0.0 0.0 0.0 0.0 0.0 4.250307511812783 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IP6K2 0.18237971820833523 -0.12110125289833032 0.0 0.0 0.0 0.28533680585966265 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.12400014681108487 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5148134157877433 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8304385229040039 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8371445444763701 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IVNS1ABP -0.42529950186367216 0.49922696331703 -0.3094941086615468 -0.18649492083629998 -0.20691351586064288 -1.0887471254918752 -0.3423669643442985 -0.5565137986634243 1.3530686556368776 -0.3236489116083447 0.0 0.9807321596685261 -3.2702666930848787 -0.6465861456868606 0.0 0.0 1.0024529362811936 0.393413447642641 0.0 0.9777061659036536 -0.5540032417329176 0.0 -0.2957404309478656 0.0 0.0 -0.4268944304125464 0.488134609944522 0.0 -0.46099318390110217 1.4085827186345095 0.0 0.0 -0.5426310927408055 0.0 0.0 11.751062213614533 0.0 -1.6268493249795115 -0.6767074559447609 0.643781773868402 7.925619879929821 0.0 2.4093752140954883 0.0 -0.18052208123668695 1.1110527585921146 0.0 0.0 1.0314782918958518 -0.2712577553390167 0.0 0.0 -0.5534172928820768 0.0 0.0 -0.07059056820644176 1.0471401148599346 0.0 0.0 0.0 -1.386277721769721 -3.1805588045695488 0.0 0.0 0.0 -4.6467172583586605 0.0 0.0 -2.975388820410452 0.0 1.6121586041600284 0.0 0.37487576835983455 0.0 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-1.4409376836754964 -0.35820730458362776 0.0 0.0 0.0 -0.4159912357951834 0.0 0.8492485875732173 0.0 -0.4133208989447015 0.0 0.0 0.0 16.196402544751287 -0.5144685367455565 0.0 0.0 0.0 0.0 0.0 0.9989019651326064 -0.42114367927337215 -1.6048117742238084 -0.34233525273072396 KMT2C -0.18809674568800377 -0.1446030464912957 0.02709052906588681 0.0 0.0 -0.2475649284825639 0.0 0.0 0.0 0.6780997987904454 0.0 0.0 0.0 0.0 0.0 -0.317675747679622 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.590357192605233 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.42381944586074055 0.0 0.6669259766664013 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.8100615883519278 0.0 0.0 0.0 0.0 KMT2E-AS1 0.0 0.0 -0.39076838572042466 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.56820203830336 0.0 0.0 0.0 -0.31756645570758096 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8063049142965575 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KMT2E -0.5538968111813857 -1.0909217769008281 -0.48287687363026405 -0.11876118794066945 -1.336369694539626 0.8921915958255504 -0.4817767132516326 -0.5070703913727995 0.20057870290407717 -0.5848887448723965 -0.8416521024637169 -0.6046427561637489 -0.06048314692193357 0.5580347300008086 -0.5249551002935503 -1.533740226835716 -0.5029291980027988 0.0 3.7314782802809 -0.3897306718508404 -2.1883633743375013 -2.5036037866395096 0.0 0.7218815581021313 1.0394322439106414 -0.05236605111309478 0.43488681449356853 0.4487522128374916 2.9448562490505465 0.0 -1.2030388393264957 0.38842687593812686 -1.0019932424326612 -3.258939270280986 2.535266211305288 1.0795593525245877 0.0 2.091139314365332 -0.9650000323360723 -0.5392388483608337 -0.611541363316157 -0.8088152635202976 0.0 2.9954373353989294 0.0 0.0 0.8366144553243882 0.0 1.2959671223261764 0.0 0.9216239057340767 -2.6559211734491224 0.0 0.0 0.0 -0.8907808500785309 6.156091637204407 -1.490215874445151 0.0 0.0 0.0 -2.5854784748628985 0.0 0.0 -6.878594375303863 1.3098616650550412 0.0 2.081223838345192 4.891093693009725 0.0 -1.8970028369621694 -0.22788458873679543 -1.9695553264480463 -3.639750496710216 1.3490701200069222 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KRR1 0.0 0.0 0.23270923736419616 0.0 -0.23052089654031785 0.0 0.0 0.0 0.0 0.0 0.0 0.34401228179085525 0.0 0.0 0.0 0.0 -0.5447570379899344 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8777504436815194 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1742373128996706 0.0 0.0 0.0 0.0 1.3969190913213643 0.0 0.0 0.0 2.0885162562157036 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LACTB 0.0 0.0 0.0 0.0 0.0 0.0 0.27490800173492214 0.0 0.0 0.0 0.0 0.0 0.0 1.045268477336317 0.0 0.0 0.0 -0.4804051345339463 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.085325598348088 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LAIR1 0.0 0.0 0.25662292782263413 2.024036264852457 0.0 0.26251819417839245 -2.600139922632687 0.0 1.0096720570241813 0.0 -0.22366081460295278 1.073567426675513 -0.34736404051415476 0.47841909707767116 -0.505606958873438 0.0 0.0 -1.3145214548561728 0.0 4.085119116111143 0.0 -0.4228189440125155 0.0 0.0 0.16456607776749635 0.42064438441039265 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.49781986479548856 0.14988315749872588 0.0 0.0 0.0 0.0 0.0 0.6598585396224139 0.0 0.0 0.33057954765788317 0.0 0.0 0.0 0.6612186719625247 0.8481046328442885 0.0 0.0 0.0 0.0 -1.2485347550066603 0.0 0.0 2.1409387821006067 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.33388719193904565 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2810245964233869 0.0 LAMB2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9769805458606282 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LAMP1 0.3343380608311922 -0.06497233336166316 -0.5634476740593499 0.0 -0.966030003242421 -0.43586288085850733 -2.648706681002746 -0.23565486198606297 0.0 -0.27239073815682513 0.3002598860481027 1.7723645486718023 -0.29090489294970245 -1.0282432639223584 0.45261750943432966 -1.0600672456797413 0.41840877911181745 0.36027930640376243 0.0 3.829472636977411 -0.4331940110684743 -1.4167266425089324 -0.35102065458863685 0.5820525285632506 0.5168373508854339 0.0 1.0885104836944375 0.12072848352105203 0.15495276981230852 0.567947105713804 -1.5940571565493322 0.0 0.0 0.0 -0.18471192206809406 0.0 0.0 5.807451652191261 0.7714355029255066 0.0 0.0 -0.9178858164159153 -1.1223940185097416 0.7313266977970562 0.0 0.0 0.0 0.0 -0.9718303191838912 0.2184579626589743 0.0 0.0 0.0 0.0 0.0 -0.9371291326248908 0.0 0.0 0.0 0.5200836305077843 0.0 1.130881423272875 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9413067478259587 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LAMP2 0.12166208035558382 -0.11309509048387731 0.3025587089055877 0.0 0.09739576208941936 0.0 0.0 0.3096494029182196 0.0 -0.3353265654271278 0.1631887666584159 0.0 0.0 -0.2848389305244951 0.0 0.0 0.0 -0.5429450366982909 0.0 2.053658071875541 0.0 0.0 0.4515341122265141 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.46763653833686014 0.0 0.0 0.0 0.0 0.0 0.0 -0.6380183206482324 0.0 0.0 -0.8303486841732869 0.0 0.0 0.0 0.3924438034201147 0.0 0.0 0.0 0.7430924365179162 0.0 0.0 0.0 2.0661227362437224 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6773325767134072 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1550741245304155 -1.1999836559145491 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LAP3 11.534977690542357 0.0 -0.15659699789163464 0.2501099925867839 1.0330720275716123 -0.5478508114040411 1.5544529781846654 0.0 0.0 -2.419096871134819 0.122605979450699 0.0 0.23434578501644854 -0.6634091924991218 0.970576120498194 0.0 0.0 0.0 -1.411490837574672 -0.6035196708206776 0.0 0.648976871537041 0.0 1.029409719682009 -0.47243758104699274 0.48656243968910257 -1.7905202099507436 0.0 -0.605199137245487 -0.9682790889562667 -0.34681904452228235 0.0 0.0 0.0 0.0 0.0 -0.3785390282250993 -0.7876797769091002 0.2535226549095664 0.0 0.0 -0.6261873296764607 -1.4101752451124927 0.0 0.0 0.0 0.0 -0.3170401211908424 0.0 -0.28216835036155674 0.7697084369318342 2.9767024412339973 0.0 -5.410228333717964 0.25231686270813214 0.0 -0.8402031871774557 0.0 0.7664315464757601 0.0 -0.3432361415076554 0.0 -0.3465216086302376 -0.01786642660680604 0.0 1.206687752252928 0.3611455412516693 0.0 -1.4146062415403995 -0.3964546945343457 0.0 0.0 -0.2907914159389608 0.0 -4.607841503259584 1.892681178092308 0.3669281864620898 0.0 0.0 0.0 0.5236373330912536 0.0 0.0 0.0 -0.2189952218851184 0.49847929920152023 LAPTM4A -0.25500885247988364 -0.5550450809256839 -1.2943502599446772 0.2570653404741537 -0.5564145024360435 0.935466606408306 0.17707496338862014 1.2340949581974965 -0.47674357161374953 1.165855911853108 -0.29207369928928056 0.0 0.8677260682081731 13.334289922947942 -0.537524554151307 -0.7385162542735272 -1.2809938951722064 0.0 1.433555573936881 1.4850088221071682 -0.9818956162215433 -1.902617850741991 4.285369414642855 -0.16364347532290546 0.6339857119349342 -0.37300322907926015 -1.2543128957452672 1.260866329172 -0.9412876222606402 0.5894292334668928 -0.4510698835234047 0.016809989488769706 0.5814360562692816 -0.8452402074832339 -1.6121792636334158 0.0 0.7004684138270859 -2.180779420032662 0.0 -1.2089015286918636 0.0 -3.885426565455648 -0.6954503756172699 1.125269470870836 0.9015213557882394 -0.9321295877068373 0.0 -1.0558862648996332 -3.542890869591527 0.6187573766103732 -0.1282463888965495 -0.09731771825902515 0.0 3.3042467829526974 0.10986752630967762 -1.0460509387364036 0.0 -0.1348647427312364 -3.447831235704568 0.09486486461563552 0.7816334670585614 0.8142560072124082 0.0 0.5395514090915542 0.0 0.04765681697891422 1.2432730698820238 2.466976893568992 0.0 0.5588896832652401 0.0 -0.264159235872135 -0.651884727356214 1.1514808401976333 -2.319275689345326 1.2977740978331807 0.0 0.0 0.0 0.0 0.0 3.645363030967748 0.0 -1.571401334905153 0.0 1.0247578963502084 LAPTM5 -2.3192953150690334 -1.0377222412496014 1.0334490092666175 -1.0969923385331966 -5.719186131279073 -0.9792560990155296 -7.1905817464604045 -3.584028295012197 -5.8971597505530795 2.6316107869354406 0.4251976552756319 -1.227685551710107 -1.8424983405509776 7.7650915691088995 0.8835655183249037 0.47222940124713375 11.675701797263917 -0.23348543708982974 21.619781015368172 6.224896433901227 4.454686491398119 6.044280674046501 -3.8073318521630384 -6.199725575515229 -0.5807195315484815 -3.2362194586586486 6.646906893497703 0.0 -0.43979708037340043 3.3419807323208186 1.0312593382263762 -2.1139160882064862 1.1300985203687322 -7.822281056163339 -2.1013081207473134 -1.323824841843818 4.764019989246877 1.0309974667226436 15.001371250256845 -5.692043463365787 1.5133134074361065 -0.8751722497865743 -3.7126973126583467 -13.877054323832892 -5.322678669486635 0.3102391250575824 0.42189196470350737 -0.6174715346031671 4.188117654955691 -3.4141714040721887 10.381489284279985 -10.142645775306093 0.8858759585276834 7.267886738396819 4.37428127110091 -2.872127817329448 0.0 -3.783563516849824 -0.24734304280194527 0.0 0.1203228645201273 -0.17647965033920077 -2.07458694516109 -4.274985968282492 3.304427903403868 -6.556701954924113 0.05532907728280086 1.036201336382282 3.324349793054752 -3.7835798725734846 -7.68060502645624 -0.2767603194122846 -4.574529934660393 8.070337323942086 0.029383948560685446 -12.710122464716019 11.110614322617817 -1.510256350240113 2.329097384489034 3.474553216146046 -4.354401546752389 -3.5448588289483616 3.4784558599124025 1.0714504031686025 -3.210468640276068 -2.121861473622294 LARP1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.48042176384271945 0.0 0.0 -0.33269526075095285 -0.4677203809118185 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6074910123048545 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LARP7 0.14108443436153564 0.19026481300578021 0.0 0.0 -0.21235365688746907 0.0 0.0 0.0 0.0 0.0 0.0 -0.2990265031114269 0.0 0.3876875347183449 0.0 0.4922475275185226 0.0 0.0 0.0 0.0 0.0 0.7026916671096228 0.0 0.0 0.0 0.5183366827485109 0.0 0.0 0.0 0.0 0.0 0.0 -0.6254671884946719 0.0 0.0 0.0 0.0 1.0869794930525756 0.0 0.0 0.0 -0.7345822027045972 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.766679685741693 -1.0127921969625129 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4485080428735193 -1.1180466109681606 0.0 0.0 0.0 0.0 1.9177926185430256 0.0 0.0 0.0 0.0 LARS 0.1175602301017615 -0.26977161119989773 -0.16801834902070964 0.0 -0.3043743779164461 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2388783847105824 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.828273250365586 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LASP1 -0.2612854730889923 0.0 0.26955714923270596 0.0 0.060243546486624666 0.0 0.0 0.0 0.36303732124322496 0.0 0.0 0.7221986598646877 0.0 0.0 -0.45381450862715506 0.0 -0.39223798605830307 0.0 0.0 -0.39243020186149663 0.0 0.0 0.4074895913137201 0.0 -0.4572203327421856 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8659242769659015 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8466072700745478 0.0 0.0 0.9280857085290432 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8360724562114301 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0323636568220451 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LAT2 -0.3763212879848815 0.0 0.20608754378781285 -2.3992108830180707 0.0 0.0 0.28427119237140014 0.0 6.387413101097803 -1.1095784715455512 -0.2918968649751627 0.4245223558244359 -0.38419045034743043 5.311255220531658 0.0 0.0 -0.34365510672758004 0.4651744429493352 2.707940155758915 0.0 0.0 -0.36682934453471716 0.0 0.0 0.0 0.7951886089359158 0.0 0.0 0.0 1.0065948183911544 0.0 0.47122192909396937 -2.7479303713336267 0.0 0.0 0.0 -0.4101144234953531 0.0 0.0 0.0 0.10398983528161487 0.0 0.0 0.90667975533472 -0.5720813220306225 0.39615384965974537 0.0 0.0 0.8950401438920303 0.0 0.6738512661428188 -1.0625857175247735 0.5898268326244658 2.2447790135030843 0.0 0.0 0.0 0.0 0.0 -0.8638396896896351 0.0 0.0 0.0 -0.35729187786874506 0.5888164982589199 -0.7371181161388954 0.0 0.0 0.0 0.0 -0.7754894922077308 0.0 0.0 0.0 0.0 -0.9220924005767335 1.1241043408481122 0.0 0.0 -0.7911611885375313 0.0 0.0 0.0 0.0 0.0 0.0 LBR -0.35642438491894907 1.5926119421544722 -0.18303584594288383 0.0 0.0 4.509504989464491 0.0 0.0 -0.43540369861469275 -0.4442821106774706 -0.3942841598116005 0.0 0.0 0.0 -1.5448460803295707 -0.9991038438253812 0.5235321557848284 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3529067973261745 0.0 0.0 0.0 0.0 0.42316224536110025 0.0 0.5801959548898832 -0.6109085903065212 0.0 -0.22751431168784808 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8500567177153862 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.581757704468382 0.0 0.0 0.0 0.0 -1.3014400899351781 0.0 0.0 0.0 0.0 0.0 -0.869465567890964 -1.023405108369163 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.328126648299336 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LCP1 -1.5245604839728202 1.1109238236115897 -0.6095100167011324 0.15673860769319167 -2.9228764962771616 -1.712860111755434 3.3288753723411517 -3.867133191878284 1.5406251388932017 -0.7561945456099681 -0.5859168135661043 1.436562638990722 2.7397208913247613 -0.07896493145891513 0.5123339126167281 -3.125234606959151 5.895839734238966 5.50877170700872 -0.36709057833231185 -2.839764404071992 -1.361246739229824 2.0826441927184507 -1.48300287699205 -2.3285524104879363 -0.35279734021639264 -0.024839330427347022 -0.2922679524795267 0.0 -2.383114714650331 0.497451166824477 -0.0017647889947930327 -2.4452065201253532 -1.0258743772390067 -2.2237686482926535 -3.9991918694820225 -5.863623656781533 0.249397419557792 0.0 0.0 -4.040997866252377 -5.306906261894442 0.0 -0.6767828828142197 -1.2752020619180329 0.3639528847343168 -0.7169332274905746 -1.6436038644920163 0.21568115876024882 11.051961087571982 -1.5320483641850744 -2.853996649281146 7.635628439621477 0.5436270446219645 3.553601638827329 -0.37119415623628677 3.617565704066573 1.8959570782238855 0.0 0.4989786807407768 0.8180692748519021 -1.457456070025778 0.49942189894880556 -2.927296139556637 0.0 -1.1940204604836493 8.068681846519194 -0.46896461876426615 -0.9584248644714328 3.3918426658687464 0.7430875650545044 6.34033973857632 0.0 0.0 0.0 -0.44932863820528013 -1.468384117154171 1.1182952960435468 -0.957633135752333 0.5517556143622023 -1.88057782165317 -0.21197886135105853 0.0 -2.8109760300647233 0.5976059076798437 0.09609677294455307 0.8157680153383755 LCP2 -0.5387346194556524 -0.9226046482593288 0.17701926817664998 -0.7687767506481342 -0.5617959147557908 0.0 -0.779526696714698 0.4673571336317356 0.0 1.7588281101656018 0.08235264299770798 -1.001225498612243 0.5526624870384599 1.2030930722335127 -0.3114818490416147 0.5473238019025628 -1.2213847673287148 0.7232209439172864 -3.224835168084341 0.0 1.3613467226629945 0.0 0.0 0.6010514233318002 0.0 -0.3719400691911854 -0.5556702341129849 0.0 0.0 -0.7073862870838344 0.0 -1.1616161761203032 0.0 1.0443249818444698 0.7460079191960429 -1.6105023744085907 0.0 0.0 0.0 0.0 0.8081635748045619 0.0 4.620661265510834 0.0 -0.15969047127290362 0.22213938072940143 0.0 0.0 2.90063864431453 0.0 0.0 -2.2943082857086665 0.0 0.0 0.0 -2.9133789712215745 -4.802200113480238 -1.3355473287285546 0.0 0.0 0.0 1.8964788833735664 0.0 -0.4529605850606914 2.5124461609269186 -1.4871492016037378 0.0 0.0 0.0 0.0 1.3658210890203841 0.0 0.0 0.0 0.5812775170478819 0.0 0.0 0.0 -1.1054882456632291 0.0 -0.3301557996432612 0.0 0.0 0.0 0.0 0.0 LDHA 0.6022317683482553 2.644559602534154 -1.183004339074334 -4.403354239399128 -0.22064946994436505 0.28572464184611723 2.170763877799024 -0.35512283381568993 0.15680074266772262 0.3496460413863671 -1.5870775141718894 -3.6918404087116943 5.284772565432118 -5.457957192333027 -0.7267225576522461 -0.9828700403193685 2.8604336494258615 -3.451230811127156 -4.437295220471078 -4.331480560755428 -1.216639089954157 -3.331858910919328 -1.8768226038391025 1.3524165505303047 -1.255448988907172 1.9065652192414886 24.466921543710114 -2.334535106209028 0.5022368549941214 -3.6999605889138816 0.0846510915668369 -1.9721420847387172 2.204484059912938 9.951292802519724 2.150544922578549 -6.705522895690369 3.0083175458725666 -4.200176343813726 -5.881686006458798 -1.7246608359162316 -3.7271523015935566 3.4315031338876425 -4.227642508106523 -4.53619288450807 -0.16142538256687441 -0.00880699912733997 0.03898779778652412 12.225970321077693 1.067336873933373 1.185151407901682 -0.44405677205620797 -7.436868181915691 2.4452127241457906 -2.6425691643620945 -1.554874735785645 4.579391727874846 11.300964692670696 2.041552826512131 -2.6959613849207233 -1.82035217756886 1.9394292031945923 1.099280674765719 1.8465128836714866 0.973712421251991 1.0128242680106598 6.3067275544962556 1.2097882186086493 2.1357880943934617 -7.001221008208333 1.6176278770935468 2.8082340743606453 -2.653771461839178 1.3499263179571366 -9.300343269430588 -0.5882817990792064 3.9036119999702104 -3.463374838656024 -2.7550294374969853 15.564256530513859 -1.4137922962072689 0.44013168801378305 11.366984954916008 -0.3921738995433105 2.9910692617740806 4.1760218643718625 1.6360043618003033 LDLRAD4 0.0 0.0 -0.1696654502800648 5.416838594478228 -0.25507195223378437 0.0 0.27573496013027743 0.0 0.49411038418565356 0.0 0.0 -2.689084622246669 -1.4087167340293913 -0.3164784687507975 0.0 -0.16267881241825213 0.0 0.0 0.475674670335504 -0.5593354092535365 0.0 0.0 0.0 0.0 0.0 -0.0435596469980141 -0.40833438387471666 0.0 0.0 0.0 0.0 0.0 0.0 -0.710027077115565 0.0 1.3110478235264829 0.0 0.0 0.0 0.0 0.0773715983202029 0.0 0.0 0.9133214369217778 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7040931653139076 0.0 0.0 0.0 1.0283394229768843 0.0 0.0 0.0 0.0 0.0 0.07051556438895323 0.0 0.0 -2.7068562489457393 0.0 0.0 0.9751047763820818 1.0634602613319983 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LEO1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.320803010895928 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.29026500249321324 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LEPROT 0.09411712011403173 -0.27714119834556106 -0.17087802675276637 0.0 -0.21369977333045242 0.0 0.0 0.7138574595357202 0.0 0.0 0.40270985165361134 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.04556665726835277 0.9065840960813027 0.0 0.0 0.0 -0.5341433241472596 0.0 0.0 0.8719409278479433 0.0 0.3558584153797655 -0.7088172572040768 0.0 0.0 0.0 0.0 1.4174048860142583 3.1224609500312277 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7142591849628428 0.0 0.0 -0.7914041019247903 0.0 0.0 0.0 0.0 0.0 0.0 -0.8297178206108073 0.5733115734912849 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3244281671810702 0.0 0.0 LEPR 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.47228928447902363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LGALS1 -1.3612632821860253 -1.7540367906216061 4.161063706116777 -4.867943984972987 3.3555154747533535 9.79587770443165 4.950199933274331 1.9461838312123492 -3.778266820693992 -0.16644963953084474 0.6193000129836119 6.3418521851529865 -6.211062012811553 -2.722640733612652 -14.258265051545674 3.2935836897761317 -13.83318400965594 0.8045698568441324 0.2649547976749341 -1.8326869793036553 1.1017925112890166 3.518896797697668 8.718292250253118 -13.229928763424537 1.0716660278515455 3.467717472303162 10.324280245854508 8.325424805387039 -0.2790905845232601 1.6540798850595892 -1.3993008288285749 2.064979129419174 13.694953934136311 -12.181553831080413 5.805189763824801 -8.543943986899741 2.6011965808133817 13.891628119785041 2.171061449273262 -10.756184081252586 -3.9520405580314937 0.27569685061917015 -2.154770033286678 0.6911380966466589 0.2380982726547765 -0.13995008441514484 1.416715001164841 -4.602606866347917 -2.808754132651384 0.9941174817538447 -1.8670415241867688 9.569024829666192 2.1990690112470404 2.796248931354079 -2.1164545961426966 -0.3944920188911132 8.681307138621296 -1.8595316061385725 -4.554747047745032 -1.8413357756486113 -6.194873796133984 0.5698624176956675 -2.972562155458649 -0.2588175556407187 -0.5808845453759229 14.60760907964874 -2.457573182387206 -2.2624452208472468 -3.5587434927931993 1.8608931896109966 0.019821105719548628 1.1838774184272367 0.9843252486144476 9.215671033852493 10.553000418591907 -2.4453750822195914 0.0 4.855956372895673 12.376724773945416 -6.613026126995915 -6.889233189139608 1.852620860281967 -1.8012250772246923 -6.578522516951256 -2.2569174189970878 -10.45285419169976 LGALS8 0.12141281883947397 0.0 0.20337590401648267 0.0 0.0 0.0 0.0 -0.270089555934032 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.48971332730308503 0.0 0.0 0.0 0.4220883729865515 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8529475713503926 0.0 0.0 0.0 0.0 0.0 0.3284250089426151 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LGALS9 7.031629268756335 -0.14750978552550922 0.09138424837691561 -0.4620890190308573 0.03157665188640324 -0.45053714262920663 1.0857031364352607 -0.20968676244234427 -0.25051587063036146 1.1600263978284773 -0.6980025461519088 0.0 0.0 0.5626260532902788 0.0 0.0 0.0 -0.15480590632555158 -1.08200471279046 0.0 0.8142050587979603 0.0 0.0 0.0 -1.123265024502594 0.5452409282458094 -1.9769985536629238 -1.343740117401963 -0.8667303765216325 0.5682098545909502 0.0 0.0 -0.5389595695708314 0.0 0.551036554893273 0.0 -1.7274538189913153 5.418577736186233 0.0 0.0 0.0 0.0 -1.0265149088568544 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7527698723923962 0.18201134076654402 0.17034658435728675 -0.8742624790796513 0.0 1.8355935358284394 -0.8351418142269224 0.0 0.0 0.0 0.0 0.0 1.3730167547172634 -0.5415333308400239 0.0 0.0 -0.2114786018890824 0.0 0.0 0.0 0.0 0.0 -0.4101083360881376 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LGMN 0.740082910186693 -1.0088119287118384 -0.08864965564143101 2.980424058020453 -0.2021557018239788 0.0 -0.3739087954298015 0.0 0.0 -0.9595486219057305 -0.5074257026623171 -0.20828823317468878 0.0 -0.772788998028057 0.38125698333925556 -0.5467328945876146 0.0 -7.915134249318839 0.0 16.261082285322928 0.0 0.0 -0.5703328815283224 -1.1546133420942957 0.4845018038707518 0.0 -1.852585497741697 -0.44834012877299023 0.0 -1.0570037776733852 0.425403560862218 -1.3585626497942371 0.0 0.0 0.0 0.0 0.1858742033328129 12.499873123524582 -1.351672255014221 0.0 -1.3874735247797942 0.0 0.0 0.0 -1.9012315663538535 -1.0683313377131476 0.0 -3.5758591760563307 -1.6277054947798948 9.219912512243424 0.0 0.0 -0.9972033459378298 3.039678108445672 1.0960198449037013 7.031112032652384 0.0 0.0 0.0 -0.7833032119234554 0.0 0.0 -0.2544452015705206 -3.238820601597121 1.6670947879891054 -0.9177304935968179 -2.6324881925449515 0.0 0.8215511849793469 -0.5128068188829146 0.0 0.0 0.36341415287225265 0.0 -0.7413179011515558 0.0 0.0 0.0 0.0 2.209407451041024 0.3026274053686684 0.0 -0.4255666782240522 -0.45583939203428636 -4.251467974000699 -0.7569770560140879 LHFPL2 0.0 0.0 -0.20063419365665938 0.23276436376228526 0.0 0.0 -0.6161978265874136 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.48384159219230377 0.0 1.139584418185263 0.0 0.0 0.7606002568976022 0.0 0.5884510473246587 0.0 0.4522777410473144 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8188998361020962 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LIG1 0.0 3.591859045478257 0.0 0.0 0.0 -1.9999054069084592 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 9.477335823376775 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LILRB3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6628776633827562 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.433993080616426 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.22988223509774006 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6515527748029529 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0005160104427946 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6844493942484604 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LILRB4 0.7047237293293724 0.0 0.1589359099600025 8.992482572016925 -0.43421213635631356 0.234635151137722 -0.41958893642419104 0.0 0.0 -0.15478269909192616 0.0 0.0 0.0 -0.24984031959733807 0.0 0.0 0.0 -1.5066283726000829 -0.38422338504233045 2.1930255815034214 0.0 0.0 -0.40160041077041264 0.0 -0.14907640941237602 0.0 1.2855697971557056 0.0 0.0 -1.1259601906246322 0.0 0.5382107309114228 0.0 0.0 0.0 0.0 -2.776680898087306 2.205579043983347 0.0 0.0 0.0 0.0 0.698421039952555 0.0 0.0808202579782342 -0.33054909452369863 0.0 -1.132137742457289 0.0 -0.9497497586495578 0.0 0.0 0.7858088042920258 0.0 0.0 -2.5287178071920375 0.0 0.0 0.7564790752910575 0.0 0.0 0.0 0.0 -1.3699858977268378 -0.577373374113875 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6667880555498163 0.0 0.6752910730832695 0.0 0.0 0.0 0.0 0.0 -0.4175908231904635 0.0 0.0 0.0 LIMA1 -0.24722838461160915 0.26790566289683326 0.0 0.0 -0.15091984004045692 0.0 0.0 0.0 0.0 0.0 0.487185236100142 0.0 0.0 0.0 -0.4491736870802713 0.0 0.0 0.0 0.0 0.0 1.4159099797207948 0.0 0.6300246454847499 0.0 0.6745899034437818 0.0 0.0 0.0 0.0 0.0 0.0 -0.5285608599447271 0.0 0.0 0.0 0.0 0.0 0.0 -1.3455878992131276 0.0 0.0 -2.1335512180530456 0.0 0.0 0.0 1.1973789296051434 0.0 0.0 -0.5006753468071463 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3842242500913213 0.0 0.0 0.0 0.0 LIMK2 0.0 0.0 0.0 0.3915723556193621 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LIMS1 0.22188624585501487 -0.4733206225189066 -0.21457903465725314 -1.3653108833600043 -1.6623996529343836 0.4903232426989952 -0.24075297690696207 -1.2083466839990995 -0.009867625648685503 -0.49044378650966913 0.08940148759778878 -1.2424039705366046 0.48775242211482484 -0.3322138025322846 -0.7034804196347847 0.0 0.9552274509056607 -1.9033228841642515 -0.4223221878001667 -0.23525296331238263 1.5472872793092771 3.349069815304086 -0.5462842006861488 -1.2221719709584817 0.18489739395932417 0.0 4.755452188014894 -0.39089875164180765 0.12664621854645677 0.0 0.0 -0.5415848513756967 -1.3088553887900036 -0.4995681731251566 -0.4520578526848409 0.4716137884916837 -0.6916365602806585 3.4053616626585357 8.473322122864667 13.10346400047871 0.0 0.0 4.974995620349743 -2.205480377789759 0.0 -0.7522151068626528 -1.445103465666399 -0.20689019283189156 0.0 -0.20325562691699148 1.6837188630570215 -1.7019340445905342 0.2088118946051097 0.0 0.0 -1.9655635397508664 -2.5027898829641724 0.0 -1.7885811764970578 0.6324285216589933 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4332018153782472 4.825839408720323 0.0 -0.4154160622739088 0.0 2.4577939094556944 -0.8295356302812851 0.0 1.9336657509354083 3.763741967161928 0.0 0.0 0.0 0.0 0.0 0.0 -0.44646958098782663 LINC-PINT -0.12508422479433667 -0.2717345719538514 -0.26862673912322294 0.0 0.0 -0.7760592528511201 0.0 0.0 -0.26079308573883364 0.0 -0.9849882498801663 0.0 0.0 0.0 0.0 -0.32729885794122515 -0.35131475425163006 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5303059470972912 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5875721432988771 0.0 1.583963634011598 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.5336682094123644 0.0 0.0 0.0 0.9793066000604584 0.0 0.0 0.0 -1.3252859346965173 -0.8498549844305026 0.0 -1.6706077051138117 0.0 0.0 -1.2695613350656763 0.0 0.0 1.1495042352576688 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LINC00657 0.0 -0.21304241371359134 0.0 0.0 0.0 0.0 -0.23565392411401503 0.0 0.0 -0.32879269466630373 0.0 -0.3066874331800982 -0.506248463551798 0.0 0.0 0.0 0.0 0.6585658010118994 0.603012262955433 0.0 0.0 0.0 0.5362569136439675 0.0 0.0 0.7445131692332945 0.0 0.0 0.0 0.0 0.0 0.608497053764682 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4380013401429964 0.0 0.6061415005256755 0.0 0.0 0.0 0.0 -0.7448569719023043 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2374363893465872 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LINC00936 0.0 0.0 0.0 -0.21860360959377434 0.2660042337833432 0.0 -1.2321449906903632 0.0 0.0 0.0 0.23705149717824853 0.0 0.0 0.0 0.0 0.0 -0.29027131315034577 0.8649012540441685 0.896212046075241 -1.2644254882534953 0.0 0.0 0.0 0.0 0.0 0.0 1.3913352543626967 0.0 0.0 1.6636578473602202 0.4532307281629626 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.171320047867119 0.0 0.0 0.0 -1.669230506075624 0.0 0.0 0.0 0.6196936679002562 0.0 0.0 0.0 0.0 0.0 0.0 0.3205012879101747 1.020991942241695 0.0 0.0 1.563919421087357 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.3852853307405057 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7743297337022378 0.0 0.0 0.0 LINC00969 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22643330281538634 0.0 0.0 0.0 0.0 -0.3389209802451225 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9244654467120687 0.0 0.0 0.8400761426384274 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LINC00998 0.0 0.0 -0.05979502651248631 0.0 0.0 -0.21468554873988033 0.0 0.0 0.0 -0.32246863007807164 0.0 -0.261319342007623 0.0 0.0 -0.4482463089443092 -0.36616309820305926 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4405071507551617 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.644108997240408 0.0 0.0 0.0 0.0 -0.6004127592374362 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8780015422157675 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LIPA 0.17032064844730638 -1.0597637407380716 0.2052889515446735 -0.6175030763006338 0.2094062188726613 -0.4686599872433984 -2.1908246224321237 0.0 0.0 0.15882426405780908 -0.3370260067745186 -0.006024816271496386 0.0 -0.5046691235089642 0.0 -0.2793243705216027 0.0 -1.0097912391364672 0.0 10.946577795270116 0.0 -0.7223858732786439 -0.963174303308922 0.0 0.14573819495000814 0.0 -0.9427802337202205 -0.528190550380184 0.0 -0.5563085773865919 0.0 -1.3710661077200739 0.5135179465411562 0.0 0.0 0.0 0.784069751041327 17.798297621413976 0.8407661644608919 1.1623910377846423 0.0 0.0 -0.818339519508021 0.0 0.8487376383485664 0.7971730810477539 0.0 -1.4978647506983396 0.9443229447335532 2.0258131455702375 0.5928289663734155 0.0 1.7921469550443365 2.074122606444475 3.510210808384336 -1.134906516823032 0.0 0.0 1.178166310543654 0.0 0.21032298480232825 0.0 0.0 1.9972653751693148 0.6240886209926589 -1.0825676445635382 0.7573729918115127 0.0 0.0 0.0 -0.8201664269851193 0.218889490848645 0.0 0.0 0.0 -0.8664446267568688 -2.2701108471015656 0.0 0.0 0.0 -1.3607555989535922 0.0 0.0 0.20921418886122112 -1.5349121057469644 0.0 LITAF -2.613599960265448 -1.7545063598099087 -0.9464638023222365 -2.2928940254712584 -0.9455097500733768 0.0467643402862597 2.4269342318803155 -2.3733186308222796 2.556548723017938 -5.752524059788148 0.45614347299052166 8.397073568101192 1.8810898688909576 1.4660362292443798 0.4244904148517384 0.5971877877835567 -1.5230015394626644 -5.711539055183658 -0.6653079636448138 3.2502621333470914 -4.729558099743007 0.7126064845972448 -0.7500501210660275 -1.5287576542136334 -1.3776765033992298 1.51865572559842 1.3234400355787879 -1.5541888844752263 -3.0427934993155215 1.6973693331711914 1.2362840031834017 2.1578501319814056 7.143316729900443 -1.0486862769130063 -1.2552709641356985 -5.9361049446805305 0.5961943072915814 7.4190941126077 -5.035663556944091 -0.6233505141013121 1.973799534036105 3.3747130958442204 -0.4267688983619553 10.220331576628618 0.0 -0.20306673178624243 -1.5409336258575996 -0.30865191261060637 -0.9445810218782683 -0.3176122219483655 -1.7273244867734763 4.8893458462959165 -0.9962376861966368 -6.750424358799921 -0.11748256824288066 -7.974970393671565 7.503846643808679 -3.0162782298927975 3.021327447547874 2.7551111156225256 -2.214590643810144 4.573180280510237 0.9660102261444328 -0.7634621222267763 -5.357935109289347 2.222963380477732 0.04598288144013144 4.254707925392907 4.291038142710367 0.9084594675172998 -14.250451305036375 -0.4252781653438249 0.6103512141635816 -2.6760640964337155 1.7068245045321704 -1.7468203952909653 0.0 6.268049737716864 -6.960499170937156 0.30355633738328214 1.458125871031102 -1.1296699010847617 -0.9748937216780817 0.0 0.0 0.5677815940399549 LLPH -0.10143682607913422 -0.1504148558945457 -0.5473407322400562 0.0 0.0 0.0 -0.3061409951651029 -0.2509807353618847 0.0 0.0 0.0 0.0 -0.47184687157980526 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.46964385638802086 0.0 0.0 0.0 0.0 0.0 0.5863045187322784 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0189151205591715 0.0 0.0 0.0 0.0 -1.010093189791005 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2602232634133628 0.0 0.0 0.0 0.0 0.0 0.0 2.0635882666282686 0.0 -2.102965138835166 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LMBRD1 -0.05559045584096084 -0.1544224166890909 0.0 0.0 0.0 0.0 0.0 0.2926459685931794 0.0 0.0 -0.23078081636559913 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4784496477674738 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.198912334717595 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LMO2 0.3204557625667718 -0.17596971522935614 0.0 -0.17670651212078312 0.0 0.0 0.0 0.0 0.0 0.699841220160459 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5186482041568837 0.0 -0.36212628861987445 0.0 0.0 0.0 0.6476985289227579 0.0 0.0 0.0 -0.3823444000124107 0.0 -0.3945929898320062 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7940987460052875 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8316894921993582 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LMO4 -0.14862098835007315 0.0 0.15582822907788288 0.0 1.329511719141214 0.0 0.0774675747882057 -1.6827386971037113 0.4465078872532298 0.0 0.0 0.0 -1.2310286737873906 6.186343652659508 0.0 0.4760056788576674 0.0 -0.5571325486569395 0.0 0.0 0.0 0.4482429595157958 1.7713079584164808 -0.38357713082399447 0.0 0.7738274875956536 0.0 -1.0139177532383414 -0.4975502413339189 -0.6652644749165254 0.0 0.0 -0.6037936196558731 0.0 0.0 0.0 0.0 -0.6548923636442527 -0.6484881911234247 0.0 0.0 0.6659649282077549 0.0 0.0 0.0 0.6817487455327927 0.0 0.0 -0.6728361676948972 0.0 -0.37827008200007156 0.7070252879482443 0.0 0.0 0.0 1.3562615176601218 0.0 0.0 -0.9035345611337764 0.0 0.0 0.0 0.0 0.0 0.0 -1.0210608676322002 0.0 -0.7062340383649299 2.3383092733491555 0.0 2.7069672582651343 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4763687842590953 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LNPEP 0.45537834773308655 0.0 -0.18356034513182234 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4485368457692232 0.0 0.0 0.6104998835186203 0.0 -0.44390652763358557 0.0 0.0 0.0 0.0 0.3665370458288442 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8744805724898053 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0426659657580422 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LPAR5 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.49322623867571447 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6352410608366745 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4255382014047033 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2167654990416652 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LPAR6 0.32655195802885356 0.0 -0.5685169528214641 -0.1816964994000785 0.0 0.0 -1.3481967742038472 -0.7468893272581076 -0.5444837260602039 0.3007141503869233 0.23041832956859898 0.0 0.5261512117590044 0.0 0.0 0.0 -2.168956350387142 -0.4289441059001189 -1.5720502443450937 3.560062439812718 0.0 -0.6080291575079082 0.0 1.5574374003903722 0.0 0.0 -0.3531177952835965 -0.4057962774740597 -0.6928998413525974 -1.0791443610797757 0.0 0.0 0.9047673513842467 0.9036310561623493 0.0 -1.521314234823838 0.8527251620797353 -3.6494996959681756 -1.5272149093457625 0.0 0.7294994408015782 0.0 0.0 0.0 -0.40484481456530885 0.8302242270337049 0.0 -0.4036104936128166 0.0 0.3219895705412962 0.0 0.6922520298852193 0.0 0.0 -0.5035349002939568 -1.2461110708488523 -0.8792073124864394 0.24611540122763717 2.915885554429556 0.0 0.39437868346481303 0.0 0.0 0.0 0.0 -1.0076707231623545 0.31830419091564804 0.0 2.5698061702574657 0.0 2.3139855296805676 0.3843220256215532 0.0 0.0 -1.0038551184797746 0.0 0.0 0.0 4.659743963937261 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LPCAT2 0.13579071060744383 0.0 0.0 -0.18387642317556555 0.0 0.0 0.0 0.0 0.0 0.3022668494063213 0.0 0.0 0.0 2.2295746541468118 0.0 0.0 0.0 -0.34555582011861746 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3863386613414805 -0.47707348725775994 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5371270960690299 0.0 0.4030415832690533 -0.6742143726213542 0.0 0.0 0.0 0.0 -0.6461327833156336 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LPL 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5222069494345601 0.0 -1.887321398128917 0.0 0.0 0.0 0.0 0.0 0.0 -0.5800734870919901 0.5491915880086554 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.48762276341320915 4.3673452011612754 0.0 0.0 0.0 0.0 0.0 0.0 0.09933044986176652 0.38836180155123806 0.0 0.0 0.0 -0.6430021756641388 0.0 0.0 0.5583064129056039 0.0 0.7290816198414345 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LPP 0.11947391398722255 0.0631646922356866 0.0 0.0 -0.2264583208356907 -0.21332584159732984 0.0 0.6009188394845479 0.0 0.0 0.0 0.0 0.0 -0.40398296124499017 0.0 0.0 0.0 -0.5087339464291755 0.0 -0.4036123088214527 0.0 0.0 1.0922756786263974 0.0 0.0 0.0 0.0 1.7397406587273094 0.0 0.0 0.5490352242196823 0.0 0.0 -0.7500031288612969 0.0 0.0 0.0 0.0 0.0 0.0 -1.0141293068661454 10.869722298336074 0.6467323496470172 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9049205876702936 0.0 0.0 0.0 0.0 -0.8978944231392303 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LPXN -0.6574534117546087 -0.08816058808583306 0.11511175116613437 0.2447017835089866 -0.23303291299461182 -1.9946947683159602 -0.2537242374329103 0.5924644995401135 -0.8878754103689056 -1.4857258368386475 0.0 0.0 -0.7490768484778763 0.0 -0.30425675983503064 0.0 2.3874023864415252 -0.6082518459285094 0.0 -0.42779178835955844 -0.9143381776816834 0.0 -0.3154471209926385 0.0 -0.850549937527345 -0.0950793806925198 0.2757204307773105 0.0 0.0 0.0 0.0 0.0 0.0 -1.4381550308521196 0.0 -1.7617871218401946 0.0 0.0 0.0 0.0 -0.5904808694561722 0.0 2.3654935315588643 0.0 0.0 0.0 0.0 0.4418540679373728 0.0 0.0 -1.2141518781880667 -0.9945531510782529 0.0 0.0 0.0 -5.375129351129946 0.0 0.0 0.0 0.0 0.0 -1.7562241955554934 0.0 0.0 0.0 2.155782678965602 -0.7769735727147783 0.0 1.8327721479520622 -0.5375595432579298 2.806293775710376 0.0 0.0 7.4948380353234025 0.0 0.0 0.0 0.0 0.0 0.0 -1.2123592717914813 0.0 -0.3236500140104688 0.0 0.0 -0.6051040665969843 LRMP -0.053403064651798116 -0.329972007173741 0.0 -0.24794245882622834 0.0 0.0 0.0 -1.607214150294872 0.0 0.41512240868752154 0.0 0.0 0.16086992331436367 0.0 -1.3159599710775922 0.0 0.0 0.0 1.2970852988007593 -0.7041347375616588 1.1592713213012114 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.20773564171053624 0.0 0.0 0.0 1.7859575745169107 0.0 0.0 0.0 0.0 0.0 0.0 1.5234396539858306 0.0 0.0 0.0 0.0 0.0 -1.589556782376517 0.0 0.0 -0.6070878344255445 -1.778995641713651 -0.8299560295504615 -0.2585103613220416 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.23903502290261258 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.37052480623868306 -0.4190217760166107 LRP10 -0.13281134670154524 0.0 -0.40776778780930784 0.0 0.5171705480980772 0.6442395671718912 0.0 0.26659264597345345 0.301413310996533 0.0 0.3813388855496105 0.0 -0.3691011506728933 -0.4369101207564457 -1.017764600254151 0.0 0.0 0.0 0.0 0.45676389879157847 0.0 0.0 -0.4259566100565193 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7461576533250777 0.0 -0.5690237868366197 0.7716948962540957 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0221471002347124 0.0 0.0 -0.8447634865251207 0.0 0.0 0.0 0.0 -1.0855920305804763 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1558740832607324 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LRPAP1 0.011049638775590055 0.0 -0.5505201561772293 0.0 2.023077054868681 -0.25010235187001284 0.0 0.29975921097432084 0.0 0.0 0.6184851104200842 0.0 0.0 0.0 0.48413992446657944 -1.0808684584027342 0.0 2.178075405690996 0.0 2.3996657013316174 0.0 0.0 0.0 -0.3365711023911763 -0.4271401884310769 0.0 0.44781110611257596 0.0 0.0 0.0 -0.5187351691052494 0.5592192305463333 0.0 -0.5310496779403169 0.0 0.0 -0.7363575472076979 4.617151922339298 0.6669608121300714 0.0 0.0 0.0033538242455550815 -0.6973121714759054 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1135455375672916 0.0 0.0 0.0 0.860920100050519 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.287005879056584 0.0 0.0 0.0 0.0 0.0 0.0 -0.6966911754858348 0.0 LRRC58 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6930663250592746 0.0 0.0 0.0 0.7231301964660505 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LRRC8C 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2564237737107841 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5313223799539786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LRRFIP1 -0.04088070028342944 0.6017729207708576 -0.3078584194133662 0.9413602434575894 -1.6951103468317117 5.1896649323296575 3.5400398851567316 -1.3248975088980346 -3.8180456818122464 4.483845671120701 1.1088548866733385 0.8824802229420049 -3.005856274681611 2.1797402840425857 -3.2238873646715707 -1.3019293031260115 -3.024799946817088 0.2538014853114387 -0.6921955406790243 -2.67204791540777 -0.062239728034558114 2.075944586555987 -1.1024560243671884 -0.37132355424392777 -0.09283531283738622 0.3882327604009761 4.301010723375518 1.2603032014955213 -2.6462967684820193 -2.399051676603065 -3.1192311999777007 0.0 1.4527937901494181 -2.787476724087098 -0.6641486088384193 17.274546553879848 0.0 0.0 -1.1349567199597603 -3.0251017613287416 0.024884511850110536 -1.53998268909304 -2.360762103326783 1.7449618036645482 0.0 0.7930560202022178 0.9504543612783448 0.0 -0.7805258891612771 0.0 0.6836428235372125 -1.600498298749853 0.0 2.4958733191511295 0.0 -0.9227543886908102 -0.8488283691115321 2.157497801779295 -6.014822742854889 1.1650677393513098 -0.2813616050159336 -2.0384017333788296 1.2224713530495335 -0.5421220968874744 -0.7329883849061689 1.2724937065303779 -0.9903035115411826 -3.6954395376973266 1.771565551666121 -0.44482672024001263 2.219183397433383 0.24289150604476 0.0 -7.537334458346885 -5.344683174023251 0.8454806295854794 1.8940603260062137 -1.581541606597804 4.005929890381038 0.0 -0.9608099977252411 5.844800671497528 1.6969091260844908 0.0 0.0 0.4561549497839314 LRRFIP2 0.0 0.20358821360146315 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5251330332528307 0.0 0.0 0.0 -0.5512694255115523 0.0 0.0 0.0 0.4581447993766576 0.0 0.0 0.7090247081163757 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.50527180122935 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LRRK2 0.0 0.0 0.0 0.0 0.0 0.0 -0.6681807329357112 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.301088627023735 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9256461358496265 0.0 0.0 0.0 1.8218189475054878 0.0 0.0 -0.8523477381188617 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.1201867572877786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LSM12 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.39760973189013843 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3960549991414772 0.0 0.0 0.0 -0.4763871688810271 0.6124828860280452 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LSM14A 0.024492814250590866 -0.3353626832379749 0.00798366038367144 -0.19386649004122913 0.0 0.0 0.0 -0.2817577356964308 0.0 0.0 -0.3215259031170412 0.0 0.0 0.0 0.0 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0.0 0.22668760858858034 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.33649351015857576 0.0 0.0 0.0 0.0 0.0 0.4619572122893622 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6484714207249574 0.0 0.0 0.0 0.26206362934687666 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2856201583688665 0.0 0.0 0.0 0.0 0.0 0.0 -1.800834659332766 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.234693202825767 0.0 0.0 0.0 0.0 0.0 0.0 1.622220634908135 0.0 0.0 0.0 0.0 MAP4K5 0.0 0.0 0.0 0.0 0.0 0.0 0.28359949783009947 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.32681006706868027 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8805550510965848 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MAP4 0.0 -0.1289441433472984 -0.20312724985279917 0.0 -0.2696925453770465 -0.24824772536415154 0.0 0.0 0.0 0.0 0.0 -0.3145659298426273 0.0 0.0 -0.764782386062955 0.0 -0.3670747860132855 0.0 0.0 -0.34224001147956956 0.0 0.0 0.0 0.5696594991806048 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.065124025623079 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.856525457209479 0.0 0.0 0.0 0.0 0.0 0.0 -1.0694207360521226 0.0 1.151444773610696 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MAP7D1 0.0 0.0 0.0 0.0 0.0 0.0 -0.30125159019743963 0.0 0.0 0.0 0.29171264122335877 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6092380588715967 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9429673832865526 0.9935541075591333 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MAPK1IP1L 0.0 0.0 0.2729158695712011 0.0 0.0 -0.2961445674803561 0.0 0.0 0.34712743381216943 0.0 0.0 0.0 0.64057589267524 0.3873322724972397 0.0 -0.38548329824419547 -0.3622702187606959 0.0 0.7761745391547754 0.0 0.0 0.0 0.0 -0.3575159152018962 0.5642328311730247 0.0 0.5383343406756401 0.0 0.0 0.0 0.4709786421296055 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.5522724064852116 0.0 0.0 0.0 0.0 0.0 3.679193296987041 -1.3671225856127691 0.0 0.0 0.0 0.7553524852642077 0.0 0.0 -1.9506362928602885 0.0 0.0 0.9035486199685978 1.5154399909991558 0.0 -1.2184146563239793 0.0 0.0 0.0 0.0 0.0 0.0 -0.9222931935796657 0.0 0.0 0.0 1.22137605175045 0.0 0.0 0.0 0.0 MAPK6 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9660575882277946 0.0 0.0 0.0 0.0 0.0 -0.5350987999312944 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9308705980005177 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9231557526851579 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MAPKAPK2 -0.1332564458590852 0.0 0.0 7.037243818620691 -0.16581103753479925 0.0 -0.5584632528551786 0.0 0.0 0.3295808438898185 0.0 0.0 0.0 -0.3780912027217262 0.0 0.0 0.0 0.0 -0.3045111002458626 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5780932234186898 0.0 0.0 0.0 0.0 0.0 -0.703663848291863 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1405543074886741 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MAPKAPK3 -0.17224510732728066 0.0 0.0 0.0 0.0 0.0 -0.2917229888572485 0.30363154325545716 0.0 6.751396790089016 0.0 0.0 0.0 0.0 -0.35472795943132607 0.0 0.35113662322744654 0.0 0.0 0.0 0.0 -0.42808277937822736 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4312977988291691 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6234835192083807 0.0 0.0 0.0 0.0 -0.6187385176192028 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MAPRE1 -0.12494299362247818 0.2469630328714544 -0.1996389013309561 0.0 -0.27638200548342645 0.0 0.0 -0.27270856475139177 0.0 0.0 0.0 -0.202321821533655 0.3272600725844434 1.03005813796025 0.0 -0.39281573801347 0.0 0.0 0.0 0.0 0.0 -0.40438156403377457 0.0 0.0 0.6560200205303385 0.0 0.0 -0.4696979241485706 0.0 -0.36855487222333605 -0.37256874554088254 0.8745046525609894 0.0 0.0 -0.569619019351708 0.8967059445842 0.0 0.0 0.0 0.0 0.0 0.7918976179742869 -0.536548814844838 0.0 0.0 0.0 0.0 0.0 -0.7962322382895894 -0.31517569986585753 0.0 0.0 0.0 0.0 0.5122040539495655 -1.1526015603957969 0.0 0.0 0.0 0.976596852685352 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.23266123222694374 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0441252877584877 0.7653331051859388 0.0 0.0 0.0 0.0 0.0 0.0 MAPRE2 -0.1273413265050366 0.0 0.0 0.0 -0.19758507367224917 0.0 0.0 -0.6402393952276562 1.4716079714926542 0.0 0.0 0.9167022126421862 -0.39425110659673007 0.0 0.0 -0.3538964139711128 0.0 0.0 0.0 0.0 -0.8273962136836182 0.0 0.0 0.0 0.0 -0.527361403102458 -0.5977515789398735 0.650626056883571 0.0 0.0 0.0 -0.9887822261030964 -1.0468070942524652 0.0 1.5802230883213513 4.568197701033906 0.0 0.0 0.0 0.0 2.431240990393383 0.0 -1.0463498390290842 1.2178455915578432 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4904473622163377 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.395816436877065 0.0 0.0 0.8706151586545761 0.0 0.0 -0.056832299693162724 1.546589146750344 0.0 0.0 0.0 0.0 2.626286998518251 0.0 0.0 0.0 0.0 -1.3290352148822682 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MARCH1 -0.061444657619973975 0.0 0.15053086178116293 -0.41268229896962105 -0.6625441592124584 0.0 0.9085073368148298 0.0 -0.5772033025466449 0.11238494413015676 -0.10961076862259198 0.0 0.0 0.0 -0.34148316819571917 0.0 0.0 1.353229650442664 4.057813572257346 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7984059777197731 0.0 -0.1417607117956633 -0.4537248322214763 1.7269073459279467 0.0 0.0 -1.0963350080217134 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8246717147828351 0.0 0.0 0.0 -1.4295108884147845 0.0 0.0 0.0 1.962985786750839 -3.399125109289678 0.0 0.0 0.0 1.7985495457046572 0.0 0.0 1.4059788034501395 0.027570054789866887 0.0 -1.2790915499101752 0.0 0.0 0.0 1.3867866406261709 0.0 0.0 0.6448418716317771 0.0 0.0 0.0 0.0 0.0 1.1634242734311244 0.0 -1.0935061661852126 0.0 -0.8939213733756939 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MARCH6 -0.4116800044320721 -0.32197375340588236 0.0 -0.2828830567032996 0.0 -0.12464956826016617 0.0 -0.22738572394214415 -0.2954579176391043 0.0 0.0 0.23925141396798622 0.0 0.0 0.0 0.0 -0.3618037488772912 -0.4645136712466387 0.0 0.0 0.46944348081645704 0.0 0.0 -0.3918948187943595 0.0 0.0 0.0 0.0 3.4931261136417735 0.0 0.0 0.0 0.6009031843114895 0.0 0.0 0.34248016910753953 0.0 0.0 0.9040073219240968 0.0 -0.8921942969187414 0.0 0.0 0.0 0.0 0.0 0.5336493079054682 0.0 0.0 0.0 -0.9771342778713485 0.0 0.0 1.0275112652433982 0.0 0.0 -1.2680873838522713 0.0 0.0 0.0 0.0 0.8919431578697191 0.0 0.0 -1.419415789826327 0.0 0.0 0.0 0.0 0.0 -0.029936670255401053 0.0 0.0 0.0 0.0 0.0 0.0 1.0753904988439726 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MARCKS 0.3069729293653487 -0.2748435617156245 -0.48557270632137894 -1.928095444803905 0.07497924746610847 2.307270887781131 -3.6274188006174057 -0.2229948007425071 -0.40975628949923437 0.5307131235804392 0.9137665534378066 0.0 0.29192963230012425 -1.6804773110603648 -1.6312542116293587 0.0 0.0 -0.6492819001809021 1.6743378290752697 3.1369614587355223 0.0 0.0 1.0395006808686416 -0.42275796869224097 0.0 0.5747012809786677 0.2677958623967594 -0.4173663252642171 2.907011956814998 -1.5717820358522046 0.7734041704392687 0.0 0.0 0.0 -0.1772557179921486 0.0 0.0 0.05781283185353725 4.754206153290592 0.0 0.0 -1.4399335028725626 2.785566982582732 0.0 0.0 -1.623478976463913 -1.691086771869021 0.27473962913654354 -1.491037307166111 0.0 -2.957415472237369 9.822987557179273 -0.2847848143181828 0.0 0.0 0.0 0.0 -1.4732037408458343 7.269898768210349 0.0 0.0 0.0 0.0 0.31034692810920544 0.0 0.0 2.962610101862524 0.0 0.0 -0.5261199390155008 0.0 0.0 -0.331342561688985 -1.0552046059795708 -2.5041880053131473 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4469429775492439 MARS 0.0 0.0 -0.3732054100420511 0.0 0.5229189008045683 0.28736707547431695 0.2477218814927676 0.0 0.0 0.0 0.0 0.0 0.766223640109017 0.0 -0.3382141960668856 0.0 -0.5803240051584015 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8410638450967592 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6417678147184734 -0.45471346112258626 -0.3853574025160394 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9979867118096238 -0.9076224357914847 0.0 -1.080892059749153 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MASTL 0.0 0.9757852620830451 0.1576035872016507 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MAT2A 0.6645940950686847 -0.1450575048388484 1.1261075623685766 -0.8230077665325575 -0.5171066628878229 -0.8793571215257437 0.3172918188132097 -0.5121341969513158 0.0 -0.6495170638815024 -0.35851738085933005 0.0 -0.4230038278467411 0.0 0.0 -0.5679416452672176 -0.3978203166352196 0.416418817033016 -0.38761208301734806 1.0416659574971872 0.0 0.0 0.5002324376103828 -1.2420685736392856 -1.134096142484502 -0.420924435627186 -2.3356714287973976 1.6449967910315646 -0.5303480929870178 0.27533814224553144 0.0 -1.6369918536804868 0.7839052144659011 3.400102059788124 0.0 -0.7312948942288577 -0.6348863710146553 0.7256922379903944 0.0 0.0 0.7071267757226793 -1.0321590244816907 0.8937262458247407 0.0 -1.1619041055747403 -0.38647684828364953 0.0 -0.5765463227245314 0.0 -0.4204628039334502 0.8031028248038707 -1.6529402657477603 -2.5022625137370578 0.0 -2.8813562139929574 2.195467982684233 0.0 1.1315766937396123 0.0 0.0 0.0 0.0 0.0 -1.905552965525846 8.152798030800412 5.354485306231672 2.2293129904845124 -1.417574410498086 -0.9777036825458577 0.2830041346003038 0.0 0.0 0.0 3.203082906369315 0.0 0.0 3.8337242973050394 -1.2590389863575897 0.0 0.0 2.094680232285128 0.0 -0.3332911862746309 0.0 0.0 0.0 MAT2B 1.1934894905051479 -0.6193756108515301 -0.18804895694764986 0.0 0.0 -0.511441099782872 0.3337995197981689 1.3506028146076046 0.0 0.0 0.1017637013383281 0.0 0.3654311665847154 0.0 0.0 0.0 0.08457593213067696 0.0 0.0 0.4174375119388142 0.9864689423159481 0.4695788671124791 0.0 0.0 -0.37223951261747 0.24393291288806776 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.156500592226593 -0.7971192365813847 -2.6761092703457616 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9951890175253734 0.0 0.2678740953837792 0.0 -0.559726091671147 0.0 0.0 3.2097718660333046 0.0 -0.19784393433524403 -2.301907216995445 0.0 0.9565851369746051 1.1686942791209602 0.8635523233739963 0.0 0.0 0.0 0.0 -0.4159798807006625 -0.375592902453147 0.0 -2.7435252988125556 0.0 2.472982953851445 -3.355442691635956 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7407483811885257 -1.1754683543923823 0.0 0.0 0.0 -1.0097140914270952 0.0 MATR3 0.015696130988868573 -0.31652812640376626 0.08867767832727701 -0.3427692917555476 0.0 -0.5498382549584795 0.25202346810239584 0.0 0.0 0.0 0.0 -1.271047957746552 0.0 0.0 0.6391656633035318 -0.16945006808442759 -0.5207187583151585 0.0 0.0 0.0 0.0 -0.6562806653255949 0.6748830625539988 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.0980459663030078 0.0 0.13326191536894821 0.0 -1.0856261575239714 0.0 0.0 0.8183058176636425 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0608642603905705 0.0 0.0 -1.4979781673711212 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2957737300274421 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4126498192499565 0.0 0.0 0.0 1.1322320381362512 -1.4930267124284051 0.0 0.0 0.0 0.0 MBD2 0.0 0.0 0.0 0.0 0.0 0.0 -0.284058035377973 0.0 0.0 1.0931769609692745 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.44892092176723136 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4862572479924332 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5293142469189179 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MBD4 0.0 0.0 0.0 0.0 0.2677014676564507 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.520786005293793 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6392494719670014 0.0 0.0 -0.8214628905114552 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0987207640652534 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MBNL1 -0.09025655043840101 0.23870566216704114 -0.19401374948616332 -1.098937783020563 -0.4848373246785755 0.644811065429737 0.6423354438443757 0.22114663598187748 -0.060333065591329296 -0.8668251187699811 -1.5708470644047283 -0.4493730654237358 0.44683518980819864 -0.8967743508785972 -0.8002367653865373 0.24459563539087661 -2.5919724274853024 0.0 -0.8509803566923987 0.12180742866943721 0.9115423063035817 -0.41551229180676635 0.0 0.0 0.8820023462987981 0.0 0.0 0.5379598418889214 0.5184587628428582 0.0 0.1225542215459083 -2.2551865161230196 -0.6143206511344503 -0.5071565996078513 0.34324217497462395 8.107357083185697 0.0 -0.5931223612295401 0.0 2.390046124887082 -0.6268653188070574 0.7610842500809492 -0.5015560819491444 -0.3195892697466181 -0.4848741418752226 0.0 0.0 0.0 1.9970525953431928 0.0 0.800599467245844 0.0 0.0 -0.6418348560257042 0.0 0.0 -4.240150056869782 0.08178607524916821 0.0 0.8590289278444597 0.0 1.2701316082143423 0.0 0.0 1.2365236323556694 -3.1572903015329543 0.0 -0.8483371272798559 0.0 -0.5558699517553868 -8.596974571933854 0.0 0.0 5.027506135908856 2.446187959972626 0.0 0.0 -1.0285761978947965 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MBNL2 0.0 0.0 0.22786425520099748 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8384846677196163 0.0 0.0 0.0 0.0 0.0 0.0 -0.8338381692074005 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8377686441266431 0.0 0.0 0.0 0.0 0.0 0.0 -0.9064011750687003 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MBP -0.1561040539555579 -0.3829618432540689 0.056423004613157315 0.0 0.0 0.0 0.0 -2.204145724030679 2.091143442581233 -0.2457028154087535 0.037825378854243946 1.963053885905714 0.0483368626548748 -0.3767018532774697 0.0 -1.5804548030402572 -4.013796438763224 0.12017271369224451 -0.4019030531310073 0.0 1.0730928270744005 0.53330473800524 -0.3386993724334574 0.0 0.0 -0.07751437955318015 -0.8741869265771598 0.0 0.0 0.0 0.0 0.2964861202623267 1.5476617775946147 0.6354214810721733 -1.077897966306285 0.3128431967507693 0.0 1.0450591333045487 0.0 0.0 -1.552474733565706 0.0 0.0 5.5995095676345 0.0 0.0 0.0 0.0 2.7186974599267724 0.0 0.0 -0.9203804940700667 0.25502492238748087 0.0 0.7433464958273509 0.9083882811481478 0.058890392753074096 2.228647748136647 0.0 0.0 0.23384278727694927 -2.3090573079481644 -0.4179653532408918 0.0 0.0 -0.9292682642003766 0.0 -1.3753004752434221 -1.516019289560631 0.0 5.1132790564361965 0.7973085950691661 0.0 -4.619198643148738 0.0 1.260335363774374 0.0 0.0 0.0 0.0 0.0 0.0 -1.33941544816492 -0.2490776162561099 0.0 0.35019947372119586 MCL1 1.4267356604443193 -2.0180959066237785 -2.3114756614043865 3.588867754485873 1.2691424149459187 -0.26424252384281993 1.2150781535269097 0.4885546688768197 -1.7325517354252369 -2.3569516964018487 0.26022259855400465 -2.5055889130813807 -0.550612967448278 -0.7614601526367679 -0.32590709833072296 2.0339837489315724 2.6517306511230028 2.042419994870648 -3.8960613294320514 -0.18491012128811507 0.7719598697300861 4.419291929702833 0.9070936414376453 1.102950470085359 -3.5674503713336168 -0.5924339102308368 0.4401546690782077 -0.5645453489204091 0.4170321984635437 4.167078005150904 -0.16080176090639878 0.5997207491587938 -2.9748366426953123 -1.695872726721793 1.3403044434015499 13.944215376395768 1.5288006346844625 -3.1320343713946697 -0.7486619260142771 -1.4788855428344014 0.10311577928843307 -0.18731093833265722 -1.438607429529929 0.8234991479016769 -0.5041093935712123 0.40663806469862773 1.109489440877682 0.8200004512388936 0.6895039015742918 0.0 -3.728697135048957 -7.312998228166888 -0.8135762883496147 -1.8340852061794193 0.22648544775250343 1.3913086067452454 1.3734519537421137 1.027501113243143 -2.0309293377871445 -3.3832052965573003 -3.3223172441859568 2.553621523350372 -0.7464103747895979 -1.6096279175663053 4.3595109145343365 -0.9532661617312916 2.012092458445466 1.89547570973605 2.8212564973709293 0.6630828363192353 -4.648342491867829 0.26279285999211616 -2.3787016501660814 -5.287602601263966 6.284764196831497 0.0 -0.285628922173032 1.8105240974091878 -1.2090183819206253 1.1798781371765148 -0.599338262346472 4.0918350462822675 -1.238575814823495 -0.2634221874078371 0.3801394360620004 0.658792618569396 MCM6 0.0 3.66270366790395 0.0 -0.29069838847167373 0.0 -6.981469047427807 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 9.973676074375554 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MCM7 0.0 9.907962016165671 0.0 -0.22950418163039488 0.0 -11.70660698207563 -0.2622693819647337 0.0 0.0 0.0 0.0 0.0 0.0 0.0 22.682967223562194 0.0 0.0 0.0 0.0 0.0 -0.45512421383203133 -0.3700463777112585 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6850460575096655 0.15464066820893588 0.0 0.0 0.0 0.0 0.0 0.0 0.42034989070419443 0.0 0.0 0.0 0.0 0.0 0.0 0.19010870208051553 0.0 0.0 0.0 -1.0080781688946743 0.0 0.0 0.0 0.0 0.0 0.0 0.2656335676191621 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.32916864796681133 0.0 0.0 0.0 0.0 -0.36971336736187727 MCTP2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5211612310599003 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22967920430774105 0.0 0.0 0.0 0.462785028148077 0.0 0.0 -0.34296021799060283 0.0 0.9419569199286487 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7371461604521331 0.0 0.8509424170848031 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2445776207799315 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MDFIC 0.11964452993503409 0.0 0.0 1.7040886193939844 0.0 0.0 -0.24603241243246773 0.0 -0.25899763856093544 0.0 0.0 0.0 0.24283735600124107 0.0 -0.29292749178558675 0.0 -0.2548512435860328 0.0 0.0 0.0 0.0 -0.506091332371533 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6893835309828138 -0.53579234418619 0.0 0.0 0.7920497220099884 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6707969339469891 0.0 0.0 0.0 1.3518880752982767 -1.8174163015493112 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.9585604778464665 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0726303362677112 0.0 0.0 1.2026658386552957 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MDM2 0.029504416663569243 0.0 0.18519784480144627 0.0 -0.17029783318657774 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34390095772229295 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3852975684094034 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5325241622503554 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0623745931027808 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8292486524334727 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MDM4 0.1530955044705295 -0.11308620025073565 -0.2332674195205405 0.5069180267219595 0.0 0.2796503022896145 -0.5339530021588451 0.0 -0.30512256242393193 0.0 0.0 0.0 0.0 0.0 -0.4660296541984604 0.0 0.0 0.41112269259061957 1.7376528359795047 -0.37752687049624006 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 16.906379130676793 0.5708581880771674 -0.32042971377573815 0.0 0.0 0.0 0.0 0.5963871687137048 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2964751760138258 -0.1759639877187864 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.909617568980084 0.0 0.0 0.730572351483997 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MEA1 0.0 0.5408505960267279 0.0 0.0 0.0 -1.396751750541917 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.6193792584516435 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6348254137992712 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3203867668315116 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1445259876329685 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.49495799010649477 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7034002449443377 0.0 0.0 0.0 0.0 0.0 MECP2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2230514090345238 0.24673243853870824 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7275797385745625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.459324849886786 0.0 0.0 0.0 0.0 0.0 -1.2627177489472237 0.0 0.0 0.0 0.0 MEF2A 0.337912450347447 -0.318027276567914 -0.17980391427199413 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4985678684656927 0.0 0.0 0.5403350309633711 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2432995336548801 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MEF2C -0.21252274444459288 -0.2661689172922463 0.06068943305755824 0.5349820170573506 1.8262727501228433 -0.20761888716929938 1.0867319696346427 -0.3248452096989035 -0.7505662062287725 0.0 -0.6054494390561095 0.0 -0.6958246598184219 -1.186629378086234 -0.1264848704447503 0.0 0.3990797239202469 0.6864994995765065 12.04640908916348 2.0114848165250008 -0.5492013677442383 0.0 -2.401720087656085 0.0 0.0 0.0 -0.5114034857431372 7.299902772755995 -0.5305683604184377 0.20278546543804402 3.586812919857714 -1.0692891658812989 0.9166761317371263 0.0 0.7311083499122253 0.0 2.4140678553905355 -3.812900692575231 0.0 0.0 0.0 3.245340928186012 -0.77563372956561 0.0 0.0 -1.864122006756595 0.0 0.5016116381315532 -4.258117352026962 0.0 11.662246934098158 -3.082181082019424 0.0 0.0 0.0 -6.733731164642319 0.0 -0.6949941122625334 -0.7790526262724855 -0.32533260378839907 0.2186155385931764 0.0 0.0 -0.29268131993809393 -0.9682188039960197 0.0 0.0 0.0 0.0 0.0 0.0 0.2495872337826842 0.0 0.0 2.841327883423088 0.0 0.569592572905669 2.83353504413204 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MEGF9 0.0 0.0 0.0 0.0 0.0 0.0 -0.3252825925413165 0.0 0.0 -0.2557580180006857 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3322987042957946 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-0.19476605762105761 0.3287438891219589 0.0 0.6046920891044089 -4.005958813698183 -0.4617271530541002 0.46317058066469624 -0.6323645614478541 7.156294831036896 -0.43583479678814574 0.0 0.0 6.919381837939522 1.7247176360581211 0.0 0.0 -0.6815829795140063 -0.6950810465072899 0.0 -1.0682801475458799 -0.42452504313635303 0.0 0.7845584793209983 0.0 0.0 0.43571136759417867 0.0 0.9341712977923465 0.29748001027418564 -4.890247640820017 -0.9007160719948084 0.0 -0.799677423894928 0.0 0.0 0.0 0.0 0.0 -1.070435953461812 0.0 0.0 0.0 0.0 0.0 0.0 4.9535085215422985 0.0 0.0 1.9694357049695306 0.0 0.4606882403256002 -0.8738085195191643 1.3267443279031406 0.0 -0.5049170726753579 -0.8417196561551051 0.0 MID1IP1 -0.091563859626222 0.0 0.0 -0.1667767461098354 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22450820473588406 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7820892786497283 0.0 0.0 0.0 0.0 0.0 -0.5573616977264494 0.47926688536261786 0.0 0.0 0.0 0.0 -1.0164320226042527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3163838834152198 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MIER1 0.0 0.0 0.0 0.0 0.0 0.2462852425157355 0.0 0.0 0.0 0.0 0.0 0.3429884168768446 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.47005877625739984 0.0 -0.3893315449520446 0.0 -0.41810610721070357 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.61206496259891 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3465643926978133 0.0 0.0 0.0 0.0 0.0 0.0 0.8062313018355411 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MIS18BP1 -0.14769130673115732 2.3910624061408883 0.0 -0.24508296731432874 0.14947750592114284 2.9498255349149436 0.28107075929480246 -0.2227195362464776 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.386351370542783 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.40808590298211384 0.0 0.0 0.5158109831468136 0.27576762615229033 0.0 0.0 -1.1121240289986516 0.0 0.0 0.0 0.0 0.0 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-0.14025508490049254 -0.177873625502455 -0.01597386121076294 0.5531014089981758 0.0 1.3453477018445652 0.24075902136320104 0.0 0.0 0.0 -0.039491500491565766 0.0 0.0 -0.34758009367563963 -3.1005708897298265 -0.26620870975368455 0.0 0.0 0.0 0.0 0.0 0.0 -0.387783036578196 0.0 0.6693190103629734 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5233475274057446 0.0 0.0 0.0 0.9128435894455229 -0.5846161768758843 0.0 0.0 0.0 0.0 0.700460553838063 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.753503599057698 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5007097175610711 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1090238209450298 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MLLT6 0.0 -0.1260970327535392 0.0 0.0 0.0 0.0 0.0 0.3077979969076749 0.0 0.0 0.0 0.3783353435593644 0.5068927804714457 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39700423984676103 0.0 0.0 0.0 0.0 0.0 0.0 -0.4857400654136065 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.30338152463502194 -0.13952874793655465 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 20.49110880122219 0.9870124693123138 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4870437897792408 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7570016479254094 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MNDA 1.4434795117163157 0.0 -0.3455609376385628 -3.1018069060298865 -0.8776474545059836 0.0 3.8743343202813345 0.0 -0.6968568257252499 -5.453078237007524 -0.3617420306289025 0.0 0.0 -1.5216972554658605 0.0 0.0 0.0 7.671224200881665 -0.3625853354569356 -1.310865321583573 0.0 -1.212424142330045 -0.40101831945811806 0.0 0.0 0.0 -3.9505843965494396 0.0 -0.19078564851354562 9.958461938349936 -1.038990725134479 -0.2059082432544798 0.0 0.0 0.4470577963520954 0.0 0.822921154963675 0.0 0.0 -0.7527144556169486 -0.561906301056254 0.0 -1.7183726497115792 0.0 0.20826492401473515 0.0 -0.5709546164037641 0.0 -0.6894302714153566 0.23699911418071212 0.0 0.0 1.6074957039708402 0.0 0.29281999176830414 -1.9039249067775355 0.0 0.0 -6.546261283382041 0.0 0.7349727259976646 0.0 0.0 0.0 0.0 0.0 -0.737593533347368 0.0 0.0 0.0 0.0 0.0 -0.1779245929713409 0.0 9.520637574503093 -0.9137187136115393 0.7315890662213 0.0 -0.8982232600822162 0.0 -0.33763434625825756 -1.0242818700040628 0.0 -0.23532241471527024 0.0 -0.7485356406076892 MOB1A 0.18411817559945512 -0.5974905215568678 -0.12366064033321396 0.3023507339384979 -0.24244378370539463 0.2445536997010024 0.3802344911391095 -0.5217981915555052 0.3665300269881624 0.0 -0.25199290831745846 0.0 -0.3181576445702836 0.0 -0.5256406811740427 0.0 -0.3197386859622382 0.6216345651695633 1.380226734270335 -0.2896799449628213 0.0 0.0 0.0 0.0 0.5851374259876189 0.0 1.0116308888432217 -0.5658460977526432 0.0 0.5777623234206968 -0.4625915738402412 0.0 -0.5522969868754573 0.5393881926713133 0.0 0.46151641421618805 -0.3340440126423243 -1.1750033782127467 0.0 1.6435534623552277 0.0 0.0 -0.5466558677593433 -0.6308170981986322 -0.595705574668638 0.88106274748462 0.0 0.0 0.0 -0.20548229222186962 -0.9509654285950393 1.2069430742437919 0.0 0.0 0.3288606106484095 0.0 0.0 0.0 0.0 0.0 0.0 -0.810012338154516 -0.37780332505471037 0.0 0.0 0.0 -0.2640034675637741 0.0 0.0 0.0 0.0 0.0 -1.0198510750966632 0.0 1.3022603389292464 0.0 0.7264850025791209 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MORC3 0.10119765623181635 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5867906699981105 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8962345236626512 0.0 0.0 -0.8770325826510212 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MORF4L1 -0.010413404776503099 -0.6127597646514935 -1.3208064010382685 1.0460086259514836 -1.24420588144135 -0.16134596514126937 -0.6046470510197014 0.6434094017236782 -0.9532680275616283 0.8861845228237022 -1.0312098924735575 1.6944442237279114 0.37418973324025373 0.646107244721409 -0.8186510364028824 2.2288937257242214 -0.3431058600219092 0.8195180512340275 -0.7418552747100902 -0.45427882351585713 -0.14864030734896522 -2.5074843329682284 0.9088163308709893 0.0 0.4215706241714039 -0.4602223236379232 -1.0551383264103167 0.08085922807384212 1.6583663856750042 -0.1816921889234343 -0.30824400164677146 -0.27648076223701085 2.3252611845088933 -0.6449581946716304 1.1270551412401035 1.072134311473321 0.7681515839239347 0.0 0.0 -0.4375546293687727 0.0 -0.049292079435492964 -0.0038775852313865933 2.3695053048898127 0.6881757208464737 0.0 -2.170515451334046 -0.32717061682816506 -0.8231778282053458 0.3077177416108866 -2.7763243818940393 0.01741635841307357 0.2389309511080129 -3.9413408688189633 0.5217599323867217 -0.8638932361886463 2.1375047391219972 2.6698104936326743 0.0 1.8715036087617083 -0.29197821445457967 4.062090483751249 0.48501048563079013 0.0 0.0 3.137171745870111 -0.4043835218169851 6.045874027224139 0.0 -0.6353555411147561 -2.1790242084964313 0.0 0.0 3.8604910296944652 1.3587276794209462 -1.8287113840379454 1.6029762790680266 -3.760269693252527 -2.0936958997531803 0.4177710643015208 1.6526280198283678 6.213292212323178 0.7576510913322139 -0.4275417835586923 0.0 0.0 MORF4L2 0.024347612822305152 -0.208913941142026 1.1698825834563251 0.022701645876295834 0.8863961803308098 1.1294159056088395 -0.3094573040641175 -0.6343444318809427 -0.11758853441034937 0.0 -0.9814078331865456 0.0 0.39728821090358707 0.4791506059170618 -0.8140821300697546 -1.054343792828156 0.0 -0.7549157407394718 0.0 0.4693666921564617 -0.5841698607289498 0.0 0.6399447137580552 0.0 -0.5002457689957716 0.0 0.5484285804058888 -0.9251718242736419 0.8594810254667908 0.0 0.0 2.9387392137666795 0.9237220893113453 0.0 0.0 0.0 0.0 0.0 -0.6958854399451545 0.0 0.0 -2.5964899432054844 0.0 0.0 0.4210423281204017 -1.7827113115863351 0.0 0.3189660167229869 -0.8621130156593239 0.0 -0.7444404018208688 -1.2071261672721896 -0.44939689218887585 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6130390912346924 0.0 0.0 0.2794445603035377 0.9427688706626848 0.0 0.0 0.0 0.0 0.0 -1.1798682248682872 0.0 -0.5431640115765621 1.120619867504226 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MPEG1 0.0 0.0 0.0 11.996852434398917 -1.6212319911109427 -0.20533071540837347 -0.546416145899247 0.0 -0.6736543545683036 0.548893699966241 0.3293392799176381 0.0 0.0 -0.30594005002136954 0.0 0.0 0.0 4.70898762093299 -0.7957996637171091 2.020639166890438 0.0 0.0 0.0 0.0 0.0 0.0 -1.3662492911117068 0.0 -0.2767967631519287 2.0677644789403264 -0.515065147747212 0.0 0.0 0.0 0.0 0.0 -0.6893826334262952 -1.2865911934062917 0.0 0.0 0.0 0.0 -0.6665687488630616 0.0 0.0 1.1057093333400776 0.0 0.0 0.0 0.30089685738457783 0.0 -1.0682795872239805 0.0 1.0325893287822374 0.0 9.324863256272687 0.0 0.0 -0.009615654675806903 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6256982387141842 0.0 0.0 0.0 0.0 0.0 3.3146962448260844 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MPG 0.0 0.0 -0.13543304591867825 0.0 0.0 0.0 0.0 0.0 1.139174825013552 0.0 -0.46760088525678145 0.0 0.0 0.1243740913125726 0.0 0.0 0.0 0.0 0.7180199309148396 0.0 0.48107873132002577 0.5755031387553041 0.0 -0.4360947657956229 0.18939792241816691 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.819300109209556 0.0 0.9947398496007689 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.325214309284911 0.0 0.0 0.0 0.0 -1.1263871881757717 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6816072968624968 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MPHOSPH6 0.0 0.0 0.0 0.0 0.0 -0.24802948906610053 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3690588047489139 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.32790756002887106 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7477645455563409 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MPHOSPH8 -0.849638255137781 0.0 0.0 -0.19348570997612843 -0.22558436318139588 0.3542766730396111 -0.30999356321797733 0.5890625936322103 0.0 0.0 -0.21873190101124576 0.0 -0.40047472086450125 0.0 0.0 -0.39982821647248634 -0.8423292370349944 0.0 0.0 0.49531092017304584 0.0 0.0 0.0 -0.4430242025672352 0.0 0.2433673775180302 0.41440409418531593 0.0 -0.3080018935816457 0.0 -0.8070423360752476 0.0 -0.6256667530311703 0.0 0.6699535893471105 -0.6809394229632062 0.0 0.700200185334149 0.0 0.0 0.4359555895780728 1.1376011650581876 -0.9896901563918656 0.0 0.0 0.0 0.0 0.0 0.8391727084493603 0.0 0.9982533878579769 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.1900525041703016 0.0 -3.3484906963181387 0.0 0.0 0.0 0.0 0.0 1.0538805409436993 0.0 0.0 0.0 0.0 0.0 -1.041301380410671 0.0 0.0 0.0 0.0 1.0830721133359347 0.0 0.0 2.1050180948107937 1.4124324252118017 0.0 0.0 0.0 MPP1 0.05992856949712759 0.0 0.0 -0.2017579282344211 -0.32142943550081154 0.0 -0.4784676222230928 0.0 0.0 0.0 -0.3469204605869423 0.0 0.0 0.0 0.0 0.0 0.0 0.4193708060629614 0.0 1.1518328667141593 0.0 0.0 0.0 0.0 0.0 0.0 0.47783817017231517 0.0 0.0 -1.3270917536458813 0.5013922236284499 0.0 0.0 0.0 0.0 0.0 0.0 1.2689006379334757 0.0 9.813195587779694 0.0 0.0 0.0 0.0 -0.3819009625213497 0.0 5.0616227002331575 0.0 0.0 0.27014251990162375 0.0 0.0 0.0 0.0 0.0 -0.9967606333964673 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.25247356854264086 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.526981367132414 0.0 0.0 0.0 -0.8120151557316891 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MPRIP 0.0 0.0 -0.17079713751939868 0.0 0.0 0.0 0.0 -0.30892619293470447 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MPST 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0.0 0.0 0.0 0.0 MPZL1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3836236051004702 0.0 0.0 0.0 0.6149354123696439 0.0 0.0 0.4307299715017075 0.0 0.0 0.0 0.0 0.0 -0.49641188564491673 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1134227730398 0.0 0.0 0.0 0.0 0.0 0.0 -0.6403159848716727 0.0 0.0 0.0 0.0 0.0 -0.6530205255079281 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MRC1 -0.1469877897711991 -0.15789030668966728 0.0 0.0 0.0 0.0 0.5740666828602562 0.0 0.0 -0.7790637219910298 -0.22720057017006473 0.0 0.0 0.0 0.0 0.0 0.0 -0.5179669417920032 0.0 1.1889885660566226 0.0 0.0 0.0 -0.4404419053425466 -0.3846054502289254 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -4.267762410470304 5.34459984381427 0.0 0.0 0.0 0.0 0.0 -0.3707761850651426 0.0 0.0 -0.3648838221438463 0.0 2.2445964838495422 0.0 0.0 0.0 0.0 0.0 -0.872024190988001 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39678444385501244 0.0 MRFAP1 -0.07305422465947875 -0.43509733891813107 0.46631681314012 -0.18213747091513074 0.09043558697707055 0.0 0.30388756334622297 0.5357092943949893 0.0 0.0 -0.17350960286428815 0.0 -0.4247263603789422 -0.9201062197733582 -0.8473866613914436 -0.4678227368136447 -0.3199428229041666 0.8274273236442866 0.38993697806284733 -0.31207931615203094 0.0 0.0 0.4545823131385085 1.278840241501872 0.51448974164321 0.0 0.0 0.42530210958066283 0.8107564428402502 -0.4713804298853966 0.14253522934793486 -0.021235435739817808 0.0 0.0 -0.48027290686563995 -0.8507189758617947 0.0 0.0 0.7431482042004302 0.0 -0.6951057445635437 1.0290453365782186 -0.4952205650879794 0.0 0.14558176661618802 0.9179571274709256 0.0 0.0 0.0 0.0 0.8815966900967835 -0.7567107916057886 0.3406431451532483 -1.2046417149466038 -0.12927063136842235 0.0 2.4580994643417546 0.0 0.0 0.36869431276734915 -3.3626416295040644 0.0 0.0 -0.3022231266705188 -1.2231630556896327 -0.9413545204013385 0.35911937043872744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3155959334099653 1.3427284414611869 0.0 -0.3747932308331028 0.0 0.0 MRPL17 0.0 0.0 0.0 0.0 0.0 -0.8173474914490901 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MRPL33 -0.2616436497021337 0.0 0.48516125309031505 -0.3490670926175939 0.0 0.0 0.255016932955549 1.315592308655484 0.30209496341537395 -1.7911692086011979 0.0 -0.28067292937321314 -0.43707683486454857 0.6247581465872768 -0.8644673799627839 0.0 0.0 0.5585097693029664 -0.36913598693382293 0.0 0.0 -0.47478156448755765 0.0 0.48160848752863245 -0.9865427477842728 0.4866512251338469 0.39944716803578956 -0.43559849816698 -0.45965068557544536 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0.0 0.0 0.0 0.0 0.0 0.0 MRPL4 0.0 0.0 0.0 0.2508883397353459 0.0 -0.25603282324998605 0.0 0.0 0.0 0.0 -0.1087370875366186 0.0 0.583982526219262 0.0 -0.3091066762356315 0.0 -0.33732429059045754 0.4255548722238056 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9178373871067096 5.145374541349443 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MRPS16 0.0 1.063813099185636 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8355191493807809 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MRPS18B 0.0 0.0 0.0 0.0 0.2572598403647493 0.0 0.0 0.0 0.0 0.0 0.2310756948007707 -0.2816262291131064 0.0 0.0 -0.3290764737887821 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.642124645688657 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.24343063228641873 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.030488081247425 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MRPS21 -0.10248520559725557 0.0 -0.5885913445170379 0.1922009118404517 0.08079695298367455 -0.5452176722699268 -0.516901580479506 0.3474988238247757 -0.5789056931816977 0.0 -0.5811122638316284 -0.30823999113527933 0.08374048509036569 0.0 0.0 -0.5127719630356696 0.17308454243114785 0.0 0.0 0.0 1.4186506616013068 0.4955548363522998 0.0 -0.35696114170181664 0.0 0.45052131935219714 0.0 0.0 0.7527177394188921 0.0 -0.5617121140583204 0.0 0.0 0.0 -1.5155188728876672 -0.09203439612018223 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22679611081723156 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.364886375247436 0.0 0.0 -0.9742753127059832 1.4191681441224544 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MS4A4A 0.44369479459571687 0.5189981957336054 -0.7248973347981256 0.3645822706887263 -0.6427165445138703 1.1408329521379061 -1.3678053577229152 0.0 0.0 3.0058576584107515 -0.7761315426094815 0.0 0.0 -0.07766769521075378 -0.4218715241921442 0.0 0.0 -1.3823697396595078 0.0 9.933759913196539 0.0 0.0 0.0 0.0 -1.001755414130259 0.0 -1.6081008812667807 0.0 0.0 -1.3888016167633064 0.0 -0.41555754808296214 0.0 0.0 0.2717249606956347 0.0 -0.013750217721501867 -1.7916902002946415 0.0 0.0 0.0 0.6650041494308714 -0.9156099887952338 0.0 0.0 -0.29764274652428974 0.0 0.0 0.0 6.306610840573107 0.0 -1.2082054473520192 -0.9708069124454397 0.0 0.9039103710827684 0.0 0.0 0.368016619580251 -1.277886014483974 0.0 0.43170917411950294 0.0 0.5281378693319329 -0.06252941096111801 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8102714230534158 0.6822487592656041 0.0 1.1725229710194676 0.0 0.0 0.0 0.0 1.2315877905635317 0.0 0.0 -0.46111926381761814 0.0 -1.9040090617392322 0.0 MS4A6A -0.3031874571822167 -0.14725832326464328 0.1470039753685575 3.7895265386670314 -0.45348864665038374 -0.3027086504029533 0.8625294542915682 -0.507416873248143 -0.979777774973305 -13.646243733216604 -0.06772156494320782 0.0 0.0 -2.707453920737713 -0.2805959858909166 0.0 0.0 1.3711440085136177 -5.567999370985623 9.371958777740588 0.49618082950724285 -0.7579167597342503 -0.16223573786797288 -0.4241884338549041 -0.8744423567617874 -0.11957954276594777 -9.866965104927347 0.2653258581552683 -0.3662656903977551 5.476639504912878 0.0 -1.6768634465873606 0.5409701213267468 0.0 -0.4546232229187372 0.0 -2.904534467260222 -6.46418547774716 -0.5363304788695485 0.0 0.5868777960808603 0.7045774120728256 -4.148307503001371 0.0 0.0 -1.2485705975448773 0.0 1.56467833525392 -1.4070969603698333 10.525421062952676 0.0 -6.144427261790007 2.6956064896845002 -2.262344075912955 0.8595281523950207 -9.781397968870548 0.0 0.8111644205657015 7.631786469472548 -0.6953038960248111 0.7323765215732339 0.0 -0.3925765707296347 -0.14819173056479387 -1.0529327796747514 0.0 0.3147212580051089 0.0 0.0 0.4798393345998916 -0.7128802074081871 -0.45499179683563257 -1.4383713097635442 0.0 4.950901712591374 0.0 -1.6971440241283635 0.9215342013900901 0.0 0.0 -1.038306313986642 1.2223431785141998 -0.6415947909478656 0.2618917542174524 -1.7076337577566298 -2.4338412162633047 MS4A7 0.03545407507024401 -0.1523308123538373 -0.1540170999987154 -1.9162471379689832 -0.4681258484817985 0.0 -3.306647808012347 0.0 -0.20583487888851631 20.135107341078744 -0.015625182118983894 0.0 0.2891847248697398 -1.4786160758868923 0.0 0.0 0.0 -0.22081083610491545 -0.40392232319571836 8.916895238666049 0.0 -0.4372528742545232 -0.4322863908386413 -0.32756316330877905 -1.0817564684764032 -0.3521974304285662 -3.4811948809658877 -0.421412219079216 0.0 -5.606450213206347 -0.4819944499356895 -0.5388533060932172 0.0 0.6003984274446337 0.16896364444885179 0.0 -0.6762975779993072 -1.8706798401238653 0.0 0.0 -0.6452419211295937 0.0 4.112948575090508 0.0 -1.4774548066733417 -1.4301760480902002 0.0 -0.2159595528313096 -0.8449590448519543 2.170926538247887 0.0 -0.7756348148229143 -1.2122983499682423 -0.9984717274208816 0.5702361410583917 -2.1085464234755444 0.0 -0.694012005913352 -1.148900548249733 0.0 0.0 0.0 0.5359912065475153 0.4995108143750721 0.0 0.8901347174865083 -0.7105452988531219 0.0 0.0 0.964076470145298 -1.0608954921329625 0.0 0.2650027320614322 0.0 -4.351238458707547 0.0 0.8537263053442604 0.8943045785656316 0.0 0.0 -1.5392263042867274 0.0 0.4157687354752072 0.232736839477434 -1.6372624358704122 -0.8239023540295568 MSH3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6074570882617714 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MSH6 0.0 0.21205151739344252 0.0 0.0 0.0 -2.266130534660809 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.247164426270574 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MSI2 0.0 -0.20774974716014558 0.0 0.0 -0.3775910779676439 0.0 -0.25827250385961326 0.2534289986030313 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9684622150064882 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7409183112765124 0.0 0.0 -0.7814489901079529 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MSL3 0.13801159531387439 0.0 0.19536437293488793 0.0 0.0 0.0 0.0 0.30340496318803606 0.0 -0.30906015919954916 0.0 0.0 0.0 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1.3535899674151364 0.0 0.0 -1.3930778302597808 0.0 0.0 -0.6360710456805827 -1.7219440966048527 0.19798308945235985 -0.4740105335367666 -0.5024809725976757 2.0225072384166514 -0.4198151635964468 -1.2807809993395256 -1.8761423488352176 0.8070275052867981 -1.7481123915704475 0.0 0.7731806928797205 0.0 0.0 0.4139384485519666 0.6553613552167847 -0.6265667583498754 -0.707220154367358 0.06125396855603033 0.3634741081049773 2.487931462281666 0.0 0.0 -1.9419858430921144 0.0 -1.5281295064456806 0.0 0.0 0.9711588866833467 0.0 0.0 0.0 0.45742009392787786 1.2733750720844963 2.0643685684730753 0.46757216030118376 -3.7045335676146336 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8190713810177733 0.0 -15.357815008520964 -1.2628256090521917 -6.3232901470940694 0.0 -1.2339766089663753 0.0 1.1812908781219393 -1.431492888467692 0.9810584346539901 0.5414910921959032 -2.969457893172932 -0.43893555369462395 0.0 0.0 0.7593481430395129 MT-ND4 -0.10603016288345599 0.5891035461645637 1.5364087672642264 -1.1634633967023984 -0.884920262127238 -0.2147391171125929 -0.3172703910500648 -0.36900757063358774 -0.04837498961858713 -1.3932276281501041 37.225653188631696 0.0 -1.3787212755867375 0.7575741277446838 0.0 -2.259433813607434 1.427902211933521 -0.3738929663874509 2.660458193312464 0.0 -0.1702890073610124 1.0704717468083138 0.9003828448513804 0.6754317452636769 -0.23815549032681668 -0.6702815300401386 -0.24298498609032682 -0.809720345496002 -1.1898502837066232 -1.9684194979152456 1.7080155444843685 -1.4461524916031276 -4.289732387023804 1.5499067802723243 0.11478091076960971 0.5940001800394801 0.0034691024023053574 0.9324188799028048 -0.7367807830794083 0.6242926251588299 0.9398600717903065 0.0 -1.4725444140423527 3.6070958254183565 2.4828169392732886 -0.6316942126672008 -0.9939745631668784 2.0204457533531497 0.0 0.0 0.5803830126268487 0.7384987826098266 -0.5873206559746568 6.647818529898312 -3.913591693812682 -0.8423768040271264 0.0 -6.038052649287478 0.0 1.3384246956389128 0.7836032449536248 -8.480605895433998 2.2424722716237624 2.23805785256104 -1.0807307356347133 0.0 1.9793792622348099 0.975192067655937 -1.907837475028248 0.5202028065123496 -2.693404120158791 -0.7838433382940366 -2.4292941227221556 -4.516640813243206 0.0 0.0 0.0 0.0 -2.8999832831556214 4.724593170450186 0.0 -8.346388522349134 -0.8962401363206819 0.882748832799966 -1.0492172400395188 7.175656231386735 MT-ND5 -0.4711848500556831 0.6458585518429952 -0.28074113581929533 -0.9298209056229544 -0.11293953944868433 -1.70479820819458 -0.3384454302223369 0.3911623744014001 -0.6696412096741435 -0.00998120178539668 26.835726064896416 0.8150760484087636 -2.527231393333769 -1.3147742970483987 0.45355297504164166 -4.833732145409487 0.8728546019153399 -0.23871171835116062 0.9614636520042588 -1.592813614519788 -1.7830772896062543 -2.5148635076332178 0.18951443111579763 0.28898673337827596 -2.6031527304296027 -0.16498140346209514 1.031696429911221 -1.0777409434075076 1.1431247027060205 -2.061937440145018 4.028015810150032 -3.5472645027083707 -2.3753338104959854 -1.2184528723623225 -1.8608026589131488 1.3154064724827117 0.5522956567320203 0.019807746281362726 -1.3558013180182475 0.13260983050912145 0.6531719540310412 -1.656268541386185 1.8219518676077078 2.350093100212392 0.16637767673720114 -0.7298114457019084 1.911186636609081 0.870443168947103 0.28846036945027453 0.5470829657004265 -1.3792529513384846 1.0831448555616807 0.0 8.409092441434664 0.36970418065391336 -4.394261652765928 1.0591297451579547 -1.3979688797935796 4.417874092403263 -0.477043808354479 1.9338752118289453 -6.719596226318825 0.0 0.8866313895172612 0.0 -2.083785462713086 0.0 -3.4077572518889894 -4.2458405762646 0.3956835041743102 2.3418378868491265 6.489236004405216 -0.9154994909575713 -5.090274845571956 -1.9610625933445938 2.6778587960355478 0.0 -1.3632666983260773 2.673996903798868 -0.3040309640847212 -0.6232764389720109 -8.981948343174366 -1.0014820318380795 0.0 -0.4345296672684154 1.8897856623861096 MT-ND6 -0.5737035098690068 0.229464385255634 -0.16041482117060718 0.2836854478037688 0.5015410543916512 -0.2841234043750092 0.49131431965892775 -0.23572090485094635 0.0 0.0 4.39927416712405 0.07596681665950529 0.7244254533769942 0.0 0.41969689381242536 -0.5220268762996342 0.0 -0.39690055816071695 0.5195131187234614 0.0 -1.267658480529449 0.0 0.0 -0.4685681364258873 -0.6642433775766695 0.22043113343838297 0.0 0.0 0.0 0.5001075577892342 0.0 -1.2443183737682357 0.0 -3.0859460549190603 0.0 0.0 0.0 0.0 0.0 1.1281909444806255 0.0 0.0 0.0 0.0 0.0 0.5407872255153569 0.0 0.0 -1.424775930677748 0.0 0.0 0.0 0.0 0.0 0.0 -1.7418111372735323 0.0 0.6428709325061351 -1.0508834047909834 0.0 0.0 -1.1924693311906183 0.0 0.0 0.9885995184095876 0.0 0.0 -3.57957730398829 0.0 0.0 0.0 0.0 0.0 -0.1534454205853141 1.1697219768486562 0.0 0.0 1.7955805375897387 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MT-RNR1 0.0 0.21055455892130273 -0.9442721612209554 0.03126100557278811 0.0 0.0 0.3097781785893013 0.46633212442631544 0.0 -0.44800342313897384 1.0299010472920522 0.06666023578000632 0.0 0.0 0.0 0.34248839533098513 0.0 0.0 0.0 1.1447185945491756 0.0 0.0 0.0 0.0 0.0 0.8827207554188466 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7133319203021256 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.14914527713323178 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1555351193092447 0.0 -0.895552008486697 0.0 0.0 0.0 0.0 0.0 1.74002754360768 0.0 7.669363617230211 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2948147605314654 -1.4044851725170198 0.0 0.0 0.0 0.0 MT-RNR2 0.0 0.0 -0.8396452789339067 0.0 0.300606049961276 0.0 0.0 0.0 0.0 0.0 1.5330676533261565 -0.36327742227320775 0.0 0.0 0.0 0.333735180906081 0.0 0.0 0.0 0.0 0.0 0.0 0.607618427963229 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -6.1128611232790275 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6851545161878942 MTDH -1.1724355536601494 -0.6392678825656499 -0.7252302677253508 0.55382657866075 4.8293654877309065 1.107010120181771 2.415430291976535 0.015867098067854187 -0.8341333771718373 0.429526025466653 2.6158321776090734 -0.8920483573629612 -0.3652007066388537 0.8049654694409469 -1.688906770097662 -0.8831192535360751 -0.3399424004947071 1.2962260899273852 -0.8946212251344454 -0.3996697274716712 -0.4222069781013494 -3.346221581795486 0.0 0.5822986623212901 -0.160315812285153 -0.08566111164699926 -2.085772783298041 -0.5178683178281274 1.2496138937637395 0.37854292597523487 -2.0046347571772283 5.791034899031286 1.5407270055921614 0.7745058923095836 -1.0332543047100158 0.0 -0.4826320784062311 -0.15781172826458212 -2.369218483416715 -0.6178202782422942 -0.5815746437777959 -3.6093249665146647 -0.851406278783173 0.5955232114367893 0.0 0.1201905116619919 0.7643267230662174 0.0 -2.2694198941883768 0.0 -2.65140275403551 -5.532551214314509 0.0 9.72210234798972 0.0 4.312631568545444 0.0 -0.9799705151519139 -2.3499129247853863 -3.2249834799880728 0.0 0.833368335498328 -0.2735529457363876 -0.5718786514606671 -1.346770113547838 0.0 0.0 -2.1428103283085003 0.0 0.0 1.9197726371178017 0.0 -1.6514791709709287 -1.8204788005496888 2.129680278779531 0.5032821766061785 1.1498793289920066 0.0 -1.1173728680367565 0.0 0.0 -0.9859397143485535 -1.120296016473509 0.0 0.0 -0.6034307700759552 MTERF4 0.0 0.0 0.0 0.0 0.22994558335733747 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5574299750693433 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.686937652516312 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7747529666519585 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MTF2 0.13356275631309006 0.0 -0.21961262304499266 0.0 0.0 0.28737754523025655 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4698959100419719 0.0 0.0 0.0 0.0 0.0 -0.4543045060287149 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2141291268515413 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MTHFD1 0.0 0.5761772871099144 0.0 -0.23398305999987049 0.0 -2.938557136641942 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.669981998254568 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MTPN 0.16681918832442746 -0.3181548710782929 0.0 -0.19067035964143159 0.27935778441020603 0.0 0.0 -0.4881688028026545 0.0 2.4070249048737344 0.20356671396571593 0.35706684814241363 -0.8750034442218075 0.0 -0.45395359340919145 0.0 0.0 1.8628048579291419 2.319579443084488 -0.655090618517851 0.0 0.8282203301961819 0.0 0.4916526955751438 0.0 0.0 0.0 -0.5998349335973693 0.4611853346186885 0.48527742461594303 1.3367424704884485 0.0 0.0 0.0 0.0 0.0 0.0 -0.7157264788197816 0.0 3.3702768730941948 0.0 0.6438876259489746 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.9786765300487072 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3123395147420938 1.4691489870481886 0.0 0.0 0.0 0.0 0.0 -0.6112536412701973 0.0 0.0 0.0 0.0 0.0 MTRNR2L12 0.6959128382022526 -0.16540867085393948 -0.042038554882761967 0.24280830560906147 -0.3213052512472185 -0.463018070457372 0.0 0.0 -0.4443069894287737 -0.37036137512996187 4.825639304036344 -0.30248972705397714 -0.31871382220073396 0.0 0.5325413093214377 -2.7877443964443187 0.37956802039506904 0.6842334829428348 0.5858036606827578 -1.674379683582123 0.0 -0.3263216118642589 0.0 -0.4399885076557508 0.8919920831791592 -1.4860989254189914 0.0 0.0 0.6555393975314907 -0.6055385042415691 -0.7086605163338666 -1.0604474071022882 0.0 -0.8562567880555687 -1.213099943253132 1.2088028359488594 0.0 -0.9457391179176158 0.0 2.1950107037543383 0.0 1.1280601066553178 0.2045324261694049 0.0 0.0 0.0 -2.608855703043837 0.0 0.0 0.4365110222402012 0.0 0.0 0.0 0.0 0.3983824282341761 0.0 0.9792973820381533 -0.3499121132763099 0.0 0.7790079710270935 0.32048882432145015 1.012596971090516 0.0 0.36208688457564825 0.0 0.0 0.0 0.0 0.0 0.4711452515410544 0.0 1.2835086016811101 0.3098785492884321 10.90562900568589 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.277936787416119 -0.4009719445686538 0.0 0.552843245808383 MTSS1 -0.12859372133140817 -0.018700414534179033 0.0 -0.16231197787782445 0.0 0.0 -1.199180139050435 0.0 0.014332217365675248 9.883907211986887 0.0 1.1507829116333033 0.0 0.0 0.0 0.0 -0.4335303415467494 0.9092285330996266 1.932808682574829 0.551657965400022 1.1001126189810866 0.0 -0.7412642100175735 0.0 0.0 0.0 0.0 0.0 0.0 -1.075282603693189 0.37321598037554293 0.0 1.2012580712301084 0.0 0.0 0.7829199203651923 0.0 0.0 0.0 -1.1435934191075645 1.9230555939200182 0.0 0.0 0.0 0.0 0.0 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-2.1919451040664883 -0.31234206359043526 0.0 1.315556417008649 -2.780708614904668 0.0 0.0 0.0 NAA10 0.1476510568746599 -0.33300089045145975 0.03637929651710788 0.0 0.0 -1.2154252086383672 0.29106679489815296 0.0 0.0 0.0 0.29981220095146016 0.0 0.0 0.0 -0.29752803495275515 -0.7201035768128622 0.0 0.0 0.0 -0.8119503825788493 0.0 0.0 0.0 1.08480023417119 0.5342199591863624 0.0 0.0 0.0 0.0 -0.44000438236378103 0.0 0.0 0.0 0.0 0.4563441512204826 0.0 0.0 -0.6566198556035041 0.0 0.0 0.0 -0.6823802989185958 0.0 0.0 0.0 0.0 0.0 0.0 -0.6768642712799132 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.37806187179849277 0.0 0.0 0.0 0.0 1.3188616676100091 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NAA20 -0.2293685466386215 -0.17993130413284564 -0.17147227598460607 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5012130079050446 0.0 0.0 0.0 -0.5170018923335643 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4359931084211282 0.0 0.0 0.0 0.0 -0.14322809437900813 0.0 -0.6744984620669838 0.0 0.0 0.0 0.0 -0.7123358362553202 0.0 0.0 0.0 0.0 -0.6237772712901684 0.0 0.0 0.0 1.0789169321091598 0.0 0.0 0.0 -0.5180186976406539 0.0 0.0 0.0 -0.9034515181640894 -0.862191835010389 0.0 0.0 0.0 0.0 0.0 0.2170500236951555 0.0 -0.6501939223594447 0.0 0.0 0.0 -1.524331416894413 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.0067319495951335 0.0 0.0 -1.3467242503863992 0.0 0.0 0.0 0.0 1.0232846366523003 0.0 NAAA -0.2757976103927208 -0.3430193662539842 0.1376537965751215 -0.4696578830756699 0.0 0.08021420883036241 1.6419301303632323 0.0 0.0 7.419990268768864 0.0 0.0 -0.27750645569690763 0.0 0.0 0.0 0.0 1.0552360401793792 -1.1531400531299985 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9795634607102427 0.0 -0.6560176295326375 -1.6639330548017055 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7816240425199167 0.0 0.0 0.0 10.479406964576222 0.0 0.0 6.22038641235805 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5128318689847506 -1.3313853705245609 0.0 0.0 0.8386907019888602 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NABP1 0.0 -0.31913958337432574 1.1273249114461827 0.0 0.0 -0.3493043283468916 0.0 1.1042420658450187 0.0 0.0 -0.2888285366392019 0.0 -0.3427815064532609 0.0 0.0 -0.4309565709612426 -0.4643649509415152 0.0 -0.3449294496869513 0.41086788965001014 0.0 0.0 -0.6100315674256471 -0.8201313165285994 -0.17073870131677735 -0.3899156218580259 0.0 0.0 1.2933169631652877 0.0 0.0 -0.49459981276563775 0.0 0.0 0.0 -1.8108365088979947 0.0 1.8800138142878668 0.0 0.0 -1.7385486382788682 0.0 0.0 0.0 -0.29381927402959807 0.36344294837088575 0.0 0.0 0.0 0.0 -0.8625415826522669 2.625372495564843 0.0 0.0 0.0 1.1074244206675672 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.538324058670081 0.0 0.2728562035861432 -1.2252179635904448 0.0 0.0 5.888066889855515 0.0 0.0 0.0 0.0 0.0 -1.0708319040353211 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NACA -0.2409718938234806 -3.384346696410981 0.68678682769785 2.202295026985705 0.3125669318213932 0.3322722119745617 0.6028551003406747 -0.021360155743777816 -0.4535031500330364 6.556083270861973 -1.056923585290975 0.9113833091622024 -0.5350235745948444 0.20780256694836433 -3.564716036878137 10.838562448223326 -0.6250518886887395 1.7915041238330442 0.692178134963221 -1.50360317993288 -0.9324720583348289 0.7903212117091957 -0.8319077936502202 0.5261090235940326 -2.1469950053920965 0.540776026217646 0.5723173653173889 0.592365669518094 0.6311025502178003 -0.42794598130356415 0.0 0.9933906695636757 0.10300644373306796 2.267229728013519 1.2877032468731648 0.0 1.2421041110830244 -1.023389711478091 -0.694588577402867 -4.26026535072632 2.429003017033635 -1.2652506667988694 -1.5319417224530358 0.0 -0.825296031086254 0.017913181293490826 -0.16450968890056736 0.06810633865101012 0.0 -2.9810250743800664 0.0 0.0 1.9452469891905355 -1.0749622781079264 0.2741653973086838 0.0 0.0 0.3844032812386511 -3.9379752993063697 -0.744424453099256 0.318772979691676 0.33464837592877905 3.2997862534779148 -1.62246791717598 -0.688848655287012 0.0 -1.9049283608798335 1.4620449430255533 0.0 0.4962215448164062 0.0 1.6342143817463863 -2.0594777041906163 -4.313009917109428 0.0 0.0 4.1339279222933145 0.0 0.0 -0.04669293897138127 -0.5454008092644963 1.671743150382954 -0.9579029288988259 -1.717163040009018 -1.3342751083446571 -1.3645956681344074 NADK 0.0 -0.15264862077240057 0.0 0.7859398089069475 0.0 0.0 0.0 0.0 0.0 0.34479823112259417 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.44555620107729454 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4733679903190224 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6997982673331534 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NAGA 0.0 0.0 0.2318869584897123 0.0 0.0 0.0 0.26377750210713935 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.054733562999505 0.0 0.0 0.0 0.0 0.0 0.0 -0.3243823511895469 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5822207373783149 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9562758619039626 0.472776026392908 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NAGK 0.8245427913306861 0.0 -0.2673153104358787 0.0 0.0 0.0 0.5074754754414325 0.0 -0.20206090027848517 0.9232589402595549 -0.3041969378642636 0.0 0.0 0.0 0.0 0.0 0.3713747008177101 0.5264248970607859 0.0 1.3964743280872796 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.624671220519653 0.06391751881893738 0.0 -0.08345484850250307 0.0 0.0 0.0 -1.156525095599303 1.7026512980457977 0.0 0.0 0.0 0.0 -0.7415520629745921 0.0 0.0 0.0 0.6005796633495734 0.0 0.0 0.0 0.0 0.0 0.0 -2.353444394921548 0.0 1.0906935229794963 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0510084639228428 0.0 0.0 0.0 0.0 NAIP 0.0 0.0 0.0 0.0 0.0 0.0 0.21067426114842985 0.0 0.0 -1.9500468790915244 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4683124318164399 0.0 1.5030511365721086 0.0 0.0 0.0 0.0 0.0 -0.35430857298671886 -0.49443276368009986 0.0 0.0 1.1429560526729594 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8006667469172019 0.0 0.0 0.0 0.0 -0.9038494429629306 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.850797093095688 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NANS 0.0 -0.13701829334086751 0.0 0.0 2.0402885774581794 0.0 0.0 -0.23410612251036203 0.0 0.0 0.0 -0.31343949996030807 -0.2283525676089317 0.0 0.0 0.0 0.0 0.4719670010598424 0.0 0.46356267737819074 0.0 -0.30830447653304816 0.0 0.0 0.13233210206132076 0.0 0.0 -0.39789016391144044 0.5513072158179048 0.0 0.36025461606644654 3.328130233449523 0.0 0.0 0.0 0.0 0.0 0.6376575488737529 0.6833898460031759 0.0 -0.6145076336241344 0.0 -0.3058796067985492 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.24394474545082243 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.501565341556078 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NAP1L1 -1.2311962469594384 4.509231764829132 0.40728693780312486 -1.5173977056747274 -3.605417499756752 -3.994867205782168 5.364125457863015 -0.8524104677900591 -1.3370413361113418 17.942097945724996 0.9363470464999045 -3.2892280426035385 -0.5052990496118461 -0.4015405154061205 9.704077507438468 0.9054647444475741 1.1916547212157589 -0.5101023447670534 -2.1477893107098063 -1.0160065509335328 -0.7631147459844989 3.8440806975533195 -0.012621770738746681 -1.2414661533965274 1.0416692626942305 -0.32006015448525305 0.7066705154878093 0.9436049450015394 -0.7382102788209143 -6.4109482043392685 1.3253156129222434 0.27188798467370445 -4.567630843274353 1.8010421484546886 2.813691732335961 1.4903652810457884 -1.4491966249880415 4.764760850505367 -1.0117183990938496 24.030792222847047 3.95045837260939 -1.3012101996589864 -0.8836018243810383 -1.756304692470358 0.0 0.7527634165227614 -1.485408934692743 0.21976622493276263 -1.4696314822730692 0.0 -3.9032047100224254 7.56231212559766 0.0 1.840471592960564 -0.519976330163704 4.0585378439279856 1.8148330671584016 -0.38497241541624666 -4.065111569639893 -4.026018435622407 -1.5108305999324838 -3.7890641562945393 0.9462412662130512 0.0 1.008153565467046 0.0 0.0 2.2422262262385972 0.0 -0.9580816973480173 0.0 0.777427307692462 -0.6731588346176647 -1.1545741067971849 -8.329456187561785 0.07625868506696457 0.0 0.4531317430261623 0.0 0.0 -1.0281076041380994 5.2851030481662296 3.516934281979773 0.0 0.226279215364611 -0.8858485039899741 NASP 0.12272949602333032 7.7268354721776635 -0.47313775585665446 0.19017269662347538 0.0 -8.970616679031389 -0.13469912937012535 0.2987043682730786 0.0 0.0 0.37924282326761 0.0 -0.36752565936393766 0.0 13.283091326892459 0.0 0.0 -0.36040490425863503 0.0 0.1616807657296054 0.0 -1.172425851970151 0.0 0.0 0.0 0.0 0.0 0.0 0.4179551093200893 -0.6143014831283754 -0.43511356176732696 -0.4139358445231579 0.0 0.0 0.0 0.0 0.0 -1.5025390202954005 0.7215870899311313 0.0 0.15919146668245832 0.0 0.0 0.7341721548965099 0.0 0.0 0.0 0.0 0.0 0.0 0.8539178476105022 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7821570712355497 0.0 0.0 0.0 0.0 5.035447539633766 -0.8990123827508936 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.1771990722296155 0.0 0.0 0.0 0.0 0.0 0.0 0.24842381332306637 -1.252865597516776 0.0 0.0 0.0 -0.3890052259685891 NAT9 0.0 -0.11945326374046757 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.42800259195503837 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7226677167882195 0.0 NBL1 -0.30773809746576053 0.0 0.29340759017567464 0.0 0.0 0.0 0.0 -0.49933862809236895 0.2783620660732173 0.0 0.0 -0.2617457314090314 0.0 -0.34131151909213125 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.438027413902814 0.0 0.24897834771953223 0.0 -0.4069251195803954 -3.778724848677039 0.0 0.0 0.0 0.0 0.0 0.0 0.43721407246382815 0.0 0.0 0.0 0.6280184369434164 0.0 1.7170322801718023 -0.7469616156747279 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8556165732356116 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4016681304235958 0.0 -0.570498399074343 0.0 0.0 NBN 0.20375937784117956 0.0 0.0 0.0 0.0 0.0 0.020574042349646125 0.0 0.0 0.0 0.0 0.0 -0.3387560633289872 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7562277771388762 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.4561044691451848 0.0 0.0 0.23333727514677616 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NBPF9 -0.20283289596706472 0.0 0.3336947599564764 0.42951889208534605 0.07495021924342822 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0064320623147536 0.0 0.0 0.0 0.0 0.0 -0.8783240489622527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5841904906966058 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NBR1 -0.11007868854995102 0.0 0.196129892797114 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6116865511215913 0.0 0.0 -0.7898831335641131 0.0 0.9042805805215824 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7806811569061943 -0.8603471103792596 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NCAPD3 0.0 0.7488756738050244 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3993891152152023 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NCBP2-AS2 0.0 0.0 0.0 0.0 0.0 -0.22260202508077914 0.0 0.0 0.0 0.0 -0.29657855776203057 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.40517205752432117 0.0 -0.3944653974695185 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7569860507638329 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NCBP2 0.0 0.0 0.0 0.0 -0.3153234242475545 -0.24574493846974052 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3073292675020503 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.597048052575919 0.0 0.5255203864796343 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NCDN 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.26182630798032325 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.47205652869578013 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NCF1 0.04827762759276048 0.0 0.3221115655327513 4.635199617150581 1.3520901908444554 0.0 -5.930462762776181 -0.4804096602391684 -0.6760251840546146 -4.611863419319255 -0.32493186642260746 -3.9706309647577864 -0.12278589529982509 0.0 0.0 0.0 0.4189019621201459 3.201298914187092 7.947030304768942 -0.7159714715000247 -1.5014931633147934 1.053804526580304 -0.7060546973430152 0.0 0.450647953734508 -1.5382323692802942 4.806829477089216 0.0 -0.4722657326806422 9.419127057240068 0.9166060294831918 0.0 -0.8718267492430888 -1.8248651066682444 0.5005723278890937 -1.1976200641999322 -1.4213627111658302 -3.0223389198748216 0.0 -1.6646118738095157 -0.6642207615149232 0.0 0.0 0.7968516662645105 0.0 -0.7548742667115461 0.0 0.0 1.0363150486614103 0.0 7.517189113194057 0.8178973434606202 0.18583140145573987 -3.0666286007052634 0.2823720235334319 0.0 0.0 -1.0426900291003296 -2.8920698898451604 1.3888750741455629 0.0 0.0 -0.4721206943615601 -1.5079068595620952 0.0 1.4663794300051798 0.0 0.0 -2.9170341435542095 0.480871747730077 1.993958628274831 0.0 0.0 0.0 8.708828567327226 -1.4250876596358302 0.3962261383402184 -0.9863436626669213 -0.2070813690744277 -0.4491708907880181 0.0 0.0 0.0 0.0 0.0 0.0 NCF2 -0.17610788425396892 -0.334993555168969 0.0 -0.35609042490459575 0.0 0.0 0.48276716517975055 0.0 0.0 0.0 0.0 -0.2944564458428873 0.0 -0.3191656088820107 0.0 0.0 0.0 6.275462417404128 0.0 -0.37743178060628063 0.0 0.0 0.0 0.0 0.0 0.0 1.5772144106935224 0.0 0.0 0.20424577640449212 -0.4202298059528241 0.0 0.5288604463434701 0.0 0.0 0.0 0.20665138316901596 1.9361652490613657 0.0 0.0 -0.5257857011902779 0.0 0.0 0.0 -0.44672218074676684 0.3599257069994614 0.0 0.0 -1.0175707136484384 -0.29741941343106426 0.0 0.0 2.191989232896822 0.0 0.0 -6.586014697264653 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.6583535611679805 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7254952002493533 0.0 NCK1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.338863105308663 0.0 0.0 -0.3412041088369257 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.49432164246619176 -0.3361906056456947 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5746912728687094 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.45589950328192796 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9760674686248692 0.0 0.0 0.0 NCK2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38089312681222437 0.0 0.0 0.0 0.7337731501365163 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5188812169909855 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5455840410387414 0.0 0.0 0.0 0.0 -0.7972864601471877 0.0 0.0 0.0 1.538536518404762 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6302380546406915 0.0 0.7203300386034596 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0940163653151702 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.491260859500523 0.0 0.0 0.0 0.0 0.0 0.0 1.154247247557942 0.0 0.0 0.0 0.0 NCKAP1L -0.11652019758225714 0.0 -0.614866792835184 0.3174369132632461 0.0 0.0 0.0 0.0 0.0 0.3647455137113434 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47237326722879425 0.0 0.47870807828077006 -0.32080472379637587 -0.33091494494799645 0.0 -0.4046069857910668 0.0 0.0 0.0 0.8002519517670824 -0.28738777528916715 0.0 0.0 0.0 -0.4273285715737178 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7872256538081485 -0.6686007235821302 0.0 0.0 0.0 0.0 0.9710405905609223 0.0 0.0 0.0 0.0 0.9588397941649135 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.28758777591367013 0.0 0.0 NCL 0.33638247166627905 0.9062313326969295 -1.537411421311172 0.015214593421707718 -1.0840751445994508 -5.693735279494175 0.11483702114022952 -2.0456650009346298 1.0635632404950044 -0.6533380423462529 -0.016274173591215597 2.0082210231270743 -1.6139745497577151 0.3047761147806451 3.0052321206355184 0.8496412612838108 -0.9023271330774555 -0.6513220227479081 -0.2632771067219376 1.1850042726897192 -0.4764590800551453 -2.8019357537560223 -2.4023931477455847 -1.4758484236737308 0.25576754304043064 -0.5852679293401357 -0.6142811353098218 0.5565909883161341 -0.8162306641821085 -1.874842391642426 -1.3496072199879077 1.6535386146446664 -1.835885519605289 20.390573186766083 0.0 0.0 -0.9726647279905465 -2.0847542040879423 0.7517029984791265 1.0242677397050448 0.30490948434206233 -1.9788438064824712 0.6884853456681708 3.7144537235829276 -0.18615763881604633 -0.03385946165003111 0.0 0.0 0.0 0.0 4.253417240568548 -1.484384637882879 -0.39550770902115295 0.0 -0.8937624485581456 -1.2391404965007806 3.6182461968575184 -1.070824966946881 0.0 -2.1328606163198054 0.0 0.0 -1.0345616390154686 0.0 2.2710225305205496 5.769650102164398 -1.222223467199203 1.2343911450446765 -1.256516138645205 1.1579978057909757 6.475760946034926 -0.29228899502635014 0.0 -8.295318902608889 -1.9722452554219356 1.542493404655124 -1.9338923779516193 1.1375737863526718 0.9047667677024114 0.0 0.0 -1.2741823775609915 0.0 0.6639055499914919 0.0 -0.37198581046546153 NCOA3 0.15796884175991668 -0.15431340478591588 0.0 -0.20030732312807437 0.22166215307640394 0.0 0.0 0.7244702031343973 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3441698922683936 0.0 2.034093365209663 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7170965000786601 0.0 0.44464597249668003 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8006022776534493 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1392443158779104 0.0 0.0 0.0 1.1450159703942924 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NCOA4 -0.3421057027008164 -0.39439025445185627 0.4400271963566576 0.0 -0.3372991338295385 -0.25800276741515765 0.40778148557668 0.0 -0.22454144036084964 -0.7317739726882261 0.0 0.0 0.04397267889172002 2.1770225389007423 0.0 0.0 0.0 0.0 0.0 0.8343683793738629 0.0 0.57697779680497 -0.4300136691663669 0.0 -0.2785226181033346 0.7178405174371209 -1.1617527725918662 0.0 0.0 -0.23777854530523612 -0.3969377913147193 0.0 1.2486334034443387 0.0 1.1322519832060474 0.30691503692980265 0.4886876641719946 0.6521772858178182 0.0 15.706587349204199 0.7142918077008906 0.0 0.0 0.0 0.0 0.2983676966391989 5.53088998414811 0.46421853976988153 0.0 0.7139625768345647 1.0838157787678306 0.0 0.0 -1.1142657505325901 0.0 0.0 -1.4821172822388446 0.0 0.0 0.7452925359690356 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4545631771427268 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8398389480883302 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NCOA7 0.09557102698965524 0.18593058900381768 -0.13192332703086837 0.0 -0.3283750203498337 0.0 0.0 -0.2701596235327675 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.7684238638611043 0.3609091710938763 0.0 0.0 -0.151930041390973 0.0 0.0 0.0 -0.9653467222704248 0.0 0.0 0.0 0.0 0.0 0.0 -1.815293353831239 0.0 0.0 -1.5830673698658395 0.0 0.0 0.0 0.930825547641199 0.0 0.4025633019351185 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5000138686873598 0.0 0.0 -0.23114791916605162 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NCOR1 -0.6502841415170895 0.0 0.1816024797437305 0.0 -0.21652802728157403 0.2995394518746501 -0.024825649975328466 -0.37194579212702117 0.09645941402583183 0.0 0.24993263750849617 0.0 1.0281262779121456 0.0 -0.541605254769992 -0.48634980893206536 -0.22297902866467975 0.0 0.0 -0.7214136212857495 0.8676096312077276 0.9227302372707662 0.0 0.4713228383834186 0.0 0.329615492947742 0.0 0.0 0.006618793248468661 0.0 0.0 0.0 -0.6129731410754772 -0.5331740685564424 0.0 1.6695440692139125 0.0 -0.7078253719280378 -0.5925528565693616 0.0 0.0 0.0 0.0 -0.016994559331598325 0.0 0.0 -0.7899115867140244 0.0 1.4021264398588482 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0461986807029717 0.0 -2.3326269537199287 0.0 0.0 -0.8955852279862638 0.0 0.0 -0.7415333735404078 -1.3300856339661007 0.0 -1.0800488627950764 0.0 0.0 1.1869164382771806 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0221599175777019 1.1559451009884996 0.0 0.0 0.0 NCSTN -0.12526226541124866 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9157323288442413 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.037635130464938 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.046165965487845 0.0 0.0 0.0 NDEL1 0.060542500182875325 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.44267144628430505 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6389193466510029 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9417947294465532 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.36111553071804614 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NDFIP1 -0.23208370791389052 -0.6072819643530415 -0.6591456763451407 -0.5503252792284136 0.561039083192968 0.0 0.7441957372594072 2.1608538969125837 0.0 -0.26906506087145465 0.23300097446672036 0.33756579065143444 -0.9367708345135927 -1.1964203235641795 -0.28095582218525605 -1.3971836152693073 -1.509617367681552 0.0 -3.717342936162973 0.9140671317025401 1.1260743247149971 -1.2174997944091916 0.4468208997521508 0.0 -1.4483941883137534 0.13279130603778033 -0.3002878369673468 0.0 0.615957000315286 -0.18187000556962685 0.7720203957510193 0.0 1.4704565774909502 -1.1463357657061812 2.4666766178564568 1.339883429092913 0.0 0.0 -0.6660574963727803 0.0 0.0 0.640792001306502 0.0 -4.961186510639392 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.237212457078362 0.0 0.0 -2.0924452819710884 0.0 0.0 0.0 0.7067352689307617 0.0 0.0 0.0 -1.1487691764018055 6.4079681254663825 0.0 0.0 5.5749660894129445 0.0 -8.94111051384316 0.0 -1.0560858943872646 -1.2305998232704312 -1.3681050434632929 -1.6757718299314774 0.0 -1.1643881801821705 -0.3175302323445145 0.5476851767468542 0.0 0.0 0.0 0.0 0.0 0.0 NDRG1 0.0 -0.371540586910887 0.6497244149432461 0.2947854750545458 0.0 0.0 0.3781480815619957 0.0 0.0 0.0 0.2959050929109225 0.37054610095652685 0.0 -0.32808733481509866 0.0 -0.4465169136823184 0.0 0.0 0.0 -0.31501309172175596 -0.5710385619319998 0.0 -0.601303326276443 4.58055763286058 1.1881831037682995 0.0 7.249313295995232 -0.42840217379630713 0.0 0.0 0.0 2.0663691704030613 0.0 0.0 0.0 0.0 0.12646702840384577 -2.214908000620224 0.7138743621570058 0.0 0.0 -0.8532567444904429 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.8705753916874523 -0.18851644317906738 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8778056974935595 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0657934256952077 0.0 0.0 0.0 15.76380612027001 0.0 0.0 0.0 0.0 NDRG2 0.1260420398384202 -0.10260551603275325 0.0 -0.5025408891439469 -0.1982912266123417 0.0 4.3933296843484575 0.0 -0.23826103873694435 -0.28288258394000737 -0.38543533690539683 0.0 0.0 0.0 0.0 0.0 0.0 -1.1838545246026435 -0.7064736967133175 -0.8801827047082932 0.0 0.0 -0.1973321578868032 0.0 0.0 0.0 0.0 3.126702566974424 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6076032233211526 0.0 0.0 0.0 -0.3874593840652275 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.30436354041219077 0.0 -1.2404642037735645 -0.2134463602242478 0.0 0.0 2.4607475403957104 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4588748065502703 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.884609666042009 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NDUFA11 -0.20573368313734602 0.1904920534082027 -0.4466551760825608 0.256151928271841 1.6095596470006832 -0.17514432616356115 -0.44469555693899027 0.38350944547250665 -0.35950511444527583 -0.5958699751262672 0.36542752134794126 -0.2574875412557147 -0.6205154182167217 0.0 0.0 1.1320413074797897 -0.30918404014023526 0.0 -0.5752540798847505 0.0 1.204293741607151 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-6.415619949483609 5.4902885206118315 -4.092922069167523 -6.024933571093967 4.492530913469949 -3.5076164989056466 3.1595241803523937 3.561033573303018 4.0511076032792275 -2.685520357878965 -1.1935512317069439 2.3017383579223756 -3.788112965222117 3.3408678411738024 5.556937253920923 -9.676237492724008 -3.048380611432751 -6.356628645097323 12.97084631145925 1.4766359788242576 5.462755575518011 -0.8321811742563131 2.4271995733475764 -0.41209584635269597 -7.262161520920522 -1.6682764353639852 4.554160855295924 -3.0780746851468264 -1.3052739305394476 1.1231154092670241 -0.956057148592491 -1.3562395278131456 1.224612924372109 -0.8446284394607458 -3.7795115696589257 4.880544582956952 -9.06365663968394 1.7626791229030447 4.95363048092502 -2.2815165820686225 -4.197116371895031 4.467362874735897 -3.236728977591319 -1.1215230808227834 -1.428488773461064 -4.914862889752011 1.388493098072669 -10.738992810763735 2.551044598273087 -0.7834662511355442 12.839510251237536 0.3150375654169424 5.323216847044101 -7.141050799836716 9.74700367585128 12.248046918286299 -3.769148908278274 0.2566835288183067 3.2501025972782904 -3.2714274254803226 -1.0760267664505436 2.3913115939565968 -6.761814165895443 2.8370946016196243 4.51046918139318 3.392174048428309 2.4680620742454336 -0.9588739157537566 1.7532241472841001 -9.732241144454889 -10.005805082421912 -9.285466612221786 0.46691066223700267 0.0 -5.026038346271003 -5.7373021062292135 -4.786021067288918 -3.8318110957788982 -1.5896285062302709 -2.1189673379233764 -2.2592366780902102 4.323614751513798 9.453270530460937 NEDD9 0.0066601064493822856 0.0 0.0 0.0 0.1799923656701855 0.0 0.0 1.0321237565048111 0.0 0.3509775735748232 0.0 0.0 0.0 0.6872696723289836 0.0 0.0 -0.4166540511994289 0.0 0.0 -0.7131940656340952 0.0 0.0 -0.3557857667837221 5.335259107284252 0.0 -0.5889377451055561 0.0 0.0 0.4244145334347159 0.0 0.0 0.0 0.0 0.0 0.335587358974481 0.0 0.3511726986502982 0.0 -2.009060266751309 0.0 0.0 -0.7023043817293484 0.0 0.0 0.0 -0.5613850476103853 0.0 0.2354823570093331 0.0 0.0 0.8688926157213259 0.0 0.0 0.0 0.5395408370350704 0.0 -0.948422004684232 0.0 0.0 0.0 0.35178208318195536 0.0 0.0 0.0 0.0 1.123011296165102 -0.5121806581649252 0.0 2.6159069393052854 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NELFCD -0.21467298117840636 0.0 0.23415261527247658 0.0 0.0 0.0 0.0 0.0 -0.30562386709127615 0.0 0.0 -0.364811296321481 0.0 0.0 0.41054449478459365 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4968279252978037 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.27522054059056256 0.0 0.0 -1.179630402256116 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NEMF -0.38294940860935833 -0.43610662219019236 0.0 0.0 0.0 -0.30025888495134984 0.3307257515106731 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2785510625919429 0.0 0.0 0.0 0.0 0.0 0.0 0.45461765195366216 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4488505562740122 0.0 0.0 0.0 0.0 0.0 -0.8496242685142436 0.0 0.0 0.0 0.0 -1.3186126827023255 0.0 0.0 0.8549409560988949 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NFATC2IP 0.0 0.0 0.0 0.0 0.0 -0.22213235150859806 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2830682095434723 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4974453701313571 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7059654519537231 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NFATC2 0.0 -0.3630366686021129 0.032487545917329955 0.0 0.0 0.0 0.0 -1.0274586874994855 0.0 0.0 0.0 1.1946153690617807 0.9921406704929409 0.0 0.0 0.0 -0.5310468662898854 -0.4266293797105321 0.0 0.0 0.64439796658086 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8996249842151101 0.0 0.0 0.0 0.0 0.0 -0.6865460034147085 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8786509424689924 -0.9583896953614802 0.0 0.0 0.0 0.0 0.0 0.0 -0.9111245672567732 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1041044119605772 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4702672289584172 0.0 0.0 NFE2L2 -0.07852495629227366 0.0 -0.3477368652119459 -0.23124173369974504 0.0 0.0 1.4716074947015156 1.0388921958275135 1.1012349224975648 0.06558347340296884 -0.4455908927480702 1.3737500582172448 -0.8688808253753691 1.262014784267954 0.0 0.511569825322055 0.39995837944891305 -0.6947060535507 -1.022728971910095 -0.515297820809441 -0.5855112394990548 -0.32669494653664444 1.0528826094917205 0.0 -0.5184209059715755 0.09007720185389173 -1.9316712534198113 0.0 0.0 -0.42435480428209965 0.0 0.5138126144276377 1.1140498905466047 0.0 0.0 0.5410158382339433 0.0 0.38944390929970385 0.0 0.0 -0.9827409311280417 0.0 5.371458241026 3.723261978352437 0.0 1.5233992396089633 0.0 0.0 0.0 0.0 0.0 0.7887995888553104 0.0 0.0 -0.5810001107104042 1.0602108153823753 3.572027779793281 0.0 0.9813676239405931 -0.38977481106783635 0.0 0.0 0.0 0.0 -3.01636369367765 0.0 -0.17570610832409614 0.0 2.588108652573837 0.3652681681066966 -1.5215590040560794 0.0 0.0 0.0 0.0 1.4011549814302147 -0.7893574261224166 0.0 0.0 0.895051799586043 0.0 -1.449517883846537 0.0 0.0 0.0 0.0 NFIA 0.0 -0.1594866469730752 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6655226249828563 0.6357550494563028 0.0 0.0 0.0 0.0 0.4336192967964135 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8434141439020104 2.670156838133163 0.0 0.0 0.8533359270060389 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NFIC 0.0 0.0 -0.14750836853280955 0.0 -0.19191827494165384 -0.22383996111929616 0.0 0.0 0.0 0.0 0.5056533922718524 0.0 0.0 0.0 0.0 0.0 0.0 -0.37967755631315697 0.0 0.0 0.0 0.0 1.1186819515381645 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8821838017751229 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NFIX 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.288785227881524 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5454666118584363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.525109347319441 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NFKB2 0.12472028026557824 0.0 0.0 0.0 0.0 0.0 -0.49641962964726233 0.3252995228665438 0.2486138539720525 0.0 -0.2948130594461906 -0.26974685982682145 0.0 0.0 0.0 -0.17949522717401434 0.0 0.0 0.4343032569962311 -0.4752997730655319 1.0665050323409166 0.0 0.0 0.0 0.7349042886433973 -0.41283886152995497 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7002846897825123 0.0 0.5001362693616515 0.0 0.0 0.0 0.0 0.0 0.0 0.7357425108604612 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.513585142415872 0.0 0.0 0.0 -1.1446112121790863 0.0 1.056603978860813 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.0138724306855793 0.0 1.0855404881025439 1.4022290442586987 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NFKBIA -4.5822985669212475 1.2450154155134399 -2.927366038969139 -4.5603332682040145 0.29211996653425626 -0.36684520218642147 -7.815160447551994 -0.12426296753178781 7.012850037240533 -11.080430696598357 0.7130928653513535 -0.07808284837539826 -7.881811523999184 7.312564073184783 -0.11352612875441816 5.344643964424892 6.512482886725329 4.796382709805583 -0.053821431677457454 0.8755611363203682 6.230729643219323 -5.748644831532825 -1.087060504767399 2.01357725651681 -2.3716278028635416 1.8653959290819033 0.19490778397471434 -0.16571723984031136 -1.5579512833695284 15.582540778235431 0.5878778596204559 1.3625092414202 -3.1410917176933824 4.746899273251872 -1.3212741983786787 2.146088680453059 -3.9474784265394702 -7.205603605917818 1.3732016055522356 -0.7560719330828976 -6.6626312702253525 -2.6788838797281276 21.35981615295809 -2.6387387379159057 -3.707327574747372 7.229918487962261 -2.0784730655727697 2.3945012871369116 -1.3508111424362819 -0.3286845395222531 -1.3779304597648487 3.7854849266059807 -9.540974770519597 -5.1185199492400715 1.5448884101121063 1.8042017331315823 -9.48851123296337 10.023745317168228 11.620672551356643 -0.3739422217652004 -0.34295766406974515 7.675181943452311 -0.6506694262522755 -5.557481535048946 2.2684876591480188 13.511769112675447 -1.7966792164868572 -5.000903012696322 24.627265318080653 0.23992383172339765 6.255727261124162 2.0799864576250573 -14.017678176112488 -1.1721511489295044 2.21110903921127 15.300144000231052 -7.451382811061308 -8.720535579704201 6.146732082000923 0.4975226539614873 -12.381329276276807 -8.696699846875896 -7.608286041070963 -2.306634125089068 0.3586702380279558 0.9131968796954535 NFKBIZ -1.0699716703230537 -0.327834807966257 -0.8691686900600922 1.0383697819621254 -0.39740692198998423 0.0 -1.462632109076704 1.103647132631711 0.07525346237868072 6.285915535346851 1.6605709234895825 -1.4074137881978597 -1.4188504939722542 5.381172022162237 -0.5439955736589916 0.0 0.6215370479484845 2.278294534912287 -0.6641453594502323 -1.517701690747518 0.7138601410478452 0.0 0.1651328344172502 0.0 -0.6137535815810183 -0.39157323720503734 -0.787574556018532 -0.3861521176695357 0.5656350441509669 2.654616477911228 -0.061623413034481996 -1.0816423876461847 0.0 -0.48961780892030704 0.09734693898451734 0.0 -0.815679314741012 0.1823244397478726 -0.6073948603542652 0.0 2.5055995579319994 1.5267716888083638 6.119423550009053 -2.5342614576032774 0.005920241630026389 7.137912503414627 -1.275804806530866 -0.5306526416053882 0.081137999818289 -0.22197252852300192 -1.4154983708755058 2.359118377941592 -0.9314113734631918 0.0 1.5116335881227185 -2.4468595870954295 0.0 3.762735982902901 -1.9683780601217205 -0.48988813516362933 -0.46271753153106226 2.66531190796386 0.0 0.9337336068732526 2.7497301834983254 -0.1686524999873679 1.2258192124644454 -4.527137633093636 10.016263035897385 -0.26155670432568856 -7.290257095805363 0.268488374341478 -0.5998816738898881 0.0 1.4776794754582112 2.5075864661257494 -2.06375193424378 -1.2277516070327166 -1.365761305669032 1.0223694798123406 -1.104140530095065 -3.008600154292368 0.0 -0.5695613165916272 0.0 0.40945305355779443 NGLY1 0.0 0.0 0.0 0.3054902187149063 0.0 0.0 0.29488442423745725 0.0 0.0 0.0 0.22399751388123854 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6814502797499832 -0.377819403728029 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4501036868400985 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9477973239346564 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NIPAL3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3315222546612733 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3247800823058202 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.8031570639495147 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NIPSNAP3A 0.0 0.0 0.0 0.0 0.0 0.3300869142099962 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5331979173652642 -0.4125016099028063 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6365503796229642 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.031951268733617 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NKTR -0.06930802130958616 0.0 0.2764482129677756 0.0 0.2521124911252525 0.0 -0.25360474854984544 0.015086473078132125 -0.38455484201745177 0.4631452602845191 -0.37843421163467683 -0.8579644050809598 0.30777672154038765 0.0 0.0 -1.3893540051027011 0.44200143060465974 0.0 -0.3637417567689951 0.0 0.0 -1.148009199487189 -0.3464707589877011 -0.33612115075120247 0.0 -0.4632290123680855 0.0 0.0 0.30575694430062056 0.0 -0.36124419315162226 -0.6048877858287789 -0.6605707298089789 0.0 -1.0302941166289694 -1.8068830779843656 0.0 1.0046397827531413 2.9880261939762605 0.0 0.0 -0.6731619128064602 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0177898237454432 0.0 0.0 0.0 -0.5904919198669787 0.0 0.0 0.9881367419871793 -0.5860319362155746 -1.070907681042093 0.0 0.8388619244100278 -1.1172176939431517 0.0 -0.7327922484110732 0.5066324972777556 0.0 0.9433069820059243 0.0 0.0 0.0 -0.9702587790462222 0.0 0.0 0.0 0.0 0.0 0.0 -1.1016548132150958 0.0 0.0 0.0 0.0 NLRP3 0.14354627236118694 0.0 0.0 0.0 0.0 0.0 0.32180214247985467 0.0 -0.20179122588963755 -0.5702504967172853 0.0 -0.2759650007052151 0.0 0.0 0.0 0.0 0.0 2.91394308311956 -0.3477997151145376 -1.2115245436256987 0.0 0.0 0.0 0.0 -0.39447037247815114 0.0 -0.8234936738439043 0.0 0.0 1.3575448548469689 0.0 0.0 0.0 0.0 0.5290930376716447 0.0 -0.6361181697813737 -1.2484391764016918 0.0 0.0 0.0 0.0 8.550162425541572 0.0 -1.9306694160372078 -0.6608331234790861 0.0 -0.7747358629245974 0.0 0.02510742339391468 0.0 0.0 -1.6463955728520574 0.0 -1.2731703867877147 0.0 0.0 -1.2566247672274433 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0150885740441289 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.8046786042501668 -0.3304984542491066 0.0 0.0 0.0 0.0 0.0 NMD3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3586791771114511 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39830721179945966 0.0 0.0 0.0 0.0 0.755081625542754 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NME3 -0.1239585568654487 -0.45577643267743384 0.0 0.0 0.0 -0.5231308583534452 0.0 0.0 0.0 0.0 -0.21241479532253651 0.0 0.0 0.37782133252255556 0.0 0.0 0.0 0.0 -0.4027428892931315 -0.4395337781639258 0.8595648032702459 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5425580353338462 0.0 0.0 -0.5989680480364677 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9087374695020205 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8530578619818744 0.0 0.0 0.0 1.0025758581418562 0.0 0.0 0.0 0.0 1.2000229230722954 0.0 0.0 -1.06757689182873 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NMRK1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4768905674812888 0.0 0.0 0.2597330245818649 0.0 0.0 0.0 0.0 0.0 0.48364813820070024 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5435045941349853 0.0 0.0 0.0 0.0 -1.0006201360766236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9893842396001006 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8808480018205403 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5119648304269924 0.0 0.0 0.0 -0.8523160398951608 0.0 0.0 0.0 0.0 0.0 NOB1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.21993629663306283 0.0 0.0 0.0 -0.5129284104727367 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.602971505620546 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2491459280778186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1821170401023795 0.0 0.0 0.0 0.0 NOL8 -0.12314493539413496 -0.1306300171402268 0.0 0.0 0.0 -0.24137011980633422 0.0 -0.2462088664811707 0.0 0.0 0.0 0.0 0.0 0.0 -0.35052733407609454 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NOLC1 0.0 0.0 0.0 0.0 0.0 -0.9184551888846345 0.0 -0.636624305585225 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.8657522684722574 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7427774257100491 0.0 0.0 0.0 1.1510213161299914 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.3513223227928903 -0.7765243825028195 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NONO 0.03168882373589969 1.4200605026010666 0.45955040113323137 -0.18494261990700434 -0.24470097992576112 0.0016706801868946657 0.0 -0.6584099367921267 0.0 -0.26460071375603783 -0.5253584509899327 0.3396795738585409 0.0 0.44911963994892895 -0.4597399843226314 0.3777708952175569 0.0 -0.37465115991999803 -0.3593031253945004 0.6822008484458852 0.0 0.0 0.13305172703851736 0.0 0.0 0.0 -0.46778594809377977 0.0 0.3822713198643758 0.0 -0.9013647124861602 0.0 0.0 0.0 0.7871774195581903 1.6930869797137913 0.0 0.0 -1.473978882017307 0.0 0.0 0.0 0.0 0.0 0.0 -0.3482921437364697 0.0 0.0 0.0 0.0 -0.9485833188995707 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7516141787931098 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5762660670487 0.0 0.0 -1.6522264100732447 0.0 0.0 1.0978660393324018 0.0 -1.295721102911625 0.0 0.0 0.0 -0.5401416877842597 0.0 0.0 0.0 0.0 0.0 0.0 NOP56 0.0 0.47530061280950964 0.0 0.6477770298625621 0.0 -2.9230996409650833 0.0 -0.7197436042789436 0.0 0.0 0.0 0.0 0.0 -0.45808907420435 2.8727654248495673 0.0 0.0 0.0 0.0 0.5366151675770641 0.0 -0.44742300305693206 -0.4272393751683665 -0.4138163271622941 0.0 0.4695828641821604 -0.42890529832041197 0.0 0.0 0.0 -0.4509489413253853 0.0 0.0 5.234603430214692 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5684440911697736 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.856416781114103 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.497962060627953 1.2109082861787293 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NOP58 -0.10492212695033007 -0.4207318690127986 0.9123319074123081 0.09803658315455013 -0.2439918454658628 -1.5186933440674582 0.17438150098487457 0.6869826598505411 -0.6670896438450307 0.0 0.16543054475658525 -0.9387218467536651 0.7419862695180468 -0.41010837454184207 0.0 -0.902788815856243 0.0 -0.7623717664742611 0.37102859633693114 0.0 -0.8314153335172327 0.0 0.0 0.0 0.909838556805837 0.0 0.0 0.0 0.3308934202086695 0.0 0.0 0.945543881833118 1.4787253673730398 7.357609943679042 0.0 -1.4099010637907545 0.0 -0.5746141209670891 0.0 0.0 -0.7749282236203042 0.0 0.0 0.0 -0.30498633096051836 0.963666701252914 0.0 0.0 0.0 -0.43323241217160857 0.0 0.0 0.0 0.0 0.0 0.0 3.0915868625238194 -2.203575327669177 0.0 0.0 -0.30099648779090044 -0.46841409333291445 -0.9059807794820336 0.28531727807577867 -0.6600265152916568 2.345509630063144 0.0 0.0 0.0 0.0 0.0 -0.3917703245455032 0.33406234798829215 1.2333133039334578 0.0 0.0 0.0 0.34296547718244796 0.0 0.0 -0.4675124875508188 0.0 0.0 0.0 0.0 -0.6332020971043522 NPC1 -0.32764657703233513 0.0 0.16978396206138044 1.038787240182474 -0.1785605499313103 0.0 0.0 0.0 0.0 0.0 0.0 0.29864807336035554 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-3.251730130251867 -1.836033922135563 0.5079192972307484 0.0 0.23177216579200127 -3.606183973559869 -2.318513922977039 2.8892730133008806 -6.757895929547579 11.21802263838649 0.8035965264534306 -3.042274150377096 3.022364581576688 2.731995661873946 3.0706102651069433 -1.9278719370980102 -0.7400170957429529 -1.8415452363555846 18.89536437081093 -1.0761145472952782 -1.1418228895579476 -1.607099338377358 -0.5562800756120307 -3.1920927344870713 -0.945740303822748 0.0 -1.492878584452555 1.8197506514204178 0.0 -1.4190771319562798 -0.35169723619999116 0.5880659737663205 -6.151406573060034 1.494538674033461 -2.6240942162963927 -2.627790069533275 -4.272816758241849 -1.3337257792160921 1.8471156225089256 1.6211561620291892 -1.5800072377132732 3.247755104486508 0.739034213063231 -1.579720782441593 -3.4628435258664014 -2.246711972232855 NPL -0.1210821677395578 -0.1926151364907098 0.0 0.0 -0.20044130502629973 0.0 -1.0796369989136394 0.0 0.0 0.0 -0.2857055438064855 0.0 0.0 0.0 0.0 0.0 0.0 -0.4339379585329471 0.0 2.026052021330797 0.0 0.0 0.0 0.0 -0.6209156719849023 0.0 0.7287885207988714 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7768026528729266 5.892676724460461 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8253861694690304 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NPM1 -1.3376499277159781 0.3682757042785868 -1.5063151807624888 -1.4128901191330108 -2.0204948999719075 -6.545249456045073 0.9847167728804379 1.0179769975094168 0.4650695153782712 -2.3049240073837316 -1.0026935758282953 -0.44142753558071207 -0.1108134450668179 -2.0814668722473426 2.472380354483699 -1.0138312958484845 0.7781436973728414 -4.473656457973968 -0.5448179129951989 -0.3517481572816648 -1.9773834887138524 2.934972288671202 -0.21611320990448293 -0.9283651121282909 -0.044547760064221974 0.2327251067554932 1.4113768055044416 -1.636132505102566 3.567386950114769 -0.9107394554590222 -0.2291592400471623 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-0.19514238574062787 0.645461378802723 -2.632391749761401 NQO2 0.14688847951265288 0.0 0.0 0.0 0.0 -0.19917785925561868 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.39539247876180655 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.49969286561112564 0.0 0.0 0.5173656760353057 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7822003933536363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9410218148033375 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5786034370815086 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NR1H2 0.0 -0.16506695051151093 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6863182278737952 0.0 0.0 0.0 0.4482775102636853 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5153884881020862 0.0 0.0 -0.4487457140900038 -0.4308726331383081 0.0 0.0 0.0 -0.4041030939189374 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.629453989271094 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8329625799552426 0.0 0.0 0.893616039397064 0.0 0.0 0.0 0.0 -1.2948004997319578 0.0 0.0 0.0 0.0 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1.4992469548142249 0.43540229459573304 -1.1371045605509922 -0.7240381279729861 -4.103295933396918 4.693861395948859 2.2180936011127232 0.25907550824694536 1.483033605432965 0.0 -0.4273176800483549 0.8412316695359495 -0.4315963362544431 -1.956893603057714 -0.5548877970861871 -0.159166703278809 -0.3206084454161141 -0.47566287964886445 -2.4473262393693713 -0.23337670284915327 -1.7788529069838837 10.92111652914761 -2.079708928564384 0.6701484427952403 0.15325225726101133 -0.7649430712087106 0.0 0.7155309951044733 -0.6212934310583783 0.19622139986364107 9.266296697136998 -2.2597784006515806 -3.1240514629440628 0.6059695206040464 -0.8908756109204032 4.235514929669361 2.054078145240986 0.19902114041567462 -1.7556546236576749 -0.46284560202027075 2.9138146269554963 -0.6966063411444617 2.019152317276079 4.012633800927337 -2.341313680168064 -1.2819626133719653 0.3569535313759025 -1.0615278562549773 5.536609593146474 1.1149184417118843 -1.1839032032704468 13.163656810012435 0.3365545433894894 -0.8564016248916508 2.510301626022114 20.929906248511482 0.8352799226078975 0.0 -0.7111928629202878 0.868137547475213 0.0 2.785962270749855 3.1459252620182983 1.6255151970034927 -0.8289993720698273 -2.5907111416357256 0.49102329047305826 0.0 -1.1432461955087558 0.2048407404069751 0.28874418384162565 0.0 0.022915242325145524 NRM 0.0 1.2095729653732348 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.05578025117979 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.37300670062824537 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NRROS 0.0 0.0 0.0 0.0 0.0 0.0 0.5264255533934901 0.0 0.0 -0.42379645631611296 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NSA2 -0.011810542218353403 -0.463080166137652 0.34705762483528996 0.0 -0.5522428089712756 0.08361654384983383 0.6641855974584342 0.6259381362803399 -0.6263941993970971 -0.6014537969057488 -0.8649159040228577 0.0 0.34214717083803026 0.0 -1.642119180239694 -0.2962560135595082 0.16676105590860393 0.0 0.0 0.0 -0.40904352846328823 0.7291257148497665 0.47501421368109487 -0.43972298944740396 1.072004562920958 0.7743257314053458 -0.06852395874412887 -0.424868893433834 0.35740607107083766 0.0 -1.101151828156059 0.0 -1.3209193976236306 0.6044130579142775 -0.6599244548838947 -0.33264940203705634 0.0 -0.6570838400921278 0.0 0.0 0.0 0.0 0.0 0.8110331829982946 -0.3513350864120474 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.018878582580765 0.0 0.0 -0.9103549268268378 0.0 0.0 0.0 0.0 -0.26340859738552697 0.0 0.0 -1.7936190202367026 0.0 0.0 -0.9262596905871051 0.0 0.0 -2.604831870493004 0.0 0.0 0.0 0.0 -3.1530549150655225 0.0 0.8708427868833635 0.0 0.0 0.0 -1.0866954322464994 0.0 0.0 0.0 0.0 NSMAF 0.0 0.0 0.0 0.0 0.0 0.0 0.37465296132839915 -0.27195987222442847 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6697785491140104 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NSRP1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2601612320417708 0.0 0.3125480803911603 0.0 -0.38925167388874454 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.37157490028297907 0.0 0.0 0.0 0.0 0.4255256419642616 0.331901466097409 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.19537275662657003 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUAK1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8083816474153273 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.644085697198373 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.047228320465901 0.0 0.0 0.0 0.0 NUB1 3.3259211269839506 0.0 0.0 0.0 -0.20643931585910558 0.0 0.8572662038927695 -0.285425461642022 0.0 0.8418086983411823 0.0 0.3926522312580332 0.0 0.0 0.0 0.0 0.0 0.39508364426090414 0.0 0.0 -0.39201702648636566 0.0 0.0 0.5117441331778285 0.0 0.0 0.0 0.0 0.0 0.0 -0.3512589914905499 0.0 0.0 0.0 0.0 0.0 0.7907468607893118 -0.6606033892281958 0.0 0.0 0.0 0.0 -1.2380036340629426 0.0 0.0 0.7030073246427976 0.0 0.0 0.0 0.0 -0.6856089787443544 10.622626582849648 0.0 0.0 0.0 -0.8522594684846521 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUCKS1 -0.516053227931952 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0.9278099456409812 1.323527065698189 0.0 0.0 0.0 1.5099461538558534 -4.349745261422717 0.0 0.0 -2.1471623056485933 1.2303838928487185 0.0 0.0 0.0 NUDC -0.1134935072880872 0.19652189665558206 2.596674471509241 -0.3440742272431099 0.37033079748064496 -0.4561188567410806 0.0 -0.5399058692607593 0.44057982512483834 0.0 -0.6314051929548662 0.0 0.0 0.8222537955910335 0.0 -0.33759553614201465 0.0 0.4243861686389847 0.0 -0.41009563371742247 0.0 -0.8167069852807557 0.0 0.0 0.37177254055389325 -0.43387908300914396 -0.4439315148053819 0.0 -0.28702492639800803 0.0 -0.4346570445534622 0.0 0.0 2.173047872032729 0.0 2.310886405535188 0.0 0.0 0.0 -0.5448819049692583 -0.8114553345590674 0.0 0.0 0.0 -0.2094178977061313 0.0 0.0 0.0 0.0 0.0 -0.7729322270352783 -0.9038286114167395 0.0 0.0 -0.41393438517855174 0.0 1.061057631112382 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.662646164927603 -1.971630649735682 0.378514191142162 0.0 0.0 0.0 0.0 0.0 0.0 -0.3641945110024128 0.0 0.0 0.0 0.0 1.5086969042070064 0.0 0.0 0.0 0.0 NUDT1 0.0 4.42219930099415 0.0 0.0 -0.18099320098104865 1.12064834874208 0.34459727357757947 0.0 0.0 0.0 0.0 0.0 -0.23887279772903616 0.0 6.006400848575184 0.4262328220773698 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8071484532955578 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5429507360707863 0.0 0.0 0.0 -0.7199338690037514 0.0 0.0 0.0 0.0 0.0 0.0 0.5913006419423 0.0 0.6714860521531784 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0960786694724873 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8388308325805752 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUDT3 -0.16056424773732514 0.0 0.0 -0.19575131360754888 0.0 0.0 0.0 -0.3695681513421323 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5342827220842347 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4789505474496148 -0.9083026018237146 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUFIP2 -0.12695562967295182 -0.27471571283847807 0.0 0.0 0.0 0.0 0.0 -0.27978006470381134 0.0 0.0 0.0008259194189788784 0.409624505324611 0.3294883477856271 0.0 0.0 0.0 0.0 0.0 -0.2797863766688881 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2732194070551406 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6575869742308892 -0.6839754474789917 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9937147122637189 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9404873542593764 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUMB 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.23235702534939337 0.0 0.0 0.0 0.0 -0.42772409831983815 0.0 0.4792327250878739 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6669482995820206 1.323144959940797 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8885021654412691 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUP214 -0.11326881899092893 0.43600894607658325 0.0 0.0 0.0 0.0 -1.0117216555624156 0.0 0.0 0.0 0.0 0.0 0.24518237337508025 0.0 0.0 0.0 0.0 2.7057763787700475 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.3882926709624868 0.0 0.0 0.41386044018358525 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7723248167887443 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.288796597983887 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUP54 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4774476584812445 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34929308570936685 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7452230512738451 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUP62 0.20051825881144797 0.0 0.0 0.2718801158688072 0.0 0.24065697141095652 0.2505378274629104 0.0 0.0 -0.37357624972483544 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.927317642336599 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUP98 0.0 0.0 -0.17910751695140587 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7455563428611797 0.0 0.0 0.0 0.0 0.0 3.488329708806102 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.052464946104652 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUTF2 0.0 0.40780365954916076 0.4255741336937192 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.29681716213810533 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.39703424353967043 -0.718426352204225 0.0 -0.6090079048196297 0.0 1.9605348900542956 0.0 0.0 0.0 0.0 0.9618586815231874 0.868743448947578 -0.5277426829209279 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.13299910028122 0.0 0.0 0.0 0.0 0.5658637618505553 0.0 0.0 0.0 0.0 0.0 0.0 -0.8016781516946209 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NXF1 0.47184439870849165 0.0 0.0 0.0 -0.17436973115771473 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6849687421833349 0.0 0.0 0.10723568511213458 0.0 0.0 0.0 0.8675265001711402 0.0 0.987930666435858 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4151299263894283 0.3297977287727175 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9640417758182539 0.0 0.0 0.0 0.0 0.0 -0.41399276499145815 0.0 8.913984118755378 0.0 0.0 0.0 -1.5502986182527532 0.0 0.0 -0.6155831534172262 0.0 0.0 0.0 0.0 -0.5089862671157201 0.27477345037022527 0.0 0.2932461426825111 0.0 0.0 -1.3069707517457527 0.0 0.0 0.0 OAS1 17.44577692258902 0.04828357637148689 -0.17365662330877737 1.0900670929059337 0.8395503290109012 0.20562958813615967 -0.3035689351330185 0.5923891856590521 0.05943282468601764 4.702263489801853 0.0 0.0 0.0 0.0 -0.4333267513491723 0.0 0.0 0.1561772173405059 0.0 0.0 0.7366837901552826 0.0 0.0 0.0 -0.5060628635384342 0.49075467310395027 0.3759135560857913 0.0 0.0 -0.17793383100211782 0.0 0.0 0.0 0.0 0.0 0.5334129262912011 0.0 0.0 0.0 0.0 0.7671453626263367 0.0 0.0 -0.6309471764924963 0.0 0.0 0.0 0.3056937702492138 -0.7890292318721867 -0.48232869565794007 0.0 -1.1745064551258424 0.0 0.0 0.0 -1.130534243961791 0.0 0.0 -1.9405549525047912 0.0 -0.008897136682225285 -0.827166411769649 0.0 0.0 0.0 -0.9388785960815166 0.0 0.0 0.0 0.0 0.469410809145403 0.0 0.0 0.0 1.418353715990774 0.0 0.0 0.0 1.3216709844553858 0.0 0.0 0.0 0.0 -0.31281255120765905 0.0 0.0 OAS3 10.147548900289515 0.0 0.0 -0.20366428921158378 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 OAT 0.0 0.0 0.0 -0.16838139660106072 -0.21117359921617693 0.25017780332307615 0.0 -0.2364914123732325 0.0 0.0 -0.2921024364713087 0.0 0.7118498456506304 0.0 0.0 0.0 0.0 0.4264569329809942 0.0 0.0 0.0 0.0 0.0 0.0 0.34617041882841937 0.0 -0.37405628558026677 0.0 0.0 0.0 0.0 -0.7332111376593964 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9179572541589794 0.8855989094777967 0.0 0.0 0.0 -1.793485348848499 0.0 0.45050344669312015 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.24277970981921207 0.0 0.0 0.0 2.6967118137821573 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 OAZ1 -0.8006229570602976 0.08783927254496765 0.15955474004632045 1.0759913357066362 1.1028037918672557 0.6608358549820663 -2.8131362065132333 2.965390234498797 -2.2489123631575207 4.198963744081513 -0.9845808949931184 -0.9653029224327355 6.2214895172419595 0.22590746773724613 -2.5371193981940894 6.748377944485793 -0.1295487873872013 6.1824988492321475 5.422067070974732 0.6649624948076066 2.6752093285522816 1.36531619735127 -0.5009188200823228 -4.678060004563537 -1.2284578892974596 -1.1571470332986589 0.3691969449669605 -1.8257469521253897 2.4979877658270655 4.239634955353731 -0.5665698412996726 0.8959241196544788 0.13715957017036695 -1.4774369821024322 0.12501038654132676 0.0 -0.20727090783266514 0.0 3.9048019844719772 8.499462323775111 -2.6810731810279202 0.723118596966676 -0.5849234705913011 1.0232465707060652 1.5091928287690461 -0.5853351815332052 1.4462790769694667 3.294688897034352 -2.826791222086256 -4.84796416592586 0.22918805734729755 -0.6337037277512715 2.233372574190174 -3.3995379528651752 -1.2758735162008725 0.0 4.887360081914722 -1.0301298090805462 -1.1531265741437684 -2.3638975591359266 0.28862777826878155 -1.22330777252125 -3.3536461931823918 -4.376812645078155 0.36086555657054586 -1.8757135190842966 1.3289951641165667 -1.9206807219150561 -0.91667616076321 1.3364528810434575 4.345481446958567 -0.3022023517590263 -4.607821382310128 0.0 2.6202499298446984 -2.3959964362227364 0.7763817240080904 -1.6160305550949559 1.1333804616567515 6.239041697901543 -3.2425886892542466 -2.3609439403495474 0.007539734004162924 2.6007553797867593 1.0813011958271024 -8.752404375057282 OAZ2 0.0 -0.26800533076267086 0.10568127526553162 0.0 0.0 0.0 0.29159466909558984 0.0 -0.3186346895046108 0.8603793514169714 0.0 0.0 0.0 0.9367855254102133 0.0 0.0 0.0 0.4548019048990981 -0.39374243558164573 1.0058179451897868 0.0 -0.4098444647866071 -1.8102889355227703 -0.3516599647913851 0.42242375426927686 0.0 0.0 6.023478865205601 0.0 -0.40488407856707676 0.0 0.0 0.5259461964473462 0.0 -0.4744897899086862 0.0 -0.7432926206470292 0.0 0.0 0.0 0.0 1.8817676299582602 1.0004006210323215 0.0 0.4156231972454037 0.0 0.0 0.6165767270513252 -1.033937347808111 -0.46815260625694055 0.0 0.0 0.0 -0.9028225987151878 0.0 0.9651468995651635 0.0 0.0 3.4284596761946085 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0157386938290203 0.0 -0.9510563096799064 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 OCIAD1 0.05091584191503455 0.22609707233135218 -0.14113583574864105 0.0 0.19686863522559048 0.2586992298863864 0.2838064507202959 0.66932167463162 0.0 -0.6115056083384589 -1.0302753640870745 0.0 0.11629421823253255 0.067710449372256 -0.7024262439170805 -0.4940263366963116 0.0 -0.3960242586710682 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1722610048071995 -0.8101696050184917 0.0 0.21869312664025814 0.0 -0.5210481744603086 0.0 0.0 -0.6264595342130305 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5973637135055476 0.0 0.0 0.0 0.19284807156617007 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.971635496152733 1.1659415696279678 0.0 -0.9749393376647298 0.0 0.0 0.0 0.0 0.0 0.0 0.9502082650417819 0.0 0.0 0.0 -1.1104307012976489 0.0 0.0 -0.9599578631833484 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ODF2L 0.7113082751560468 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.30788406891152303 -3.080417433575565 -1.3338047760825156 0.0 0.0 4.670235227603228 0.0 0.0 0.4611575380895913 0.40983838263279604 0.0 0.0 0.0 0.0 -0.525256755985838 0.0 0.4862765138663672 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.723100994159524 -0.3182140193007198 0.0 0.0 0.0 0.0 -1.3798947945768807 -0.5192293016869015 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3837577645967762 0.0 0.0 1.1183603746058934 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9109151991667107 0.0 0.0 0.0 0.0 0.0 1.8197886597802924 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 OFD1 0.0 0.0 0.0 4.223764759025311 -0.4905391180079051 0.0 0.0 -0.23099777841914007 0.0 0.0 0.28072674106159234 -0.7963590647074551 0.35046983633531814 0.0 0.0 0.0 0.3916500647533195 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6226091609531257 0.0 0.0 0.0 0.0 -0.8894823096607245 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.943967341080687 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3034852266866513 0.0 0.0 0.0 OGFRL1 0.026853703469019073 0.0 -0.17307393277775263 -0.40767764810202123 0.0 -0.21394105709841466 0.7269319086346263 0.0 0.0 0.0 0.0 0.0 0.0 -0.36848020797600584 0.0 0.0 0.0 -0.9485543831557168 -0.4563353736993003 -0.4695613064330285 0.0 0.0 0.0 0.0 0.5623566670835414 0.0 -0.43485695438039995 0.0 -0.8512309493963331 0.5495483929993408 0.4490081516458964 0.0 0.0 0.0 0.0 0.0 1.272805613035625 -0.7532291171104203 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6001521323830266 1.4374313169315232 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6806908191633965 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 OGT -0.6675041304183934 -0.37911817260013314 0.5514661739337966 2.9492560335229427 0.30462006696180105 -0.2947140339223563 0.0 0.0 0.0 0.0 -0.2592119539317366 -0.5917861072516469 0.0 0.0 0.0 -0.5156824221193564 0.0 0.0 0.0 0.0 0.8846965568691882 0.0 0.0 -0.8358973571521149 0.0 0.43081687654660555 0.0 0.0 0.33762644846045675 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.9303935226123188 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9044592598644952 0.0 0.0 0.0 0.0 0.0 -1.1676481236886802 0.0 0.0 0.0 0.0 -0.43310275690624717 0.0 0.0 0.849010629938975 2.5048619043446063 0.0 0.0 1.412824314172989 0.0 0.0 0.0 0.0 1.7836102398716627 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 OLFML2B 0.14350782225549855 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47048702403014075 0.0 0.0 2.23958291865064 -0.4938531286734757 0.0 0.0 0.0 2.8822652437662106 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6678324714923166 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7564304965455744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3515029964018914 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3528521828820504 0.0 0.0 OLFML3 0.2939485307462125 0.1952912254569576 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-0.5978754705642977 0.0 0.0 0.0 0.0 0.0 0.0 -0.4966680161920938 0.9696958758232544 0.0 0.0 0.0 0.9887623341109589 0.0 0.0 0.0 0.0 0.0 0.0 1.04502270652919 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PABPC4 -0.31485428652100833 0.24591306720426345 0.17066615054522066 -0.6491549975741984 1.5676229424218346 -0.2389910322479342 0.5628186405157316 0.0 -0.2086662985086717 0.6618554651481424 0.0 -0.6405428928966441 -0.6752380456778309 0.4230122186188737 0.0 -0.9162177028755474 0.0 -0.38752934704886594 -0.8613509295853164 0.6981700422753898 -0.3784488850937888 0.0 -0.35559572985627413 -0.5615490325760253 -0.08952847642099233 0.0 0.45413029845198283 0.0 0.0 -0.6036350976224978 -0.43362528829379604 0.0 0.0 0.5876183605066233 -0.4767272593435991 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.045098743850201 0.0 0.0 1.2386758707198307 0.0 0.0 -1.2954718108386971 0.0 -0.7656364364858181 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4485283158963602 0.0 0.0 0.0 0.0 0.0 0.0 1.0151103525284617 -0.7290983181864036 0.0 0.0 0.0 0.0 0.0 0.0 -1.0148662533344728 -1.1747317787993898 0.0 0.0 8.569364485519818 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PABPN1 0.0 0.5408195898999749 0.0 0.0 0.2868576785197153 0.3007311719939562 0.0 0.0 -0.3224939826646256 -0.3233003639668687 0.0 0.5305448297822876 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7930292930824331 -0.42289587565683256 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0528453308804655 0.0 0.0 -0.6328657722360422 0.0 0.0 -0.7427775514368428 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.702758740824619 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PADI2 -0.0444045745617331 -0.1558428034379683 0.24004884444475083 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3304211573988963 0.0 0.0 0.0 0.0 0.0 0.0 -0.31015162993763173 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4867579740427441 0.0 0.0 0.0 0.0 -0.13060709611315255 0.0 -0.8405791353799124 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.31744060970603977 0.0 0.5580523192899443 0.0 0.27489020382271234 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6696886028371815 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0594363519871535 0.0 0.0 -0.5920950291831832 0.0 0.0 0.0 0.0 0.0 0.0 PAFAH1B1 -0.11656272701922041 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7285526829311599 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8415313118589477 0.0 0.0 0.993500607783875 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PAG1 -0.6459846825450752 0.0 -0.05636672875216732 0.6392082134494173 -0.41417086250189533 -0.5752506787374623 -0.4545780713903012 -2.66057139353948 -2.687667204715438 4.616471460735144 0.0 -2.848775261995663 -0.4805012435751064 1.1329875283997666 -0.30579218964332333 -0.6374919392548883 -0.36935096004985946 0.8614575491966046 -0.5651758406333852 -0.6400222065177198 -0.5101297310491896 0.0 -0.4672058929760095 -0.35181385682736016 0.0 -0.014195825422548566 0.0 0.8580956730650467 0.0 -0.6725329712128738 0.0 0.0 -1.311710671948303 0.0 0.5327832911492327 -1.580983266193349 0.0 0.0 0.0 0.0 6.26356941305602 0.0 0.0 -1.9103893055222847 0.0 -0.6614877508335456 0.0 0.0 -0.6652875814079573 0.0 -1.2316599240424977 0.0 0.0 0.0 0.0 -1.9695639246284349 -0.8136326683452283 0.0 0.0 0.0 0.0 0.1841926503005089 0.0 0.0 0.0 0.0 0.0 0.0 -0.5621876679781778 -0.36279485878916323 -0.2720697495098875 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3115884562079058 0.0 0.0 -0.9899890604467559 0.0 0.0 0.0 0.0 PAK1 0.0 0.2237323685037184 0.0 -0.2025114251511199 0.0 0.0 5.179394874802571 0.0 0.0 0.0 0.0 0.0 -0.3476393697083682 1.030676935419118 0.0 0.0 0.0 0.43549932141620407 -0.37803603805221775 -0.34140678744589226 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5120275711073013 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.26822001829933856 0.0 0.0 -1.278908867422789 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4248364017124553 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PAK2 -0.5663990821027601 -0.15643474911624725 -0.3100111101744098 0.0 -0.5226273758780917 0.40446687312623 -0.2764615591059131 0.9846061318137413 0.0 0.05669547310114526 0.733289357723376 0.33110620787042094 0.0 0.0 -0.6493841821055018 -0.3538149905486157 0.796923507049576 0.1117046041383454 0.0 0.5078135792498611 0.03364071986415172 0.9553782911833936 -0.825522344242934 0.615876410937463 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6247824078799081 0.0 -0.6178388975446987 0.3868018927077022 0.5840331232380981 0.0 1.0792295619274654 0.0 0.0 0.0 0.0 -1.0828885213266404 -0.7659812765860268 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.750469349871703 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.433306781806548 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PALD1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.37273763384995456 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5610196034704192 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PALLD 0.0 -0.14470094821544247 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.837754359573028 -0.359489971253453 0.0 0.0 0.0 -1.218919279161781 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.169414672704454 0.0 0.0 0.0 -0.45055883257085555 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2998824146135814 0.0 0.0 0.0 0.0 PAN3 0.0 0.0 0.588533518132979 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3518218489095671 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.465111814256649 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0998681690378025 0.0 0.0 1.0994396053698183 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2200243176239067 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PAPD4 0.0 0.0 0.0 0.0 0.0 0.0 0.30686403810340585 0.0 0.29985285108626636 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8003807141676423 0.0 -0.5483533704473134 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PAPOLA -0.19410461335771792 -0.3265775362890451 0.5264195561258217 -0.4577781673603259 0.4560883628530057 0.6069669893435742 -0.4315115118145501 0.7222942055988447 -0.29603904988283897 0.463249903379798 0.0 -0.580360269549552 0.5099157241274573 0.0 -0.8164659617377865 -0.5433690237395369 -0.6890418783144552 0.0 0.9857503904267239 -0.7294006198449188 -0.13082628897798546 0.48286097949817736 0.04033701111468975 -0.3979290994258499 0.0 0.4738328806018042 0.40607438329303797 0.0 0.12570393534739302 -0.5426984800151562 0.22994577575804084 0.542001887401594 -1.4080020292124786 0.0 -0.512797055226256 0.31287903653103744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0709417869398121 0.0 0.0 -0.5973319518729854 0.0 0.0 0.0 3.915031712463223 0.0 0.0 0.0 0.0 -1.06616570929537 0.0 -1.1065784358288229 1.2013207580049052 -1.1356264992801202 -1.7102120424098608 0.7043574456685904 0.0 0.0 -3.0772420012110526 0.0 0.0 0.8713154038886417 0.0 0.0 0.0 0.0 -1.1994991661332761 0.0 0.0 1.6751548533893008 0.0 1.8320400989338048 -1.3346236962301716 0.5024066814368664 0.0 1.4472664401466178 0.0 0.0 0.0 0.0 PARP14 10.243024441969604 0.3254077132469172 0.040329357444251146 -1.0495369153655236 0.0 0.0 -0.21980928847374087 0.0 0.0 -0.8175443216759576 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.505421088550826 0.0 0.0 0.0 0.0 0.24486166007219903 0.0 0.0 0.0 0.0 0.0 0.5727976575440422 0.0 0.0 -0.778622108784123 0.0 0.0 -0.5691437226673911 0.0 -1.1766155311987818 1.896344592680068 0.0 0.7366458664716563 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6888323483694698 0.0 1.2742583542676733 0.0 0.0 0.9494981455552399 0.0 -2.34396266935511 0.0 0.0 1.0854111422805337 0.0 0.0 0.9940315182340451 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3440626293006502 0.0 0.0 0.0 0.0 1.2696749891463601 0.0 0.0 0.0 0.0 0.0 0.0 -0.5824186403444385 0.0 0.0 PARP1 -0.2626193006916217 1.2270669887458827 0.07097931629686301 -1.0006414629154172 0.3259870818161189 -2.9149844621277006 -0.2792631326874028 -0.8453565388623081 -0.7492356830520217 0.0 -0.661183862934047 -0.7393594723675588 0.0 0.0 3.645684542445056 -0.4070216710571926 0.0 -0.3506231941323038 4.520762937497154 0.7635944839191325 0.0 0.5883080492868002 0.0 0.0 0.0 0.45787910500694745 -0.6517012021203015 0.0 -0.3963675944411163 0.3777167537602036 -0.01650716550192165 0.5264957422312887 0.5245978893375292 0.5390018994877411 0.0 -0.6328310891980533 0.0 -1.1482385070625898 0.0 0.0 0.0 0.0 0.0 0.7218251526592072 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9875521521722498 0.0 1.0860075923593404 0.0 0.0 -0.8503592438679962 0.9860907423316531 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7278737337612258 -2.308753928261401 0.0 2.864671215666468 0.0 0.0 0.0 0.0 0.0 0.0 1.3779195971113682 0.9453486135545741 0.0 0.0 0.0 0.5835274489173499 0.0 0.0 0.0 PARP4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9520549730615807 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.023438445872889 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PARP9 9.203662427381591 0.0 0.3115544777665212 0.0 0.0 -0.2173870322878273 -0.5071084545536522 0.0 0.0 -0.2819104667353707 0.0 0.0 0.0 0.0 0.4554407690049453 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.924039753501052 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6874120042110434 0.0 0.0 0.0 0.0 0.9297160335070297 0.0 0.0 0.0 0.0 0.0 0.0 1.6602824807577552 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PARVG -0.16601731814218865 0.1456032841486269 0.0 0.0 0.0 0.0 0.8214030431519458 0.0 -0.7410772906624955 0.0 0.0 -1.048118173264824 0.0 0.0 0.0 0.0 0.0 -0.18549792918140692 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3725111120075462 -1.028998297017006 0.0 0.0 0.5418952288288298 -0.7978171587755868 0.0 0.6121166875101806 -0.659432897513273 0.0 0.5699333121370005 0.0 0.6914801651918216 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4292649598429104 0.0 0.0 0.0 -0.2936514105253892 1.1365004968806187 0.0 0.0 0.0 0.0 3.2985793581323404 0.0 1.1453986072853528 -1.3723509848460909 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8108229497472056 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.39927975695678425 0.0 -0.053974599692382344 -0.4628603741619252 0.9589439092170414 0.0 0.0 0.0 0.0 0.0 PBDC1 0.0 0.0 0.1482485444761032 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3578852116766549 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6337769564976914 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PBXIP1 -1.2190384647347974 -0.42026904099189744 0.06679815353753825 0.0 0.0 -0.2591342072261212 0.0 6.892923383635095 -0.6676649457053188 0.0 0.0 -1.947792747059909 -1.002995680980445 0.0 -0.49154482548017137 0.0 4.982475976267344 -0.9174740779024663 0.0 -0.7145890216760262 -1.008374061616501 2.3049046583710644 0.0 0.0 0.0 0.15364667261006734 -0.8835108052528735 0.0 0.0 0.0 0.0 0.0 0.0 -0.6196580951382598 -0.4286245011556573 17.491446608219036 0.0 0.0 0.0 0.0 -2.355982329962169 0.6686344961222659 0.0 -3.2795680449748876 -0.2917438327965322 0.0 0.0 -0.22547031470146014 0.0 0.0 -0.7934315127004625 0.0 0.0 0.0 0.0 0.0 6.123739003337685 0.0 0.0 0.0 0.0 -5.449983950890542 0.38289174314664814 0.0 0.0 -5.829630980243621 0.0 1.7192116962896964 -1.6207544173410064 0.0 6.0474306607273975 0.0 0.0 -2.5743426947094186 0.0 0.0 -0.9019057524906007 0.0 4.985425923398617 0.5207985083713936 0.0 0.0 0.3358706835631793 0.0 0.0 -0.44412145408175485 PCBP2 0.9919653358895898 2.449696350699341 0.44052225732349104 -0.5392816268613477 -0.6298220278257368 -0.054062808043037175 1.833886892161108 -1.2100337267914512 -0.27948859128501696 -3.1402124670755764 1.6324679231108983 0.982781930368455 -0.3725052822422952 -1.4204376716668827 0.5077107615837299 2.352770092965284 -1.0226521414275456 1.6770404569332167 -0.3070864462227104 2.2038831008349438 1.3669211382102255 1.3077960414527525 0.0 0.0 0.39552867212947246 -1.178815232317871 1.12241771559942 0.5223126443042686 0.47849768033842727 -0.9204472263874692 0.5043078106965955 0.7862210716034183 -1.0251395780216765 -0.6696653016742481 -1.6836776369640896 -1.2147271179419379 0.0 -0.3520535152492903 0.9996728673099974 3.680308136119072 0.9036340615298718 -1.4844259262593162 -3.151821251506318 1.0018971531029215 0.0 1.1589682812882416 1.1381335411634872 0.0 0.5061185412504798 0.0 -1.339811066765458 0.8570508363479996 -0.251379659414437 -3.097464177843541 -0.34287525740414176 -0.836203959211055 -0.8254760356109722 1.7891855788704625 1.0047503054783402 1.5238633823454621 0.0 -2.7402065220983123 0.0 0.0 1.4869419789869174 1.3251525708945595 0.0 2.4777461770026563 0.0 0.47085800646849413 0.0 0.0 0.0 -5.887960936763609 -3.588863844374002 -7.684320061212458 0.0 3.4119739614167655 0.21262508655780757 0.0 0.0 0.0 -0.41046361003099463 0.0 0.0 0.0 PCED1B -0.13285310518113566 -0.4223019845947594 0.0 0.0 0.0 0.0 0.0 0.6921035474401209 -0.3108302918741534 0.0 0.0 0.0 0.44843611696778807 0.0 0.0 0.0 -0.2842896339830882 0.0 0.4416667418465448 0.0 0.4602505189546289 0.0 0.0 0.0 0.0 0.5867187151204885 0.0 0.0 0.0 0.0 0.41389819116260135 0.0 0.0 0.0 1.128793466916653 -1.1643147527858533 0.0 0.0 0.0 0.0 1.4743808671685785 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.761377971564272 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8349205137938028 1.2562454888303227 0.0 -5.319938908577734 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.553242002277505 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PCF11 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22598995493525947 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5233860653543293 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2274200414322656 0.0 0.0 0.5181194695319751 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.978913878385072 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PCM1 -0.7303354259184696 0.4756153691333683 0.018465769916942622 0.0 0.0 0.0 -0.3014290458684148 -0.5714879258160499 0.0 -0.2724061455792534 0.0 -0.306610654695603 0.3504658225476115 0.0 0.0 -0.3086022831249587 -0.3760443313886439 0.0 0.0 0.0 0.0 0.5290938531933386 0.0 0.0 0.0 0.38833821122255435 0.0 0.5050084086668353 0.0 0.0 0.0 0.0 0.5427044913144573 -0.8246220127281727 -1.2325113770295415 0.46562761301777617 0.0 -0.6204745845572057 0.0 0.0 0.0 0.0 -0.6014805759103928 0.0 0.0 0.0 0.0 0.0 0.903034988573813 0.0 -0.7851362424095577 0.0 0.0 -1.0287060200797513 0.0 0.0 -0.8452730957000378 -0.47625159219963514 0.0 0.0 0.0 1.009761738974725 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0420410242399403 0.0 0.0 1.1075353343908736 0.0 0.0 0.0 1.4262067323022314 0.707749168695625 0.0 0.0 0.0 PCMTD1 0.0 -0.1257776839965287 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3401220982744409 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5998726872186859 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDCD4 -0.4350795972801239 -1.4799872170716402 0.13546153841729458 0.42398972063694046 -0.013106775866833101 0.9421402716579905 -0.8380047490952769 -1.0482989059182646 0.780196158705082 0.0 -0.7864858244305699 -6.373032487531548 1.6699610146663368 0.3613638243780059 -0.5207797606927043 -0.6151746421129514 4.280277001459327 -0.39328414689116087 0.5895566447669598 -0.34477166720547575 1.2977557691651866 -0.8268908145994177 -0.3801658023809361 0.1853903520052435 -0.5311700797077546 -0.7747305172395098 -1.0190216093371658 -0.3943946867597073 1.9940237633756548 0.0 0.08850126549245184 -1.376840881385679 -2.6402846747523556 -0.10304699432614654 -0.7304718141755623 1.124493513649053 0.0 0.0 -0.8230960636205104 0.0 -4.135147246506069 0.0 0.6435626893637353 0.0 0.0 0.0 1.695617501590428 0.0 1.3320557361084497 0.0 -1.3533456554139527 0.0 -0.21304311860190164 -0.8585791641479728 0.0 0.8745176992138394 3.7814978489286646 0.0 0.0 -1.223288228808478 -2.003497112308382 0.024493103047368774 0.0 0.0 -0.8091045932751205 1.0496676424022446 0.0 5.36858662482822 -5.707976874705056 1.072287219180378 2.9709441652646067 -0.3321740902748082 0.22071112414553004 0.44103696215165333 -1.0728769159246017 1.2083110243424584 0.0 0.0 -3.071350578855488 0.0 -0.48496632929409245 0.0 1.0873773554923352 0.0 0.0 0.0 PDCD6IP 0.12315964954540706 0.0 -0.46690192666862274 0.0 0.0 0.0 0.0 0.0 0.3003102751471788 0.0 -0.22730127014279558 -0.3605931954018352 0.0 0.0 0.0 -0.32641770514411333 0.0 0.0 0.0 -0.3392649261688127 0.0 0.0 0.0 -0.3965358158524881 0.0 0.0 0.0 0.0 0.45837934275352404 0.0 0.0 0.0 0.0 0.0 0.0 -0.8040535298904345 0.0 0.0 1.156013546625812 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8222088714744679 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8084224547859078 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.217335170439272 0.0 0.0 0.0 0.0 PDE3B 0.0 0.0 -0.3610815659375173 0.0 0.0 0.0 0.0 -0.8830036543361883 0.0 0.0 0.0 -0.0788050441566358 -0.3597953492172506 0.0 0.0 0.0 -0.39887406183032414 0.0 -0.9689694389770557 0.0 2.116093532290148 0.0 0.0 -0.4282368484392284 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5467798537009904 0.0 -0.5594397505096425 0.0 0.0 0.0 0.0 0.0 1.8597529153129142 0.0 0.0 1.0594830131740947 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.976480856804063 0.0 0.0 0.0 0.0 0.6673263294275821 0.0 0.0 0.0 -1.8674850563845613 0.0 0.0 -1.000944478716115 0.0 -2.8470996481351327 0.0 0.0 1.1677456210140342 0.0 0.0 0.0 0.0 -3.6797320079816216 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDE4DIP -0.056441001054251184 0.0 0.6376265506140495 -0.17410020876099352 0.0 0.0 0.0 -0.7575010754315 0.0 0.0 0.0 -1.324706419179856 1.7172334184388724 0.0 0.0 0.0 0.0 -0.37205326825246415 0.0 0.6957726717119149 0.0 0.0 0.0 -0.3213605852018605 0.0 0.4694714156972652 0.45743439018584237 0.0 0.0 0.0 0.0 0.0 -0.6375522484552262 0.0 0.0 0.9130088538257213 0.0 0.0 -0.8041785987490988 0.0 0.819615774444412 0.0 2.412297316336466 0.8117056205351475 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1435107359923968 0.0 1.0825118897074053 -3.3212086070147246 0.0 0.0 0.0 0.0 -1.217525193368718 0.0 0.0 0.0 -2.40127909374313 0.0 0.0 0.0 0.0 1.025772637367578 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDGFB 0.0 -0.11036333417539243 -0.1787673138749564 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5426957089430563 0.0 -0.40967989444115294 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5216926380408835 0.0 0.0 0.0 0.0 1.18942868715874 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDIA3 -0.15028670169403918 -2.0558614621584725 -1.0123560999633674 0.5537093322221517 2.8302137787394024 -0.7963910290934016 0.42526858095006137 -3.6937035253676505 1.1956955490629442 -2.784266943578326 0.448140329263053 3.448764099856587 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-2.1583650587612966 0.0 1.5867170684984693 -1.0004071767934484 0.5930863448353146 1.373628102111361 0.0 0.9274580959498759 -2.64591186072766 0.0 -0.27909464753647273 -2.354905903391208 4.300300644153057 4.038218036099017 0.0 0.0 1.6921193910372985 0.05296209878246749 0.5434844435504705 -0.27103006146759334 2.1711106187463662 PDK1 0.0 0.0 0.0 0.0 2.2965996561172957 -0.21364398592866657 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -5.966791400454042 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0338337109621265 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDK4 -0.177510748419413 -0.1146040024303949 -1.2115572951819042 -0.21188986657549666 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.1739113828266985 0.0 -0.5325139959224844 0.0 1.0978520257406048 -0.32332029769422416 -0.5144564505036036 0.0 2.165776957861426 0.0 0.0 -0.7730166546573929 1.9085584898480394 -2.188625076028582 0.0 0.894845490472069 -0.45001453324319 0.0 -0.5437989208182661 0.0 -0.225670139561107 0.0 0.0 -0.5586807905866261 0.0 -1.9883013658754047 -5.584292171356426 -1.1349486813293306 0.0 0.0 6.78235707216751 -0.8284144560618538 0.0 0.0 -4.016306198407491 0.0 0.0 1.1062146578638965 -0.035730931813144524 0.0 0.0 2.2478697741610065 -2.8411171939022015 1.8224503899184048 -2.7756853699170474 0.0 1.2731353871096165 0.0 0.0 -0.32428667226742014 0.0 -1.878023183726133 0.3017785472181373 -1.217885218073749 0.0 -0.8524346352491939 -0.8679118673310494 0.0 1.1035632053957463 0.0 -0.3295141081676497 -0.038092179243821356 -1.2412766478523096 0.0 0.0 8.65207201075721 0.0 0.0 -6.466717486684965 0.3722791724117317 0.0 0.6659396587264781 0.0 0.0 0.0 PDLIM5 -0.1908737917826362 0.0 0.0 -0.18485201183823452 -0.20623549666167199 0.0 0.0 0.0 -0.46579786558488034 0.3884639817959407 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1512541985066067 1.665596740598576 0.0 0.0 0.0 0.0 -0.44214644333973036 0.0 0.0 -0.7417883220402535 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.583105898782312 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.242197167816222 0.0 0.0 0.0 0.0 PDP1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDPN 0.009926542224419044 0.0 -0.1769245699547038 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7982960331486407 0.0 0.0 0.0 0.0 0.0 0.0 2.718627697820075 -1.7916246770253115 -0.4714471052491797 0.0 0.0 -2.65045829113147 0.0 0.0 0.0 0.586874970583466 0.0 0.0 0.0 0.0 0.0 0.0 11.749125268571513 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.20011792303710113 0.0 0.33346452555266376 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4068346136190361 3.9780630252988844 0.0 -0.45571999633594745 0.0 0.0 PEA15 -0.09419066288847941 0.012751092901387012 0.5077049588892776 -0.1957955030812369 0.0 0.0 1.4755278273786094 -0.2212293129025808 0.0 -0.6363812362001846 -0.34962455524143166 0.0 0.0 0.0 0.0 0.4776302948978823 0.0 -1.1913856537421454 0.0 -0.6259949485791662 0.0 0.0 0.0 0.0 0.41965615021088104 0.0 0.0 -0.5459709980162806 -0.33831365198390706 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7789162537295561 -0.7584038158374158 0.0 -0.8764794200173043 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7238150803750608 0.0 0.0 2.576193901011628 0.0 0.0 0.0 -4.323033644080307 0.0 0.0 1.9951444200180017 0.0 0.0 0.0 0.8523828245402257 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.3551450460362036 0.0 0.0 0.0 0.0 0.0 0.0 1.1822356571960266 0.0 0.0 0.0 0.0 PEBP1 0.3004362183493082 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2.0334590538926545 -1.6948551898929616 0.0 0.5094437887416291 0.0 -1.335105848197627 -0.609421491889535 0.0 3.018265899725689 -1.0851849043239492 -0.25704283565223185 -1.689214596152904 -6.351136036116889 0.0 1.389343561856268 0.0 0.0 -1.1180284552217632 0.0 -6.041798064046411 0.0 1.754863987164016 0.0 0.0 0.0 -1.3192218825539062 0.7667805510526023 0.0 0.7550038495469619 0.0 PECAM1 -0.23512031113550727 0.0 -0.19299075664857218 0.0 0.9226614500352466 0.0 -1.867211742752981 0.0 -0.49490217823087596 11.042119389253497 0.0 -0.2709878157084323 1.5554026730430408 -0.2695411192313918 0.0 0.0 0.0 0.4213913341536661 -0.34314699667721804 0.4957474332272897 0.0 0.0 -3.0794238183888387 10.977189574532531 0.0 -0.4093955209170108 0.0 -1.6638172919517695 0.0 0.35701083490673025 0.0 0.0 -0.060738453192639416 0.0 0.0 0.0 0.0 0.0 -0.9868399270503696 0.0 0.0 0.0 0.0 0.7774242700431814 0.0 0.0 -0.9166004558206279 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8539032399501224 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5300444984727208 0.0 0.0 -2.993301448192439 -3.93246966224513 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PEF1 -0.20619578119367454 -0.12411078441075553 -0.35169932208988314 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.380438746606148 0.0 0.0 0.0 -0.3587583353939841 0.0 0.0 0.0 0.0 0.0 0.10987158113427849 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6777598709761483 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PELI1 0.048087608516678905 0.22101101274903548 0.0 -0.601684835722221 0.2744051287111238 0.0 -0.8018685752570235 2.431206584171934 0.0 0.0 0.0 0.0 -0.4502859438743543 0.0 0.0 0.0 0.0 0.0 0.6648543305026463 0.6970549751884134 -0.47310606821111634 0.434426631101717 -0.5046931077544325 0.0 0.0 0.4089450861913618 0.0 0.0 0.0 0.5676968832904458 0.45603648279259856 -0.6290328573914363 0.0 0.0 0.0 0.0 0.0 -0.69395516625083 0.0 0.0 0.8213628346718556 0.0 0.18647096824421888 0.0 0.0 -0.4107711177775842 0.0 0.6109887403933898 0.0 -0.2527792169545758 -0.8187874462071082 1.1264929997933302 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.08352247281572245 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9487998028075977 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5220421439773681 -1.5236874023135725 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PEPD 0.03691738167774716 0.0 0.0 -0.15225615315265056 0.0 0.0 -0.27414607102911015 0.0 0.0 0.0 0.0 0.0 0.0 0.5677783075507239 0.0 0.0 0.0 0.0 0.0 0.4332838289109935 0.0 0.0 0.0 0.0 0.0 0.0 -0.4289685952914068 0.0 0.0 0.0 0.0 0.0 0.6719505356599327 0.0 0.0 0.0 0.0 1.277122353426766 2.1584918063844087 0.0 0.0 0.0 0.0 0.0 1.012795347559159 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.923717973697083 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.037518799496664 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PER1 0.0 -0.29574176456808166 -0.16245142044278263 0.0 0.0 0.0 0.42115752839060916 -0.23340396298315846 0.038730541326001865 -0.6773974249780191 0.3045041294912259 0.0 0.0 0.0 0.0 -0.25912025116616433 0.0 0.0 -0.36451488417901806 -0.4168334691495512 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34180181347176963 0.580243743696938 0.0 0.0 0.0 -0.5426968176378114 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4350365145598984 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9283935427468682 0.0 0.0 0.0 0.0 0.6127399552345888 0.0 -2.2141531160186503 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.017996451246044 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PFDN1 -0.20583980823658007 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3534480588432861 0.0 0.0 0.0 0.0 -0.3658287640814747 -0.3637004579924122 0.0 0.0 0.11199566289092565 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6164451137260522 -0.5962793975060083 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9412850900633556 0.8357596187013516 0.0 0.0 0.0 0.0 0.27912174705603265 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6985007252168657 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9590073043553909 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PFKFB3 0.21143815963827625 -0.25473239237358014 -0.5891336313831648 1.0377338904041904 0.0 -0.25985863353976707 -0.5423362530126759 0.0 -0.2579102303924149 0.0 0.0 -1.0579992809151146 -1.3183215241767774 -0.8157142032339474 0.0 0.0 0.41669493754643083 -0.4090346849884076 -0.4441419668317395 -0.024424244957886136 -0.16773419777502507 0.0 0.0 0.0 0.0 0.0 0.05172249048582674 0.0 0.0 0.44417025680921013 0.0 0.7168258151080172 0.0 -0.566926137210828 0.0 0.0 0.0 -0.6753321180002801 0.0 0.0 -1.2758784737849358 0.0 2.5780613747452144 0.0 0.0 -0.6282161525030302 0.0 0.0 0.0 0.0 0.0 0.0 -0.43095563872792436 -0.960680867108345 0.0 2.5958510591125035 9.239393852278294 0.0 0.905070165250864 0.0 0.0 0.0 0.5615151074096276 0.0 0.0 0.0 0.0 0.0 1.6006368020465067 -0.7388653673314672 0.0 0.0 0.0 1.1161038224623534 0.0 0.0 0.0 0.0 0.0 0.0 -0.47014824928068205 0.0 0.0 0.32785059702678965 0.0 -0.5128136012962418 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8.239905833719028 0.30738868529000934 -0.3507281966055448 0.4704055757010379 1.4878063730866655 -3.817512693458837 PGAM1 1.2274574248022563 0.5489475173536039 -0.2792931111397642 0.43582470612376567 -0.4105600530389544 -4.881888309258916 0.0 1.1366821257634958 -1.414405579257991 3.0783073446684366 0.15586974036250126 0.5221902834870096 1.5541483371474838 -0.9134804979389415 5.606829681143605 -0.3573795971868042 1.0823223032997007 0.5532043125646334 -0.45622985590370313 -1.5646596417610226 1.8338545987764652 -0.30367078560151917 0.0 -0.38567431436757715 -0.4592949078056781 0.8085116334633016 9.736778696296716 -0.7277884486281726 0.0 2.5659563647350447 -2.62693827772128 -2.0231193643552983 1.7353317429155761 2.585381587910993 2.9838953844971012 1.0343099289246516 -0.7442473880117602 -1.282854740424466 0.70096575239871 0.0 2.525125984782747 0.514183383043406 -0.5446516304004192 -1.7548221117993086 0.18970849076699065 -3.200953278074453 0.0 2.8217904615309783 0.9039677600147981 0.0 0.0 -3.2276301802108542 0.3696672426906673 -4.906585846899033 -1.1912286908524092 0.5562234063382658 0.0 1.0830455625893296 -10.912050295950678 0.0 0.0 0.0 -0.5995774665773529 -0.43518065937516265 0.6826069794039705 -0.6943691799982847 1.864663355398602 2.1279673107925885 4.688945961949022 0.4124319975627643 0.0 0.0 0.0 3.511400269545254 11.262590702820209 1.3095987769996746 -2.2694670092046954 0.0 -2.464740985106931 0.4697213435369353 -0.8330308728937539 1.9385338960535035 2.0240311512787743 -2.1290219951419878 1.07450423501676 -0.8796806141929387 PGK1 -0.049400552556044974 -1.551287914522341 -2.0391003300617863 0.08994895146853814 0.024911224841045982 -1.384971975368093 1.3818157004817506 0.22694555718276632 -0.7340466704665282 3.888273598267188 -0.3025476173510111 -6.125983803277429 -1.0630827550146078 -2.0512879356516467 -1.616623853885101 -1.5613049108651693 -3.2346978648336595 3.013601241038073 0.04184603823448902 -3.085902790088099 -2.5808982209106186 -3.746665029460776 -2.235740889023904 0.33018376100671587 1.1656683134107635 2.2552422347357077 16.446181302168217 -0.7888682659924854 -0.9986757854189602 -0.7410100694022238 0.0 -1.3026737542828748 -0.5279940862281405 2.010509931721194 0.6126179446589576 -1.9923163756345532 3.0197466918619966 -3.7161331071425865 -0.8551616481869098 -0.33873621222354344 6.86484376195063 1.8186369231372073 -0.8913357286926594 5.262629329567574 0.28022961467511653 -1.3121522811108748 1.3161439836003743 10.258257575620565 2.4461460933691432 -0.7004785017861413 -0.6436504584494845 -1.495817417396484 2.030474778204504 -6.012095451037525 -1.152998660731331 -3.153050095970833 2.4991764001558834 0.30571079784000016 -4.1411796956995675 0.0 1.112877566440446 -0.654130395983448 -0.6889853590373111 0.8018584664213547 -1.5948049151452566 -2.947567220292882 0.7941754387818282 -2.972920034917325 -3.1167597976830157 2.1362797698985063 1.0490737766968317 -0.5881345529398921 0.9064781447857035 -3.5318651662280964 -0.012881655565012728 1.2194080067715132 0.4222766691033916 -1.3434878779242037 0.3623443637268757 1.7483472180289215 1.3267364933177745 14.50189803292665 1.910647326765605 1.3867384270789955 -2.9929539802643212 0.3586432931976093 PGM2L1 0.06880623356634649 0.0 0.4196786266828587 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.35504642732465136 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.48394325643731 0.0 0.5493326258027266 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6280709515001159 0.0 0.0 1.3806083356859253 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5827226354022 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PGP -0.12112347443244845 0.0 0.0 0.0 0.0 0.2691940646997812 0.0 0.0 0.0 0.0 0.0 0.0 -0.2155642104089243 0.0 0.5352981925093988 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PGRMC1 0.1085903371782428 0.0 -0.3989544605522895 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2921044665307207 0.0 0.0 0.0 0.42247909693766866 0.0 0.0 0.0 0.0 -0.31996466579378613 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3641745014757318 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6544509248057175 9.75182314832445 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7693013396344048 0.0 0.0 0.0 -0.7337639336323788 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.948494775866255 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6368061963713354 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1504071630142172 0.0 PGRMC2 0.0 -0.13820773676108952 -0.1991664920905706 0.0 0.26870983164901163 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.314118363092689 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PHACTR1 -0.03693558439535094 0.0 0.4071414017086212 0.49018402428781443 -0.1932056524628235 0.0 3.1721349538982846 -0.2729612767300897 -0.30434871088974197 -0.4478040336452865 0.27534130618412683 0.0 0.0 0.0 0.0 -0.42982286198544156 0.0 0.42630848014019695 3.4093043243068686 -2.6423440727251397 0.0 0.0 0.0 0.0 -0.49692382363191184 0.0 0.6959392713987828 0.0 0.36465355552015555 -0.5161440456395533 0.0 -0.553330524871901 0.0 0.0 0.0 0.0 0.0 1.9013982394835518 0.0 0.0 0.0 0.0 4.345231047991903 0.0 0.0 0.0 0.5310580371219117 0.0 0.0 0.0 1.5095680265213496 -2.5951660118487276 0.0 0.0 0.0 -3.153069084665642 0.0 0.8837022670805875 0.0 0.7431291635395018 0.0 0.0 0.47181340607032873 0.0 0.0 -1.280673659616636 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.546199150384891 -1.2206579812323697 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PHACTR2 0.0 -0.15844031872129266 0.0 0.0 -0.45440972577067956 0.0 0.0 2.1841618425341394 0.05919503880537716 0.0 0.0 0.0 0.8338019385218935 0.0 0.0 0.0 3.416134971105929 -0.3821052950682531 -0.3935045423233447 0.42263791023657676 1.1047580341824093 0.0 0.24899064347240607 0.0 0.0 0.0 0.0 0.6840479811006248 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6098343830337123 0.0 0.0 0.7404825935159117 0.0 -1.831277919839344 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1229955574004 0.0 0.0 0.0 0.0 2.4637176048818317 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1392915081737625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PHF11 5.392892832648488 -0.28918505559457275 0.0 0.0 0.0 0.0 0.0 0.8182455924901737 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.33516178445888956 0.0 0.0 0.0 0.0 -0.3520278396246385 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6315765410255091 0.0 0.0 0.0 0.0 1.3665010959423471 0.0 0.9204778609304328 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1359318926119384 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PHF14 0.0 0.0 -0.2075871618324479 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5120981238646742 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.44353456104598143 0.0 0.0 0.0 -0.6151223319583383 -0.9419387301709055 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8715793717806117 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PHF1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4297751339555464 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4116375995576087 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6786683554979316 0.0 0.0 0.0 0.0 PHF3 0.0 0.0 -0.1473223981461625 0.0 0.0 0.0 -0.29574765563551336 -0.343627252873368 -0.5099615774836248 0.0 0.0 0.0 0.3099859848581497 0.0 -0.3315995224218423 0.0 0.49175467448976995 0.0 0.0 0.0 0.0 0.0 -0.47518983717383595 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5431312240338043 0.0 0.0 -0.7172547076358101 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.003943211139896 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1871491864477572 0.0 0.0 0.0 0.0 PHIP -0.24417891692333632 0.41891988016664544 -0.25144370830323803 0.0 0.0 -0.27392004099438855 0.0 0.09047096594658206 -0.49419775374699637 0.0 0.22504350729487316 0.5614036886282618 0.0 0.0 0.8380651287703944 0.0 0.39085159628491783 0.45534388286130895 0.0 0.887901013439623 0.0 -0.4703915946933448 0.0 0.0 0.0 0.0 0.373557847175856 0.0 0.0 0.0 0.4200798180078232 0.0 0.5591698372895539 -0.574461231001629 0.0 0.0 0.0 0.0 -0.9141650996115971 0.0 -0.7126734832257221 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.171715463731047 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8503865982639561 -3.386052327648265 0.0 1.0579087224837678 0.0 0.0 0.0 0.0 0.0 0.0 1.0171656973421028 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PHTF2 -0.24289047234718336 0.0 0.16181157982513758 0.0 0.0 0.0 0.0 2.7856403871902957 0.0 1.2411323736378763 0.0 0.0 0.27587847389336617 0.0 0.0 0.0 0.5084447665024286 0.0 0.0 0.0 -0.09761978200929182 0.0 0.0 0.0 0.0 0.0 0.0 -0.36475075152596803 0.0 -0.46533224982062477 0.0 0.0 0.0 0.0 0.0 -0.6275433588881832 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1155650715898575 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -6.839858659864383 0.0 0.0 1.5771548319900108 0.0 1.1160433412804307 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PIAS1 -0.3018495856107059 0.0 0.02253561847357366 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.27776250904633276 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3632987940117807 0.0 0.0 0.0 -0.32111936263638596 -0.2719848334135513 0.0 0.0 0.0 0.0 -0.394339038839464 0.0 -0.3218696969410282 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6916281422374853 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2800781901619169 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3317948482878428 0.0 0.0 1.3738244515100395 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PICALM 0.19831840667284173 0.21706911391756215 0.0 -0.25547368841045653 -0.3609966959844424 0.0 0.0 0.0 0.0 -0.49383563421849275 0.0 0.017852784066667283 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5089161773154904 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2867020247503324 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6457026869365623 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.090540911581365 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9972522989794733 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.51117639953393 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PIH1D1 -0.19976661897272194 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3576992880884498 0.0 0.0 0.0 0.0 0.0 -0.31489835408621464 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3923899418050066 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.33088632577254173 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PIK3AP1 0.26821666196916294 0.0 0.0 0.7495078030936065 -0.23502845094052974 0.0 -0.6040734475274842 0.0 0.0 2.013895194770962 0.0 0.34408409321693106 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4949067606775434 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.44404790750157463 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6284711108975424 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.12606705165862 0.0 0.0 0.0 0.0 0.0 1.7746885479217134 0.0 0.0 0.0 -1.19591183626672 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PIK3CD -0.10864101956242138 0.0 0.0 0.0 0.0 0.33731603194273724 0.0 0.0 0.4592886567925301 0.0 0.0 -0.352330169041633 0.0 0.0 -0.5936425367347888 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.45633425821698 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-1.3822469138778635 -3.1886946496400284 -1.2901540790301167 0.0 0.9137152798067466 0.0 1.0311650742834468 0.9406380140500321 0.0 0.8130066527033689 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.826406151784526 -0.8594971000059966 0.0 0.0 1.1931552038978057 -0.5610285494014813 0.0 0.0 0.0 0.0 0.0 0.0 PPP1R2 -0.8624336695287818 -0.7602218078998944 1.8103082700120159 0.26779496019224897 0.25852045387455597 -1.0734346820810543 -0.2735867794888937 -1.5068425718763332 -0.47830427610515835 -0.3161295806263366 0.5535247616439603 -2.684962278790542 1.0785637647049162 -0.5799411255241832 0.0 0.6335958866424206 -4.791486186067607 0.0 -1.5518467103550873 -0.7532831220583092 0.7186607860353215 3.3286686377683745 -0.35000032496754385 -2.477327216352719 1.2798268556164354 1.9557984134720232 1.4111948499011706 0.0 0.4350058945450629 -0.6276969503184318 0.0 0.0 -3.572114302548569 -3.0515432871317065 2.255571785995566 1.022118330607575 0.0 0.9810234912087811 11.294549522731028 0.0 -2.676278297493055 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-0.7744758857338458 0.0 0.0 0.0 -0.6750343331115803 0.7037821414418602 0.0 -0.23998480379443227 0.0 -0.657774130346567 0.7490018572751064 0.0 -0.200680760116049 0.0 0.0 1.0987761608837485 -3.1253754771537703 0.0 0.0 -1.513881380615626 1.496934006979159 0.0 1.3861833132236596 0.0 -2.0756526851992287 3.372213286959727 0.0 0.0 1.9766546294481326 0.0 1.6323063687361892 0.0 0.0 0.0 0.0 0.0 0.0 -1.0118438649255563 0.0 0.0 0.0 0.0 0.3339031761604296 0.0 -1.0248977227066394 0.0 PPP2R1A -0.11424780582195584 -0.1331785538991252 -0.16559647082680226 -0.23962808443173958 -0.27904325305568306 0.0 0.0 -0.2457572497558906 0.0 0.0 0.11645727291052593 -0.5990385815863701 0.055416304255045956 0.0 0.0 0.0 0.0 0.0 0.44850088380616543 0.0 0.4657975304096093 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.31256334084448917 -0.2859336211784401 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7575208029390509 -0.29953750291160114 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5005152126458754 0.0 0.9812148703158606 0.0 0.0 0.0 0.35111322666924094 0.0 0.0 0.0 0.0 0.0 0.9837784202336413 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.123000536029752 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PPP2R2A 0.0 0.0 0.38422027602383796 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4377393065068427 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.917457956636759 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PPP3CA -0.13068612819205963 0.0 -0.31924357527052694 0.0 0.0 0.0 -0.22037814512966325 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.43504529301212286 0.45415105994383265 0.5951248447970506 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38810571177177616 11.180989056545691 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4874340413099174 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5021434753934408 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PPP4R3A 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.399302524125911 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.02236744339047402 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PPT1 -0.6139007651996954 0.0 -0.04914159054950302 -2.723469532921594 -0.19322211510103016 -0.24696820742748848 3.4636703333639947 0.0 -0.19396499531719505 -1.3266081738226814 -0.48121549089752175 0.0 -0.5328456942439774 0.0 0.44382349427660706 0.0 0.3562278654389734 0.8965786094158669 -1.443155450601338 1.502267612550676 -0.7600745691731384 -0.418422730438944 0.0 0.0 0.683361409286925 0.0 -3.2672484758689113 0.0 0.0 -0.2692782828606459 -0.8991105786163406 -1.5210298509652365 0.0 0.0 0.5756270436893389 -0.6585160728340197 2.5600893369605267 2.0906262158793387 0.0 0.0 0.0 0.0 -1.2401920889658387 -0.6487148210203173 -0.7390017977903638 -0.28788335283899535 0.0 -1.3926146260560432 -1.0431393221428664 0.0 -1.0194464201219966 -1.8126493767754526 2.268138826824653 5.269616226904224 1.1519506996774491 9.398389246790577 -1.4693998233435586 -0.3326870709281614 -0.6492060333776423 -0.7873475080016568 0.0 0.0 -1.0631433151465133 0.4608765044340215 0.0 -0.9911011806822746 1.1197566427352508 -0.15365048705214673 1.4272554218585938 0.0 0.0 -0.3189224314206956 0.0 0.0 -2.838997904894984 0.0 0.0 -0.22532752153285746 0.0 0.0 1.8097747687959107 0.0 0.9887201337689119 -0.5369870088653277 -0.7961230905034153 0.0 PPWD1 0.0 0.0 0.0 0.0 0.0 -0.23394113843762848 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31793445796356073 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7957656158611367 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PQLC3 -0.15222512429230117 0.0 0.0 0.0 0.0 0.0 0.2701680945850929 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4095031617886452 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2544162950929711 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRAM1 0.0 0.0 0.0 0.0 0.0 0.0 0.22753128469362371 0.0 -0.2860142082579162 0.7254050892101587 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7096224907978617 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1157515550347938 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3683118939893397 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRCP -0.18208381977093324 0.2874523691194013 -0.047235133586338254 0.0 0.49066608762856295 0.0 3.316732326098553 0.0 0.0 0.0 -0.7203036351326829 -0.16631560869436582 -0.530103142446987 -0.42464735719525426 0.0 0.0 0.34009565503012346 0.0 -0.4029127890624041 0.4673207557945446 0.0 0.0 -0.5374344134967912 10.299732942472135 -0.18438169145729452 0.0 0.0 -0.9798592323736908 0.0 0.0 0.0 -0.8072328690965904 0.0 0.0 0.0 0.0 0.0 0.6692031969649556 2.6155596439963675 0.0 0.0 0.0 0.0 0.0 0.0 -1.000666212646883 0.0 0.0 -0.5865761428876135 0.7744148640436067 0.0 0.0 0.3147877306251048 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4026905361801824 0.0 0.0 0.0 0.0 0.0 -0.2325189888246065 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.499143777168967 0.0 0.0 0.0 -0.8965251057184679 0.0 0.9933617849226568 0.0 0.0 -0.36101344504443617 1.0149667312686472 1.113246153238394 PRDX5 -1.3011094513981196 -0.4478885599129359 -0.6084059835447462 0.10742704816556273 1.850477538713229 -0.9161671652550791 0.2648630845375755 1.1017925651737883 3.9849275332821903 0.0 -0.5014181886188299 -0.3500602135077021 -0.377825251356427 -0.4306656163827717 -0.687739491919485 1.4139731790960792 0.19546801746549836 -0.09796272069113332 0.907354314588889 -0.5101951500686497 -0.5306468380917131 0.04920255794997906 0.44392127064431264 -1.0320097843183784 0.7881163951247693 0.2285821172187105 -1.0952552790774734 -1.6033675970684647 -0.514564454613878 -0.14823008207089228 0.0 0.319737411090929 -2.07580196457122 -1.4289191176003686 -0.6293240264210529 1.3046532780093836 0.0 -0.634908791538512 0.0 1.8307395728287976 1.387847317183052 0.6147948709415499 0.0 1.581911467916481 0.0 1.0569990980252224 0.7990269617564186 0.6869003141305292 0.363329891030001 0.6351097566962024 0.0 -0.927391222992081 0.0 -0.9144663712952439 -0.8453654778005015 0.0 -4.219184003319578 1.588486901484391 0.8778173111083568 0.0 0.0 0.9309346491208926 0.0 0.46403015120973773 -0.9384056198205694 0.0 0.0 0.0 -2.810226239219411 0.7412049173638853 0.0 0.0 1.069011777278647 3.7060591945964867 2.941244952477873 1.5328465701678988 0.0 -3.387571562711492 0.0 0.0 0.5348236716693904 0.0 1.1225181174448127 -0.49500785322724344 0.7041655998621825 0.0 PRDX6 -0.3154876348256348 0.6231935866203837 0.5295174754404937 0.540820127179645 -0.8815058265647219 -0.3655039389713757 -0.43507369668571755 -0.805996989752497 -0.15136450493314588 -1.086188208852068 -0.4808799052681947 -1.2731876994433426 1.6781266489159208 7.395091744314298 0.0 -0.3490477739512562 1.6732675198620053 -0.7710678029914032 -0.27321104271996977 0.0 -0.4592628937756335 -2.152437567084715 1.1950993715478033 -0.431274899931885 -0.6840132580625053 -1.257030126601544 0.04480147364298589 -0.3485689760869231 -0.5813399419830267 -1.0271074049927902 0.7946964640703329 -2.305692878013643 -4.247672157688953e-05 -1.5642989648586618 0.0 0.7512190475851193 -0.867697492655635 0.0 0.35846637137674797 11.955072921903133 6.712906396237022 -0.6517209365314423 0.1855165608223045 0.0 0.0 0.6698057754141075 2.0258895627337408 0.0 -1.0312038790859668 0.0 -0.8043224748962982 -1.1173570578573 0.0 1.079291672414567 0.0 -1.3193078712366357 1.2011469521068288 0.4725605427786441 1.545682141428447 -0.5549641863048588 0.26192256827125915 0.7888051586073983 0.0 0.0 1.5669697809170418 -0.8431670944142803 0.38283901890963973 0.0 -1.1196882629615772 0.0 -2.4126867513733465 0.0 0.8822026116627949 1.703860807646371 0.09278451467330502 -1.3106595554346083 -1.1165254697718319 0.0 -2.702407508979378 0.0 0.0 -1.341606808746709 0.0 0.2843568298180808 0.0 0.0 PREX1 0.09104667824671372 -0.15386326488753566 0.16108847975514728 0.0 0.0 -0.21943973429602687 0.0 0.0 0.0 0.0 0.0 0.36201885369609704 0.0 -0.6509280671201096 0.0 0.0 0.0 0.0 0.0 0.459252101450432 0.0 0.0 0.0 0.0 0.0 0.0 -0.6395178915311014 0.0 -0.502634813133946 0.0 0.0 0.0 0.0 0.0 -0.7428683929287235 0.0 0.0 0.0 -0.5385806760133451 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8885980107392041 0.0 -1.0018305290759582 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7695591480603398 0.0 0.0 0.0 1.051847308722089 0.0 0.0 0.0 0.0 1.3358208395101825 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRIM1 0.0 0.5820103863238674 0.0 0.0 0.0 -0.26012879575781983 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.5583551917032947 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRKACB -0.24241183834700203 0.15235355481439103 0.9998559223084614 0.0 0.0 0.26569476819385984 0.0 -0.5684835907521495 0.3478575381032572 -0.2778010784691247 0.2812496604704795 -0.2737181535888853 -0.06432210228143659 0.0 -0.2956189606520647 0.0 0.0 0.0 0.0 0.48658458477299005 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4373849217030034 0.0 0.0 0.0 0.0 0.47813395615958576 0.0 0.0 -0.8178426000097905 0.0 0.0 0.0 0.0 -0.7544356928661188 0.0 0.0 1.0984930980596117 0.0 0.0 -0.5891307681723229 0.0 0.9061710454892994 0.0 0.8426515564199668 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.1905260037295484 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8116001126961404 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRKAR1A -0.6339978764856092 -1.0949106612983672 0.22409672780325818 0.0 0.0 0.9503738774925141 1.108135927537553 0.5987934671529248 1.1974226861166015 0.0 -0.44036471564598917 0.18404117640663412 -0.3580135172142894 0.9396565158340914 -1.2974201702437582 0.9176168323757165 -0.3605300504652734 0.3918759073425268 0.6305663880383964 0.0 0.7033214815634103 0.0 0.0 0.017856195991994693 0.03758078961740333 0.4149608412222956 0.0 1.4555246730594027 -0.7709002552384532 -0.7472541462108949 -0.9560321773679558 -1.0062148530607606 0.0 -1.3327279680820574 0.0 3.3441796928461063 0.0 0.0 0.8159826961379649 0.0 2.2096588559959454 0.7054643592075831 -1.2586950033698732 1.2691068768198335 0.0 0.0 0.0 0.0 0.0 -0.30924583352297186 0.0 0.0 -0.20449474790464184 0.0 0.0 2.327885570679086 4.237422261075401 -1.0011125829934089 0.0 0.0 0.0 -1.0582371292836819 0.0 0.0 -2.1784424733102825 -4.295761552151406 1.6220570132658967 0.0 0.0 0.0 0.0 0.0 0.0 -1.5165496241084173 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8897574570895512 -0.21771816299077562 0.0 -0.39972416953792334 PRKAR2A 0.0 0.0 0.0 -0.1654024159854561 0.0 0.0 0.0 0.0 0.0 -0.34773792533950215 0.0 0.0 0.0 0.0 -0.36498931368151105 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4530675592829807 0.0 0.0 0.0 0.0 0.5979430297911673 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRKCB -0.2027797965994663 0.4249723133382485 0.0 3.693134463546122 -0.49961005526400415 -0.4529649859739189 -0.154033722111795 -0.22498147282184008 0.0 0.0 -0.3913198443801971 1.0984935561904894 0.9515963563712684 0.4161435936216721 0.7624915285871153 0.0 -0.3539298167837149 1.6613945923445594 3.081220480104864 -0.6226481696717283 1.284735775944435 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5973739999839155 2.2775005158113784 0.0 1.3396281210343446 -0.9121399240138082 -0.43297134730990666 -0.547142621338226 0.0 0.0 0.0 0.6196129007403566 -1.30153889048802 0.0 0.0 0.0 0.0 -0.9843410145605934 0.0 0.0 0.0 0.0 0.0 -1.082398818873435 0.0 0.0 0.0 -0.8405128109846443 0.0 0.0 0.0 0.0 0.0 1.0575285624223212 0.0 0.0 0.0 0.0 0.0 0.0 -1.2126299382580719 0.0 1.3170494457365127 0.0 0.0 0.0 0.7335373179805424 1.5558452776629061 0.0 0.0 -3.0596030053408527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRKCD 0.0 0.0 -0.17538245820826084 0.2308325405139013 0.0 0.0 0.36873854018868263 0.0 0.0 0.0 0.0 -0.273769668146868 0.0 0.0 0.0 0.0 0.0 0.4857888041997746 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6768885539174376 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.065344987489897 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRKCSH 0.0 0.0 0.0 0.25793524275140756 0.23360744321289387 0.0 0.0 0.0 0.0 0.0 -0.5038690273012993 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5030139637983461 0.0 -0.4988835093080711 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.35764149220274416 0.0 0.0 0.655225370249124 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRKD3 0.12450052293858645 0.0 0.0 -0.15572581091924018 0.0 0.0 -0.3158798239409703 0.0 0.0 0.0 0.0 0.0 0.0 0.5074105542479221 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4117334118154996 0.0 -0.45386607103391013 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8578994420826824 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRKX 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.26527739866460015 0.0 0.0 0.0 -0.37322617496992716 1.8238097214343754 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4156474681209387 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8308009953064932 0.0 0.0 0.0 0.0 0.8776722857964833 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.9247994628524303 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRNP 0.15852635007808877 -0.11406018333658444 0.4074047208895416 -0.2671223934982711 -0.2071652915686947 -0.20583695433813307 -0.24093688576311922 2.5491035191683173 -0.3006559514131682 0.0 -0.06106489063942834 1.3075416601511616 -0.5669959448297187 2.1964950609586933 0.45684730452959416 0.0 2.392809052953053 -0.44977025977767127 0.6254262908232422 1.191950439724095 -0.624994845883115 -0.7831356789504115 1.6055243442137923 -0.7346129094603077 0.9306892184277852 0.37325591812010983 0.4142949252152131 -3.6092355843647397 -0.014237963258518782 0.5231477516489724 0.0 -0.3609104987880274 0.618932708049283 0.0 4.670883792591564 0.0 0.0 0.2579638085528625 -0.8998477246186911 0.0 2.0504742481225153 0.0 -2.014148698126488 0.0 -0.6479260266738944 0.8726373736413143 0.0 0.0 0.0 0.06469234625037076 0.0 0.0 0.0 2.584626659362284 0.0 0.0 0.0 -0.934914198121945 0.0 0.0 -1.279239628102843 -1.5838275916864617 0.0 -0.33730835668530873 -0.8633423359260431 1.4737097319419032 -2.570324251078946 0.9732320005938476 7.421907399414076 0.0 0.0 0.0 0.3513146651111496 2.162445203137513 1.2355806341669164 0.0 -0.6365940888922073 0.9701378736550719 1.0426206013180725 0.3418914092479208 0.0 0.0 1.296294402736627 0.0 -0.6906691057416694 0.0 PRPF38B -0.394604979867507 -0.3495389154236463 0.14214207848102217 0.19434946599565062 -0.19850571003141335 -0.03214168930601614 0.4954989296000116 0.3376082312381617 0.5608048268394142 0.3243181558590484 -1.2892415626267613 0.3836719701508294 0.32059392872101794 0.0 0.0 0.0 -0.7126445605246422 -0.3831704511627708 -0.7279823939811143 -0.42221578640313057 0.1641102081789569 0.0 0.0 -0.42498982164517607 -0.5859055625142197 -1.0981667663258772 -1.1529633290959904 -0.3813402683712444 -0.8291051118025898 0.0 0.4522055970547562 0.0 0.0 0.03231526947431105 -0.590508294327077 1.2693946767419149 -0.970957301037914 0.0 0.0 0.0 -0.6890866531371005 0.0 0.575614729382493 -3.1773467890421 0.0 0.0 0.0 0.0 0.07183567678817493 0.5834338028274063 0.0 -3.2120993148197194 0.0 0.0 0.0 0.0 -0.902548794750958 0.716521503814198 0.0 0.0 1.6648409640513309 1.1757436573278648 0.0 0.0 0.9500682198484941 0.9691849500730482 1.1369523465382003 0.8447697484478185 1.153993923788353 0.0 0.0 0.0 0.0 0.0 0.0 -1.4310409794369945 0.0 -0.8641740309516891 0.0 0.0 0.0 0.0 0.9591194946392045 0.0 0.0 0.0 PRPF3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3032879643756226 0.0 0.0 0.9479498177307754 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.199483774106489 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRPF40A 0.11715525757733455 -0.17571426987327055 0.3506857075934642 0.0 -0.055847275778968086 -0.30668384038046703 0.30867624050362036 0.17796331660561068 -0.23653488471005693 0.0 0.0 -0.3103242944949875 0.0 0.0 0.0 -0.49723408532853874 0.5552574270402529 0.3844951417225432 0.0 0.0 0.0 0.0 0.0 0.3054278368873869 0.5878499748063929 0.0 0.0 0.4850039030527818 0.0 0.0 0.5196214169992698 -0.4675817325941159 0.0 0.0 0.0 -0.5988581355558296 0.0 0.0 -0.5366831302373446 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7357849335153422 0.0 0.8013997007572657 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9267561461339073 0.0 0.0 0.0 0.0 1.7531616769483123 0.0 0.0 0.0 0.9844146327316879 0.0 1.0688009165541543 -1.740797374737794 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRPF8 0.0 0.0 0.0 0.0 0.0 0.2905108834291983 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4300076254660697 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34313569599830607 -0.36157510367874557 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9485873776624342 0.0 0.0 0.0 0.0 -2.001637111940622 0.0 0.0 -0.8413279202016927 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.254819592915901 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRR13 -0.8064060796273005 -2.86703397103014 1.137948619184696 -0.8328260315827495 -1.592965642509767 1.831382721578048 0.7639831209656562 0.28035216462179113 -0.2629786688884842 0.6759348148529338 1.078866693861979 2.2521306559677754 0.5264719563949719 0.37749388211925006 -4.750607617013312 3.800632794289721 0.0 0.030781302235171788 0.4324111638470144 -0.7580589549021585 0.6783173338967006 -0.918237706390178 -0.4135725005997003 -0.3563842920907864 0.5963691636057116 0.0 0.45687298160045703 0.0 -0.3078493790259253 0.9948951078616969 0.012033933276911248 -1.013838787615365 1.2470694643112021 1.531130265638121 -0.5238998495396907 -0.6076876099345676 0.1438155018869327 0.0 -0.5492488166228471 -2.759665880595342 -1.3920901118805984 -1.0952054731654006 -0.7948228636245331 -1.1972046349237802 0.743517530787494 1.3493621473314885 -1.03072848929396 0.24988543726659135 0.8893165352095185 0.0 1.7626127549688577 0.9926835950444891 0.0 -2.3942300182127987 0.5906667889153715 1.1243148426210523 -3.134710287631087 -2.5530230264142992 -1.360921191495773 0.4466960873419321 -2.5018839258813523 2.403790920016429 0.0 0.0 0.9850509600178553 -1.0434793466607768 0.0 -1.192186482708006 1.211510212683558 -1.3108457199579033 1.3095595535187017 0.0 0.0 -5.360243984494969 0.0 -3.9630847340012245 0.0 -0.847695018850696 1.2670507163978315 0.0 0.0 0.0 1.1283173708247398 -0.498370341746235 0.0 -0.4631237739428761 PRRC2B 0.1893425200621909 0.0 0.3594421780004248 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35209706090458687 0.3231102114930592 0.0 -0.38091647245474763 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7628342164136989 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRRC2C 0.5278494932312294 -0.7537679714277798 1.3733383008669564 -0.905778503473418 -0.7974064175485177 0.26386337343438077 0.4155469458390046 -0.12220599237191386 0.8715057352996947 -0.307258264036714 1.2949809016376372 0.01627976801450599 0.4304955186864068 0.4809306004171479 -2.484792520713091 -2.22259981385039 1.0790176991308977 -1.0378834668562593 -0.7914575387274496 0.0 -0.3498000752875807 -0.4343973901067636 0.0 0.5207979134459747 2.002469232829223 0.6305116314148782 0.0 -1.0306447947504809 -0.2631822222055138 0.0 -1.4646240755172144 -0.5695634597538146 -0.2538994050814437 1.605231470894837 0.8245561082364744 -1.438191089272726 -0.6482552382742615 0.0 0.0 1.0153880587087365 0.8133988019164677 0.0 -1.24880853268895 2.4276217868680345 0.0 0.730444164425195 0.0 0.0 0.0 0.0 -0.6888040193901944 3.1323833807617802 0.0 1.8655975154790407 0.0 0.0 0.9528170711836449 -2.1481052570136328 0.0 0.0 -1.0445989656696908 -1.8549628505344753 0.5803287665062044 0.0 1.4856686442519855 0.0 0.0 1.2091098817643642 1.2374300416485537 0.0 -1.0325984542704878 0.0 0.0 7.0074736165061084 -1.1924824317168379 -1.2352523919080372 0.0 0.0 0.0 0.0 0.0 -1.10201385190284 1.317957340641469 0.0 0.0 0.0 PSAP -1.3783295471578083 -3.685913308447166 -1.3757265871663569 7.7535553598218305 2.986127351489366 -0.8637312603820017 -11.22012064384517 -0.7922559103476411 -1.638605357697586 12.79924648475203 0.42532710775479754 1.24369028976275 0.17134290485416176 0.6208786719289883 1.5925464262163014 -1.1623817320687315 0.3893813265900504 11.23282256826828 -3.896859103720344 10.472690962660625 1.1742590207794068 -1.8736956137710705 4.183656063476748 -2.399261017348809 2.078100063733359 -1.4079007781355406 -1.4112371958792778 0.3769089480103796 -1.8104592728167825 -1.0395612823830875 -2.631423771709411 1.0193820282553099 -0.37562160104896813 -1.1439698554720188 -0.08256908358662517 0.24930820890503588 2.7129910737032747 10.992259930566805 -1.1278095218566413 -0.6206987664498189 -0.28777957670798326 -1.973808999994305 -5.322150781623667 0.0 2.9443861510104674 -3.1689779137542353 1.4481906387851933 -8.038733568184469 -3.9561455436273527 13.877515638576638 -1.8194545895787428 -3.2813818043335816 13.754953886388222 16.50853407218651 -0.1424659627132545 12.112845898499364 0.0 -0.7049249275305788 4.173531869745386 -0.2562226894257016 -0.7644363156099012 -2.4989142593080693 -0.5647749015115341 -4.423315818279318 -1.1939343454581814 -6.901021482604083 -7.084512225154728 1.7115885633723167 -0.21880946875551607 -0.9611792760589941 -3.0804703920247376 0.37089315016561414 0.6569195462503314 -0.9650946294780672 1.7659078687567553 -6.552246565935687 -2.6808377126321346 -0.7584251005883497 -8.805630352764695 -9.6325626102708 -3.952847151966661 5.843365480458782 -0.975783502081784 1.7240594802728182 -18.40171728724431 0.06579531097081262 PSENEN -0.1353265229280441 0.0 0.0 0.0 0.43312891102406037 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0874851879661114 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.22733139562774554 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9847157635916103 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3715280066677695 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PSIP1 0.0 3.2697879855575236 -0.15452789809371872 -0.47593612423089043 -0.5025383946689712 -1.4061613471833188 0.04712664460336305 0.0 0.0 0.0 0.043514678367025175 0.0 -0.5718898166050858 -0.33267351112854765 6.493387258069128 0.0 0.0 0.0 0.39721371924708576 0.0 0.6466862826868494 -2.1027386277205977 0.0 0.0 0.0 -0.9751276571759758 0.0 0.5129305037226192 0.0 0.0 -0.6623223058710768 0.0 -1.0673473773081352 -2.1659923699232366 0.0 0.0 0.0 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0.0 -2.668861484819579 0.0 0.0 0.0 0.8742105715257485 0.0 1.7573289030390349 0.0 -1.0262700446478612 1.2078213619321825 0.0 0.3934898391252365 1.0120473136537849 0.34172964502744874 -1.5644339701355932 0.45185260871822175 -2.0453182120053595 0.0 0.0 0.0 -1.541696403182972 0.0 0.0 0.9178993480013388 0.41510911101855114 0.0 0.9362085844190412 0.0 1.2377339034175494 0.0 -0.46422534617502687 0.0 0.0 0.0 0.0 -4.196192303116324 -0.86566334275235 2.533392955770517 -0.22586077046354996 0.09755711866304732 -0.18868619652342405 0.0 -1.519685752193995 0.0 0.45158640999746436 -0.8006802459648794 0.6212313252428732 PSMA5 1.1192394710716314 -0.7343149720310572 0.2965041818312818 -0.6688752847934342 0.2534283524695551 -0.2548711590205334 -0.23949267361709864 0.25095801905555337 0.5396701439338054 0.0 0.18316974548984424 -0.6214085181602614 1.1153844351065436 0.0 -1.7953757757128614 -1.201145512521705 0.0 0.0 0.0 -0.3685314915899617 -0.518028414940057 0.5900279757897746 0.0 -0.3555081480979934 0.0 0.0 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-0.36132686673355163 0.33477653661552215 0.12867572551548143 7.392180986584745 -1.0116055415382483 0.7448554200120007 -0.3417676326571768 4.375116379180037 -1.4421091713810017 -2.8444925280860636 -5.052024794182065 0.0 -0.8446455399394878 2.114908672203239 -0.0091598242718151 1.1344386657021885 -0.09120651106715158 0.0 0.20208422682529406 -0.7828281058411014 3.5259026046143296 0.8761472836085347 -0.6237619011197167 -1.2332763729927103 -0.2621683545729569 0.0 -1.3990730919282912 0.1806258495982759 -2.2197596331802427 -2.8007974563296236 -0.3028705504987223 -1.5358929647932602 0.6337691332444114 0.0 0.0 -0.8955586954619035 0.30634273157317277 0.0 -3.7969697072287234 -0.7961143337852805 1.5804956387147062 -0.26137960865719884 -1.6541033714210638 -1.0707130036579697 5.768810604915201 -3.980870263117184 1.0862312047962088 2.1891357081099803 -1.1137549723196831 0.0 0.43608770342889897 -2.9422504749614844 -1.871501246996266 -0.37328696751209023 0.7074225465918043 -0.9051771151172403 PSMB10 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0.0 0.33736971322819015 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3013500068338891 0.0 0.0 0.0 -1.4298772720571187 0.0 0.0 0.0 0.0 PSMC4 0.0 -0.4625364731478182 0.10700898530441283 0.0 0.0 0.0 0.40846066262798025 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35473492762438913 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39488249487927457 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7013651884828475 0.6015793943807286 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8375524537987279 0.0 0.0 0.0 0.0 -1.4095412852120681 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9099725440346589 0.0 0.0 0.0 0.0 -1.333351329533234 0.0 0.3905391951164724 0.0 0.0 PSMC5 -0.737123805681076 0.0 -0.11273120114432285 -0.18771241603353103 -0.15838932072973622 -0.42896042678198554 0.3297357755225363 0.2320701816395046 0.0 -0.312616241168738 0.0 0.3236505955675694 -0.2975909041002388 -0.4330885824921984 0.0 -0.2689241823782119 -0.11856034897109564 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.109849078056822 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PSMD12 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4916247164122211 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.910736260345956 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PSMD13 -0.23425525446800322 0.0 0.0 0.0 -0.27538549833010834 0.0 0.0 -0.5808798136061011 0.30143413334830454 0.0 0.29122021778476004 -0.16354293220587254 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.96491045781836 0.0 0.0 0.0 -0.9384588609064775 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7437490110730135 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.19696805375093726 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6986826264355649 0.0 1.172001485813652 0.0 0.0 0.0 0.0 0.0 1.1433534725646657 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.44421632143935064 0.0 0.0 PSMD1 0.0 0.0 0.19815214692606845 0.0 0.0 0.2790293818191463 0.0 0.0 0.0 -0.31098185366710096 0.0 0.0 0.0 0.0 -0.3293688383149828 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7945350738286384 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8772878996301504 0.0 0.0 0.0 0.0 -1.191459435879703 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9718741690261045 0.0 0.0 0.0 0.0 PSME3 0.0 0.0 -0.4241092998560533 0.272434097843857 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3072836710310765 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3000089813934697 0.0 0.0 0.0 -0.5360698643030312 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.5371003386214084 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PSMG2 -0.07950652236173968 0.2790456065363275 -0.16366674127067854 0.0 -0.2017130457340787 -0.25728533258165315 0.24888491438825644 0.0 -0.261334095166075 0.0 -0.020249385489244463 0.0 0.0 0.0 0.8453092847402904 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.42369921935507704 0.0 0.0 0.0 0.0 0.5468538118752598 0.313517718341684 0.0 0.0 0.0 0.33571250251454177 0.0 0.0 0.0 -0.639945337409618 0.0 0.0 0.0 0.0 -0.8095065093534167 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9237087476406038 0.0 0.0 0.0 0.0 0.0 0.0 0.8991438823317021 0.37352082237705386 0.1866665915155278 0.0 0.0 0.0 0.0 -1.024158088336445 0.8700639902538404 0.0 0.0 -0.33393658550840116 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7308203766501669 1.1380593725065682 0.0 0.0 0.0 0.0 PSMG3 0.0 0.0 0.0 0.27415505395046535 0.0 0.2943387355548831 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5011385522880848 0.0 0.0 0.0 0.49192526636060224 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.25454071194516503 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PTAFR 0.0 0.0 0.2322269536509764 -0.25741526534986897 0.0 0.0 -0.04344227891828851 0.0 0.0 -0.6933378589367861 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5048745560087389 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6264260550099974 0.0 0.0 0.0 0.0 0.0 0.0 0.7406381878125082 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7265825853392478 0.0 0.0 0.0 0.20328478532891336 0.0 0.0 -1.8743592589655513 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PTBP1 0.12188229982084693 0.5166025518359364 0.07468302867477387 0.0 0.0 0.0 -0.2888915723227537 -0.24773841985896167 0.0 0.0 -0.006312132578039432 0.0 0.30710970719720015 0.0 0.0 0.0 0.0 0.0 0.0 -0.3725070053536692 0.0 0.0 0.0 -0.3804259206695644 -0.46755920049691474 0.0 -0.4203935708497939 0.0 0.0 0.0 0.3671252154703913 0.0 0.9314186784942342 0.0 -0.4551974940521051 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0273122451890393 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.013211812879802 0.0 0.0 0.0 0.0 0.9456873271938526 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PTBP3 -0.24708764247782306 0.2368861666178882 0.15817884104669785 0.5102649834522391 -0.4295533150231363 0.0 0.0 0.0 0.0 0.0 -0.24949548496630639 0.0 1.1125323850124527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.30708763820296636 0.0 0.0 0.0 0.5015130974898788 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6747175639004745 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9203744187385968 0.0 0.0 0.0 0.0 -0.8245090628560607 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9677439016660216 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PTDSS1 -0.16199540191179063 0.0 0.2469196234675756 -0.198143035176959 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.30805412372773294 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8361247867170007 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.014267993376602 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PTGER4 -0.11831141054885333 -0.13012744264645454 -1.1059852065797326 -1.219621611129211 0.0 -0.4754139739437308 0.589547845010948 -6.163124768458968 -1.0622488642048509 0.0 -0.01721068792497639 1.6600329974197894 -3.279739805739694 -1.6684878454252472 -0.2910243802254543 -0.40323130746367775 -0.6975272203415724 -1.9009817802844537 -1.4851939350607783 0.0 0.5549349516824278 0.0 0.0 -0.9689780939066943 0.0 -0.2086336405108987 0.17584509757828837 0.0 0.4388041980399607 -0.980370115337444 0.0 -0.7387095950835312 0.0 0.0 3.17098340404787 1.285261376301677 0.0 -1.328325589527039 0.0 0.0 2.354710396696886 0.0 -1.8158269812213201 -1.2572962472379479 0.0 0.7444762620872335 0.0 0.0 0.0 0.0 0.8551092611664222 0.0 0.0 1.1357342661406846 0.0 1.0588839728920048 1.1206269596851406 -1.2349910484936362 0.0 0.0 -0.2655790064608816 2.70128977791752 -0.6717636537477901 0.35690570830142915 -5.531291757239905 0.0 0.0 0.4223756055820654 11.87416846487584 -0.4391200499865969 0.0 0.0 -0.9546238304701407 4.02134870468745 -1.5152914963526414 0.0 0.3040023302754972 0.0 1.3754798304976246 0.5043242476870959 0.0 0.0 -0.40648460035778344 0.0 0.0 0.0 PTGES3 0.7749865809058617 2.3420358462541793 5.519659991888681 -0.3507678388230313 -0.6776932983334231 -0.5653886144640692 -1.380353052297008 0.9951510183368438 -2.088560068157694 4.590383982848447 -0.738259218575406 -0.589738924625496 1.7518253203613343 -1.148683410116924 0.4957060206568238 0.012460429680561031 -0.8345936200336974 0.26314785466223706 -0.45061259809342685 0.46652284845914466 -2.55676826657962 -5.714224429843542 -0.652326572034228 0.69336865596766 -1.9668436499004842 0.4672790966169298 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0.0 0.0 0.0 1.5455229948230842 0.0 0.0 0.0 0.0 0.0 0.954350301328183 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.1451118793009325 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PTK2B 0.40185279174478933 0.0 0.20890563254677325 -0.48783361330413577 0.3292342872798265 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4400634609659799 0.520275795861607 0.0 0.0 1.161069675422929 0.0 0.0 0.0 0.0 0.0 0.4214633901378923 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6725160014256895 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.16076283448031048 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7461734677259972 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PTMA -1.1294790177971505 11.439160619520923 -0.8411455154157618 -0.7156112130103497 -4.457856343749843 -0.40982645540087104 -2.3391582324456945 0.7202203187222137 1.3406639361312092 0.3629798082571303 -0.6637206689862345 -0.107973620587112 -3.3198329723449675 2.5047394398128398 4.98858945433385 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-0.4058146436821192 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.935461897427237 0.4468047268044685 0.0 0.0 0.0 1.3854861323340284 0.0 0.0 0.0 -0.09960104802505043 0.0 0.0 0.0 0.0 -0.146111247318037 0.0 0.0 0.0 0.0 0.0 0.0 -1.13909642800169 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.8886497829453592 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9824593273418222 0.0 0.0 0.0 0.0 0.0 1.8348202160640994 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.706347522884103 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3145344896117452 0.0 0.0 0.0 0.0 0.0 0.0 PWP1 0.0 -0.1881594402769774 0.0 0.2701967078536289 -0.24260495082384503 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.034448116033423 0.0 0.0 0.0 0.32927724056907526 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5250845725035246 0.0 0.0 0.5259435912549453 0.0 0.0 0.0 0.0 0.7406498045048839 0.0 0.0 0.7160139547866455 0.0 0.0 0.0 0.0 0.0 -0.45648442192195465 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8602306665086656 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4672493370851526 0.0 0.0 PYGL 0.0 0.0 0.0 0.0 0.0 0.0 -0.2951453481564979 0.0 0.0 0.36627202233231154 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5937329700001799 0.0 -0.5459678197377744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1096040363633188 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 QARS -0.28801370098681367 -0.10517125289972816 0.17390574340760648 0.0 0.0 -0.2141637806241507 0.657947078808813 0.0 0.0 0.0 0.5473620011101177 0.0 0.0 0.0 0.0 -0.29541504307172917 0.0 0.0 0.0 0.0 0.0 0.5260442675544094 -0.36611982566931683 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7319178882033507 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 QKI 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-0.3129100265756819 -0.3700215680981751 0.0 0.0 0.0 0.0 0.0 0.0 0.7802089540684553 0.0 0.0 0.0 0.0 0.15878325719388836 0.0 0.0 -0.3630029816133658 0.0 -0.568430216023839 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5572159712122831 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1677107718794306 0.0 0.0 0.0 0.0 RAB10 -0.05405996507769151 -0.31699138907693714 0.12670749318749452 0.0 -0.28241425553420335 -0.46830292933289264 -0.23389236800223356 0.0 -0.2423219236891988 1.3473826354353813 0.5430888238873185 0.0 0.0 0.0 0.0 -0.27248575273807146 0.0 0.6780873350536959 0.0 0.0 0.0 0.0 0.48331885435144056 0.0 0.0 0.0 0.5668460787575486 0.0 -0.5373409606968429 0.0 0.0 0.0 0.5781032912502866 0.0 0.0 0.0 -0.35007970475674755 -0.6378654015037232 0.0 1.078407254939586 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.27858156728429 0.0 0.0 0.0 -0.9852886567574183 -1.0404454981138056 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.151309341524038 0.0 0.0 0.0 0.0 0.0 0.0 1.5746268976249906 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAB11A 0.1450789735561912 0.07826602255789397 -0.34805997333086947 0.022036855763164952 -0.19132745161161901 0.4516032965341202 -0.22397080049876966 0.31449979068633166 0.30753238350703144 0.0 -0.07512249910033637 0.0 -0.5977657926360257 -0.8289527527885068 -0.5714151982994256 -0.40204204844453734 -0.7750633930706883 0.41508545933845914 0.0 0.0 0.0 -0.3071014844054829 -1.4967768135955202 4.155842559623859 0.45083266045281767 0.0 0.0 -1.1145360387547998 -0.5271160197230349 0.0 0.8491807711204253 0.0 0.0 -0.5799523218177127 0.0 3.16315588808354 0.0 -0.907354260704571 7.271013242688677 8.734721250126542 0.0 0.0 0.0 0.0 0.0 0.0 0.07706664503584319 0.0 0.0 0.0 0.7785364851678551 0.10234259364140096 0.0 0.0 0.0 2.740214185697124 0.0 0.0 0.0 0.5621001205695735 0.0 0.7752032571212927 0.0 0.0 0.0 0.0 0.0 1.1885489264876574 -1.1068138603600837 -0.23226220085246468 -0.98942709076725 0.0 -1.7775169126403092 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6982617249455014 0.0 RAB11B 0.0 0.0 -0.1489275268760028 0.0 0.0 0.9137292142086375 0.40942167156880077 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.36142327647228273 0.0 0.48013990003467144 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3825248795525002 -0.5072549183945342 -0.561574031523091 0.0 0.5580929916986798 0.0 -0.7458783675737799 0.0 -0.7662189650162103 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6607065093011845 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAB14 -0.1556158544490416 0.0 0.0 0.0 0.0 0.0 0.25274783103944864 0.0 0.0 -0.2602724629719012 0.0 0.0 0.0 0.0 -0.34101468407015456 -0.3516835669012263 0.0 -0.4132368206372651 -0.3538500055210173 0.0 0.0 0.0 0.0 0.5045443213992239 0.0 0.41898452735696395 0.0 0.0 0.0 0.0 1.1068966518710144 0.0 0.0 0.0 0.0 0.42363858608513455 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8558453013867856 0.0 0.0 0.0 0.0 -0.7373922435753469 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAB1A 0.015759813841227287 -0.43287112185703086 -0.5874452051434733 -0.18186584358549987 0.20597034653870225 0.0 -0.3448863320509958 0.0 -0.25715721343942227 0.426225749571635 -0.264082115768912 0.0 0.0 -0.5974473906056512 -0.3350385111374897 0.0 0.43435570455151423 1.873824599492665 0.0 0.44635174439630704 0.0 0.0 0.44407662725443414 0.0 0.07140186864848348 0.0 1.1624892342189124 -0.40819710512832025 0.5458469486054779 0.0 0.0 1.5052372654538382 0.9030100115611177 0.0 0.0 0.0 -0.32278345799035085 0.0 0.7891663539938455 0.0 0.0 0.7386143802953029 0.540414106677457 0.0 -0.7324322913541544 0.0 0.0 0.0 0.0 -0.3363520244296088 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31451995170933067 0.0 0.0 -0.24999836165167266 0.0 0.0 0.0 -0.6489209210165723 0.0 0.1491008848143632 0.823112995543019 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.472051020879106 1.5884786149714545 0.0 0.0 0.0 -1.500629441919412 0.0 0.0 0.0 0.0 RAB27A 0.0 0.0 -0.0820796713370708 0.0 0.0 -0.22349474533478653 0.0 -0.8349223885319889 -0.5237481531527787 0.0 0.5870570427386972 -0.9723255099584194 0.20483891033447033 0.0 0.35750892018588654 0.0 0.3767303111636943 0.9364435117776466 -0.35781839404875593 0.0 1.6764171627362485 0.5581137154607589 0.0 0.0 0.0 0.47208423844676806 0.0 0.0 0.0 0.9116758271644482 -0.2511518843841103 0.0 0.6971693722205645 0.0 2.368876706833774 0.0 0.0 0.0 0.0 0.0 6.725511910777684 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.574990626565132 0.0 0.0 1.053728708149051 0.0 0.0 0.0 0.0 0.0 -1.174578590963462 -1.3888054697072845 0.0 0.0 0.0 0.0 0.0 0.0 -0.9521608827770941 0.0 0.0 1.6754039713863886 0.0 0.5085937960675169 0.0 0.0 0.0 3.155696881929008 0.0 0.0 0.0 -2.3644170281941355 0.0 0.0 0.0 0.0 0.0 0.0 -0.41089615580909883 RAB31 0.15209575175878173 -0.35107743036715555 -0.05526892970688294 -2.1780925812505445 0.05907622669016518 -0.25669131570885595 1.385353451980025 0.0 0.0 -1.2667870099316678 0.35660485724324664 -0.16914309026695268 0.0 -1.3239262430715828 0.0 0.0 0.0 -0.3039089693507431 0.0 0.5845418818905609 0.0 0.0 2.172055028642923 -1.80279569976143 0.5743095406006569 0.0 -1.4063454181178343 0.5432735402154146 -0.4307220555483712 0.7926816112417389 0.0 0.48554901004045903 0.0 0.0 0.0 0.0 1.1548241595232542 -2.1277391341311533 0.0 -0.4893413463186662 0.0 -1.9825076107453063 -0.6852705446320857 0.0 0.0 -2.132123007276394 -1.089069212600436 0.4549430198001084 -1.7983003283984793 0.2579783632407652 -0.8428489557320564 0.0 0.0 -1.8308760606347032 0.0 1.3860914658862378 0.0 0.0 -2.1976710091411937 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.689139769707441 0.0 -0.5388578797708423 0.0 0.0 0.0 0.0 -2.1582311032789363 0.0 0.0 0.0 0.0 RAB32 -0.48092357689235 0.0 0.0 -1.342171385601975 0.0 0.0 1.6115251768211023 0.0 0.0 -0.3249419817358051 0.4626231780112533 0.0 0.0 1.0823151555910897 0.46439047593895477 0.0 0.0 -0.6375624867341841 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5536919726984573 0.0 0.0 0.0 0.0 0.0 -0.673567507372408 0.0 2.0329122140486673 5.068709580805838 0.0 0.0 -0.573875367697966 0.0 0.0 -1.0265539328288527 0.0 0.0 -0.8240810031765772 0.0 0.0 -0.8102164944757775 0.0 0.0 0.0 10.751140516592079 0.0 0.0 -0.9204454107422614 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8639424978822516 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAB3GAP1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2952299607405709 0.0 0.0 0.0 0.0 -0.36925688172937904 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7066698142619305 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1928457083288422 0.0 0.0 0.0 0.0 RAB5A 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2444471864654402 0.0 0.0 0.0 -0.6071196348572659 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2579626771035263 0.0 0.0 -0.41546193453558317 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8608146099309111 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9882299588147738 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8606715294416426 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAB6A 0.0 -0.19705394372881643 -0.16618274374011466 0.0 0.0 0.0 0.0 0.0 0.0 0.32361637095047757 0.0 0.0 0.3432584557161045 0.4248537087607519 -0.3048031883143184 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.178681701897723 0.0 0.0 0.0 0.7302626583929224 -0.6750865180610134 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.117577080109746 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.201499555513789 0.0 0.0 0.0 0.0 RAB7A -0.2375231797813596 -0.8990524709095484 -0.3886809799389307 -0.8789829600255997 -0.8163971608769257 0.3566202494833648 2.9126159369121627 0.0 0.46211339988553396 -0.44475519151294396 0.1785973997551926 0.0 0.0 0.36617706182125986 -0.8384628227303395 0.23616895658907952 0.39696981762813993 -1.5429764588001835 0.4303473419079306 0.0 0.0 0.0 -0.5624815799567418 0.0 -0.44779137928736285 0.0 2.6877449736584054 0.0 -0.19012254011787189 -0.7076133880952972 0.47501956893831193 -0.48825823402732527 -0.736737430991822 -0.6250130777207398 0.5552680079056622 -0.8171872789586749 0.702503425667001 2.670140495611296 0.9448856627740986 0.0 1.808905524162642 0.0 1.5098122316923477 -1.6283282968420483 0.0 -1.4557116933246466 0.0 0.0 0.0 0.0 0.6130999803942773 -1.7817250323639608 0.0 -3.271079490634699 -0.369030708218321 3.4906050711453798 0.0 0.0 -0.9236834843523395 0.5985283440637771 -1.0192349246722638 -0.7510544646120604 -0.21282812615839297 0.0 0.0 1.5055068989492495 0.0 -1.1582184902757402 0.0 0.0 0.0 0.0 0.0 3.012652849160703 -0.9771500041340306 0.0 1.3963286259188699 0.0 0.0 0.0 0.0 0.0 0.0 1.0730892005671566 0.0 0.0 RAB9A 0.0 -0.1987256330000299 0.0 0.0 0.0 0.0 0.0 1.4946664555665818 0.3963326265240037 0.0 0.0 0.3402339284723636 0.0 0.0 0.0 0.0 0.0 0.0 -0.4738081123561759 0.0 0.0 0.0 0.0 -0.3631302216042632 0.0 0.0 0.0 0.0 0.0 0.34154369556020764 0.0 -0.49499474379440844 0.0 0.0 0.0 -0.7482153792611665 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.461992279158943 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RABGGTB -0.21665210111002967 -0.12982229686337862 -0.2545800848653091 0.0 0.0 -0.4150245688898541 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.14846035872540794 0.0 0.0 0.0 0.0 0.6048922548362687 0.0 0.0 0.0 0.667635503218892 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.33536439200275214 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5170416072995753 0.0 0.0 0.0 0.0 0.0 0.0 -0.20586478284011694 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAC1 -0.25532602292271767 -0.6071905566972773 0.04936940328951391 -0.19635006067651872 -2.1974425080003814 0.5928525980644339 4.351875300796426 0.49031147604153974 0.2789510290309353 -1.3881133720658805 -0.32734948791430835 0.0 -0.015776268390559123 -0.954524719773838 -0.36870809620504036 0.9247847870958122 -0.9232538663836488 0.9066590149177797 -4.287322397324845 -0.9877510504268692 0.5319131246946661 0.08061347595812762 -1.4704041977697315 1.4864579124242854 0.8021217729184001 0.5835012156581415 -0.8378309949911315 1.8309939042009045 0.1954770444707825 -0.23189593557125535 -0.2568980058603586 0.45326446063903403 -0.231945141118136 -1.8783819540893236 -1.5204355285974511 0.7886888948566225 0.8788259287831992 -5.7412955171136515 0.6670153676595645 2.7928329789310786 0.0 -0.8198231962901726 0.24997544109922087 0.1954028547962479 0.0 0.0 -1.1962396180990769 0.21564660793840384 -5.53948873265188 0.0 2.0951207047804514 4.45606452276334 0.4509339520251494 -0.8397355091105528 -0.4002262500044664 -1.9762113901071672 0.0 0.31278814838057417 2.6417856354343114 0.0 0.0 1.1084595600709146 -0.7283620313574288 0.0 -1.2166785935356794 -0.9682977415941615 0.0 1.1920264425813056 -0.9986115555511181 -0.9124560477830157 -1.0668581958924332 -1.0694750326956484 -0.7885250564668848 0.0 -2.331936460496998 -0.4120223014946621 0.0 1.4804560844725845 -3.3280745441117014 0.0 0.0 2.1548750105646475 2.08466238876466 0.4240757019132306 0.0 0.0 RAC2 0.35814408448919755 0.8041205089542692 0.1651735679410832 2.3336692444058205 -0.5020959917693054 4.377281089626776 -4.214384345392694 3.9833349391177975 5.080866184760654 2.3205577331881506 0.8303063740629997 2.588694671849605 1.09074439296753 9.250275220939479 -4.026008181542477 -0.9170850069047073 -1.9555981941193201 2.185207425447405 6.114487618751496 -1.5286047184099016 -2.6051203462565793 7.320442049252932 -1.6721647576567733 -1.9092826599504102 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1.237412858649187 0.0 -0.23318723422539095 0.3726752998793823 -0.21594274615682335 1.2941662328944763 RAD21 0.0 6.420769060330007 -0.2137483202751543 -0.7259149415372734 0.0 11.392853146939931 -0.23185595977099024 0.11056903071818525 0.0 -0.6368585125398323 -0.21159693629523801 0.0 0.31598047037735727 0.6104573827978006 -1.648116304822365 0.0 -0.8552409744785291 0.0 0.0 0.0 0.0 0.0 0.0 -0.4339451937349146 0.0 0.43540412390209776 0.0 0.0 0.0 0.0 0.539590613566962 0.0 -0.48826012481109543 -3.0984120083243996 0.0 -0.44917050237516126 0.0 0.0 -1.1014289625026286 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7571093540593818 0.0 0.0 0.0 0.0 0.0 -0.7452522522649551 0.0 0.0 0.0 0.0 -1.0186219625612607 -0.6423783375304817 0.0 0.0 0.0 0.0 2.1674360708725207 -1.3659651015797494 0.0 0.0 0.0 0.0 0.0 0.0 0.8830669188573695 0.0 0.0 -1.1551874886223277 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAD23A -0.06656793684817316 0.3726306741701025 0.0 0.0 -0.7265568309467404 -1.060220130140514 0.0 0.0 0.0 0.0 -0.2836476302965652 0.0 0.0 -0.4654774571064902 1.3511276295193766 0.6289756465115826 -1.3995589241541997 0.0 0.0 0.0 0.0 -2.5698833424625374 0.0 -0.42150323095390496 0.0 0.0 0.0 0.0 0.0 0.0 -0.1283565870333031 0.0 -0.5466328999597879 2.852735578801437 -0.5028700178342533 -0.8230203119067959 0.0 0.6556884075483476 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9954194849478902 0.0 0.0 0.0 0.0 0.0 0.8343065985724436 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.920828450685513 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0131044477939921 0.1480028647387753 -1.1324516655963994 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAD23B -0.17467624212710192 0.0 0.0 0.0 0.0 -0.34542281511486933 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.34601269569859266 0.0 0.0 0.0 0.4146687714293868 0.0 0.4159906724522203 0.0 0.5704971448936846 0.5543496224762879 0.0 0.33594240680473847 0.0 0.0 0.0 -0.32705129721476 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9036522922046256 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0053268314166393 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAD50 0.0 0.0 0.0 0.0 0.0 0.0 0.3509938107628274 0.0 -0.3398676244724888 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0279394371975084 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7456873545710867 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.0399573133311812 0.0 0.0 0.0 0.0 RAF1 0.0 0.0 -0.20219884664268814 0.0 0.0 -0.20849285597830844 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34639165117386445 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8482239038079703 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RALA 0.1966417755995698 -0.17057231688882032 0.47123058269486867 0.25252272022682454 0.0 0.0 1.8796828624439685 -1.1386228000160032 0.0 0.0 1.3382117093801102 -0.768509715746992 0.0 -0.27707478329372937 0.0 0.7434576173477254 -0.8478566862981757 -2.771797454446402 -0.3957638657801848 0.31183711940955877 0.0 0.0 -0.4528145383132646 0.1580434983493092 0.4198291133287915 0.9288834981813974 8.219482226948237 -0.4450882726665754 -0.41472680195831 -0.18214598498186535 0.0 1.9074368857158774 0.0 0.0 0.6609860027249872 -0.9119828213195907 0.0 0.7026915059966802 2.0758161306356895 0.0 1.6858795429569675 0.0 -0.9690509689479097 0.0 0.0 -0.8506192908695013 0.0 0.0 0.0 0.0 0.0 1.0173973057664971 0.0 0.0 0.0 -1.312763551892645 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7732545016183188 0.0 -0.9563904812697606 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1369767200423895 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RALB 0.0 0.0 0.0 -0.18681187265186947 0.0 0.0 0.0 0.0 -0.2345044898370119 0.35047385257011215 0.0 0.0 0.0 0.7973233249277335 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.36441407521795477 0.0 0.0 0.0 0.0 0.0 -0.3911608654103333 0.0 0.0 0.0 0.4324582120925018 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RALGAPA1 0.0008725484710935926 0.0 -0.16568096573452537 0.0 0.0 -0.31549245360958134 0.0 0.0 0.0 0.0 0.3149114523178544 0.0 0.6274420685799644 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0621501493490149 0.0 0.0 0.9679830440414833 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RANBP2 0.0 -0.15417506612335613 0.6717942023255069 1.9783496151737188 0.0 -0.24401893745049022 0.0 -0.21420730467122154 0.093379627811058 -0.2810316415865105 0.2500177546632243 0.0 0.47831873414669246 0.6184485607053877 0.0 -0.8318183789634407 -0.3636238922797852 0.0 0.0 0.0 0.0 0.0 0.0 -0.4243259758202098 0.6080704251241618 0.0 -0.4679929669442695 0.0 0.0 0.0 0.0 -0.6619966923422604 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7368596449318661 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1090455342268963 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5622418394291466 0.0 0.0 0.0 0.0 RAP1A -0.9398362585980863 0.0 -0.09446981554256009 -0.6178892306391955 -0.2426312951297722 -0.5332517474134562 0.5329872013075376 3.4346205930140794 -0.5573220479142745 -0.4770055328874279 0.16007601739242652 0.0 -0.2595787585759182 0.35130247628656236 0.0 2.265681115950704 -1.1091360506789634 -0.3558062670203161 -1.7257422175255674 0.1318224959677164 -1.6265542338278238 -0.3503755289564744 0.4771565932808767 0.0 -0.20919108462892333 0.050148042675523564 0.0 -0.6385716096572543 -0.7125379456280734 0.4452190593528917 0.0 0.0 0.3450259174177117 -0.7910379032567703 0.8219882388377674 0.8330293438418003 1.1601399803417154 0.7348945194766944 0.0 1.313856577961634 -2.2138842570518107 -0.7657042339631116 0.8473742062747722 -1.924954895550064 0.0 0.0 0.644628423551443 0.0 0.0 0.0 -0.8406152002435171 -0.9133609624733745 0.0 -0.9040743317135419 0.0 -0.8851865614614227 0.0 0.0 3.9785155812388706 0.0 0.65855478365467 0.0 0.36663412846924753 0.0 -0.8259456427440628 0.19059750987850718 0.0 1.034711536438725 1.2177435770657088 0.0 0.0 0.0 0.0 0.0 -2.583045980291071 1.2166701790696466 0.0 0.0 1.3632743066347253 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAP1B -0.20965705782394878 -0.24533559453344206 0.32993789285124214 -0.9015239940535302 0.408950897867789 0.018706654998812605 -0.7977422158998447 -1.2660683351957327 3.017741907543739 5.640772367830148 -1.0412932376516537 8.03814870599323 -1.9020781731581855 -0.47289569077011656 0.6498882350086659 1.2812779075452905 0.38575639522749416 0.5192258103116013 -0.49686684562540534 0.4434324294940932 -0.8109074324367581 -4.454890144270426 0.0 0.0 0.5616785139922092 -0.6222821782649116 -0.9608814854847564 0.5037546743255469 -0.12589222443608936 -1.1243302622990559 2.2745283597377988 0.0 13.574509796885144 -1.427445178277948 -0.38183412090758606 1.0217650678645755 0.0 0.0 0.0 12.911911965553657 1.8919947007685036 1.0543186212663982 0.0 -3.964944640386733 1.4818465727340968 -1.0568970215581386 -0.7470722155132715 -0.2433856538108437 0.0 0.0 3.6374477511278807 5.4284519861487945 -0.22819924480412956 -3.2819702413477905 0.5291834589665542 -1.0604851001271542 -1.7222458749386054 0.8466933419665456 2.6512182255522947 0.0 0.1870712681124536 0.0 -0.29631926013823284 0.0 0.10398286133227952 -0.9107849812407521 1.7392137930224616 0.8278944291802608 0.0 -0.330813169705671 -4.553742740040581 0.0 0.0 1.2396338323068343 0.7320322941928377 4.039301766574657 1.6590250709540442 1.0284615116682985 -4.935706747632926 0.26539355905987655 -1.297399946904467 0.0 -1.5310045328449389 0.0 0.0 0.0 RAP2B -0.1110869516534239 -0.1269172149820174 -0.007249106617115039 0.23415372503865042 -0.201717305044095 0.0 0.0 -0.26887170577745456 0.0 0.0 0.0 1.5214103061536068 0.0 0.0 0.0 0.0 0.0 -0.4929736233110965 0.0 1.1936008721465483 0.0 0.0 0.0 0.0 0.0 0.0 0.649291936575171 0.0 5.030038334118351 0.0 0.5744241712700429 0.0 0.45019883915763376 0.0 0.0 -0.7666752430004339 0.0 -0.08983844803116958 0.0 -0.17299273919098124 0.0 0.0 0.0 0.0 0.0 0.6349519212868552 0.0 0.0 0.0 0.0 -0.6827370140687951 -0.6830633222784546 0.0 0.0 0.0 -0.8290883937619765 0.0 0.0 1.1353413904653114 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.02393887894518 0.0 0.0 0.0 1.3609917569689545 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAPGEF1 -0.142883321142044 -0.14568685832121328 0.18045114271712379 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6875715045000131 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6180040639398969 0.0 -0.5042088193243468 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9555051566413879 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9826380398264629 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1954811357934185 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAPGEF2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3971462736669524 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7613925962669921 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RASA2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.33535863223955775 -0.4073412710564038 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5877307629969166 0.4019975746085397 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RASGEF1B 0.11353236008914983 -0.1414575913293409 -0.27811869459372013 0.0 0.0 0.0 0.2642282945956055 -0.9137014035125207 0.3369333415143587 0.3397042602756921 -0.4440588946355932 0.0 0.0 0.3346790253175229 0.0 0.0 0.0 -0.46350776698318535 2.0284354259094295 -0.7283681049983013 0.0 0.0 0.0 0.0 -0.3650902091329697 0.0 0.0 0.0 9.345275841985504 -0.6457358499356247 0.0 -0.6174073142732313 0.0 0.0 0.0 0.0 0.0 -0.5955258411044545 0.0 0.0 1.0233937827194548 0.0 0.13859759694933227 0.0 -0.7522351791545009 -0.46924298617741306 0.0 0.0 0.0 0.0 0.0 -1.1420569331642436 0.3286784170799636 0.0 0.0 -1.286808032207477 0.0 -0.6621842873030095 0.0 0.0 -1.2755411053627619 0.0 0.0 0.0 -1.164762794748481 0.0 -0.23410197164203497 0.0 2.2109227058907654 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.226099493327447 0.0 0.0 0.6994698908929897 -0.3024335152007255 0.0 0.5842991537237631 0.0 0.0 0.0 RASSF2 -0.13633809755141751 -0.14730113394566274 0.0 0.3605868548924949 0.0 0.0 0.0 -0.3241950111966992 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.25879462801827413 0.0 0.0 0.0 -0.7891430350236032 0.0 -0.47367950907844536 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5598306651317294 0.0 -0.6096905939887436 0.0 0.0 0.0 RASSF5 -0.39537024125096487 -0.14446124693406348 0.038376262137284796 0.0 -0.3008661974901689 -0.1486087641856311 0.26868805788192046 -0.06571096820833618 1.3498922390214105 1.8812738959857418 0.0 0.3482568839424798 0.0 1.1475017047054485 0.0 -0.3258010916655624 -0.3922828316468624 0.0 -0.3452556055680146 -0.39432027262423425 -0.8788283157069038 0.0 -0.808374950672444 0.1818522499417828 0.0 0.39846487537767056 0.6906136670963261 0.0 0.0 -0.5987822939223656 -0.7691445493419476 -0.5237558625929131 0.0 0.5926465921782433 1.7161852466295768 -0.5803762703870212 0.0 0.0 0.0 0.0 0.6958274147358616 0.0 0.0 0.0 0.0 -0.360208352034549 1.606416489453674 0.33066250862539903 0.0 -0.28952854709419773 0.0 0.0 -0.46232875351057184 0.9315296247170591 0.0 0.0 -2.932364366966038 0.8207993533969059 0.7213431273287784 0.0 0.0 0.0 0.0 0.0 -2.105568862104242 3.1319541323248123 -0.22230152719198826 1.242883926531852 7.07930212134939 0.0 0.0 0.0 0.0 -1.4278741085209405 0.0 0.0 0.0 -1.0767762897303403 -1.1639315522204066 -0.3073847703151579 0.0 0.0 0.0 0.0 0.0 0.0 RB1CC1 -0.13139431498693085 -0.14071157074658328 -0.15946174377413505 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3448656429276015 0.0 0.0 -0.5515555165564983 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5681680175103121 0.0 0.0 0.0 0.0 -0.35090776290252446 0.0 0.0 0.0 0.0 0.0 0.0 -0.5925045405125814 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.0273945887532427 0.0 0.0 0.0 0.0 RBBP6 0.14107784684562116 -0.012009873128891707 0.0 0.0 -0.2669138772765697 0.0 -0.24810065406519047 0.0 0.0 0.0 0.15877404473164247 -0.3872449865438596 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4817396491235767 0.0 0.0 0.0 0.0 0.4516183402762553 0.0 0.0 0.0 0.49184120222990463 0.0 -0.513454601015168 0.0 -0.43683734629998994 0.0 0.0 0.0 0.0 5.6938805601929285 0.0 0.7637995525934705 -0.7921331718165151 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.523429734941125 0.0 0.0 0.0 0.0 1.1003496660377943 0.0 0.8036949778515804 0.0 0.0 0.0 0.0 0.5956954178593253 0.0 3.1708235929502053 0.0 0.0 -0.8088642694819381 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RBBP7 -0.30830822827856286 3.630913364905319 0.0 0.2836891639368781 0.0 -1.3212624514400837 -0.23054386627016218 0.2869103805178714 0.0 0.0 0.0 0.0 0.0 0.0 6.7361662591083205 -0.3152547523878593 -0.28310948733588676 0.0 0.0 0.0 0.0 0.0 0.0 -0.39767873774113155 -0.5826136889921257 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0514000274945 0.0 -0.30312943868719955 0.0 0.0 0.0 -0.6136505678979437 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.35014682341164627 0.0 0.0 1.2848967325902059 0.0 0.0 0.0 0.0 0.0 0.0 0.6859011409900965 0.0 0.0 0.0 0.0 0.0 0.9957159288665304 0.0 0.0 1.0941523428758617 0.26645000935443675 0.2471217318629301 0.0 0.0 0.23434109367296876 0.0 0.0 RBCK1 4.93544610021891 0.0 0.0 0.0 0.0 0.2655068249919275 0.0 0.0 0.0 0.0 0.27100803693408065 0.0 0.2988755122150037 0.0 -0.31667955729042957 0.0 0.0 -0.34788034206283613 0.0 0.0 0.0 0.5926294670466353 0.0 0.0 -0.5758042178345087 -0.7731075793446934 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8959820374024571 0.0 0.0 0.0 0.0 1.1568513889916285 0.0 0.0 0.0 0.0 -1.0350350537610729 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8826190146584537 0.0 0.0 -1.0042475863380977 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0340614891075997 0.0 0.0 1.184772815794263 0.0 0.0 0.0 0.0 RBM22 0.0 0.0 0.0 0.0 0.0 -0.2088559256283767 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.41801906255748916 0.0 0.0 -0.42396127335412687 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4375616400203315 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RBM25 -0.018882621322224957 -0.1671670711852185 -0.6302089553916426 0.19347385981201165 -0.2412915050270437 0.0 -0.06590329761853592 0.2881207441265349 -0.007610656037823691 0.029664442363724824 -0.1540636331428977 -0.29703047774606145 0.31758806834716624 0.0 0.0 -0.5750299017437046 0.0 0.666692740355975 0.0 0.0 0.0 -0.5881208984582759 -0.36747811947891396 0.0 0.0 -0.868488432932565 0.0 0.0 -0.9060617248058496 0.6048927209310807 0.38008413327036317 0.0 1.3777419654834142 1.645740345948953 -0.5788024507547348 0.6230949601264751 -0.5512768994876887 0.0 0.0 0.0 0.0 -0.751269480651951 0.0 -3.6831801831102555 0.0 0.0 0.0 0.0 -0.6144720304392388 0.0 0.0 -0.9833358223240223 0.0 0.0 0.0 0.0 -1.7586535453607979 -0.4902273048628905 0.0 0.0 0.0 0.0 0.5855884931804455 0.0 1.06984220646089 0.0 0.0 3.0600715187177174 -1.0461007836512581 0.0 0.0 0.0 0.0 -1.657254917881394 -1.1620275432473703 0.8190163001004087 0.0 0.0 0.0 0.0 0.0 0.7305570206857457 0.6564966279884682 0.0 0.0 0.0 RBM39 -1.0632512306396131 -0.7410554786157945 1.1350686775532854 -1.6123340162843238 -1.3570630467060587 -0.9376454390695007 1.501438337021295 -0.5768362691578239 0.9448861959707685 -0.5439312274768108 -1.3498672634701094 2.8258453545701583 0.5044266324072821 1.0716722290078848 -0.3880175537435181 -0.9275110117672407 -0.6207714308671728 0.4744180736641262 2.201968964767398 -1.0921212448361823 1.7575107926690459 0.6219061599979339 0.0 -0.4217737419425727 -0.7844880385768457 -0.36395339718340486 1.0085093500120104 -0.9690327224915943 2.0305279713363045 -0.8950998580281779 -1.8092753150541983 -1.3824461974832782 -0.6151574392773707 -1.3615055234249234 -1.2564885687033174 -0.5725423248672488 0.0 0.6214378493143421 -0.8262355541155048 0.30073707529393623 -1.7043058242753162 -0.9790366854106626 -2.3480764164261605 3.6649296169259213 0.027676766053320718 0.0 0.0 -0.48417975525252405 2.5521350662496856 -0.2145735040505913 -0.14842508800402904 -2.908479928204454 0.31616863085156516 3.920196405027299 0.0 0.0 0.0 1.4932266067849824 -5.470189577255951 -2.870537599727023 3.56622012741895 0.6796214732386742 -0.004572925096295107 -0.2907791247700076 2.1448888800347445 1.028425810498905 0.0 2.8016665956286264 3.2368414267927212 0.4509752041575809 1.3424146005838782 -0.9255352393396743 -2.8589220231607277 7.186976226585321 0.0 -2.1220146457545597 0.7059156667111649 0.0 1.140763786169259 1.5274333415661148 0.0 1.1952744033222864 0.0 0.0 0.0 0.9899175079145083 RBM3 0.5899365279298883 -1.623048200207458 -1.0531959015103882 0.7997361774868749 -0.546848814782989 0.8247112409726812 0.1337185313539168 -0.9829128387639318 0.3970009196762207 0.5163583446542479 -0.22160024812241666 0.7757622802463515 0.15560626685920492 0.07196677010626011 -3.332087760026928 -0.3356707838759598 -0.4607508159541943 1.2849450976827426 -1.0751969029297932 0.0804365056393715 -0.5342147078910768 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-3.38296958925079 0.0 -0.32048126299736135 0.0 0.4652587930853692 RBM5 0.46761061823765016 -0.13601357945461573 0.00923423380622812 0.0 0.0 -0.17057930076989986 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.20824367269714805 0.0 0.0 0.0 0.0 0.8205884587358215 0.0 0.0 0.0 -0.6248203425429563 0.9185605885879609 0.0 0.0 0.0 0.5065247234863381 0.0 0.0 0.0 0.0 -0.4202588893163714 0.975750706472706 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5185329397228314 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0577367662211385 0.0 0.0 1.0213351622720632 -1.07498559077749 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.650595915307594 0.0 0.0 0.0 0.0 -2.8997457821095654 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.410073259577855 0.0 0.0 0.0 0.0 0.0 0.0 RBM6 0.0 0.0 0.17585407345275023 0.2544753808872502 0.2916257198894474 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22359115244662287 0.0 0.0 0.0 0.0 0.5751939314245764 0.0 0.0 -0.33769548214185857 0.0 -0.11299450836221812 0.0 0.0 5.629429993062941 -0.5615721153655299 0.0 0.0 -0.7261814881879423 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.37600444611281775 0.0 -0.5704226957404276 -0.7500402005293149 0.0 -0.19199775079371498 0.9749383021761249 -0.4344773229148145 0.0 1.0581172527426486 0.0 0.0 0.0 0.0 0.0 0.35664383664909655 -0.4161429685357823 -0.9883421675774383 -0.9800377603223612 0.0 0.0 1.2143037926983624 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1535344469016837 0.0 -0.27440246246457756 0.4793347336319062 0.0 0.0 0.0 0.4731118884966306 0.0 RBM8A 1.0623702496909637 0.9584952954301973 0.022903190906617837 -0.40635501296471416 -0.6307886181217669 1.6167925076878988 0.0 0.07153575823174053 0.7023255740263604 0.745249233633481 0.12096786478567036 -0.43077393021672694 0.0 1.3547828101076738 -1.0972227508135048 3.2275530587016874 -0.8551180235858576 0.5216420960076731 -0.4823403197016994 -1.8776198785123948 0.0 -2.4603165529255784 0.025427357152624726 0.5780314396870581 1.0678601126260374 -1.4345221924720326 0.23845209363213696 -0.3542491579682467 -1.4285007959729439 0.0 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0.44860219758543246 0.47758378448434397 0.0 0.0 -0.3954087415414559 0.0 0.0 0.0 0.0 0.0 0.0 1.0179015421404098 0.0 0.0 0.7480591797703329 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7810149792883183 0.0 0.6443443965116631 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3034385815317382 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RBMX -0.1710207524269514 2.2065177852854085 -0.49208252316131834 0.32614110121677214 -2.072425678629036 4.7147188418389625 -0.07215347177485415 0.5886273247892407 0.822063774522238 -0.5265138891359117 0.7118553319764698 -1.2005419098414707 -0.5089740848264113 0.9329959680117655 0.37840940648896954 0.44571892640925065 0.8231739808122224 0.4312041230318494 -0.7433668848046485 -0.3403577905607187 0.32042338949025545 -0.8956234002074971 -0.3668190365935005 -0.33442796134606567 -0.366449168351636 -0.16855835380249548 -1.349283468456582 0.0 0.0 0.0 0.4448056340585083 -1.1832157762829647 0.11691427685826347 1.792305024821663 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-1.576626904192042 -1.2696723301331703 13.506966849794559 -0.10738481970488821 -1.0274993297776687 -0.6326521999939725 0.43835253537236346 0.7057360344389182 2.258859319235785 -0.8521326864861676 -0.43292240576125907 0.0 0.22958150760364202 0.0 0.0 0.5599990087082618 1.2493938979163561 -0.6723621516766225 -1.114259677817069 -4.9944777294547915 0.0 0.0 18.206374607869833 0.871155622014537 0.0 -0.23554729549925163 0.422749908570609 2.4910255852897714 -0.7818621350950617 0.5505075107900878 2.8860299630678745 0.0 1.2231374936635937 -1.0757316581194174 -0.17693394100831275 -0.28781125469168617 -0.44864187121701843 0.0 -2.0133071637395408 -0.456004546649432 0.0 0.0 1.6849127308315783 -2.107413500624565 -0.2850480072484122 0.0 1.2450854132700269 2.1488345817341212 0.0 2.22555452800672 -1.7149270584523433 -0.7935742873997904 -1.371153817738239 0.34500749435176026 -0.5965306785783034 1.227390378763101 0.0 0.0 0.0 0.0 1.6194569503865703 -1.1209293074152331 -0.4650611914710181 3.7383716416772983 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-1.3543385086781174 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.566535419142668 0.0 0.0 0.0 -1.5506748630658946 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RCN3 0.0 0.28033529438913285 0.08316748451565602 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.25081970978608203 0.0 0.0 0.0 0.0 -0.32499652630189757 0.0 0.0 0.0 0.0 0.0 0.0 3.2691243273175674 -0.3561471768934244 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0315705172800798 0.0 0.0 0.0 0.4965498076509764 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RCSD1 -0.43775394834730896 0.33850698828637915 0.0 -0.7215936246349252 -0.6726519613595671 0.4617705964132178 -0.7948197918484645 1.0104750724277418 0.5140230664191513 0.0 0.016214517468410714 -0.826607480904327 -1.5937356305687698 0.0 -1.2678334941964318 -0.31131224426266546 -0.3357309759665023 0.43612974094496465 4.5299631167811425 0.0 1.127029394847232 3.092766489126341 -1.4518289934249198 -0.3657352453713203 0.0 0.7468671916643395 -0.5609919148219948 0.5768144839013077 0.0 0.0 1.8825563984380431 0.0 -1.208245800922981 -1.585278012050738 0.0 -3.7909279228877204 0.0 0.0 0.0 -0.9265962946503978 0.0 0.0 0.0 1.0263714892552351 0.0 0.0 0.0 0.0 0.0 0.0 6.482855361272685 -1.6806802170512327 0.0 -2.5424835167258504 0.2600446069762593 0.0 -6.005477030852618 0.0 0.0 -0.7068196493388988 0.0 0.0 0.0 -0.29467027204616675 -0.7967613195908364 0.0 0.0 0.0 -2.128594505369558 0.0 6.679947528458925 0.0 0.0 -2.478239316492221 1.261984171429989 0.0 -0.5845958537369472 0.0 1.169992913052552 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RDH11 0.0 0.0 -0.23247850324608882 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4037775738238358 0.0 0.0 0.0 0.0 0.0 0.0 0.71404056213441 0.0 2.1341038634671388 0.0 0.0 0.0 0.0 0.8757654266750142 0.0 0.0 0.0 0.0 0.0 0.0 -1.1246801503833146 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RDX -0.01628702011546539 0.19587908731110057 0.1466120329788709 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47421448552710094 0.0 0.0 -0.3532706420222815 0.0 0.5688079952244013 0.4322451816861508 0.0 -0.46014058329946506 3.4940784341860374 0.0 0.0 0.520940404405274 0.2689912046099247 0.5221141860709824 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.17544652423211726 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8570457161454297 0.0 0.0 0.8288001112170191 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9669458520248224 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 REEP3 0.0 0.0 -0.1787752762124355 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35752474661321093 0.0 0.0 0.0 0.6221545292133468 0.47223498861014707 0.0 0.0 0.0 0.0 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-0.6699060032328363 0.0 0.0 0.0 -0.2602481757481086 0.0 -0.9294895828073458 -0.27627373926846693 7.123160605118322 -0.5025067354185971 0.9288488661345115 -1.905857028880206 0.0 0.0 0.0 0.0 -1.03051618851922 0.0 0.44043941879597276 0.0 -0.6843169062433391 0.9916368951780651 0.7676286900191144 -1.1000338480003857 0.0 3.4575744395203465 0.2461656280805157 0.0 -2.625688895265374 0.0 0.0 1.8318884898456447 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RELT 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1135238963436862 0.0 0.0 0.0 0.0 0.0 -0.28855466317291417 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6862077963845792 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 REL -0.4748208802749385 -1.1031842179001727 0.5818373942971542 0.9846215516124982 -3.338865396465829 0.5675114464789105 2.446397644538224 5.139537883975308 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-4.94084703542799 4.164338746322773 -6.109361858302122 7.845421072470562 4.134000362341593 0.3758694123086796 -5.921743906938919 -8.91826921009798 2.794670957481325 -20.047070998169787 -3.3263940693903904 0.2608727515067223 -1.0769025215270784 -1.2849695074684386 -2.7165959735460943 4.073638090897345 3.7150891499416074 -6.65638582199085 136.94216493979286 -4.371912412234047 -4.873486060516213 -4.590113322036984 -0.9445025107999815 -2.3501008502275935 -10.889388141929036 0.5579849970757641 1.3771520897774292 -0.7843429981957311 RGS5 0.0 -0.23030060625780036 0.0 0.0 0.2399842540440618 0.0 0.12989741772147656 -0.2585778922021036 0.0 0.0 -0.2635441221872148 0.0 0.0 0.0 0.0 0.0 0.0 -0.40926945501039536 0.0 0.0 0.0 0.0 -3.279916547756206 -2.5616948962251413 -0.7270169256160847 0.12122212483596888 0.0 34.131747173208566 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.1452384143716159 0.6207605869610445 0.0 0.0 0.0 -2.4494406568950344 0.0 0.0 0.0 0.0 0.0 0.0 -0.027527002827660345 0.0 0.0 0.0 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1.0811491851769957 -1.849961632853115 0.6980809473786068 -1.2621329222426259 0.0 0.0 -1.018713421053189 9.564378805926042 1.7875672935452265 -2.3077716699942044 -1.7078693635522642 1.703457958402965 -0.2658030012748703 -0.3862119850971144 4.884537865069894 0.0 0.2652508015334894 -1.6351277033063347 0.0 0.5672933612148443 0.0 0.25748155905786063 -1.917825616646462 1.5816765309225043 2.1126863026989287 1.5655266954755755 0.0 -0.9123716643723577 0.0 1.073053482808476 -1.0096494093552624 -1.3246847582292096 4.774152254885457 0.2597546359182373 0.0 0.9784027410256382 RHOG -0.44849551936616994 -0.9197112609472036 0.5564404571026412 -3.5309416205576882 -1.496761261198049 0.9186691848976439 0.3853872460640695 3.620760314483808 0.3211981994818242 4.89345635316259 0.9685329415838437 0.0 0.12960745639237697 2.3872459500768732 -1.3707151556466788 -0.8544846499348734 -0.973688686698471 0.4892850804780757 0.3773531803260788 -0.10871044918417683 -0.6160080407127582 2.377709453544738 -0.9455812137199208 -0.8016060303266019 -1.3215196243548213 -2.384512160429637 0.10414098427535394 0.0 -1.062532010938342 -0.10383469510610137 -0.24478067132408843 -0.6594074323549961 -1.6653663803027352 0.0 -0.06894880336791188 -2.564334602921784 -0.6867750631109117 -2.64225880947265 0.0 -0.843340855311697 -7.277881111592237 0.6189511324808692 -0.5646605353082065 0.0 0.8724956036603304 -0.23155545793522903 0.5328170444851593 0.0 1.1085733637514736 -0.5123938778481347 -2.5110575002439446 0.0 -0.45103913045360633 -2.4645451523759743 -0.5334430108709727 -1.8174833344046188 3.0323635289503925 0.0 -1.3302534565179758 1.476228252583362 -1.7498226217832473 -1.1829084110939045 0.3507419619641227 0.0 -4.422169984903286 11.193393138313128 0.0 2.109515007604288 0.7138193716911875 -0.418782778108236 2.996767569628181 0.0 0.37033495870236094 0.0 5.7076096714956295 -4.053444337762065 -1.6822187238594324 0.0 1.534799465269724 0.0 2.192705868729393 0.0 0.0 0.0 0.0 -0.44126597145470425 RHOQ 0.0 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-0.5771377332547772 -0.7416217755252232 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5993711964872523 0.0 0.0 -0.5331720455983849 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.052653883359404 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RIF1 0.0 0.4052837391788727 0.0 -0.23137510787013407 0.0 -0.9237860341502702 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4384273000924749 0.0 0.0 -0.39981202264330484 0.0 0.0 0.0 -0.5151043403796648 -0.3867668990835827 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4783989502857012 0.0 0.0 0.0 0.0 -0.5700975988823863 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1035069779508595 0.0 0.0 -1.149517002121131 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3640862267895577 0.0 0.0 0.0 0.0 RILPL2 -0.09855757443956562 -0.08785310415875786 0.11923364428669521 0.0 -0.19160514819296404 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1.1542028244736566 0.0 1.0028437020907066 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RIN2 0.29434285999435084 0.0 -0.42246080154827703 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4605042165738915 0.0 0.0 0.0 0.5528764158299803 0.0 0.0 0.0 -0.9961370674334776 6.101826607388864 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8147709136273941 0.0 0.0 0.0 0.0 0.0 0.0 0.6878930754499378 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38939804994088556 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RLF 0.0 -0.12353425431580903 0.0 0.0 0.0 0.0 0.0 0.3114709744052254 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5281121543152977 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2460817524897583 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RMDN1 0.0 0.0 0.0 0.0 0.0 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-28.38735436876314 10.387958805864333 RNASE2 -0.11307477979989436 0.8349373195994833 0.0 -0.590150755923624 0.2625692908663979 0.28943948293482624 0.2093014488072675 0.0 0.0 -2.0012249241668827 0.0 0.0 0.0 0.0 -0.4814865684911399 0.0 0.0 0.9808670768308582 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.134469467621587 0.0 -0.9204833351432455 0.0 0.0 0.0 0.0 0.6887814417937388 0.0 0.0 0.0 0.0 0.0 -0.6241689965237875 0.0 0.0 1.7612465543789584 0.0 0.20327234586698525 0.0 -0.07337033882765451 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -4.512239331132616 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2168728982146936 0.0 0.0 0.38790646629029185 0.0 0.0 0.0 0.0 6.369425307413187 0.0 -0.5794612643891901 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RNASE6 0.12478946904223676 0.11471671254225797 -0.005460330324996868 9.975584747034889 0.4148898707395638 0.6257042220284452 4.05900408976149 0.0 -0.253491243831185 -8.954163368936909 0.20575331807385522 0.0 0.0 -0.37303830530853094 0.3512172003035626 0.0 0.0 -1.912039059181374 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-0.37274971963267167 0.3242474250949183 0.4510994000745727 0.5308142907265271 0.0 0.0 0.0 0.5193336801822779 0.8961431710396576 0.0 0.0 0.0 -0.43440865585396976 0.0 0.0 0.0 -0.28258985182540064 -0.684905135811798 0.0 0.0 0.0 0.0 0.6367600104093959 0.0 0.0 -2.1581171889798223 0.8404021180410667 -0.8743921181757641 0.5017503268439814 0.0 0.0 0.0 0.8997213640437425 0.0 -0.6243350091709994 0.0 0.0 0.0 0.0 0.0 -0.9248704137306275 -0.2940988896376587 0.0 0.0 0.17302163178296004 0.8701825767880629 0.6429784768084915 0.0 0.0 0.0 0.0 0.0 0.0 -0.2502497989350781 0.0 0.0 0.0 0.0 1.537718286984475 0.0 0.0 -0.4525412442492538 0.0 0.3201479456012289 0.0 0.0 0.0 0.0 -0.8795453272021112 0.0 0.0 0.0 -0.3343487053885527 0.0 0.3369077677168767 0.0 0.0 0.0 RNASET2 0.02660547330988574 -3.3498260652142324 -0.09410103637775762 12.649495112160391 -0.30794528172589963 -0.7912916870678096 0.8523752194985948 -3.1638731465119965 -1.170874771967152 9.849294299875435 -0.7967564952064765 -0.5453776497658784 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-0.8746570995907176 0.0 0.0 -0.7300510938308432 0.0 1.651739393097862 0.0 -0.9859150012541072 0.7360070393116651 -0.6595506703456372 0.0 1.66178747548424 0.0 0.0 0.0 -0.92666793144817 4.656922650100993 0.0 0.0 0.0 0.0 0.2036413062980872 0.0 -0.5382917422340022 -0.7195300792160317 -0.15745563159091333 0.0 -1.5429472422678867 0.44800950020264413 0.0 -0.7431321475933851 0.0 1.111948800635813 0.8924048042762552 -9.838451354261307 0.0 0.0 -3.918278726961271 0.0 0.0 0.0 0.0 -0.41935663616926194 0.6851963030962911 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.813655961015179 0.0 0.0 0.0 -0.8159140732216041 0.0 0.0 0.0 0.0 0.0 -0.896246855312252 0.0 RNF138 0.0 0.0 0.0 0.0 -0.21744723520065243 -0.5812969118028785 0.0 -0.2365910177860436 0.0 0.0 0.0 0.0 0.0 0.0 0.41699851298579943 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4156268791557988 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2316897740355848 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-3.8984181332190597 -0.4126426380172621 0.0 0.23735011510081655 -2.0901257386067926 1.8074970747462304 0.0 0.0 -0.16985301909708592 -1.1482671451969062 0.0 -0.4740712282210893 0.0 4.590712862928682 1.2042801974800823 0.0 0.0 0.0 0.7296103358745657 0.0 0.0 0.0 0.0 0.0 0.10493344262226775 0.0 -0.5500464470408228 3.9553444395553927 0.9603191861794534 0.0 0.0 0.0 0.0 0.8395892114070616 0.0 -1.0101204048655275 0.0 0.0 -0.2332886972033608 1.0480282959771063 0.2683781380214643 0.0 0.0 0.8123690079235709 0.0 0.0 -0.9502119240901973 0.0 0.0 1.5403809465614113 -1.003539792994724 0.0 0.0 -0.5417322880583061 -0.6534339291735292 -0.557412901086547 0.3244197189355053 -5.289336020693533 0.0 0.0 -0.9177333472713463 7.47731884409278 0.6504062406101652 9.282688574440327 0.0 0.0 1.2496620301774404 0.0 0.0 0.0 0.2085451005992057 0.8217718486541136 1.3082285887341574 -0.3988596936907686 0.0 0.0 0.0 0.0 -0.6013564417459194 RNF19B 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 RSBN1 0.0 0.0 0.119772896618196 0.0 0.0 0.0 0.0 0.276817063636072 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0087373766136425 0.0 1.1751294115485516 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RSF1 -0.2557684501506546 0.0 0.0 0.26830114905921937 0.2278507384462942 0.0 0.0 0.0 0.0 0.0 0.23370130909817366 0.3569271482254493 0.0 0.0 0.0 0.0 0.0 0.0 0.41132476311244115 0.0 0.0 0.0 0.5339230366963718 0.0 0.0 -0.4414565303052526 0.0 -0.5962513189303735 0.0 0.0 0.5948195025834514 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7746115323475865 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RSL1D1 0.06187591474449063 -1.6848945612063202 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-0.4995573595963646 0.0 0.0 -0.1745577153553841 -1.3632686432064733 -0.9558430186734718 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0798229828065768 0.0 -0.4837115125342896 0.0 0.0 -1.3689137125250472 0.0 0.0 0.0 0.0 -1.328586768571845 0.0 1.0956471327015787 1.3205834993990204 -0.3679969753259251 1.3020749158699905 0.0 -1.389654095519959 -1.764407655535998 0.9652428323269188 0.0 0.0 0.0 0.0 0.5467887183926428 0.0 2.8236581688756623 -1.1016423798762878 0.0 0.0 0.0 RSRP1 0.8204340331163749 -0.6665483377396948 -0.3509292719946687 0.07682428768608653 0.0787479627479462 -0.21372955229260557 0.5386720984780989 -1.6860902514076084 -0.18722930106247698 0.4554466196684742 -1.0964331769698994 1.547105175961244 0.5787461032602967 1.361054911828103 -0.32578569163538224 1.3835836545458085 -0.7515341670879526 0.4079436215076015 0.4278139938281802 -0.559589463168578 0.4326255000796716 2.4167956299304536 -0.7384773182436895 0.0 0.6256829251290776 0.39747342648764983 1.25595291065698 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0.0 RTFDC1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4607730864244204 0.20741181797397565 0.0 -0.27523473731033793 0.3794335348457709 -0.5087097784007554 0.0 -0.37379068672139676 0.0 0.0 0.0 0.7655973213440275 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.795230352921031 0.0 -0.7955001014981559 0.0 0.0 -1.1211522491342447 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2357827647451098 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RTN4 -0.20415535495145995 -0.2917418109348343 0.04210510339572055 0.35989272120119453 -2.8608001603027 -0.5298584897535707 1.6682883549288514 -0.4840559164236521 0.22712341167461778 0.3453655171936415 0.8485447270875925 0.0 -0.008476648025508404 0.0 0.15754431546337228 0.0 -1.5442230007842213 0.45791050843499603 -0.3271052141307939 0.1420848933722844 0.0 -1.2158006640773917 1.2417097373385022 0.14719109642737982 -0.5784163942619532 0.0 1.592531310878733 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0.0 0.0 0.0 SCAMP3 -0.19894654364286934 -0.12338106495185552 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.21686758951984617 0.0 0.0 0.0 -0.6794953809984557 -0.30093892676685285 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.360106194683799 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7645810586502514 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.299879466947169 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SCAPER -0.11372983655012955 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4575472665204227 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SCARB2 0.37518156865212077 0.0 0.0 0.9646920599300075 0.0 0.0 -1.0451549531644952 0.0 -0.2727988717301847 0.0 0.33464933171804484 0.0 0.0 -0.4831802516227604 0.0 0.0 0.0 0.0 0.0 1.5334013614478204 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6089383922143116 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.29352680663880787 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SCIMP 0.0 0.0 0.0 -0.4399159609234575 -0.21774717873008778 -0.1891699046493192 -0.27728394307022336 0.0 0.0 2.347069919267158 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47073847797021423 1.4676717055007125 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.367034219443974 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.29186438201111 -0.8272926811531781 0.0 0.0 0.0 0.9026073110477307 0.0 0.0 0.7670896605759018 -0.9259461771097591 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1781276505100817 0.0 0.0 0.0 0.0 0.0 -1.6388209767617243 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SCIN -0.36176302052088066 0.0 -0.21561769141173523 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.382597770754473 0.0 0.0 0.5814229758508002 0.0 0.0 0.0 -0.09468252883009429 0.0 0.0 0.0 0.0 0.0 0.0 0.6170538090491523 0.0 0.0 0.0 0.0 0.13681533564103668 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4371118792529105 0.0 -0.46862430231427493 0.0 0.0 0.0 0.0 -0.8102708242589031 0.0 0.0 -0.8646241572452703 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0131593232987741 0.0 0.0 -0.4562730778652058 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6188701755052277 SCNM1 0.0 0.0 0.0 -0.17418408181167916 0.0 0.0 0.7070325549080959 0.0 0.0 -0.3445050551454246 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SCOC 0.0 0.21962611135378676 0.2415084348506334 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SCP2 0.07410798475952 -0.50346035725587 -0.16704712912408864 0.0 -0.8340782685446465 -0.6314060457386258 0.0 0.6037199425425288 0.7296554352845308 -0.5927941277216267 -0.7331912538230329 1.2343359329136492 0.0 0.41409288213489415 -0.3939370033974571 -0.7076258338858004 0.0 -0.445040505477273 0.0 0.0 0.0 0.4767529928786002 0.0 0.09140598044456631 0.19885640545468206 -0.5646536145679105 -0.6321537090604913 -1.2199414856924173 -0.46539959847600715 0.5165168025145331 0.4633866954107362 0.0 2.308390540722897 -0.8206383261564578 -0.5428877787696876 0.0 0.0 0.899304911405902 0.0 0.0 0.7620467600878851 0.0074341722326400905 0.0 -1.1082726141986223 0.27194930355099745 0.0 0.0 -0.5755099883722756 1.2780139093099532 0.304245216582905 0.0 0.0 0.0 -0.9267290203454155 0.0 -0.8692450779031294 0.0 0.0 -0.7987335088838033 -0.7845988741810809 0.183525354721528 0.9086676123274988 0.0 -0.7361353994653334 0.0 0.0 0.0 -0.7762534106341474 -2.689902914655067 0.0 0.0 0.0 0.0 0.0 0.0 -1.4242222085289433 1.7748672285951794 0.0 1.1875152926372259 0.8069751665880552 0.0 -1.1889409018534063 0.0 0.0 0.0 0.0 SCPEP1 -0.14470828782773687 -0.21551538767891212 -0.21241142112565017 -0.6888856796613401 0.0 -0.17612525268673915 -1.0815496689938693 0.0 -0.22075671545098324 0.0 0.0 0.0 0.0 -0.2936964814101575 0.0 0.0 0.0 1.317199689231482 1.2919831988433754 2.2956420500357546 0.0 -0.4553129095896227 0.5444209908627321 -0.5029372258216062 0.0 0.0 -1.677859395270497 1.2694008900689033 0.0 2.017460320193342 1.1995397233151055 0.0 0.0 -0.5886339693820279 -0.14174342967203604 0.0 0.6324141930275594 3.007947889285802 0.0 0.0 0.948598836669946 -1.163756299016148 -0.6870929030555422 0.0 0.0 -1.0486780319749136 0.0 -0.5615550668417014 0.0 -0.22817968682690432 -0.1351747985697022 0.0 0.0 0.0 -0.6735736086104417 -2.990527370748397 0.0 0.0 -3.1814756388889642 -1.0208929512660805 0.0 0.0 0.0 -0.3553302824854407 0.0 0.0 0.292735602408931 0.0 1.131463620941346 0.0 0.0 0.2699751884185206 0.0 0.0 3.9171907555362715 0.0 0.0 0.0 0.0 0.550639037475446 0.0 0.0 0.0 0.0 -0.6720649615631588 0.0 SDC3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5233885268107411 0.0 1.4209956363695109 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6539078710186804 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SDCBP -1.1563300588896428 -0.08088919155353358 -0.4754509779475476 -2.4693082957595034 -2.2428084035415323 7.0215073165952075 -5.441103142864547 -3.620008137803707 0.8625256065833308 -0.026319048306804167 -2.078829602784448 -0.7078076212211154 -1.0585322733291584 5.726758324726992 -4.546533434225213 0.7543617628313594 -0.9833521371575695 3.6778176539536367 -0.05337209476524959 4.169485169553452 0.04258011600127702 1.8957588567782484 -0.41183300198378675 3.454233745818158 -0.14791432780663336 0.2865151654028795 6.194201909589448 -0.626894834400835 -0.06502668143680047 1.7689764605745084 0.8959055882499065 0.9006174650543166 0.08089362312205566 -2.2270794593030336 6.243979941207292 1.3956568817595212 -1.9596761513460206 5.41151601697935 6.558473102641995 -0.6621183880356322 -0.7008100078227045 -2.0364688478723547 -0.5268354287942497 -0.9135128678658794 2.329919880851398 -1.1144013855168737 0.5348722846619134 1.9974651923746976 -1.9815813959822255 3.919177709037254 0.0 1.5626303194583226 3.0779769970492374 -5.446458632172992 0.06058234337751071 -4.238439048589761 4.7161473578657 -3.5573394518444506 -1.9285326832571252 2.378842705418865 -2.8768606161068035 0.41022347600700687 0.6092480318931149 -2.5368536754755993 -2.515082074132652 -1.2652700632260252 0.0 2.111481376206173 23.984092699618273 -1.3214054454799682 -6.524834937052519 0.36839452587433075 0.37388033609839677 1.5976498818839748 2.2028713910957123 -3.4708435705833116 -0.4659833260864056 0.0 -1.0289891120345867 3.5599606647298834 1.5631084349243147 1.939660541576664 -0.6701228448232561 -1.2775591131564517 -1.7011826117368423 0.7389321332924672 SDF4 -0.09338610080467792 -0.10900585570860248 0.0 0.0 0.2525661918735674 0.0 0.0 1.7387028527284922 0.8536792127266428 -0.3353154747432226 0.3172900558950118 1.2765507784433408 -0.720432336020709 0.0 0.0 0.0 0.0 -0.3883743592749275 0.0 0.0 0.47086289014870875 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4041917880562508 0.0 0.0 -0.4436282835993362 -0.5227264813523709 0.0 0.0 0.47139885241549817 0.0 0.0 -1.0759157687544592 0.0 0.0 0.0 0.0 -0.7689162911594558 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1770063847141583 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.016436375380432 0.0 0.0 0.0 1.351213235038758 0.0 -1.7005946637403404 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2344859399889204 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SEC11A -0.5304485248760203 0.02998225513531097 -0.33856124696541473 -2.1435071857312935 -0.3504026291265801 0.007722150029155202 0.17134911054622187 0.4270599932549454 2.333291100804172 0.7411692817835439 -0.07307951416265245 -0.20502140215356665 -0.37754140555294563 0.9759662603755852 0.0 -1.2229726049023768 -0.3073296125016752 1.1641714173119155 -3.4648961502833098 0.0 4.628574881787573 0.3849580762152502 -0.5011721008938097 0.0 0.22037476138295956 0.9912399275022482 0.6067556313565929 -0.640364359239986 -0.2577435130135291 -0.14853449531328505 0.4693907370230612 1.502925226355439 -0.8753283539054157 -4.331631594023988 -0.48557054960013424 -1.0885837443970787 -0.622827805058546 0.0 1.089486147143199 -1.4591030547162118 0.7205719632226635 -0.6448685475705497 0.685835097900943 -0.871977391439463 0.0 -1.153178245833243 0.9349395106948231 0.49194840282433694 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2584921558123354 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SEC31A 0.0 -0.4346046219890448 0.0 0.0 0.0 0.0 0.2626786352294014 0.0 -0.34777691707790137 0.0 0.0 0.0 0.0 0.0 -0.2964861865562198 0.0 0.0 0.0 0.0 -0.3800915402147321 0.0 0.0 1.5590760482780324 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8174664915804452 0.0 0.0 0.0 0.0 0.7186328244713943 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0639572707533653 0.0 0.0 0.0 0.0 SEC61A1 -0.3650747648507407 0.0 -0.020476371048426017 0.24225034875344456 3.070334076038136 0.0 0.0 0.0 0.0 0.0 0.15531493559004816 0.0 0.0 0.0 0.0 -0.421379782758662 0.43123284969476555 0.0 0.0 0.47741501413370274 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.2267196364677755 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8079689086021943 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-1.37391875645397 0.26140805865149896 0.6035487173540461 3.385124605695682 1.0353068452995342 0.0 -3.9456874443870324 0.20123894669254333 2.0843615619785814 0.0 -1.1438129953222038 0.0 -1.3642946433230188 -1.1918746450325601 -0.7593832803774919 -0.2925744787309521 -0.3987235011551139 0.3877574464435051 -0.7355815706637802 0.9558661112215793 -2.660178527442973 0.9662387801637535 -1.3231281151202443 -1.288215344962242 -0.9384741934735817 -0.5694924674920891 0.3637367773386486 0.068993731326499 -0.7941026054792009 0.0 0.0 -0.0003259306620205952 0.0 0.0 0.0 7.98821679379923 -2.1099859168030557 0.0 2.885112668376616 0.0 1.359329290115262 -0.3190505819101528 -0.6456156172003483 -0.9399960673224107 -4.246883253075431 0.0 -1.5474113845055433 0.0 0.0 -1.833134580408404 0.0 -0.9941422340844959 2.329794151668275 0.0 0.3739572230077913 -1.284004474176018 0.0 0.0 -2.2347711162343282 2.779089699005623 0.0 0.0 3.769168536890169 -3.4314342142669227 0.0 0.0 6.5563285921787635 1.6316841798480826 0.0 0.0 0.0 SEC63 -0.12317202806118573 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.29122467828036047 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4698583755255319 0.0 1.2315525754320291 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7292088030092199 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.458759124608777 0.0 0.0 0.0 0.0 SECISBP2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4331663640497447 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0200953982454584 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SEL1L 0.0 0.0 0.0 -0.2209321005643024 3.864310308437958 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.1955034811516585 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6736579887451708 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SELK -0.10524164724063642 0.26013281909672126 0.20999809543789574 -1.5098883633402878 4.5450369452852115 1.183577403027984 0.7525741618459403 0.5392048679368737 -1.3101849652358253 0.0 0.026588331140327486 1.3173896461262737 1.5834555031941364 2.742095453081744 0.31367777578923944 1.777950087092408 -0.4995482992704532 -0.45190707931027835 -0.36670807058241034 0.0 -0.3893342348295316 -1.233443796657966 -0.5210374032207251 -0.6377203220374672 0.3410835372690781 0.37805388869640194 -0.4398601364448598 -0.7698385945234697 2.200508089399433 0.0 0.5263404656527704 9.313684051610903 0.0 -3.169719743426713 -0.39646359204995973 -0.048269780194564106 0.0 -0.5891379994382288 0.0 0.6801610272285494 0.0 0.0 1.4055145328144982 0.0 0.0 0.0 1.79803407418505 0.0 0.0 0.0 0.0 -3.14718358020438 0.0 0.0 -0.2803687741332373 1.9460558136333772 5.7752011221567825 0.40921931846931825 -2.9222194859782604 0.0 -1.3900128352657897 0.0 0.7903107226864349 -0.5303593100106819 1.461980445454081 0.0 -0.9707002249653199 0.0 3.2966715066381633 -0.4033727364224142 2.5229421594595554 -0.34017084101955863 -0.4714580692799858 0.0 0.0 -4.86664441870402 0.0 -2.2408779000324897 0.0 0.0 0.0 1.1169327814273244 -0.608113074723691 0.0 0.0 0.35704765707620384 SELL 2.258981391882039 0.4723985559135815 -0.06805932607849362 9.46414883243799 -3.598048851297813 -0.4718679744311079 1.2739833861856829 4.709446273093842 4.4340398578531595 -6.9928961096285684 0.7131500849382468 1.8979684778673018 -2.908675812569163 -0.45653878367407036 1.325410533235892 -1.4136591012316055 -8.940831702218448 2.3535419480601334 2.985482026716773 -0.8190950893707322 -0.2513410558716626 6.925242092963178 0.3968159140380077 -0.8430063227854916 -0.26021092154657016 9.014419569711336 -0.3740816834694376 0.0 0.0 10.61252017009596 3.6173636245769916 0.0 -0.9671399640891354 -1.5119367902422602 0.0 0.9442185839766668 0.0 0.9942279477162778 0.0 -0.6235152896363764 -4.877053219661571 0.0 -1.1880877948737456 -11.770569755954302 -0.07420369973902297 -0.8279876251737635 0.0 0.47652184550051063 -1.0072244567656903 -0.7930461271525283 8.751296095650224 -0.8589829720145581 -1.2129649682303123 4.929281301867154 0.5679005884692289 3.70730298856358 -5.168650670531531 -0.8671316009543086 -16.991333716708663 -3.4810527315180733 -1.5254195424124382 -2.8202032540150044 1.5453007322745582 -1.357038497829361 2.584355269280209 -2.501136341315094 0.0 -0.39179175169960345 -1.260991383759225 -2.990827725251741 -17.196444234846354 0.0 0.0 -5.913669797737203 16.103514274259457 36.69862404531702 0.0 0.08556724802818083 -9.209850869138155 0.94150796217664 -2.134161346388491 0.0 -1.0411345048861844 0.19184869298703083 1.056234505102089 -1.5104700233898058 SELPLG -1.1962910342442372 -0.16656057733000998 0.10698724053192968 5.973516859381183 0.5237364307342788 -0.06887133743409762 0.2530798725775275 1.532301399450491 0.8793636657868803 2.8979391335729443 0.014202420401250946 2.4087077223258224 0.1779724989447531 0.0 0.4608841919354701 -0.8974489582460277 0.41415241187903984 0.4354902817058855 -2.4990380992122367 1.1699964305517907 -0.6651006145823962 0.4389541008682596 -0.7537325847915078 -0.9599280065574315 -0.9666082306570273 -0.20155169180599516 -1.0217713736309504 0.0 0.0 -0.28017431297721174 0.0 0.0 0.0 0.8156824995601628 -0.4223505608307445 -0.015379014215323592 -0.452064544726243 -2.1607014993817115 0.0 0.0 -1.9970025747705686 0.0 0.0 0.0 -0.16326569440203445 0.8534702447506355 -0.6940144380875858 0.25616810678256424 0.0 0.03596588119724827 1.615985007344727 0.0 -0.6091884805246395 1.1731472834283319 0.9264120236194099 6.851599740808804 -3.8121477951301705 0.0 0.0 0.0 -1.0166557732896153 0.0 0.4728880065938596 0.553319927931882 -2.417364170285609 -1.463239593688022 1.1643500436378407 0.0 -1.1587573576492158 0.28756710583214007 -1.4927347989058828 0.0 0.0 3.6300044498266244 -1.6482198740197957 0.0 -1.2420939388262826 0.0 0.647407603459724 -0.49737996513374816 -1.4532195289421366 0.0 1.0226738155207555 0.0 -0.7430438409248777 -0.7976947281691785 SEMA4D -0.1893927294710656 -0.14582553644516885 0.0 0.0 0.0 -0.2870266155293143 0.0 -0.6033432457930993 0.27088351751524486 0.0 -0.51300411785548 -0.2867179865266187 0.9634767347584056 1.0589685805236986 0.0 -0.34352168192700083 -1.4025765926286868 0.0 0.0 0.0 -0.39998657587642783 0.0 -0.33752550995684416 0.0 -0.14468843057477307 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5913056544261396 0.0 0.0 0.0 0.0 2.0171288668650167 0.0 0.0 0.8983405589574257 0.0 0.0 0.0 0.0 1.986466443869683 0.0 -0.7788437512666505 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2327478964642156 0.0 0.0 0.0 0.0 2.0409568491548917 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SENP6 0.0 -0.11132491369045021 0.0 0.210573544021662 0.0 0.0 0.0 0.45811793923252575 0.0 0.0 0.0 0.38253389867364146 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SEP15 0.29004502459389936 -0.7572782588421549 -0.24660072675053543 0.6080608143791644 0.7584053389288693 0.0 0.0 0.0 -0.8067040849709329 0.0 0.33105343849896585 0.0 0.0 0.0 -0.8263274978769715 -1.032741000381005 0.0 0.0 0.0 0.0 0.0 -0.5069856415317117 0.0 0.0 0.0 0.0 0.0 0.0 -0.6044322489118251 0.0 0.8380425416567676 2.4203485769297 1.638769450398837 0.0 0.906620986130959 1.2316896024362227 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5990372038382067 0.0 0.0 -0.3027189528634627 2.1323898373750225 -1.7274101339669325 0.0 1.3529424074236804 0.0 0.0 0.0 0.0 -1.0930800308431914 1.12953744983771 0.0 1.0743516398374215 0.0 0.0 0.894182794101731 0.0 0.0 1.0738483027284738 0.0 0.0 1.2681220724853766 0.0 0.0 4.6143742808024175 0.0 1.37272925679629 0.0 -1.0151996542119672 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SEPT11 -0.09501638946829465 0.0 0.22395322307580065 0.5653225702336558 -0.17395502838871746 0.0 0.0 0.0 0.0 0.0 0.5176123260864611 -0.26805525647511913 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6528983623824698 -1.8857389134036768 0.0 0.0 0.0 1.3085258826990023 -0.37019620324126623 0.0 0.0 -0.7491652515256326 0.0 0.0 0.0 2.5747826542457353 0.0 -0.7266677125727613 0.07623953703592656 -0.8184566368865439 0.0 -3.1395858637723433 0.0 0.0 0.0 0.0 0.5508217019220706 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4601511409617338 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.7029368416595503 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SEPT2 0.05481808636189622 -0.38719835663332114 -0.6567420890654575 0.29916885967538515 -0.2094943364300761 -1.0403246700885416 0.0 0.9115795533912086 0.6108529647059386 -0.351168096279882 -1.0090538053932463 0.28811073298264 0.0 3.043774928429243 0.0 -0.5243763616847574 -0.8541246562564998 -0.42658688391807736 0.0 -0.45821344823637455 -0.22154046769415114 -0.8372123321599931 0.0 0.0 0.0 -0.005204274263025536 0.0 0.0 0.0 0.0 0.0 0.611170970547376 0.6914736029003058 0.0 0.0 0.0 0.0 0.0 0.0 1.0422898925549706 1.5995147298305956 0.0 -0.5401640171067432 0.0 0.0 0.0 -0.5584680526224831 0.0 -0.8779005406739618 -0.2732517205858383 0.0 0.0 0.0 -0.9538894069947498 0.6620531944602771 0.0 -2.729613871592593 0.0 0.0 0.0 0.0 1.1031469960548559 0.0 0.0 -0.5063337668005743 -2.2068874054955985 0.0 0.0 0.0 0.0 0.0 0.0 1.0406336837306933 1.6831507007935582 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3412252336143051 0.0 0.0 0.0 0.0 SEPT6 -0.25306040208862146 0.28602923577960193 -0.24578792470670674 0.8188956569058466 -0.3665145326711073 0.30738398705486825 2.6206859307400183 -0.8464382364206451 0.03028714321589727 -0.35956335307207055 1.161318204730068 0.0 -0.7970279778999331 0.0 0.0 -0.09113177062499353 0.0459217748441675 -1.1393105653639752 -0.3969023450592812 -0.7187910901051529 5.047452947602177 6.2146721743944555 -1.535511788228606 -0.39138076148567713 0.5795702513614024 0.30752496128400514 0.42570096929833307 0.0 -0.5438973340555603 -0.4512276848926801 0.698140010081389 0.0 -1.9539742174451848 -3.868150188797035 1.5505148949106258 0.0021352406486751085 0.0 0.0 0.0 0.0 -5.498840575435915 -0.772691172425121 0.0 -2.895870162432137 0.0 -1.6289086036553984 0.0 0.0 0.9070327883704837 0.0 -1.5997645331571484 -1.6050036773226637 0.0 0.0 0.0 3.8610456739011068 0.24562328088845042 0.0 -1.1102650159632796 0.0 0.0 -2.160006115175281 0.635240658613028 0.0 0.0 -5.425201349148487 0.0 0.0 -1.39676388568712 0.0 0.49318191786643073 0.0 0.0 0.3666532496376213 -1.1516145276973515 1.2686054963335374 0.0 0.0 -2.8130393678213905 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SEPT7 -1.9957621840172084 0.3997484301731139 -0.9101211625290795 -2.520529109079935 -3.0826444312479384 1.7211738917008395 -0.4976694199870045 -1.7425838577913129 2.3807779709899064 -0.34285657294240174 -1.6694880645216432 -0.10275246197388314 1.7807312560568536 0.5416999466677228 -1.1451929235001728 -0.5661532187650877 3.017147077834971 -1.2082065188308704 6.526176973939626 -0.42679421527577505 -0.6622018860295912 -3.043297292613331 1.3058408580898209 -1.5625658226438663 0.0 1.6716427477847582 2.0699534198014695 9.392802733081817 0.2654462235261752 0.5693479418657563 2.862345255176695 0.8212267408591171 -0.02120672309727718 0.2427305146934331 -0.3656935732496238 1.3657998512597156 0.657591682738121 -0.6103020999817111 -0.5816341888458023 0.7681525453112088 0.0 2.5180032443070317 0.0 2.043829290329224 0.0 -0.06347169160140696 0.0 0.0 3.992355983069625 0.0 0.7142324786596286 -3.0167991612159732 0.0 -4.170284668507414 0.0 -1.5774075282811022 -0.9923843910122928 -2.207119818663182 0.0 -1.6350650004332703 0.0 1.8293012346271225 1.1666954602075748 0.0 -3.617555348471179 -4.834773473489826 0.0 1.0120196512574877 2.634128622271587 0.0 0.0 0.0 -1.3289268246531443 -4.100968949283895 0.0 1.1743025059690937 0.0 0.0 -1.682133630596978 0.0 0.0 -1.5078983185549395 0.0 0.0 0.0 0.0 SEPT9 -1.4780773569019672 -0.5600119891457989 0.19703451157879284 2.054532257626256 -1.2519892579143053 0.0 -0.23761216162319948 -0.6908221979227812 -0.3351171973820291 4.406839346120718 0.0 -0.295893816008395 0.22359028792096142 0.0 0.0 -0.6328296256986002 -0.9922429386225267 0.0 -0.28093294285855563 0.5629830117727544 0.0 3.467793121652275 -0.48716080588794675 -0.49342191999219054 -1.8338283531939776 1.5422615261409323 0.0 0.545165494580344 0.0 -0.9540816975994825 0.0 0.0 -0.42450470790292555 0.0 1.322583531484402 -3.0887178148173384 0.0 0.0 0.0 -0.24300634366039353 -1.953396545876187 0.0 0.5890914841104312 2.5737126926439964 0.0 0.0 0.0 0.0 1.2328792493750018 0.0 1.65249231480529 -2.0212026627177564 0.0 -0.01399715916772785 0.0 0.0 0.0 0.0 4.796146059701596 -1.7590245026286304 0.0 0.7002131552253434 0.0 0.0 0.0 1.4629500585853903 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2123421343097507 -3.0856369634933736 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8526029925368516 0.0 0.0 0.0 SERBP1 0.6444816797549466 -0.22002816172013842 -0.03487827204476858 0.891362016865002 -0.3294666909584238 -1.083962410562237 0.379519418306492 2.2492183994455446 2.6693828085703415 -0.8999244186334803 -0.8042199022245929 1.433330081930005 -0.6164815690847814 -0.3148352300199022 -0.3547731339045542 -1.5092629861349034 0.7424535994355718 -1.9128496390638168 -0.07925419844191366 0.0 -1.3255740161463063 2.41911006734756 -0.5876028889146101 0.6892932864297759 -0.6393790101345619 0.0 -0.916532479626002 0.0 -1.0906786657738616 0.0 0.8954398523956812 -2.5288055064186965 -2.3455782845127295 14.601027163059689 0.4898437246928639 -0.12954457741661418 0.0 0.0 -1.5247471181219168 0.0 -0.7383530302049393 -0.7957418351937379 0.0 2.3913003643159283 -0.3649873241191486 0.8519736297158943 0.0 0.0 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-0.7997626097492403 -0.2641019535596192 -1.5162499637297038 -1.3049199721137417 0.0 0.3347684946365793 -3.548424461928259 0.13753886562734174 SERPINB6 0.0 -0.24837816548428315 0.0 -0.6319267258647421 0.0 0.0 0.6090696009299928 -0.25219594367098525 1.367523356084278 -0.26986004783648454 -0.33968387883227336 0.0 -0.31636692229199576 0.0 0.0 0.0 -0.4047748465156948 0.0 0.0 0.0 0.0 -1.682466608713927 -0.6950488918275751 2.2109285267786576 -0.28876810515828794 0.0 0.0 0.0 0.0 0.0 0.0 -0.7301354640872295 0.5321073216744512 0.0 0.0 0.0 -0.362363862774252 0.0 0.0 0.0 0.0 0.0 0.0 0.7758493237667131 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.304806517281379 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3041629606674046 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.788756719408739 -0.6456964242798889 0.0 0.0 0.0 0.0 1.2855652412498049 0.0 SERPINB9 1.168509372991828 -0.2249978564588877 0.26271175274511294 0.46110129998433996 0.015229137280249291 -0.4749454703072912 1.2977504071095496 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0.0 0.3119826793545724 0.0 0.0 0.4305084641697862 0.0 0.0 0.0 0.0 0.0 -0.7881345677452941 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.36437766294634 0.0 -0.4685350779640712 -2.1254225703569825 0.6558179993974231 -1.9781908608791 -3.667033535986639 -3.5689194440939636 1.4833983697307387 SERPINH1 -0.23302161729507304 -0.14214968928403024 6.49314607245959 0.0 -0.1270847137095479 0.0 0.0 -0.43290090621636396 0.25603354263758854 0.0 0.3458002592327066 -0.3292037346496676 0.0 -0.6280042002122419 0.0 -0.450048367548155 0.0 0.0 -0.5576413089187127 0.7040363679177616 0.0 0.0 6.725369489268242 1.5308440377544879 0.31236521818997226 0.0 0.612596975410499 3.1895063128035797 -0.7812659257019287 0.0 0.0 2.4399674804104188 0.0 0.0 0.0 0.0 0.0 0.8778493741934451 -3.1934078989731822 0.0 0.0 -2.2546483381990923 0.0 0.0 0.0 2.175421169172523 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8671618948696587 0.0 0.0 0.0 0.0 -1.271051357775318 0.0 0.0 0.0 0.0 0.929885425866202 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2544628897448065 0.0 0.0 0.0 0.0 SESN1 0.0709862251377245 0.0 0.6021831232426724 0.0 0.0 -0.22729763742243722 -0.3168487546621225 0.0 0.05467746107779934 0.0 -0.289549149706325 -0.3296501516885057 -0.9698221800465754 -0.3312177552385405 0.0 0.5442266705665294 3.813358025856093 0.0 0.0 0.3535446737471936 0.6601521924354934 0.0 0.0 0.0 0.0 0.0 0.5274919625071263 0.0 0.0 0.0 0.0 -0.7835638601887293 0.0 0.0 0.0 2.192155415501787 0.0 -0.7518286455650659 0.0 0.0 -0.7405752085972075 0.0 0.0 0.0 1.0788219824127694 -0.3824138236459467 0.0 0.0 0.0 0.335992753819376 4.244592457061759 0.0 0.0 -1.3157043134846347 0.0 0.0 -3.8053284892997294 0.0 0.0 0.0 0.0 0.0 0.6969829064362578 0.0 -1.550099898855574 -1.2318633456406831 0.0 0.0 0.0 0.0 -1.5366066832418526 0.0 0.0 -1.230251110520879 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SESN3 0.0 0.0 0.0 0.0 -0.23212939783928768 0.0 0.0 -0.461048007990747 0.0 0.0 0.0 0.571638851936442 0.0 0.0 0.0 -0.8878737230445622 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0.5974396494977962 SGMS1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6539653336752502 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SH2B3 0.0 0.0 -0.1661051737037466 1.206456946568869 0.0 0.0 0.24845991073485213 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.563443731979596 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2534525425881233 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7873830203250388 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SH2D3C 0.0 0.0 0.42616338923551744 0.29342663471564256 0.0 0.3647005778185838 0.0 0.0 0.0 0.4348743363095998 0.0 0.0 0.0 0.0 -0.42657010741665324 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.42290849069624414 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4233249518628801 0.0 -1.29217582355799 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.172356518916345 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SH3BGRL3 -4.636059050502363 -6.865834518384183 0.5757761367677611 -0.933802314439347 -5.610987577996386 -1.3230013417623732 -1.0007293294168453 -5.500117917689063 -5.924458755129978 -3.083289832268422 0.8816603581597726 3.101978756850469 -3.8370196857500796 6.4203833023178705 -1.0163433072750743 9.491992051371726 -2.1974549740899953 6.9074691322304105 -0.3168572349929978 -2.2924807252440473 0.8566098500014591 4.984819712877181 -1.2382952066574382 -0.006481832506121572 -1.8686735151578946 -0.7699454147961861 1.9264692873539608 -4.560038002747267 -2.1962971940912017 4.401734300780901 -3.8492453665665534 -2.525966106234284 8.157966760148605 -4.059748910597966 -2.2499492889647135 1.450060165953593 -3.1169438210869562 5.46781835529633 0.0 10.482764093509518 2.96832474806879 -3.249982685863904 -1.274874783090086 0.9688125774462187 -0.7689117847072549 0.5082458108808227 -2.054070696999087 -2.4778999607906047 13.368181043291306 -4.045411307751569 1.4713210354940547 -7.69982386431896 4.301052552004438 -1.5014974716379894 -1.5063360255093194 -2.1288581593612474 -2.261065719239721 -4.450771456596556 5.093537747954508 4.562784256597948 -3.8619434839533255 -1.4393406471022052 0.5200987420449344 -3.1020066774234807 -1.2847053053360946 -7.359769808154019 0.6013671660894677 3.1554389224608648 0.0 -8.760118776410298 10.737958517039178 -0.06210451162240194 -1.1509455709660503 -6.591913994778425 -3.396593037995526 -5.299771282323517 -1.7642324114684265 -3.739416920669046 10.541901241519218 -5.072137924040599 0.8550465233216092 -1.1053933363951924 0.9912360118220939 2.3662510084852295 -1.155030976217505 -7.294269514427955 SH3BGRL -0.34466494243810625 -1.200250431389831 0.6874540370310857 -0.3776636171231796 -1.9326310962770663 -0.20560528081053164 -0.24224708139238604 4.314676636716696 -0.2957142745657873 4.2309532138948045 -1.8228414237298962 1.1031762482344385 -0.7653639165852071 1.2782672835090636 0.0 1.2530378074234292 -0.6274570496649847 0.2519963617877356 0.3420190374205229 0.48292602842723603 0.0 0.6999111903026747 0.617407429321757 -0.46055557056811913 0.9598072670088293 -1.4654030082911007 1.0086106095836274 3.3830061295919815 0.0 -0.7537700839317361 1.5429875912119078 -1.8320196635271433 0.9336625809572588 -5.703941450638529 0.0 1.0304086717770888 0.7055892553286575 3.4448368780057854 0.0 4.612197862150284 -1.229369797975303 6.199771582548237 0.0 0.004026489894812991 1.434843867689128 0.0 0.7562711268171706 0.7930074731267186 0.0 -0.6514403926666077 0.8057665583950797 -1.758411156398434 0.0 -5.5680966759251875 0.7414998141271644 -0.9490899454178227 -1.9197961260087097 0.0 0.2512903023549417 -2.4647998931590354 -1.0377913613011291 1.146972820613354 0.30485504829393717 -0.2950856210908727 0.9848731308090134 -4.642090759594391 0.5952278259486127 -0.2990318104095639 -0.27870356711631245 -0.6106953422935741 0.0 0.0 0.0 -1.0556069914659971 -4.983268635989887 1.5188548729627835 0.5499029225312474 -1.0868893190984035 0.0 0.0 -0.2574150466531504 -5.637382845498125 0.28043224996898775 0.2169445597661123 0.0 0.0 SH3BP2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5460443028958922 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6526235208516001 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1673411586709024 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9906020329963471 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SH3GLB1 0.2125166135360419 -0.7942954252474811 0.3852821310856055 0.0 0.45015027512259476 -0.2640700447300454 -0.2674755043758816 0.0 0.32805312263853187 0.0 -0.8923230313030793 0.0 0.0 0.0 0.0 0.0 0.40447268560605926 0.5201027217211934 0.0 0.0 0.0 0.0 0.45486389824445606 0.0 0.0 0.0 2.2468574881087804 0.5648556514654225 0.0 0.0 0.0 1.6021777643912791 0.5656610850890783 0.0 0.0 0.5647460407241663 0.0 0.0 0.0 0.0 0.0 0.0 -0.6903486203576784 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3284618037884781 0.0 0.0 0.0 -0.7616470334628533 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5000998421427711 0.0 0.0 0.0 0.999218225014929 0.0 0.0 0.0 1.8596892736001032 0.0 0.0 0.0 0.0 SH3KBP1 -0.12453633864266248 -0.6251943237968843 0.0002555468578603496 0.6615954896994293 -0.9081383414749017 -0.2693283605858678 -0.13340419798892783 1.1607699846023123 -1.1321992478424625 -0.39587684914761717 0.6880575531931064 0.3386262685918542 1.538570124491074 0.0 -0.3373256437664928 -0.8562760085655758 -1.9792898870248652 0.10376932699969015 0.0 -0.8942158227112914 0.0 0.5352772759593207 0.3127937069282923 -1.1367369769095093 0.9253842520007894 -1.263222931645669 0.0 1.2436455825002364 0.7571184534511342 0.0 0.0 -0.5535485405492773 0.4720289164205913 -0.45462607883884 -0.5505101310800872 0.9516696119493631 0.0 -0.959082182364555 -0.6516585464957975 0.0 -0.7959659357569491 0.0 0.0 -3.4584927679426514 0.0 0.0 0.0 0.0 0.0 0.0 -2.8820732202260584 0.9197513430149913 0.0 0.0 0.0 -0.95675252820432 -3.53252228039171 0.0 -0.8277767707810569 0.32272326231066967 0.0 -0.0635043414485758 0.0 0.0 -1.242766318472806 -0.8828095105304036 0.0 -2.6150747438663715 1.3576053915851973 0.0 2.3836506749895685 0.0 0.0 -1.147195131369058 0.0 -1.128827726098167 -0.30386156350469673 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SHFM1 0.09645991086724548 -0.34012469649376265 -0.2160006094222626 0.0 -0.19776731698491726 0.5904879845957148 0.4233399355104229 -0.2792542142732869 -0.7122638486162264 -0.3877352956492237 0.48919077078564993 0.0 0.0 -0.47824915309271326 -0.4138952470812017 0.0 -0.44114171678907316 -0.5740310606719955 -0.8467583658095048 0.0 0.49383117127730347 0.5368490922920703 0.0 0.8004659836957766 -0.5277117052962742 0.0 1.1547810445626066 -0.433181922562571 -0.08021937040047587 -1.008782016127532 -0.37442125673056686 0.7939031632527009 0.0 0.7969940220188798 0.4525471620136525 0.4579015232739725 -0.43041880110688835 0.0 0.0 0.0 0.0 -1.254125049850154 0.0 0.0 0.0 0.0 0.0 0.0 -0.2663475321936809 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2074418429176128 0.44796283567080447 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2078610350125052 1.4277781132223333 0.0 0.0 0.0 0.0 0.8664626966871355 0.0 0.0 0.0 0.0 2.7989337661146663 0.0 0.0 0.0 -3.0527822468908505 1.5419662443764315 0.0 0.0 0.0 SHKBP1 -0.1535084963274335 -0.12337329529631512 0.0 -0.16413813505908192 0.0 0.0 0.0 0.0 0.0 0.7327363789436333 0.22112733115813005 0.0 0.0 0.0 -0.8926000320378277 0.0 -0.34283648479693063 0.5152051919708628 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5681942886287249 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7953036345714372 0.0 0.0 -1.0734890628850933 0.0 0.0 0.0 0.0 -1.0886185912415804 0.0 0.0 0.0 0.0 0.0 -0.8573177622247273 0.0 0.0 0.0 0.0 0.0 1.1687921633096272 0.0 0.0 0.0 0.9038529798849513 0.0 0.0 0.0 0.0 -0.389701842013887 0.0 0.0 0.0 0.0 0.0 0.0 SHTN1 0.10930001258845293 0.0 0.0 0.0 0.0 0.0 -0.2798171362927353 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.42231358306792416 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5602581828871309 0.0 0.0 0.36754726223268824 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 8.227833100076417 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SIGIRR -0.4881075095034452 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6436105738048257 0.0 0.0 0.0 0.0 0.0 0.0 -0.5558194019205317 -0.4229669934763532 0.0 0.0 0.0 0.0 0.1790320878091916 0.0 0.5874071075490942 0.0 0.0 0.0 0.0 -0.41081583657951626 0.0 -0.48948561819095276 -0.5305323030212684 0.019893135139725616 -0.6719272292283327 0.9399363002830263 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.81698186333651 0.0 0.0 0.0 0.0 0.0 0.0 -0.6080430723291775 0.0 0.0 0.0 -0.5369990130837881 0.0 -0.9186569167847164 0.0 0.0 0.0 0.2545316852994575 0.0 0.0 0.0 0.1493162963633683 0.0 0.0 -1.0272061604603857 0.0 0.0 0.0 0.0 0.0 1.574192440388456 -1.1785597711996838 -1.0053324579899707 0.0 0.0 0.0 0.0 1.57004205889226 0.0 0.0 0.0 0.0 0.0 SIGLEC10 -0.10564318087261879 0.0 0.2548990565156483 -0.19992503616790241 0.0 0.0 0.3158181514958741 0.0 0.0 7.019151251636044 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4168403330519007 0.0 0.0 0.0 0.0 0.0 0.0 0.35965979643585483 0.0 -0.42192724530088016 0.0 0.0 -1.1083618181821404 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8220424098832986 -0.6242717915538735 0.0 0.0 0.0 0.0 1.0133395991616962 0.0 0.0 -0.7321144556353899 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2518565777259156 0.0 0.0 0.0 0.0 0.6055175077148058 0.0 0.0 0.0 0.0 0.0 0.0 SIGLEC8 0.0 0.0 0.07591409401810952 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6046979530068669 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4156658587937139 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8355142264301259 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9269430712118528 0.0 0.6280313675875714 0.0 0.0 -0.35440776786621214 0.0 0.0 0.0 0.0 0.0 0.0 -0.5669507122122613 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SIGMAR1 0.0 0.0 0.0 0.0 0.0 -0.8375309438089144 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8915996065811153 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35893995068219176 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6429099309783327 0.0 0.0 0.0 0.0 -0.45934252769548856 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.46309644077802137 0.0 0.0 0.0 0.0 0.0 -0.2741825144132414 0.0 0.0 0.0 SIPA1L1 0.0 0.0 0.21934502203890643 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4150756021685136 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.36452158965430415 0.0 0.0 0.0 0.0 0.0 0.916293659368159 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8582034715246109 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SIRPA 0.0 0.0 0.3271127838856498 -0.16170225030868515 0.0 0.0 0.0 0.0 0.0 -0.3101020500935681 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.297299582768338 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0984022758434173 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SIRPB1 0.0 0.0 0.0 0.24240472009474945 0.0 0.0 0.0 0.0 0.0 0.3760390524328975 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0696343852501202 0.0 -0.42406395728149765 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2757117264201529 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SIRPG -0.2251924437594075 -0.07926625798649058 -0.24847650486605316 0.0 -0.33466362492521134 -0.27655409897848 0.0 3.502188939066515 -0.6996814649655467 0.0 0.0 -2.6984910884776774 0.02244791871008317 0.0 0.0 -0.34714582856036136 0.7968107177294625 0.0 0.0 0.0 1.1458246757325108 1.4124156648109834 0.0 0.0 0.0 -0.6058243401397215 0.0 0.0 0.0 -0.1889256363951591 0.0 0.0 0.0 -1.3123786948738734 -0.6430315440422494 0.0 0.0 0.0 0.0 0.0 8.271555635099507 0.0 0.0 -0.7992953491645006 -0.5594443506158647 -0.15613797958139283 0.0 0.8262200858596636 0.6279402853648131 0.0 0.0 0.0 0.0 0.0 -0.1286669019928107 0.0 -6.683370982591846 0.0 0.0 0.0 0.0 1.4050505132576794 0.47551088182327067 -0.26257733755023177 3.6713274559795366 -5.09491324894051 0.0 0.0 0.0 -1.5948832435549736 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.131165996894596 1.17058121137366 0.0 0.0 0.0 0.0 0.0 -0.542543227752516 SIVA1 -0.15031308449442243 8.595979250438402 0.0 2.5805784186539977 -0.22536515577187533 -5.368392455408833 -1.481337319722398 0.0 0.30657106048853955 1.1350470045635872 0.06786611970694557 -0.9590036667074642 0.33414426224387217 -0.3690005487649581 12.12459549953389 0.5974402324972312 0.1123835030072081 0.0 -0.42730379537732627 -0.47995193761952176 0.0 -1.0815128850348263 -0.3448275308740255 0.0 0.9230551386051603 0.34967791003359844 1.3731476457971203 0.0 -0.5296899814331743 -0.5564773743547665 0.5273393324476321 0.3661357219699529 0.0 0.0 0.6015792177049839 -0.9208315186892523 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8100565538637129 -0.6205302482312295 -0.895162036661526 -0.807808089278504 0.7884815461875258 0.0 0.0 -0.6275802675856256 0.0 1.146618979566244 -1.2902379216209936 0.0 -1.2221700756705298 0.0 2.1177470296246184 0.0 0.23611195538528673 0.19083487756190232 0.0 0.0 0.0 -0.8693458613390234 1.3738185147292994 0.0 0.0 0.0 0.0 0.0 -1.02447173796668 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.24515037936365278 -1.1858301792161519 -1.6976376547179943 0.0 1.7903961072262025 -0.5033821984963989 SKAP2 0.0 0.0 0.0 0.5999497040617529 -0.3471358916076146 0.0 0.0 -0.2501761869228788 0.0 0.0 0.0 0.0 0.7047474979517431 0.36578450139850804 0.0 0.0 0.0 0.4276532765216469 0.8989182598252412 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4824214081873018 -0.5045336788361799 -0.8534698733807274 1.117004598684716 -0.25939332181447783 0.0 -0.42697978654165886 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7583381931649817 0.0 0.0 0.0 0.0 0.29045366200291173 0.0 0.0 -1.5394510816295826 0.0 0.0 0.0 0.0 0.0 0.0 -1.0767595067900904 0.0 0.0 -1.1116012347798647 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.9965036885645957 1.5811055379153833 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SKIL 0.00043544306580376444 0.04770802015263165 -0.23140404995193414 0.3078886502446252 0.0 0.0 0.0 -0.7368430225008619 0.545211787649051 -0.24827773341590634 0.0 -1.1673408449379246 0.50897694582977 2.381000369371661 0.0 0.0 -0.3113670646686289 -0.3685639965591176 0.5972688578789921 0.0 0.0 0.0 0.0 0.0 -0.14511909091043887 0.5923943388991151 -0.8375921091384818 -0.368601195216896 2.7877793256301575 -0.5800686264748695 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8464980677218085 0.0 0.0 -2.355649391351909 0.0 1.1448513758016408 0.0 0.0 0.0 1.0004934846855575 0.0 -0.7237560837857071 0.0 0.0 0.0 0.0 0.0 0.0 -3.211951261130914 2.4191222526057468 0.0 0.0 0.0 -0.2633527911997422 0.0 0.0 -0.2810188648848348 2.0684028124615956 0.0 0.0 0.9734263018246386 -0.9046018703834406 0.5685617167838036 0.0 0.0 0.0 0.0 0.0 0.0 1.2003928725927604 -1.2944600909190769 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SKI -0.14109750509415206 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3428838574072111 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SKP1 -0.13216553281031307 -3.225619909950272 -2.2838901815317127 -0.3315099296013544 -2.074106774299352 -0.28084185054353517 -0.24714810740769116 2.4907886508285655 -0.3071210315066417 -1.3400546063078405 -1.2949410877365806 -0.5255711922846881 0.5841899618055454 1.2399375809872804 -1.239516245108881 3.9742245696409197 -0.4962166767755858 -0.011447364324336082 0.0 0.07393560273072255 2.942305333487167 -2.681578399017129 -0.18276618928495286 -1.372934213244626 -0.24385589801216337 1.6554625581596876 -0.4583916916661667 0.08498040170589283 -1.4965906030628673 -0.30420657431952447 -1.2633392807653017 0.7794917949970995 1.0883209070985782 0.6671323149014542 -0.11231730781720728 1.3427115021913656 0.0 -1.8500201978265762 0.985667426704052 4.476652431985837 0.5374386418737925 5.207213585949643 1.2982495453895337 -0.026433147512278894 0.29080890756905203 -0.16454357640546013 1.0803387862682914 0.0 -0.9937262464574241 -0.28766716302294687 -1.6387483341228997 3.06157973026297 -0.35751934755271336 -3.6130662745719246 -0.6749515006346193 -1.0931093924157103 -2.288647170533513 -1.11853868111134 0.0 -1.2265903170213366 1.4507803832653263 -1.1471816149741747 -0.017945584948260374 0.9308794635360882 3.5858954360124096 3.5872749819345215 -0.43085728799975104 -4.674935337996904 0.0 0.35761028131112843 -2.4125912803409046 0.0 -1.2053371995654107 -7.389352756653106 -2.556207450370612 0.0845797848923306 1.042623720987003 0.0 1.5348986050458668 1.6914373951212298 -0.5189618232610564 0.0 0.6876674774220348 0.0 1.7380404164411771 0.0 SLA -0.6056545292113754 -0.893869912059113 -1.4654532537321214 -2.2960680729363245 -0.8719444375625302 0.38690901977225894 -1.2233430145962785 1.5636179973525108 1.1783591353524852 1.8525831211767236 -0.7266171016872843 -0.500899241226817 1.5164005079410683 -0.9589391801938019 0.45750113231681705 -0.6076686570590125 1.4915800257525742 1.7224560140503975 -1.9063805721329101 1.821083425606552 4.8643250355025405 -0.9597328277527042 -1.1607224584289821 -1.5054848881599645 -0.590360640451462 -1.4343329055248224 -0.7251222926497386 0.0 -0.6802580294970931 -0.45036623951263854 0.0 -0.24638814956276178 0.5236165970553773 0.0 8.799123562237707 -5.296688893731305 -0.03318708196816722 0.6703593273210602 0.0 0.0 1.343278789156548 -0.6281762333003128 -1.985893964942962 -1.1286321177013434 -0.15081730020742307 0.48880745942865717 0.0 0.7180291742384559 5.922360816847632 0.1118218238925736 0.0 -1.8216337334468087 -0.5510455355182835 0.0 0.5900978794037292 -0.13210865223586588 2.579391111226275 -0.7380831919938556 0.0 0.0 -1.0178905105431113 -0.23620534820021036 -3.254504269445885 -0.8452623095763795 -2.0512058293844224 -3.051167161520997 -0.8640758783023456 -1.2476954279701016 13.111280870592998 -0.26978949009123027 11.660527237655705 0.27736046385265734 -0.40401963850014644 2.6886372552013524 1.0728843518522446 0.0 0.7559507471466798 0.2051727990215168 0.0 2.291216932948277 -0.7254165689687079 0.0 1.1496262982753789 0.3523499707829564 0.0 -0.5686227771722528 SLC15A3 0.0 0.0 -0.37570434544183584 0.0 0.0 0.0 -0.2640013461117431 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2256254162481497 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.110056945850057 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9211525040731896 0.0 0.0 0.0 0.0 0.0 0.0 0.8615771761152207 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLC1A3 0.24357758665070178 -0.4223748981967825 -0.7737381782986054 0.0 0.0 0.0 -0.6513128260937369 0.0 0.0 0.0 -0.6661993906894943 0.0 0.0 -0.40388011971760673 0.0 0.5467235510768415 0.0 -0.9309891236465331 0.0 0.4567696389688152 0.0 0.0 0.0 0.0 -0.7978619089847535 0.0 -1.3537157141403766 0.0 0.0 -0.27051806500972986 0.0 -0.9370950782193471 0.0 0.0 0.0 0.0 -0.5782426130942349 0.0 0.0 0.0 0.0 -0.7124790186176432 0.2107870099700094 0.0 0.17629715711720742 0.0 0.0 0.5355778298915527 0.0 -1.0134314146698153 0.0 0.0 -0.6817369421748737 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2866433524670549 0.0 -0.8422075885543409 -0.9039507750780117 1.0212267564474937 0.0 0.0 -1.0295862518928207 0.0 0.7314819236431711 0.0 0.0 0.0 0.0 0.0 0.0 1.2271424746406772 0.0 0.0 0.0 0.0 0.0 -0.7928258752756138 0.9126286979723878 0.0 0.4551095017358368 SLC1A4 0.18003565157072718 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5601447658101291 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLC1A5 0.0 0.0 0.0 0.3027567863251994 0.0 -0.8999294579358821 0.0 0.0 0.2541116267657913 0.35126597031914947 0.24959644276325374 0.0 0.0 0.0 0.0 -0.5566371944420803 0.0 0.0 0.0 0.0 0.8669468294492575 0.0 0.0 0.0 0.5514215029296597 0.0 0.0 0.0 0.0 0.0 0.0 1.4459684832138358 0.0 0.0 2.3929562856217568 0.0 -0.3252381113973096 0.0 -0.7700180628228637 0.0 0.0 0.0 0.0 0.0 0.0 0.5063875745336647 1.5135133367865765 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9477638678834931 0.0 0.0 0.0 0.0 0.0 0.0 -0.32068893432863266 0.0 4.464815479322053 2.149843794922901 0.8893456961791503 0.0 2.195096507519194 0.0 0.0 0.0 0.0 0.0 0.0 0.758267909008228 0.0 0.0 0.0 0.0 0.0 1.4566724890040383 0.0 0.0 0.0 0.0 SLC20A1 -0.22266683397061335 0.7246129739583592 1.6685235783275922 5.263756588028423 -0.23059060562982628 -1.8099482397652011 -0.23813496424306269 -0.11364558371736039 0.0 0.0 0.31831328030908107 1.0954888067893824 0.0 -0.35591716500192344 2.605510745157745 0.0 0.0 0.0 -0.8760357546393587 0.3904004997807484 0.0 0.0 0.0 0.0 0.16197603697160448 0.5004901413080669 -0.4668401182432537 0.0 -0.4757920341381667 0.0 0.0 0.0 0.6098012928113581 0.0 0.0 0.0 -0.3081393186545621 0.0 0.0 0.0 0.0 0.0 -1.3872717239247097 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9912429966869664 0.0 0.0 0.0 0.0 0.0 2.203060415746542 0.0 0.0 -0.8889699934429377 1.2283358428959874 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9987445928828466 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLC25A36 0.0 -0.1220773892669223 0.3197722642070223 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6649207222808114 0.0 -0.797075239699155 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLC25A37 0.0 0.0 0.19031750379995174 0.0 -0.30481216725471366 0.0 -0.6944739517806263 0.0 0.0 0.0 0.013267232433684661 0.0 0.0 -0.5855198916600391 0.0 -0.2737423828512769 0.0 2.820381688496036 0.0 -1.3867075448267792 0.0 0.0 0.0 0.528771119267558 1.3966890375034928 0.0 1.0394061344600178 0.0 3.4832369551757636 0.4915286067813748 0.0 0.0 0.8990689838601147 0.0 -0.5181389289182996 0.0 0.33629197729589916 -1.1088047666760554 1.5020042879252022 0.0 0.0 0.0 1.4899682425999567 0.0 0.0 -1.4991184299648268 10.914548975665072 0.0 -1.7314833082722019 0.0 0.5351704955649167 -1.7504480196804022 -0.21915438008802055 0.9343850884545856 0.0 0.0 -0.7266574352851934 0.0 -0.922394071049018 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.442058805406777 0.0 0.0 0.0 0.0 0.3930148718203408 0.0 0.0 1.3560456662249614 0.0 0.0 0.0 0.0 -0.6509972728835092 0.0 2.4565358775816266 0.0 0.0 0.0 0.0 SLC25A39 0.0 0.18344243763533605 0.0 -0.09973987420699651 -0.3099447793661027 -1.0421476524531685 0.4740584862664706 -0.2296080680378591 0.0 0.0 -0.34280466472830273 0.0 0.0 0.0 0.41678206984485444 0.0 0.0 -0.3533170077515076 0.0 0.0 0.0 -0.3712142324484699 -0.40520317049560095 0.0 -0.010920557667546182 0.0 -0.40252774179862033 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8370888784565099 0.0 0.0 0.0 0.0 0.0 0.0 0.0 11.254408221689925 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLC2A1 0.0 0.0 0.5782695445056498 0.5613260725042806 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.40690604579448986 0.0 0.22821468368447478 0.0 0.0 0.0 0.0 0.0 0.0 4.900242373682717 -0.5409224176291331 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0501317154096625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.18730344011379133 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5117716639795001 0.0 0.0 0.0 0.0 2.204066071942608 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.420147271312743 0.0 0.0 0.0 0.0 SLC2A5 0.0 -0.20812314729277753 0.27967291433915514 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.29144605512512195 0.0 0.0 0.0 0.0 0.0 -0.3752088780251239 0.0 0.0 0.0 0.0 0.0 0.0 -1.7691971697098952 0.0 1.8034296764831623 0.0 0.0 -0.2674460690178402 0.0 1.2483298431761243 0.0 0.0 0.0 0.0 0.49108103073957665 -2.2271238817877483 0.0 0.0 0.0 0.0 -0.314385841447084 0.0 0.0 0.0 0.0 0.48021593760316345 0.0 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0.0 0.0 0.0 5.590893308706242 0.0 1.0655704617325483 2.9149862111208664 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLC7A7 -0.16760182439853274 -0.20027822862153272 0.16710221863465854 -0.21826302866321143 -0.07609017349542894 0.0 -4.304786947295167 0.0 0.0 7.043992515512866 0.0 -0.33031853808188044 0.0 -0.31912826872525796 0.0 0.0 0.0 2.537462632836957 0.0 0.4009912625728722 0.0 0.0 0.0 0.0 -0.522617638341697 0.0 0.0 0.0 0.0 -0.7231656675430516 0.0 -0.7785900108501629 0.0 0.0 0.0 0.0 -0.6583922260278761 0.7207878396411843 0.0 0.0 0.0 0.0 1.4659083718828765 0.0 0.6038008902945594 0.0 0.0 0.0 -0.6415504266490909 0.0 0.0 0.0 1.1461142249298086 0.0 0.0 -1.2547855952923512 0.0 0.0 0.9943767212438103 0.0 0.34816008048856834 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.6963193330849773 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5398041056617748 0.0 SLC8A1 0.0 0.0 0.0 -0.22442578986322306 0.0 0.0 0.2663235227227689 0.0 0.0 0.0 -0.7005606008407252 0.0 0.0 0.0 0.0 0.0 0.0 -0.5585438704558677 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.49754468573755434 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6716268956922589 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLC9A9 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6366102928810334 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLCO2B1 0.00728977764747798 -0.43735405097817515 -0.428408209852248 0.0 0.0 -0.31708476486853326 -1.2937247614197547 0.0 0.0 0.0 0.6728135654222367 0.2763479497075968 0.0 0.4751217094148131 0.0 0.0 0.0 -4.095304226217815 0.0 7.892547912491966 0.0 0.0 0.0 0.0 -0.3993877774447608 0.0 -1.0810724553726212 -0.9288357859574496 0.0 -0.1741134948821741 0.0 -0.5308354560473995 0.0 0.0 0.0 0.0 0.6981009301305008 -3.4378029210347982 0.0 0.0 0.0 0.0 -0.9747614564755467 0.0 0.9684788532360737 0.0 -0.1821692452949584 1.0090803544059834 0.0 2.015497702120343 0.0 0.0 -1.2143432437564916 0.0 0.7307491051222162 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0682516987557202 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6741380552236346 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8718528932260812 0.4157301592141011 SLFN5 3.3266450410711252 -0.22209211113678717 -0.5383708887151241 0.0 0.0 0.4286408854695684 0.0 0.0 1.6712678545431419 0.0 -0.21855527619448356 -0.03872564305274358 -0.8471680179494535 0.0 -0.8050239250867576 -1.325924857459955 0.0 0.0 -2.1927420668112014 0.0 0.0 3.2782877387136016 0.0 1.6566908389821822 0.0 0.0 -0.4828298708144871 0.0 0.0 0.0 -0.328897885303471 0.0 0.0 -0.8209458292314821 0.43108071813663057 -1.3264985686422335 0.0 0.0 -1.2103340312858513 0.0 0.0 0.0 0.0 1.0115379073582558 0.0 0.0 0.0 0.0 0.7629970146434989 0.0 0.0 0.0 0.0 -2.7217149411315247 0.0 0.0 -1.90535689488789 0.0 0.0 0.0 0.0 0.0 -0.35570678354421603 0.0 0.882900668381772 -2.365816283556135 0.0 -0.8702554872988634 -5.5148294704153145 0.0 0.0 0.0 0.0 4.536271782120778 -1.342376584701751 0.0 0.0 0.0 -2.631149160112043 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLTM 0.16646247556131052 0.21439036531766215 -0.18341941854801289 0.30739796754916227 0.28038803264279205 1.1653601122094792 0.0 0.7521735169506705 0.0 -0.6300649268748378 0.637335709044735 0.0 0.453802788405045 0.0 -0.3988786942367454 -1.0794186658154623 0.0 0.0 0.0 0.0 0.0 -0.747071968949155 0.0 0.0 0.0 -0.41982236699404507 0.0 0.0 -0.7728945992395915 0.5545910457463815 -0.3773682892728289 0.0 0.0 -1.0078276716001024 0.0 0.0 -0.3666914217261018 0.0 0.0 0.0 0.0 0.0 -1.1844084634528866 -0.9369611027212174 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.47648901210093797 0.0 0.0 0.0 0.0 -0.26857020039944257 0.0 0.0 -0.6795373885981548 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1691464822091653 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLU7 0.137784008208728 0.0 -0.248539831160602 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4875890389356841 0.0 0.0 0.0 0.0 0.0 0.0 -0.35184564351713915 0.0 0.0 -0.3725353101766924 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5935264300698971 0.6475172361935979 -0.46099441498856325 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1147691459445097 -1.0574747771484971 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.11813940274455 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SMAP1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34823981743689136 0.0 0.0 0.0 0.0 0.49513579688764603 0.5589801163942208 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9498959557138996 0.0 0.0 0.0 0.0 0.0 0.6532047272029741 0.0 0.0 0.0 0.0 0.0 -1.2238329132547414 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SMAP2 -0.19514278949333153 0.0 -0.9164165293635297 -1.981549748593099 1.5822179815689914 0.0 1.299073416024187 0.3552276674249646 0.0 1.3150388813102358 0.4957830896675548 -0.4792889597024055 0.0 -0.8091944564976006 0.0 0.038174568308689386 0.33534014221855973 0.5907218320575103 3.081009529804102 0.5271279454207287 1.6204353973980523 0.5821507214187708 0.0 -1.1431027728252845 -0.6191355394134784 -0.5739108150192008 -1.0571049034176505 0.0 0.0 0.0 1.9309876032476772 0.0 0.11834143382903015 -0.01303721939128879 0.0 -0.5919749030389286 0.0 -0.8043192480420541 0.0 -0.5492006872443833 -0.47311935435267827 0.0 0.0 1.1566394182978843 -0.45506253213860515 -1.7039175276469274 0.0 0.0 -0.8919446360048914 0.0 0.0 0.0 0.6493999604666671 0.0 0.0 -2.342284979232597 2.150739570277582 0.0 2.6402426440297915 -0.0358020323881297 0.9410204721326277 0.63880798839048 0.0 0.0 1.4474109885416535 0.0 0.7780344279313266 0.0 0.0 -0.005465209628259959 0.0 0.0 0.0 -1.5398873438480436 -4.176871466420833 1.4094738241245648 0.0 3.0695432259753153 0.0 0.6753379202187321 0.0 0.0 0.3533095723302968 0.0 0.0 0.0 SMARCA2 0.0 0.0 0.0 -0.18338649154526554 0.0 0.0 0.0 -1.5243517297748501 0.0 0.0 0.0 0.0 0.6909318625656856 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.7359487944008345 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3907770908770222 0.0 0.0 0.0 0.0 -0.5843111691306864 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7462392091269795 0.0 0.0 0.0 0.0 0.0 -1.1822279925084 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SMARCC1 -0.12558652836496292 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4947326383778502 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5506860040585903 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SMC1A 0.0 4.6815951491148695 0.0 -0.19846677677927635 -0.22802869200128162 0.0 0.0 0.0 0.0 -0.39472984532474953 0.0 0.0 0.0 0.0 5.2171750315059295 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.2144485869488166 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SMC2 0.0 8.003248508264786 0.0 0.0 0.0 2.4952697028280757 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.039352037052981 0.0 0.0 0.0 0.0 0.0 0.0 -0.7033158656738513 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SMC4 -0.3175120023368846 13.27479078732201 0.16830947388481307 0.0 -0.21807066653982096 11.687764689104192 -0.23513541370677277 -0.08277278360153756 0.0 0.0 0.0 0.0 0.0 0.0 0.3384025414661926 0.11343081163005024 -0.6659853825111968 0.0 0.0 0.0 -0.38326175978018967 0.007967069026001364 -0.47451505327272964 -0.3545748985259149 0.0 0.0 0.0 0.0 0.0 0.0 -0.4042863099113912 0.0 0.0 -1.8159062185895418 0.0 0.0 -0.3868950788975169 0.0 0.0 0.0 1.0035308214185907 -0.8293040708546678 0.0 0.0 0.0 0.0 0.0 -0.3791625302758918 0.0 0.0 0.0 0.0 0.0 -1.409536334670495 0.0 0.9170208417857674 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7356287912068568 -3.9168544361480184 0.0 0.0 1.3385557744855796 0.0 1.0535239571198325 -0.22065267954475018 -0.654511516563306 0.0 0.0 0.0 0.0 0.0 -1.4740266508911286 0.0 0.5413293138530334 -1.0998404237208819 0.0 0.0 0.24377602957855138 -0.44822965039158075 SMC5 -0.08726914135801953 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1298527303604022 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4609561236568198 0.0 0.0 0.0 0.0 SMCHD1 5.0506715521098675 0.7338176654762438 0.2330103355079595 -0.5790214697407375 0.26958049600030726 -2.600644660710901 0.0 -0.3570803142613368 -0.9262024477987719 -0.605706826535529 -0.12257923402857276 0.0 0.3145990216716156 -0.2966530237385157 1.0973347179549404 -0.23974487755180446 -1.3195510520932392 -0.5985663405770892 4.052037132040225 -0.41551325898303537 -1.7790403628240576 3.331830979829782 0.0 0.0 0.34664694985108935 -0.4471564564065635 0.0 0.0 0.0 0.5065832630910271 1.6884384418033775 0.0 0.0 -3.2162803746410744 -0.9423414274092019 -4.640771817624391 0.0 -0.5901388208922395 0.0 -0.8098815047733684 0.0 0.0 -0.6335093846053219 -0.009092005310925291 0.0 0.0 0.0 0.0 -0.7016931800422623 0.0 1.9617982208700107 0.0 0.0 0.0 0.0 0.0 7.822151943657609 -2.2331211484463256 0.0 1.3325076499712647 0.0 0.0 0.0 0.0 -2.636789969986774 0.0 0.0 -0.9642429951061244 0.0 0.27910858106186537 1.385843530825127 0.0 0.0 0.0 0.0 -2.2248200045846653 0.0 -4.530229845086339 0.0 0.0 0.0 -1.1366257724601139 0.0 0.0 0.0 0.0 SMCO4 -0.23792007278486532 0.0 0.0 0.0 0.22644595051833147 -0.46714889576674645 0.6081990575652519 -1.1724955591295176 0.0 0.8026326216112566 0.0 -0.3343150238209831 0.0 -0.31886129797218193 0.23496299042438878 0.0 0.23944318608055318 0.6967062413231514 -0.392745001248211 -0.3455874382930203 3.7698607219581453 0.0 -0.36760612931402953 0.0 -0.06593729254990592 0.0 0.0 -0.4334875056859347 -0.4007548700297932 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.724689757461482 0.6949527326706061 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3346680092011351 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.149116354542572 0.0 0.0 0.0 0.0 0.0 0.0 -0.7605074777544788 0.0 0.0 0.0 0.0 1.4599885317957686 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SMG1 0.0 -0.2265906626580802 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3506695566900207 0.0 0.4618307108878177 0.0 0.0 0.0 0.6192496431027111 0.0 0.0 1.7736906430037522 0.0 0.5053175983906919 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0739253725654792 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SMS 0.12958677628880652 0.6235333636675301 0.4708384578128686 -0.34949846421980274 -0.9222616754890282 0.03495501502565113 -0.5809035163454005 1.5284457515728709 0.0 0.5404623914217352 0.2473802371589112 0.0 0.3299321476502996 -0.2933917222275114 0.9973716502186569 0.0 0.0 -1.2608598414952397 -0.3387753999440069 2.047541150230438 2.1956441276673955 0.0 0.14355962806319644 -0.35383602739276715 -0.595961655335921 0.0 3.0482075585158874 0.0 -1.398557930983268 0.0 0.0 0.8788611284993195 0.0 1.6100659530324926 -0.7831252238701408 0.0 0.0 4.476584253454786 0.36781612585112533 0.0 0.0 0.0 0.18354577375386505 -0.7177087697443053 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5889533963434302 0.0 0.0 1.3774735481990985 0.0 -0.3396070589989609 0.0 0.0 0.0 0.8175356353042523 0.0 0.0 0.0 5.988543576240979 -1.5148562399104353 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6556614037487153 0.0 0.0 0.0 0.0 5.740105477621722 0.0 0.0 0.0 0.0 SND1 0.03453366685643333 0.0 0.0 0.0 0.20524970393971187 0.0 0.0 0.0 0.0 0.0 0.0 -0.30131600830431016 0.0 0.0 0.0 -0.3594577531332413 0.0 0.0 0.0 0.0 0.4101778587064728 0.0 0.0 0.0 0.0 0.0 -0.4358138214204505 0.0 0.0 0.0 0.32663755924606264 1.8931598782662793 0.0 0.0 0.0 0.0 0.0 0.0 -0.6541026772934644 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1665193457763783 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNF8 0.0 -0.15722567442576912 -0.1829717244332714 0.0 0.1785542695761885 0.0 -0.22003314164549745 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3253723565686297 0.0 0.0 0.0 0.47643101040314745 0.0 0.0 0.0 0.0 0.0 0.0 0.5364757812195546 0.0 0.0 0.0 0.0 0.0 0.0693487033772926 0.0 0.0 0.0 0.47101135308126746 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7698045149150183 0.0 0.0 0.6144749592731974 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2632358837019027 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNHG15 0.0 0.0 -0.24859452546911864 -0.2535876309596501 -0.7096848426147663 0.0 0.4314461788816391 0.0 -0.9123887535606021 0.386191914825606 0.4586106103950997 0.0 0.0 -0.3320442618729116 0.0 -0.7481439106293827 0.02391366488252419 0.0 -0.41565678510077675 -0.8919830578220179 -0.77938380803992 -1.5627421439609048 -0.4614996137024592 0.0 0.5560632917128328 0.0 0.19675026350855052 0.6588335147099681 -0.46018441730831544 0.0 -0.4117279139817283 0.0 0.5963918435368931 4.570351499124108 -0.45268524466778104 0.0 0.0 0.0 0.0 0.0 -0.6770250465313559 0.9401618987164861 0.0 1.7074928332314556 0.0 -0.8659161011278245 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9646335406998503 0.0 0.0 0.0 0.15550583548633337 0.0 0.0 0.0 0.1862726339694608 0.0 0.0 0.0 4.7957514580200575 0.0 1.1073604166274065 0.0 0.0 0.0 0.0 -0.9217337818959521 0.0 0.0 -1.1932228228762178 0.3714686948043461 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNHG1 -0.05857680344623225 0.0 -0.39972944601132765 -0.17879825416438944 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4511972903746061 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.592236702692366 0.0 0.0 0.0 0.0 0.0 0.8820415721392347 0.0 0.0 -0.6940399906044481 -0.5826976483308973 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.14387767848523367 0.0 0.0 -0.5255710186917882 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3897502286265102 0.8914504232574308 -0.347181563983056 0.3917781175220602 6.092449796368835 0.0 0.0 0.0 -1.0643377285315363 0.2869691160876949 0.0 0.4556705739509628 0.0 0.0 0.0 0.0 0.0 -1.0069684973818542 0.0 1.5379899073311123 0.0 0.0 -0.37137807212653845 0.0 0.3001868947137603 0.0 SNHG5 0.21576429227799254 -0.12048757433053606 0.3385007143981405 0.6114597841820455 0.0 0.0 1.9876793569260465 -0.25644754219345717 0.0 -0.7944569144736101 0.0 -0.7132105615764771 0.7581621606254798 -0.6612029383425402 0.0 1.3490351646388468 0.0 0.5473853087574073 -1.7569530134388287 0.0 0.0 1.6032692256263263 0.5354202374536523 -0.32608995688115966 0.24840933501360649 -0.1213896006241308 0.8797035706579438 -0.4476596732254062 -0.20420644404544327 0.0 0.0 0.0 -0.10344944897066624 -0.5031612856313334 0.0 0.0 0.0 -1.0983740560166537 0.0 0.0 0.0 0.0 0.0 0.0 0.5597972802396377 0.0 0.0 0.4133498397391186 -0.7726791964702334 0.0 0.0 0.0 -0.19168407289097225 0.0 0.47319379976618126 0.0 0.0 0.0 -1.8378012960949137 0.0 0.0 0.5700805255073462 0.0 0.0 5.03484544461325 0.0 -0.30022068774105254 -0.3743085566067799 0.0 0.0 0.0 -0.23011403004207082 0.0 0.0 0.0 0.0 0.48363329856168197 -0.9811137887410812 0.0 0.0 0.0 1.2419038651975831 -0.31387575628231 -0.39534526399272674 0.0 0.0 SNRNP200 0.007368904260039067 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35986403873529815 0.0 -0.49512693379938116 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7489510740809889 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9737615467632891 0.0 0.0 0.0 0.0 0.0 1.6261795633821547 0.0 0.0 0.0 0.0 -0.8485368825980638 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNRNP27 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4033022689531786 0.0 -0.46461042312217354 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5218174249703129 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8361206873806935 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNRPB2 -0.020349958582853843 -0.6398551680879918 0.06610010165685291 -0.5312640052881842 0.2221911146329207 0.030886599433440524 -0.20683254779444155 0.0 0.27323924750957074 0.049535300545955195 -0.9053582454648621 -1.0531445058176432 -0.30108124705393746 0.43516059813681107 -0.3359705414195391 -0.41088473529689556 0.48608625754616036 0.0 0.3794411687771021 0.0 0.0 1.549332397644577 0.0 0.0 -0.4718876478497162 0.0 -0.41794671572635617 -0.5956026870655106 0.3525304493902562 0.0 0.46619467638813394 0.6021660280207682 -0.02800782635471304 2.372828047493418 0.6747014712787115 0.0 0.0 0.0 0.8274689802270275 -0.5896814067810728 0.0 0.0 0.749420244550119 3.351245737864455 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.23680338253864786 0.0 0.0 -0.5263728272446654 0.0 1.5566338200503942 0.0 -0.7300277458520457 -0.20619322895137734 0.3520284431634438 -0.6587013346228322 0.0 0.0 -1.1744919583881444 0.0 0.0 0.0 0.0 -1.352597907854298 0.0 0.0 -1.135349230951757 0.0 0.0 0.0 0.0 0.0 0.0 1.289206687099353 0.0 0.0 0.0 SNRPC -0.6490682171447517 0.20718002376963346 0.0 -0.2926072238289592 -0.28595679157284193 0.8958453289860309 -0.2948005966219285 0.0 0.0 0.0 -0.26665422781840126 0.0 0.34525919967455465 0.0 -1.1994602573737672 0.0 -0.36531174722805776 0.4412361761288298 -0.5748722156533344 0.0 0.0 0.0 -0.29391941722748194 -0.43017189250349513 0.0 -0.4061426778861172 0.0 -0.3567791589237716 -0.6059324874268274 0.0 0.015362445786188545 0.0 0.0 2.5923143696635456 0.0 0.0 0.0 -0.7508438641697126 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1404541468294334 -0.9286428462872681 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2609216088048548 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNRPG 0.5252854929999391 3.4697948424644545 0.36702562109618914 0.1016336871331939 -0.752497726429156 -0.5881889996687704 -0.8026222001461094 0.0 -0.9030058405403403 0.08298247549830763 -0.03136754552849045 -0.710777824697082 -1.3800731744306136 -0.4544650624034367 1.321974415337219 0.39567455316396377 0.0 0.0 1.0036575099055345 -0.7862724830947977 -0.12028673461599594 0.8573006151370375 0.0 0.0 -0.3183263849503181 -0.2809240670285243 -0.441713206062644 -0.7951820594699791 -0.4480639677326826 0.0 -1.9638440866262825 2.4839469892634565 0.0 2.352767345099497 1.2572732572708827 0.4285132578989997 0.7823104285448472 0.12157958501844035 0.0 -1.479835574334539 -1.4282021176784676 1.3537832268540795 -0.2240488253315378 2.1224848577822795 0.0 0.8473027886739084 0.16195239676664563 -0.38991743279772095 -0.8138314465547438 0.0 0.0 0.0 0.0 -1.1144169479842085 0.0 -0.8905733406855182 0.2987706238566905 -0.8266974761343105 1.5065729713037754 -0.07144775821117759 -3.4754136700981895 0.0 0.3228990066307361 0.0 -1.137339293892799 0.0 1.4626046460858266 2.412674753652164 0.0 0.0 2.1010371306650817 0.0 -1.0467072866033158 -1.0179404303515518 -0.973471232531583 -1.651313525665989 0.0 1.4001414971404624 1.3353756902715137 0.0 0.0 0.0 0.0 0.0 0.0 -0.7016579004767937 SNW1 0.0 -0.1531609603833682 0.0 0.0 0.0 0.0 0.0 0.3007784789615574 0.0 0.0 -0.30610587880397994 0.38432847746912946 0.0 0.0 0.0 0.0 -0.3831335334011614 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5274803065874291 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9207350596880596 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9208591950786441 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7714699900010835 0.0 0.0 0.0 0.0 0.0 -0.24122546303292652 -1.116815638675924 0.0 0.0 0.0 0.0 -1.109549611017036 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNX10 0.03993801691112127 0.4064894565746434 0.11331868285986953 0.0 -0.5149038543940779 0.03518780380496252 0.07317348558308642 0.0 0.43050818120898543 1.1038616518278903 -0.20703170352288558 0.0 0.41778077846725237 0.0 0.527822056581953 0.0 0.0 1.2910763731188832 0.48120453512653044 -0.7785315887423809 -0.7100262258083306 0.0 0.0 0.0 -0.059601788891114005 0.0 4.482317484923697 0.0 0.0 -0.19902382033902022 0.0 0.0 0.523349750202885 0.0 0.41274797223859383 0.0 -0.6997924660339704 3.2550987090719037 0.0 0.0 0.0 0.0 1.2541940323116987 0.0 0.0 0.0 0.0 0.0 0.0 -0.5375019241670499 0.6877312132711023 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.175252899996015 0.0 0.9181635719755337 0.0 -1.0744664838071496 0.0 0.0 0.0 -1.0116919106138247 0.0 SNX17 -0.12055824448199068 -0.3170174063082005 -0.3447187165488067 0.0 0.0 -1.0421812915041224 0.0 0.2717531160485303 0.3411946495027586 0.0 0.26812197401482024 -0.38477165410237824 0.0 0.0 -0.6402306460635336 -0.38673832439775196 0.0 0.49565357504479596 0.0 0.598536457058736 0.4142525043370886 0.0 -0.46282978973674543 -0.7508720615928852 0.0 0.33101462052373015 -1.9507062704072664 -0.3929198971837931 -0.6132132004367998 0.0 0.0 0.0 0.0 0.0 0.5430432671676704 -0.7242141363893282 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.432106542967052 -0.2319803317184455 0.0 0.0 -0.18998362623422985 -2.652864771037762 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.199136952841872 0.0 0.0 0.0 0.0 0.802726803396825 0.0 0.0 0.0 0.0 0.0 0.0 1.1698020701301968 0.0 -0.12381617125914399 0.0 0.0 0.0 0.0 -1.4005780616212695 0.310714109115455 0.0 0.0 0.0 SNX18 0.0 0.0 0.0 0.23342672210071186 0.0 0.0 0.0 0.0 0.0 1.6372000498953767 0.0 0.0 0.2245098812343547 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.36998154590422383 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6199444555566351 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8248451266450599 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNX29 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4411024783178279 0.0 0.0 0.0 0.0 0.41424272445573157 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.63086977809798 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNX2 0.13129215791475946 0.0 -0.19299092304232207 -1.393540361201367 0.0 0.0 -0.628291999356263 -0.2256233468247609 -0.33328922160216684 0.3452737208737638 -0.27133752992564647 0.0 0.0 0.0 0.0 -0.41284858791491635 0.0 0.0 9.838265086900135 0.3963585137877693 0.0 -0.482388722510772 0.0 0.0 0.0 0.4926590222815435 0.0 0.0 0.0 -0.5119190707823724 0.4481681102917912 0.0 0.5901362224219084 -0.5198838495612892 0.0 0.0 0.0 -0.8844684372614321 2.537601881015765 0.0 0.0 0.0 0.0 0.0 -0.6815964699281943 0.0 0.0 0.0 0.0 0.0 7.675439104074882 0.0 0.0 -0.9853907962824651 0.0 -1.014494842866139 0.0 0.0 -0.7637069215216856 1.1022090560010862 0.0 0.6887185529635143 0.0 -0.9960583388078889 0.0 0.0 0.0 0.8312881850105004 0.0 0.0 0.0 0.0 0.0 -1.0377571412499935 1.5388045141716487 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.033705700511979 0.0 0.0 0.0 SNX3 0.5962513447402665 -0.5970417049221421 2.756617622214345 1.1810157616623886 -2.1539639139794104 -0.8532726671649007 4.372486278061836 0.02546030585056814 0.46648064503507125 -0.7712446882861344 0.0 0.367623929059395 0.6219006336917459 0.9077389394169774 -0.3834113606006781 1.3591049500281436 -0.09339568665411203 -0.22130649341068626 6.6462226889861915 -1.9499677502613888 0.48748751908484056 -0.810415929208795 -0.21666598879476917 0.0 0.1697292559148628 -0.5170790935249293 1.3990276517067706 -0.4482607435331307 1.028259809641733 0.3742513791370113 3.8350019388580936 1.591490205427414 -2.476436101190819 -4.916187198916972 0.5832098085107416 0.5460896399716358 -1.037598750851241 2.647602173249134 0.0 10.44922214371489 -0.9345531482298515 1.5945839127793109 0.18461607310662242 -1.2982106416248684 0.0 0.0 0.0 0.0 -2.0244354541072296 -1.3026769310727533 -1.413077955714613 -3.667434740797258 -0.37873593670406297 -2.7422722209274717 0.0 24.9897164586562 0.9754408770400823 -2.0285400665299407 -3.4593207763714884 0.9505403310459836 0.0 0.6608653951529758 -0.42339653240811614 -1.6048970308126147 -0.6420055228154525 1.3673235187726525 -0.5207744008608214 1.300567794703325 -1.21408396370738 -0.5173864371740362 0.0 0.0 0.0 0.0 -2.283072294084138 0.552105395478392 0.0 -1.4156753518691023 -4.979278504758847 0.0 -0.9460050594164617 1.2528774413311186 0.0 0.20356427743817357 0.0 0.0 SNX5 0.03785261204821113 0.0 0.0 -0.21907983945123036 0.0 0.0 0.0 0.3119799968569657 0.0 0.4483951965775996 -0.26578008693725863 0.0 -0.3757174908802754 0.0 0.0 0.0 0.0 -0.4106842064598969 0.0 0.858463912476832 0.0 0.0 -0.5008999144398368 0.0 0.0 0.0 0.0 0.0 0.4266317193540136 0.0 0.0 -0.6802718223407969 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4387765676175392 -0.6004310872612708 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.855516027909912 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7263114258846562 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNX6 1.9785592552919333 -0.29287141170416964 0.0 0.0 -0.2705129446892743 0.0 -0.49156991521710613 0.0 0.0 -0.28732444889700265 -0.34806822757187406 0.0 0.0 0.0 -0.35298653973509825 0.0 0.5519404478026415 -0.361137020944533 0.39740063604022835 3.4063330837611687 0.0 0.0 0.0 0.0 -0.039501400480490334 -0.6717979596245236 -1.0319366424068044 -0.43043734805711625 0.580567550008004 0.0 0.0 0.0 0.0 0.0 0.3776574685617828 0.5376276608280527 0.7829063482772443 -3.2393783745984277 0.0 0.0 0.0 0.0 -0.24790464237474538 0.0 0.21815972445350182 0.0 0.0 0.0 1.0498456713153481 0.3083477049545889 0.0 0.8584370781281551 0.0 -3.6855092263265874 0.40570943839179363 0.0 0.0 -0.4797093007014705 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.9616415502126654 0.0 -0.27411129081887514 -1.1259428801691018 0.0 1.0124971492670762 0.0 -0.37957653851083395 0.0 -1.0037005793271954 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.35501377721466354 0.0 0.0 0.0 SNX9 -0.3484157293782641 0.0 -0.198398011561116 0.3682613006961586 0.0 0.0 0.0 1.0845814424592557 -0.09323736639451664 0.0 0.0 -0.28771750708625266 -0.860360004713993 -0.34330555100751253 0.0 0.0 1.1284858365744057 -0.5042383253266091 1.1948359327695814 0.0 1.2101100771141047 0.0 0.6028362958092776 0.0 0.46260009362538285 0.0 0.0 0.0 -0.3561538957832201 0.0 0.5100687277543376 1.1911668102824529 0.0 -0.6112416388592441 0.46240597420908025 -0.49184543369827316 0.0 0.0 0.0 0.0 4.19517782253825 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9393691169666166 0.0 0.0 0.0 0.0 0.0 0.0 0.7749817691562417 0.0 1.7892545445154993 0.0 0.0 0.0 0.0 -0.7076747228336813 0.0 -1.2182665542405196 0.0 2.771245340838479 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SOAT1 0.0 0.0 -0.17729051770409307 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2046582525614555 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4976344896269542 3.2630308642918764 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SOD2 -1.358018202788911 -0.10993906702104808 0.9291917556861299 -1.438288155626662 -1.2235877930439178 0.0 -4.854960281713149 -2.660915640926631 -1.4516308116842158 1.6522893955674316 1.7643152024817585 -1.069456744859014 -0.6178203723906219 -7.416543458381171 1.0485539633859093 1.1018424131017983 0.0 6.993222226050569 0.0 2.70148640001888 -0.42070164799796067 0.0 0.976395765923817 0.3851625971343128 -2.6853286522154742 -0.10136406327976523 4.113935051670601 -7.246971992185742 0.0060772578258530404 6.063298311492797 0.33018431531331305 1.633283145389396 0.0 0.695216495627803 0.7395750209465164 -0.7453605558819236 0.09641281243358987 -0.10153818455194163 2.9386907993633558 1.9614542247797564 -0.16897140772056152 5.058925674712821 18.625498858458574 0.0 -0.1526373697597503 -0.26468748362637257 -4.082333837445787 0.5577181388809301 -2.06152686882325 -1.853932902792795 0.575020605481052 -1.4546588090805825 -2.699627199997204 0.0 2.777946163260555 -0.594082624306219 0.0 -0.6757260403560063 -0.07273867609565417 0.0 2.8737419097650396 -0.6711673277011015 -2.5416907935238195 -1.5468800189147676 0.0 0.0 -3.2240407087214984 -2.4112729849041368 0.0 -0.8845812310600308 0.0 0.4842336278249498 -3.64097273389572 1.2507568624376302 0.0 -2.6575757848320807 -1.5992204237759329 2.1979813351828987 0.9009553705556966 0.8207491393157698 -8.428906625650669 1.0813664131140512 -2.4178226442072357 -2.5537601245256836 -7.052444067150091 0.8389711308674329 SON -0.24438167584596485 -1.1712551955383033 -2.804276654646351 0.05409362260311909 -1.6628796058427364 1.7632275417472791 0.48409684089168903 0.2824323960735096 0.48035500870729536 -0.035865302644212664 -1.4774252921126514 -0.35048333514895297 0.7247697939185355 0.4624331886733214 -3.407156568810526 -0.5830422128070262 1.3439313884438309 0.46901426424040427 0.45203814625464284 -0.3500087354162976 0.6966390982425639 -4.283339010766857 -0.774718187323795 1.1703620755185473 -0.1510522579474305 -1.629160052464102 -2.403188715389612 -0.8495772044814688 0.6682183333415375 -1.2297456906744946 -0.48744970290131046 -1.695558604360582 -0.2973479457366032 -2.3285428457054436 -0.9077578608946337 0.7922075072111554 0.6244200378152852 -0.07210827902718109 -0.7710816355285702 -6.639223250200521 0.0 2.067850994526732 -1.9212898662392455 -2.279050495514105 0.0 0.0 -1.727604611150699 0.0 -0.7600024865713223 -0.27025936033528813 0.0 0.0 0.0 1.2573294293121153 0.0 -1.3326264792097289 -1.5458740906325747 -0.5421059499972014 2.263844618287967 -1.021599144454844 0.4032050572191726 1.4288389879761512 0.0 0.0 3.368474386706603 1.283309720942128 -0.49373730209016814 7.924844687235966 1.1694889192704634 0.0 -2.302556427175437 -0.5141468810412045 -0.7069031541669533 4.665928322926539 -0.05955373435427962 -1.2318570511899727 -1.3504087837200929 2.205938241596034 3.829781769689068 -0.3479796191713723 0.0 3.489250989565383 2.3829262059944787 0.0 0.0 0.0 SORL1 -0.39281966992372064 0.18264314152382138 0.30569104075497094 0.2609741487738502 -0.20510336235398044 -0.19622871164503602 -0.8572519370142893 0.34405686711358496 2.181155052233208 -1.529502644050369 -0.295176930684409 1.251387815135851 -0.35732230275451365 -0.4804252450733795 0.0 0.0 -0.629216904964043 -0.3488149545727193 -0.9006142557507734 0.3996285685265569 0.0 0.0 0.0 0.0 0.0 1.639528172671736 0.9553350239583237 0.0 0.0 0.0 -0.41802450039039857 0.0 -1.6840560614810123 0.0 0.0 -3.7432002483038027 0.0 -0.6508257631274935 0.0 0.0 0.0 0.0 0.0 0.815921229556037 0.0 0.0 -0.6922424002625658 0.4149492853479791 0.0 -0.19969080365993572 0.9235261689559596 0.0 0.0 1.0826676858080553 0.0 0.8918263436953091 1.1169816364287226 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6895145073728273 0.48670396532148075 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5727146208111786 0.0 0.0 0.0 0.0 0.0 0.0 SP100 10.870489246507004 -0.14884386229269544 -0.3600832100778358 -1.7096877900926037 0.0 -0.2249427402522441 -1.0869924913540727 0.9399716813713583 0.6892034723657402 -0.30141485490482806 -0.012867737353214646 -1.3682864088990412 -0.5387785924596626 0.0 -0.06009831977109397 0.2909291878051329 -1.0598953353269456 0.0 7.342113994919429 0.0 -0.985962735885093 0.7793600038715465 -0.7440392855784886 0.44770281554665786 1.3140761094326008 0.37658628371357544 0.7179602164317989 1.211495914610757 0.6410325383026957 0.7867591287875441 0.5683316367242012 0.8058215878291859 -1.6990113774785545 0.5741842479354443 0.0 -0.41736210943784 0.0 0.07600376316453872 0.0 0.0 0.0 0.8056587186044254 0.0 0.8006358842472079 -0.4069808572004973 0.9231717657599273 0.03772040812364885 0.0 1.574387253181701 0.0 4.160733143034239 -0.6568773273954075 -0.6494064152995811 0.0 -0.3567303339624237 0.0 -3.5275157000243897 -1.2714254686836468 -1.1861149573914507 0.0 -0.2504384570521571 0.9748555136804883 -1.9098214491097278 -0.02981957598378404 -0.8077206010717038 -3.6900791281700887 1.1529843436842941 0.0 0.0 0.0 0.0 -0.2321701998665379 -0.2850102352868769 -1.3299732431159526 1.5830319227635399 -0.05197570743900322 -0.330073777882122 -1.5625839222030868 0.0 0.0 1.3219862811756016 2.048135490143752 0.5864377516936554 -0.799110127073053 0.20856228285808937 -0.46015472491607856 SP110 8.752480923804075 0.0 0.16997378231364862 0.33716286046720034 -0.9025386024902247 -0.5212042651079936 0.11689786513661747 0.0 -0.20435759541716078 0.0 -0.22692078889211478 -0.3062935327353538 -0.5077133070256152 -0.5138709344532556 0.45068883561768663 0.0 0.0 -1.6482940962753148 1.5099214930548537 0.6819768230270199 0.0 0.0 -0.6916727152312946 0.0 0.0 -0.4182851694297087 0.0 0.0 1.598897945370991 0.6175297117664932 1.0244759326302382 0.0 0.0 0.0 0.0 -0.9686377699015476 0.0 0.9122834157953923 0.0 0.0 0.0 0.0 -0.6369191459080943 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.2069063530645074 0.0 0.0 0.0 0.4192954024797381 1.8796420590144878 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.42115872441905605 0.0 -1.6915342034014509 0.0 0.0 2.5631716261465067 0.0 0.0 -0.21657509004876457 0.0 0.0 -1.483215102213154 -1.7152237029890176 -1.250001106244679 0.0 0.0 -0.23016504797644552 0.0 0.0 0.0 0.0 0.0 0.0 SP140L 0.0 0.0 0.0 -0.15892042841880882 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3760957933080932 0.0 0.0 0.0 0.0 0.0 0.0 0.3815267149693003 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.40574645829844447 0.0 0.0 0.0 -0.4147740396726179 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.46231598949449754 0.0 0.0 0.0 0.0 0.0 0.7695157939339928 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SP3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6567918615628608 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPAG7 0.0 0.0 0.006918277269226114 0.0 0.0 0.2787594485450583 0.25845569575278343 0.0 0.0 0.0 0.0 0.0 0.0 0.3594296302785575 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5106542348623293 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3145021427394856 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPATA13 0.0 0.0 -0.15875713784473852 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4547005360045175 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35094473854627717 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0222004872199213 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4475925456710788 0.0 2.2323625836452186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPATS2L 2.934896737532499 0.0 -0.11054537987545847 0.0 -0.8468972047209727 -0.17995154352053155 0.8868342904878861 2.3390357116731133 0.0 0.0 -0.5655984978481554 0.0 -0.3213779980110487 0.0 0.0 0.0 0.0 -1.5385371448138756 0.0 0.0 -0.4826743217417487 0.0 1.5403642595939802 -0.5332318526935247 -0.4234595270111598 0.0 0.0 2.5942010640112083 -0.3488402509650333 0.0 0.298715448707647 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-0.9003361087189701 0.0 0.0 -0.3592218687162398 0.0 0.0 5.885893776807133 -1.4332860818355204 1.2123349404030805 -0.7765406876461416 4.460918599277986 1.2432594216786688 0.2817867075309923 -0.6459296731094535 0.0 -3.050166806502538 0.0 -1.8526058621226704 3.195617262617719 0.22672338140857493 -0.32244742735546633 0.0 1.7313141404883108 0.0 0.0 -0.8509198349790843 0.0 0.0 0.0 0.0 0.2489164029076225 0.0 0.0 0.0 0.0 0.0 0.0 -1.2109463984713855 0.0 0.0 0.0 0.0 -1.9689106724918617 0.0 1.078420956083146 -4.756719853318236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPN -0.04105663311544898 -0.37891099601629896 0.0 1.9179259494165424 -0.19522837378396832 0.198880999692854 0.8405176397206069 -0.1746880306693178 1.4412838358105382 6.266280411679819 0.0 4.384208554212835 0.3931080174243009 0.0 0.0 -1.8879115009712222 -0.3480073524099504 0.0 -1.6910084575393678 -0.4773611094523146 -0.7655103962343639 -0.3746298069526685 0.0 -0.8734286865247759 0.0 1.75864219814905 0.0 0.0 0.0 -1.767779605623617 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0.0 -0.41929959395403765 0.0 0.5484478243082845 0.0 0.0 0.0 0.0 0.0 0.0 -0.49223144285760173 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.663507558960133 -0.6254608406340315 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPRY1 0.0 -0.17146175008234701 -0.0044841868155754494 0.0 0.13084045205155095 0.0 -0.27899806377999176 -0.23924586259950095 0.28219501387730733 0.0 0.0 -0.7471313232896973 -1.7886997884245945 0.0 0.0 0.0 0.0 -0.34809140443389097 0.0 0.04309505631093196 0.0 0.0 -1.1090182559009187 6.249524282422678 0.30250145605376305 0.0 0.0 0.7991390871448564 0.0 0.0 0.0 0.918829455231886 0.0 0.0 0.42839026634737887 0.0 0.0 1.7998923383365912 -2.828840568147631 0.0 3.713334659103495 -4.838327255612096 0.0 0.0 0.0 -0.8134068329328127 0.0 0.0 2.342927397249691 0.0 0.0 0.0 0.0 -1.0295996351486378 0.1670715467505837 0.0 0.0 -0.33089132582006736 0.0 0.0 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-0.34227147686275594 0.0 0.38357211689046217 0.4372128444238372 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8796088447040311 0.0 0.0 0.6178995570811047 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.0240255719065128 0.0 0.0 0.0 0.0 -1.3232727760438525 0.0 0.0 1.7046260709410872 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SRSF2 0.4520910151231342 2.9333785056882387 -2.8144571094301836 0.1942165996689544 -0.8666303345032089 -3.7260572942667034 1.1125924206734465 -1.5465364388963334 -2.0886902575902133 -1.5278046309721383 -0.06292346927976644 0.9669072814239992 0.3091612358673995 0.8086516265751474 5.990633294561957 -3.4462055461464116 -0.598862349994669 0.0 -2.1836573202759095 -0.5565526124316287 -2.0088512825247467 -0.8383107322358211 0.0 -1.0957355482631852 0.18459248878326107 0.21417133880052353 0.0 -1.0096124761862717 -1.3468937178072773 -0.5623226543265122 -1.7100218658031106 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SRSF5 -1.3444760546054306 -3.6064436410280027 -0.6943402826063354 -0.6235629022417393 -1.4855999165511997 1.6057937441279513 0.3023353634544534 -0.519336888238511 1.0934598798790427 1.832864072879112 -1.9838261350279052 -0.4130688599613633 2.1816831305709083 0.6712877657086527 -2.479282823101486 -2.5421089480579138 1.7219951876303716 3.5858428220708585 -0.29469792679150547 -2.4003207072362893 3.0614954018276554 0.760960384228446 -0.6148311391570053 0.31735737958642096 0.812156814453643 -2.668126778270773 -1.8188582783568397 -1.3205162757813318 -4.283028012466749 -0.9976713409583755 2.23340370294348 -1.6275286280152053 -6.147467466289427 -2.6041457369619234 -2.1902693513410685 -1.428062822755956 -0.33090766808634103 0.9072731917010878 -1.9357136975989584 -7.90505114700725 2.1502726922626305 3.481118160527072 2.0827888142031368 -4.470030139393993 -3.542312972116221 -1.4609897714043993 -2.5159491271496193 -0.4339783939876174 3.170207162497267 -0.5100596774430336 -4.744551510587535 2.092929908374375 0.0 -1.9719935568174476 -0.4976499289242442 -1.1716193918098756 -0.824308811952339 0.7504925415044271 1.5919421191193353 -1.3121424797717032 -0.4903949140893477 3.9208125508609997 -0.34448457064036603 -0.47349104913381374 11.818911127673443 -4.449319480953208 -0.3199646085827748 -0.25875008800370625 6.126017438259621 -0.48869145347098897 -9.52232148536028 0.9166797845639776 -0.8153006373272038 14.079486728436024 -2.388822844662152 -0.1475609391469579 1.8758757942106201 5.756264219193475 -1.3131998198760662 0.8935608690271882 0.6909976202891326 2.1153289723498054 -1.2043213902098597 0.5431880278700338 0.2966382864296814 0.0 SRSF7 -0.057452986281307336 2.4354250245970053 -0.524279204591842 2.8520452350704772 -2.8839540607183505 -2.177572379531121 0.5343999531156375 2.5390514096834695 -4.076692267350007 0.6226326160221825 -2.577417204418296 -2.052471879825619 8.292687145906807 -0.5712176596965263 2.2532201771494247 -2.317077786972777 -0.26007887592291884 -0.08481588496525314 -1.9107291433172495 0.26548024153978816 -5.382784630968933 -7.525919051984427 -0.31548947650111087 0.5974529906220798 -1.1595767818847798 -2.5451064708367483 -1.2693926815299543 -1.6291878841422254 -4.077153165707349 -0.8718509144307899 -0.045397497199020004 -2.8922521945214603 2.1490640461918957 8.957496601270444 -1.645480239879169 0.14539951221957478 0.0 0.6903409279177141 -1.2999800123989007 -3.783559945997059 -1.2189269837682462 1.5191859693261618 -1.654249412705159 -6.310592931779387 0.2290433417534555 -0.06784456994743097 -0.606549803989033 0.0 2.466490745176007 0.28890078781897094 0.42874834316341903 -1.9740361057433715 0.0 -0.9595977247165051 0.6561627018091362 0.7381320690826723 9.744340233443248 5.014326066416669 0.0 0.9787648298051566 0.0 4.321849626892571 -1.9023635771885514 0.0 7.058119011357031 -0.16512065714404178 -0.1477915871390004 -1.8023663646910488 3.2238717056334694 0.9418710701945241 0.0 -1.7242062702784704 -2.6984776638741597 15.512013158683072 0.0 -7.1087542255568765 2.0435939415285276 6.440227872759644 2.816372309450396 0.0 0.0 -2.619463717561408 2.3425575559509615 0.0 0.0 0.0 SSB 1.1099344274753005 -0.644941955865922 -0.3755398644182475 -0.6309542729645845 -0.6217982957067515 -0.29014461253085283 -0.2248651581725242 -1.298436046380062 -0.28382244806632256 -0.31467683826501175 -0.003635216091928406 0.0 0.0 0.0 -0.4869710077897366 0.0 -0.32321238313805306 -0.4604359625463021 0.0 0.0 0.0 -2.13354885722573 -0.3270116673948283 0.0 0.0 0.0 -1.4889049349225727 0.49044667078323584 -0.4403344319191238 -0.5138324729466563 -0.19657906580901632 0.0 0.5977186680124269 5.016945132186856 0.0 -0.519193823389257 0.0 -0.6565867219132822 0.0 -0.4980515156478501 0.0 0.0 0.8068218411068612 0.0 0.0 -0.8370599239228802 0.0 0.0 0.7648812517422627 0.6156526427937145 -1.2448981559179173 0.0 0.0 -1.1276009423259359 0.2581627528849734 2.6440141902229786 0.0 0.0 0.0 -0.03536104243683417 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SSR1 -0.23352756517043805 -0.18552967762120037 0.0 0.24257547709300678 2.0001527281888394 0.9256366790799432 0.5917419397263824 0.33079949496343797 -0.24438829158949985 -1.1336236644540922 -0.0032423367562227513 -0.7684483464648603 0.0 0.0 0.0 0.0 0.6081556903319226 0.46639189463674535 -0.32879982825987486 0.0 0.48623317119759124 -0.44480718090202725 0.6671695388085793 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7147015020684598 4.963214632738987 0.0 0.0 0.0 -0.5760517215236263 1.052557382725895 0.0 0.0 0.0 -0.5614106162766156 0.0 0.812908495602299 0.0 0.0 0.0 -0.7320243286404341 -0.19631699367628724 0.0 0.0 0.0 -0.7585486813767417 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47742366714825174 0.0 0.0 0.0 0.0 0.0 -1.3903671618756939 0.0 0.0 0.0 0.0 1.3674282129300557 0.28068777970750397 0.277115486003256 0.0 0.0 0.0 0.0 -2.0790003348246158 0.0 0.0 0.0 -0.987613160816321 0.0 0.0 0.0 0.0 SSR3 0.7342531881933912 -0.037772642035180604 -0.8217180699915957 1.940961821390152 13.469985047827207 0.0 -0.26211134425045696 -0.2673072914156813 -0.4119252944169714 0.0 1.3200962871631836 0.0 -0.008984620853111913 0.0 -0.42823846698830237 -1.199269511913372 0.8203019937581225 -0.7628679524893174 -4.273058319142644 -1.1159239845638305 0.5221984234701331 -0.3796091393165959 0.8196766754576714 -0.8883189531761785 -0.05990697860968116 0.8941176850604332 0.7629879927957594 -1.7722924122928623 4.325489949432538 0.0 -0.54015697543593 7.943639017324598 1.5268987946155685 -1.434842628388316 0.6492081905095457 0.0 -0.898446092431368 1.5412935284385008 -1.990864576674795 -0.5433066659838315 -1.2051239911480596 -1.3526294889643435 -0.3084944607981112 0.0 0.0 -1.4835860272585053 -0.6996877012336032 -0.44310245454540376 -3.1983139296475174 0.0 0.0 2.197079215586925 0.2722223752718708 5.223320824376274 0.0 -2.726142619143607 0.0 -0.5416813386900973 0.0 -1.8786525332625204 0.0 0.0 0.0 0.0 0.0 -1.0806115156651368 2.4319035002140805 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SSU72 -0.26006272122169855 -0.32265798648924704 -0.1689936932830574 -0.19255343048716572 0.2501651096679823 -0.8218828926450119 0.2810826887109465 0.32885575769102793 -0.19614356657503504 0.16639313962772231 0.4549157122749419 0.0 0.3159000962267473 0.0 0.0 0.30719638922671566 0.0 0.0 0.0 0.0 -0.39139910560192737 0.0 -0.33139349442785915 0.0 0.0 0.0 0.0 0.0 0.0 -0.5502367661752804 -0.5487718434728724 0.618784462014207 -0.5032423869329519 0.0 0.0 -2.3139283868687315 0.0 0.0 0.0 -0.6347416981300835 0.0 0.0 0.0 2.227531497832108 0.0 0.0 0.7115394600973511 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7950138565358775 -1.086565827473844 -0.8337111168031676 -1.302972097085876 0.0 0.34768535754396135 0.0 0.0 -0.7051062836834096 0.0 0.0 0.0 0.0 0.0 -1.1176778292419376 0.0 0.0 0.0 0.0 -1.345678952390202 0.3906569685979594 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ST13 -0.11878495323208707 -0.5585385988611304 1.674602338157438 -1.0734741539180417 -1.4035623761703695 1.2560637900246292 0.30546954836130485 1.3893738172158285 0.4153528405787618 0.0 0.14448430320830136 0.36446813667192246 -0.681228074504701 0.9419915843706461 -1.2575406115203662 -0.745056129339321 0.6469049984468368 -0.693644110566243 0.04884273563400843 0.402894064051941 0.3687508207668292 0.6889965985529641 0.5494840128537567 0.6133063431545318 0.05994079574262878 -1.0384653028201207 0.10967823951336501 0.0 -0.4246807175760536 -1.0852496676276198 1.4394441487883662 -0.9029606285123795 -1.7167035000868296 -0.2386387249031669 0.6654155572266282 0.7032700351828651 0.0 1.1451447377348638 0.9190279836299934 0.0 0.10823412544994193 -0.643030398732696 -1.250420385758543 -1.2230456382615869 0.0 0.0 0.0 0.260044181246426 0.0 0.0 -0.7228831694427488 0.0 0.0 0.0 0.0 -3.2029857951223444 1.7441002401483976 -0.2503155289212323 2.2083544415542558 -1.1224752658024897 0.0 1.0524466182158514 0.7003172633575409 0.0 0.0007457886721686791 0.0 0.0 -1.6791392176605862 0.0 0.0 -5.042703402645445 -0.3048790104378234 0.0 -2.7672535673981336 -0.9452073451857853 -2.5987712614853984 0.0 0.2092590253732963 -3.242282546908851 0.0 0.0 3.739661752595457 0.0 0.0 0.0 0.0 ST3GAL1 -0.25666164318545964 -0.13644342826038583 -0.19743647988732818 0.0 -0.19465840154822886 0.0 -0.2431265598377574 -0.7746672465670214 -0.02060192345757263 0.04429393634813502 0.0 -0.6595585014620797 0.0 0.0 0.0 0.0 0.0 -0.7168691645222839 0.0 0.0 -0.42404661531695115 -0.37030872940355636 -0.36216894678898487 0.0 0.0 0.0 0.46942475899361336 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.71307141355619 0.0 0.0 0.0 0.0 0.0 0.0 -0.604560854791397 0.8512939381616736 0.0 0.0 0.0 0.0 0.0 0.0 1.3637045783804855 0.0 0.0 -1.0973647276270984 0.0 0.0 2.255853969877671 0.0 0.0 0.0 0.0 0.6408923969991286 0.0 0.0 0.9322581414819279 0.0 0.0 0.0 0.0 0.0 -1.9653660001098139 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ST6GAL1 0.15325596374168213 -0.23438325453963038 0.0 -0.46435862247392107 2.7960319978799384 -0.18232155646500608 0.0 0.0 0.0 0.0 -0.2750977342801149 -0.3476408548226657 -0.306784151954171 0.0 0.0 -0.12568267762170607 0.0 0.0 2.9861292318184836 0.414169030629907 0.0 0.0 -0.33544726523207885 0.6455150069365774 0.5866275092673482 0.0 -0.4437418593006938 0.0 0.0 -0.4719040358487294 0.0 0.0 0.0 0.0 -0.5099100733835663 0.0 -1.3103879162843373 0.0 3.6514119373895055 0.0 0.0 0.0 0.0 0.0 0.4888099017567314 0.6387310206590812 0.0 1.119621833824501 0.0 -0.2711793924013835 0.0 0.0 -0.8332580285332125 0.0 0.0 0.0 -0.8111763514292288 0.0 0.0 0.0 0.0 0.0 0.0 -0.41106025468473645 -0.49568264045327387 0.0 -1.9131190978653994 0.0 0.0 0.2742789053220597 0.0 0.0 0.0 0.0 0.0 0.0 -0.6098043178940036 -1.6438022310508018 -0.8367038350943983 -0.8176801540127343 0.0 0.0 0.0 0.0 0.0 0.0 ST8SIA4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4811222591777799 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7829830370935902 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0156399999057348 -1.0160974610382512 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 STAB1 -0.21701851455227011 0.0 -0.44201587769346873 0.0 -0.21330149363851558 0.0 -2.4551955040327273 0.0 0.0 -0.9486192667703407 -0.27733985973830433 0.0 0.0 0.0 0.0 0.0 0.0 -0.8923252465142265 0.0 6.198270450488195 0.0 0.0 -0.8288816174447253 1.1592065311162438 1.004493523262602 0.0 -1.9913168093369438 0.0 0.0 1.148093595704221 0.0 -2.004736203564604 0.0 0.0 0.0 0.0 1.8204525607985282 -5.9474978774840395 0.839320845293102 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.400208971311564 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2071518737163827 0.0 -0.3273819891692212 0.28245184314689215 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 STARD3 0.0 0.0 -0.14078707641639435 0.0 0.0 -0.28147561365650814 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6584825218095738 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 STARD7 0.12450586378684572 0.0 -0.1681670279680593 0.0 0.0 -0.1931619492765312 0.0 0.24503573788114397 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.359219504903725 0.0 -0.3338180707568469 0.0 -0.3386251390727898 0.0 0.0 0.0 -0.4462482923653643 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8088583913218633 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 STAT1 18.33295715816201 0.38999016944377474 -1.772197540056844 0.5482772266285552 -0.3517327953337361 -0.7836178512490869 -1.2893194017846137 0.09981484020599844 -0.8993483717438474 -4.190134583118606 -0.8239208977636301 -1.3135472744878887 -0.8202466392686831 0.0 1.1470576883454007 -0.5690164441035814 0.7879501343633094 -1.979852739233074 -0.20917317870726532 2.689251216085456 -0.2627508301769416 1.2393533392497933 -0.10306048354313581 -3.7448564237567643 0.0 0.8974277899734578 0.5439987974238788 0.0 0.0 0.4631522304941267 0.0 -1.053500958866003 -1.770678152413209 -2.3295635754109405 -0.0739667416609019 -0.6944600627963696 -1.0307656253293254 -0.5509687318466489 0.0 0.0 -5.989104041040045 0.0 0.0 0.003858301690061897 0.0 0.7312474327556945 -1.1945166312681799 -0.46402335926404215 0.399380998207822 0.5136311208013636 0.0 0.951210118355989 0.8862189396504961 -5.382474659305648 0.6955861718777959 1.8745623633414878 -3.6371878032112774 -2.0283465267326712 3.3584590311124107 0.0 -0.39799384973988383 3.0419306270313666 0.5643406038964068 -0.43326625722992 -4.073638310139384 0.0 -0.42781364575427133 -0.8027046062381114 1.6779230725550693 -0.6663514137690709 -3.3016260900473666 0.4988056774773268 0.0 -1.363774690488453 0.5987057951768341 -1.0480645519076446 1.8982193783204995 0.0 0.4831592798039253 -1.5251038200693126 -0.8199954994519493 0.0 0.0 -0.2852472830915572 0.0 0.398000127968433 STAT3 -0.36931423497980875 -2.235799707355436 -0.4212531490642054 -0.439341478705402 -0.3528089202652598 0.2638949451310518 0.2837593785811834 3.9592316409548065 -0.9335121647319904 0.0 -0.4302028484144144 1.2201494199364822 -0.7604528837257044 -0.3441430505544819 -1.0642640279762665 0.02974944533388021 -2.257820980000308 0.0 -1.6462617377919464 0.9868304425673384 1.2270147015425255 -0.5223791085119204 0.0 0.45583523110127444 -0.6611301737010803 0.0 0.0 -0.3666114376520509 0.0747318309772628 0.0 0.0 -0.6687573006359048 0.7606964213007924 -1.254442025183065 -0.8171657802237726 -0.5168473302562152 0.0 0.0 -0.7025324051759431 -0.8418339957958759 2.8932631220992837 0.7257856320684817 -0.8854610107137781 1.9422463893685402 0.0 0.0 0.0 1.0080623723548323 0.0 0.0 0.0 0.8514732649780729 0.0 -0.2717981256581963 0.0 1.365534488731954 0.0 -0.47468999807525747 0.0 0.0 1.494815014315603 2.289465970040652 0.49621161893064203 0.0 -0.8247022793827941 6.0974008269299675 0.36545511207316106 -3.5130729991152876 5.481820127884776 -0.7524034199966173 -5.011956279592531 0.0 0.0 0.0 0.0 1.1371766396627065 0.0 -1.0049737474024858 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 STAT6 0.0 -0.8028383662754339 0.0 0.0 0.0 0.0 0.2624733311491297 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.36640175487561655 -0.3567122393101012 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.68609796938504 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 STIP1 0.0 0.0 3.363973434978913 0.0 0.0 0.47912590700260005 0.0 -0.2442092583727992 0.0 0.0 -0.336338507926638 0.0 -0.7140708043077495 -0.3192111283965334 -0.3358543833948586 -0.3382022800910078 0.0 0.0 0.5662199653676826 -0.4612547174941168 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3119748818316175 0.0 -0.4931784665834409 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7886936328662184 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.977859369483253 0.0 -0.5970532896516323 0.37428758853233723 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 STK10 -0.11103868881507664 -0.14706766759945755 -0.2283969579786796 -0.1897430783695623 0.0 0.0 0.0 0.0 0.3686021034459524 0.33491473014164563 0.0 0.8849311082565433 0.0 0.0 0.0 -0.1403261139253564 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.45017186549240784 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5582800691254016 0.0 0.0 0.0 0.0 0.0 0.0 1.0869182684507026 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 STK17A -0.7276965507811389 -0.6860964073330319 0.5763822890354066 -1.4372740382317348 -0.1887556853351923 0.46971185078877203 -1.0627227487673294 -6.517831421447252 3.3806794631007806 -0.558507848495442 0.9453491338336133 -6.663923934121163 6.2503445838811995 -2.5065186227999114 -0.3107829755525632 0.8037235940139065 -2.4022377095793144 -0.3888491010467718 5.540014501698385 -0.7973845445616552 1.3720808007986436 5.529902641323409 0.7971346359198661 0.0 2.2704057476032005 -0.3333523746911659 -0.17549245688579176 0.0 0.4528030200054637 0.5935304323923497 0.18104018270859387 -0.5031534387985699 -0.06984289042319825 -2.3933832305934315 -4.342081590833988 -4.82751929954267 -0.15915263239641067 1.4229727701341923 0.0 0.0 -4.25238109521693 0.0 0.0 7.853373708145554 -0.3321656529980954 0.45725543113431283 2.1255814048448256 0.0 7.681964826759256 0.0 7.408402282017257 0.0 0.0 0.0 0.0 0.0 -2.2855227702159975 0.2177247929568152 -0.8503816402451282 0.7881659485501351 -0.33546289582999117 -0.08529186628965062 0.0 0.0 -2.218328817535253 0.20064847823109458 0.0 0.0 -6.70360757494024 0.0 -4.221190144206139 0.0 1.1787035165116106 -10.350999494003485 0.0 9.594521560765052 0.0 -1.1014515677628902 -6.329675094029293 -0.609454028742148 0.0 0.0 0.0 0.0 0.0 0.0 STK4 -0.025498670877771003 -1.5479551745927385 -0.01562874314866325 -2.445088628562894 -0.5618254479666019 -0.02991105178438093 2.285720778237344 -1.063053967931025 0.8402666527790501 -0.8669312035624377 0.563319125112004 1.2986051903614044 0.1752785140629075 0.2636956160326104 0.0 -1.8113859103508079 -6.600229737541066 -1.257704703450306 0.13483289458587572 -0.7855395890726983 2.230638217984848 -0.9258085983875409 -0.4491112069146388 0.0 0.0 -0.14909844166328545 -0.4139221003475697 0.0 -0.3167116546729228 -0.43365014437828325 -1.161731228503011 -2.2727544752698754 -0.389866845295961 0.6001433578742975 3.4926853410856404 0.7562789683391521 -0.1453288989340898 0.0 0.0 -0.7982738099800837 -1.1953647338637734 -0.896123231776993 2.9131739814676516 -2.3997927280174123 -0.46539674178670926 0.0 0.0 0.0 0.0 0.0 0.0 6.386990646494234 -0.3701542065631267 -1.3042114987151114 0.4015622561904342 0.0 5.930173925173189 -1.160031930792836 0.0 0.0 0.2389450695776123 -2.7435135192351416 0.5150646958627988 0.0 -5.515489594484205 3.066643894971819 0.0 1.4410966460222985 1.512306102616334 0.29425226109625097 -2.4416931661898476 -0.49656663137145907 -2.300874106080722 11.504077191759443 -1.1728278572442954 -2.434339985366967 0.0 -0.5179936300208062 1.4557056251772735 0.0 0.4093999075134579 0.0 2.648914944853127 0.0 0.0 0.0 STMN1 -0.5103166398922508 35.526310239971465 -0.1786524726601801 6.864338346655981 -2.855625441646524 11.848969637980659 -1.6440018343748735 -2.7198835439880327 -1.3015080029135597 0.0 0.10376417895653949 0.0 0.0 4.958629009649342 17.14880077433367 -0.1573300740296619 0.0 -0.5091517834680477 -0.5478527433626871 1.413273077288922 -2.5606249147686793 -1.1104384486349557 -2.1824148831050487 -0.39935929776438184 -0.5332314234911507 -0.7895641169214561 -0.4590223121547989 -4.413931786111939 -0.3034680682908653 0.3535604229808011 -0.9612308792129253 -0.41397908794866123 1.7759243760438381 -9.322552625358025 0.9714145197140187 0.0 0.3205953881098995 -0.6819292810702237 8.187604494367772 0.0 -2.095304184080189 1.2725557654927524 0.3074379641873882 -1.0661885554951802 0.44438680244944384 -1.1733860147708346 -0.7475738601068495 -2.865712226904987 -0.5873176021928793 0.7884899295710953 0.6077707853280659 0.7257399950155984 0.4935304059210968 0.0 0.2807008399594945 -1.3962009498192014 0.0 0.0 0.8964105900030513 0.4855776737012139 0.2908829327962173 1.3155186756196455 -0.3288161635467548 0.8932373123368752 0.0 -5.041341559763044 0.3685708156175794 1.418781477378422 0.0 0.37054406923587857 -3.906519450973265 -0.7546680111182548 3.16389726697115 -1.1159656938727935 -4.487704136751843 0.0 1.3275058988739779 -0.443031444534265 -4.969948622460416 0.0 1.5618271723614252 -1.2373386728635791 0.365959913268932 0.0 0.9504162032563601 -3.2718902896581286 STOM 0.8855109807146665 -0.40463576331698037 0.27968916015650597 -0.7708012956685185 -0.1911487281262186 -0.4133632794302808 -0.6023130738331709 -2.9282429075034435 1.0220653291805004 -0.3094199808439389 -0.8265173151317943 -0.7384617790147141 -0.3896069425063573 -0.39476586160939064 0.26754976828125604 -0.2689792177003023 0.27926764023618833 -1.5914520327991704 -0.7783717308444886 0.0 0.5619990760335173 -1.1780973570740692 -2.229243367573379 9.679542663528649 0.35577325583710206 -0.9399259446178938 -0.6173369428393101 5.096338387130302 0.9927314465880432 -0.49565727650614805 0.0 0.0 0.8581821201829177 1.2704499467732988 -1.3668809789738654 -0.6331688075078032 -0.4763176695006264 -0.6259198834683019 2.8984053957383678 2.527648988652839 -6.595530200553947 -0.9518675744719085 0.0 1.4375825110243616 -0.6406551580741725 0.0 2.0830989616524405 0.0 0.0 0.0 0.0 1.6305990781529534 0.0 0.0 -0.4949265873912498 1.6083710985912172 0.0 0.0 0.9617589943850141 0.0 0.4595021426821256 0.0029486554292514158 -1.1103346905499227 0.0 0.0 0.0 1.187989356420182 0.4300639043469216 2.1223974039356728 1.092869695227576 7.294026269012855 0.0 0.0 0.0 0.0 0.0 -0.5148175811077221 0.0 2.3614809465622093 -1.1779385709339185 0.0 0.0 0.0 0.0 -0.30969180960955633 1.416484163173621 STRA13 0.0 1.7178388783121599 0.0 0.0 0.0 -2.152906657882187 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.5396518566513215 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.407749273408301 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 STRBP 0.0 0.0 0.0 0.6438440346903052 0.0 0.0 -0.47938465219158516 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1106445565687508 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 STT3A 0.0 0.0 0.0 0.0 0.7264986950992994 -0.25445804029156205 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2276684486152178 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7393679614653901 0.0 STT3B 0.0 0.0 0.231024538961315 0.0 0.0 0.0 0.0 -0.22522691390266358 0.0 0.0 0.0 -0.3033479575102403 0.4297456255663245 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6839123361788921 0.0 0.0 0.0 0.0 0.0 -0.3837420545538827 0.0 0.0 0.0 0.0 -1.2806567539939582 0.0 0.0 0.0 0.0 0.0 -0.6520956510424268 0.0 0.0 0.0 0.0 2.0191066870030014 0.0 0.0 0.0 0.0 0.0 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3.2173400700200423 -6.71765258422222 -0.4224044339099215 -1.7544679431372916 -1.6735177202701965 -2.6907901376744787 15.603603238035923 -0.4274789751871613 -1.2690752206508127 0.5804694383092258 -2.2925809623071545 -1.0439388780148298 -1.1534003993494244 -0.3100196912739429 4.478676712297877 -1.6509622830908512 -3.1163430035126245 1.278045566873709 2.5148249130445017 0.43095103682765035 1.5180031045044868 0.0 -3.7780215738764733 0.8630204244474811 0.0 -0.8221918510771016 -4.218203960451493 1.0512660335343826 -6.182236828501759 0.3856170887210206 1.83679377629757 -3.9077038700583953 -0.46861570980802253 -1.3161392890456962 0.0 1.1029037360158862 6.787276226125032 0.0 -1.9804468111466853 -0.9273548510811747 3.3763970274632076 3.0785895124366873 1.996215686249169 0.31963908625845594 -1.5532246520291084 -0.22989436770764807 3.0226346829287447 0.7354479043358247 0.4326965950784923 -2.127110132356768 -0.07230407510888155 0.9811023705721346 2.8155340410494594 0.0 -0.5814985350375956 1.2975454253420151 0.27632255217663015 0.8054177038701041 0.0 6.576566768725378 -4.263301491937426 -0.9019402156046356 4.950120709855228 1.5124002439179813 -1.4874372852164066 0.9933622421091559 -3.064963084535255 0.0 0.3720107083971666 0.9164831326998801 0.7173606633998448 SUCLG1 0.0 0.0 0.20205273989236927 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4519611482713839 0.0 0.0 0.0 -0.6982264538068926 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6095382378181159 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.943685275997392 0.0 0.0 0.0 0.0 -0.8066383507111338 0.0 0.0 0.0 0.0 0.0 0.0 -0.9397460031421736 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4705340929206522 0.0 0.0 0.0 0.0 0.0 0.0 SUGT1 0.0 0.0 0.24193523160215272 0.0 -0.2213786899810143 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5817652776923696 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5363852500368456 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2762535041508551 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8693647747256077 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SULF2 0.0 0.0 0.0 1.8159208609623887 0.24962269433702114 0.0 0.554443542670655 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.34151754301251314 0.4627195257939843 0.0 -1.161729652962692 0.0 0.0 1.274534618250243 0.0 0.0 0.0 0.5960597239612951 -1.0754474666383704 0.0 0.7694952985546127 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.9330729465653818 0.0 0.0 -0.7734522129432033 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6247201635625551 0.0 0.0 0.0 0.0 0.0 0.0 -1.3025887060820354 0.0 0.0 1.1599013800253462 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.172098637723185 0.0 0.0 0.0 0.0 SUMO2 -1.0110581288304443 3.4049777441055324 1.9780472366756 0.8682155193541813 -3.4246196975174956 -1.091148901237344 -3.738269830625646 4.424415273197121 1.3273466681617647 0.02515851526417902 0.7434111961006928 0.5312649883365848 -0.7138044459448604 1.9286671566746472 4.28145424686178 3.4931297666301218 -4.247178982407306 0.0 1.4085561406233196 1.5097263844853661 -1.95385270887314 0.15391410295961286 -0.7304579548647929 -0.3272782566114817 -0.45945161731649303 -0.13158252411115137 0.25824898569753013 1.0442521295482368 0.1441949843947315 1.03312833910106 2.9338175393332553 -2.455433562820546 -0.8555682580168653 -0.7038378534830873 -0.19270173833324725 0.8747345207078341 -1.7414147711810042 -4.437810142461514 0.0 0.6973475906924208 0.8346019999701482 1.6547061492074628 -0.6309084138213237 2.8214292045753777 1.4286262419678692 -0.15587505600880006 0.0 -0.18879524463627487 0.7755323072485224 0.2139734514696756 -1.6084744640142934 1.821339119235285 1.607888757396559 -0.5037458789281494 -0.2856249675740025 0.0 -0.8938058524254168 2.1944257426206857 1.3790065871708015 2.5177954003609924 1.9559673100349058 2.2727661924619995 3.1055662680750813 0.6446582511268296 -1.6805124334080406 0.0 -2.620800209064804 2.38662190916821 0.0 -0.3534729855031783 0.0 0.0 -0.24397592661223894 0.0 -3.071567195974191 3.4506625471672665 -0.4860151627801826 1.0810473329403938 0.0 -0.7870779216574544 -0.6919795260249751 -1.107475469716406 -3.759278515425052 0.0 1.7731098092909263 0.09267298071556596 SUPT5H 0.0 0.0 0.3383364988603372 0.26488261469806235 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5701355323763778 0.0 0.0 0.3992290409604473 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.39215308632886664 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.703922665273204 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7882083767938132 0.0 0.0 0.0 0.0 0.0 0.8379829810528382 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22286069252449367 0.0 0.0 SURF4 -0.09619909240935076 -0.1318920746202583 -0.6017983166703061 0.0 0.5231275902086989 0.2662276521628137 0.0 0.6618804124769222 -0.5805703016537122 0.0 -0.2644778171478085 -1.6285051602312293 0.0 -0.8088068992504432 -1.366997848665598 -0.7009048814941242 0.8246814205719402 0.0 -0.8282346176525783 0.0 -0.09656238768498458 0.0 0.9675073041147121 -0.3938270986681286 0.0 -0.4286140504673885 0.0 0.54079740359559 0.0 0.0 0.0 3.602724355254703 0.5302785274508272 -0.5426802836584448 -0.6167737301543776 -1.369238667935665 0.0 0.0 0.0 0.0 0.8978606646016867 0.0 0.0 2.3012452755007478 0.0 0.0 0.0 0.0 0.7443027407858818 0.0 1.0118655562899213 0.0 0.0 2.5035838750442347 0.0 0.0 3.317646534040651 0.0 0.0 0.0 0.0 -0.048928660123416456 0.0 0.0 0.0 0.0 0.0 0.0 -1.6290599404385948 0.0 1.5541097116947533 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3578730990981595 0.0 1.2755978595115578 0.0 0.0 0.0 -0.49504033396955005 SUSD6 -0.22436203895195236 0.0 0.19016631119992322 -0.17166099696638612 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3570007551364944 0.0 0.0 0.0 0.47396237503774835 0.4294881396888655 0.0 0.0 0.0 0.6557056069578409 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.43665260655134475 -0.664354488408953 -0.8190472627452446 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2121072837862941 -0.8190866164350077 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SUZ12 0.0 0.456589056695915 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7917470906858219 -0.15945875532751028 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.46889659889578716 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SVBP 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.1404506430117607 -0.444856334731093 0.0 0.0 0.6390798888717707 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SWAP70 -0.3113485706524721 -0.41015070654349733 0.11292221221737472 -1.0991736506721832 -0.3008404629381867 0.0 -0.5147677538697351 0.0 0.0 0.0 0.0 0.0 0.0 2.364473334489446 -0.30712942558367357 0.0 0.0 -1.7707617024501232 7.9275298117617385 0.0 0.0 0.0 -0.802912717801349 4.747895346644929 0.0 0.0 0.0 -0.43307772920046284 0.0 0.0 0.7754044672263768 0.0 0.0 0.0 0.0 0.0 0.9711604189991059 0.7552169240518621 -0.6935327368998849 0.0 0.0 0.0 -0.7020668615597183 0.0 0.0 0.0 0.5217117972039297 0.0 0.0 0.0 -1.145359358238157 4.338608677167464 0.0 0.0 0.0 -2.2975159758918444 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7924123450572781 0.0 0.0 1.0354662031213484 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3882482383360375 0.0 SYAP1 -0.041664656759395145 0.19023720685984408 -0.24331415777109555 -0.31581866559945515 -0.20507866450152537 0.0 0.2336784392124099 0.31874715760649014 0.8253105239672356 0.0 -1.035722743875956 0.4630413793239289 0.35203982099168574 1.8316061674422381 0.0 -0.2944941723287004 0.3679869211140255 0.4783154706773619 -0.5159096319510764 -0.525618510682416 -0.8746887068684797 1.2398284232754362 0.46834575435106884 -0.8927125366534967 -0.5614884342617606 0.0 -0.44088881396921925 0.5548722759411048 0.0 -0.12498913374763734 0.0 0.0 -1.1013703889910471 -0.5745997212592322 -0.9932222373262596 0.0 -0.7154424484752282 0.0 0.0 0.0 0.0 0.0 0.2092673143284508 0.0 0.0 0.0 1.036696419780559 0.4547947954408835 0.0 0.0 0.0 -1.1964836954540592 0.253001265381281 0.0 0.0 0.9376215275487599 8.680848306302142 1.1773068494144334 0.0 0.0 0.0 0.7379408344501073 0.0 0.0 0.0 0.0 1.4763384040238519 0.0 0.0 0.0 0.0 0.0 0.0 -0.8839119095995169 0.0 0.0 0.0 -0.9471409814576479 0.0 0.0 0.0 -2.0822101518348584 0.0 0.0 0.0 0.0 SYF2 0.05992801794091316 -0.4335109713980933 0.3474139293230069 -1.0231563682766158 -0.5739080159045935 0.5994956497551854 -0.4726034655937388 0.642329970365075 0.20631766917053343 0.5827736041407474 -0.13853941741931994 1.1669319372615012 0.0 0.0819952223890752 -0.7779501836571504 -0.32779209103943774 -1.3619641122711788 0.507010699899638 0.8932457211261939 0.0 0.0 3.8513758816593744 -1.0654779540936512 0.0 -0.05853937152533647 -0.8172759731474358 1.2612182250750024 0.5402500721696504 -1.3808238201199101 -0.5400316992628457 1.9158493508006535 1.5496180800043982 2.0565116137282065 -1.3926450652404514 1.0885487835872358 -0.4521272638307175 0.0 -0.7307275829063025 0.18099586028503378 0.8529682565183507 0.0 -1.204784988635934 -0.5645795777502763 -0.868567502508494 0.0 0.0 -1.7491134436554467 0.0 -0.9685627944277245 0.0 0.0 1.786115581262825 0.21174958478982941 0.0 0.0 0.0 2.788612641665806 0.0 -0.8020160616484118 -1.127695070642156 -1.196809580246924 0.0 0.0 0.0 0.0 0.0 0.9519376163994714 -0.724882457648353 0.0 0.0 0.0 0.0 0.3577071430686004 -0.9809174753523064 -2.4166187638765195 -3.1259809757744486 0.0 0.0 -0.990123591231597 0.0 0.0 5.768543899343177 0.0 0.0 0.0 0.0 SYNCRIP 0.06061130931582657 -0.14384028695924356 -0.18835199404059466 0.0 0.0 0.0 0.28786938805384366 0.3260989558682761 0.0 0.0 0.0 0.0 0.0 0.0 -0.509726615605563 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4014634917733176 0.0 -0.4586456531187934 -0.5271634217566146 0.0 5.558622769579346 -0.5658831854652691 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0183267873782287 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.084318406556161 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.849631317007888 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SYNE2 -0.40457529367257294 1.6041810955982918 -0.45820231794085015 -1.4974917777232986 -0.48570772815560276 -0.9227828084644575 0.19476353268242078 -0.4750742139197343 -1.7555858227142818 -0.8666594497960501 -0.7954957723764784 3.8989198687433118 1.5473470778350014 -1.189348725297262 1.4244272088667587 -1.6205174999619578 6.291041529034611 -0.48264691516110997 -1.807018896818694 -0.6129156495477553 -0.5563488934647653 1.8084786723967385 -2.065141816054298 3.2465215893024535 0.0 -0.540406244941573 0.0 0.0 0.0 0.00870622162482179 0.4662853625686721 -0.4673484850897759 0.013320934571118404 -4.110899154560112 0.08314100749072148 0.6688540607863823 0.0 0.0 -0.6511999705093605 0.0 -3.5545383648627515 0.0 0.0 -4.3060317002259625 -0.2900812628370609 0.0 -2.285956170266109 0.0 0.8384448793844766 0.0 -3.0151281691786744 -0.058925392559108225 0.0 0.0 0.0 -1.3870718904958326 -4.273397144258591 -1.073576013410806 1.0038498354760381 0.0 0.0 0.3102923509733964 0.0 0.0 -0.6683296101951125 -16.39744496724556 0.0 -1.5741444705217105 5.993218994577693 -0.5035212151883737 15.817669286953542 0.0 0.0 -1.1484740316060142 -2.1760758569669423 -5.894109322723855 0.0 0.0 2.5495543411670467 0.0 0.251569026977155 -1.9771286312381577 0.0 0.0 0.0 0.0 SYNGR1 -0.17231785496030544 0.0 0.0 -0.18841716475735726 0.0 0.0 0.0 0.0 0.6011678664196195 0.0 0.0 0.3043823731739279 -0.316428516781058 0.0 0.2729658981311747 0.0 0.19955744454978358 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43997673633325524 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7238653445973057 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.985179649710679 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TACC1 -0.41582605207178575 0.18117887688933187 0.02900812925453725 2.5006326532827408 0.0 0.0 -0.06361511160732675 0.6701564668024138 0.0 0.514035574704543 -0.23601047137489978 0.008473979687652289 0.0 0.0 0.0 -0.278475859169246 0.0 -0.48705066212516973 0.0 0.39654156874588725 0.0 0.0 -1.2274437800627036 1.6497349060769098 0.0 0.0 0.0 3.0163690858491266 0.4634671074130887 -0.44242003397237323 0.13304391021067283 0.0 0.6496278970432672 0.0 0.0 0.8596427586740493 0.0 -0.6273478510124816 -0.8014924058856653 0.0 0.0 0.6719917105872992 0.957523474062818 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5379345366715136 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1326567790246356 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8928625203840614 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TADA3 0.0 0.0 0.15405102804409074 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.19068184194205942 0.4049465336232285 0.0 0.0 -0.6201592597295497 0.0 0.0 0.0 0.0 0.0 0.49267826181494523 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5262312262935491 -0.5686286483451826 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TAF10 0.0 0.0 0.0 0.0 0.0 0.0 0.5259399720379023 0.0 0.0 0.0 0.0 0.0 -0.41867022721086844 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8670172889273069 0.0 0.0 0.0 0.0 0.0 0.667525944875822 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.7627008126776267 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TAF1D 0.0 -1.0776846956803947 -0.2983122647738252 0.0 -0.7476583735511505 0.0 0.0 -0.24355161283099647 -0.2810123640796616 0.0 0.24394515756754803 0.0 0.03053536525118694 0.0 0.0 -0.6035135196004953 0.0 -0.39773991821480786 2.1593022170553193 -0.510263309652725 0.0 0.0 0.0 0.0 -0.46865484054498413 0.6716954352165064 -0.45109089192741597 -1.3985798015160225 1.6691686008456879 0.0 -0.15143519621998414 0.48723933898785193 0.565013786527224 3.9887926393450663 -0.031503896424675465 0.0 0.0 -0.929839115869192 0.0 0.0 0.0 -1.7038783893647387 -0.5578460748472173 -0.715132657154852 0.0 -1.0287447913849732 0.0 0.0 -2.2745454757063346 0.0 1.1663225104036001 0.0 0.0 0.0 0.0 -1.5652706550905693 0.0 0.8847032531617506 0.0 0.0 0.0 0.8231319096609838 0.0 0.0 0.0 0.0 0.0 2.9345145468666574 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4713687776889608 0.40139222810555025 -1.8482919492303782 0.0 0.0 0.0 5.669403989563422 0.0 0.0 0.0 0.0 TAGAP 0.538628161483367 -0.5276976076109676 0.8077950385617143 -1.914307283398026 2.043273839471266 0.7507512895991149 -0.5474028603218085 -2.1369877873352885 0.7292261368130789 0.05639917720355584 0.4977308785078411 0.1960537683080395 0.7770396375927018 -1.2615941340681365 -1.1044551675698355 -0.9327092745836183 0.5400274866731797 -0.4178308260254086 4.01510258498254 0.0 -0.2940616487133582 0.0 -0.16784734510100233 -0.26108962054383333 -1.2867695026176993 -1.4456786692979007 0.8179500411202992 0.0 -0.413381826051805 0.24756506819861437 1.3626770423132657 -0.5159681198078396 -1.8023576858323778 0.0 6.939631882395614 7.161357519846629 -0.3414402398372819 2.347524667889208 0.0 0.0 0.7605554817954552 0.0 1.2483159455000192 0.0 -1.7161605695172015 -0.5552311117601019 0.0 -0.16071431779042375 1.0067535691053002 0.0 5.580195523634585 -0.885973359008381 0.0 -1.0971785467639827 -1.2047554417757274 -7.889726168950364 -6.521828568400643 -1.8967699552845219 0.0 0.0 -0.3385721160779305 9.84592536806308 1.8969766168197992 0.0 -7.40017494434548 1.242518367294282 -0.5587114986670619 1.763621856157204 15.203421310825274 0.9062999256067871 2.3094591086766423 0.0 -0.21661318928459386 -2.237376110481429 0.0 0.0 -2.0533608191931783 0.39326562440984214 -1.5656423805540631 -0.015315164574909801 -0.4022842420348736 0.0 -1.2515372586375197 0.3809113381095096 0.0 0.0 TAL1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1957629748798952 0.0 0.0 0.0 0.0 0.0 0.0 0.6155178546560139 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TANK 1.323659607813081 -0.029598762157177577 0.18791039425349126 -0.3229580529352779 -0.10479403765839652 0.5738288360065585 -0.37338722433482746 0.5483198542224637 0.0 0.0 0.7436842022751252 -0.6629708529546482 -0.5172440152594451 -0.30569308467853745 0.0 0.0 0.5682159032103231 0.0 0.552527445546047 0.0 2.5497923887934966 0.0 0.0 0.0 0.35960992991940044 0.511634957000017 1.100059005127463 -0.4006397333714302 0.0 0.0 0.0 -0.5316133622687298 0.0 -2.3541927389470443 -0.7643261244862153 1.4632664168494207 0.0 -0.7221128778741613 0.0 0.0 0.007099410000777628 0.0 0.0 -1.8094457471710501 -0.2261525860861145 0.0 0.0 -0.3639481065355487 -0.7101427032627127 0.0 0.0 2.9986844100010663 0.0 0.0 0.0 0.0 -2.5583482607061714 0.0 0.0 0.0 -0.6741900425747603 -0.3665644499310507 -0.35528543981328337 0.0 -0.9610601302447894 -1.3472444931677192 1.480010817966041 0.5163895911397709 2.3555044743756097 -0.24100233781287955 1.0207927678695339 0.0 -1.0322116231955223 2.1268687478335018 0.0 0.0 -1.03235010816 0.0 0.0 0.6828091921384456 0.0 0.0 0.0 0.0 0.0 0.0 TAOK3 -0.304923240280231 -0.2538859947003773 0.29844251305264635 0.0 0.0 0.0 0.31067450962183085 0.0 0.0 1.3857488377649196 0.0 0.7147953537354439 0.0 1.9484316513653661 0.0 -0.31058132577266506 0.0 0.0 0.0 -0.503442978620495 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.483991398495951 0.0 0.0 0.47192525272741676 0.0 0.0 0.0 0.6816104222084236 0.0 0.0 0.0 0.0 0.0 2.854844466935572 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0518298993927477 0.0 -2.153251820095972 0.0 0.0 0.0 0.0 0.0 -0.8071057914671411 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.184215058286894 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TARDBP -0.22505301523664087 -0.1690800786030079 0.0 0.0 0.0 0.0 0.0 -0.3164097447261221 0.0 0.0 0.0 -0.4108791729426648 0.0 0.0 -0.3135156546251621 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7631547386465121 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TAX1BP1 -0.7512610385002875 -1.59391578307432 -0.24349667170946687 -0.5758389428331236 -0.012162426626725583 1.733993480307671 0.555537184997997 -0.5970770319796718 -0.265552978153202 0.7157653266522203 0.5110891514823379 0.0 0.54354818312106 -0.9978190556378205 -4.738275400351592 -0.21568303112608359 1.0450362983701744 -0.7419340384987032 -0.3600265120304634 -0.7217464308244342 -1.3884617393816123 1.4929241418230847 -0.434052282367483 0.0 1.0015630485251446 0.0 0.3557621953670778 0.48265088120311955 -0.2310753079326701 0.741726318361181 -0.38228995926765835 2.269914942074352 0.5049940166319358 -0.9372353663780173 -1.4259828924944056 -1.091697869292654 -1.0342826161752592 0.9069473116977412 -0.8259761031311686 0.0 0.8194721366247847 0.0 0.0 2.8000379446824724 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.863273088353176 0.24138947092479698 -0.760433381404349 0.0 0.0 1.2741467899252084 -0.7211918276388296 1.050237547598493 0.0 0.0 -0.7768102913934332 0.0 0.0 -0.8728337647470004 -0.8791640209674424 0.0 0.0 2.9781168877238544 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.9269354379077837 1.3282064610547744 0.0 0.0 0.0 1.314703220341162 0.0 0.0 0.0 0.0 TBC1D4 0.0 -0.11466460064776925 0.0 0.6859732039266231 -0.20280117557796007 0.0 0.0 10.858754070612603 0.0 0.0 0.0 0.0 -0.9584093892127945 0.0 0.0 0.0 -1.1700335195311686 -0.14819098790647903 -0.37321394032976246 0.0 0.0 1.868715650719551 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3666042842083204 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8103182701896572 0.0 -0.6635432630666067 0.0 0.0 0.0 0.0 0.0 -0.3466670909800246 0.0 0.0 5.859650910941625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.952433076637157 0.0 0.0 3.625755375424961 0.0 2.516236790770897 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.955161008844606 0.5693240104478227 0.0 0.0 0.0 0.0 0.0 0.0 TBCA -0.037929038681000615 -0.10738540979920799 -0.7123152234213362 0.0 -0.29488718548427095 -0.7272276486391968 0.7621080314275667 1.3897621543526382 -0.3579877165839901 0.0 0.4404851613280281 -0.36827913654672173 -0.7386236028131125 -0.6501505666648371 -0.37388868977201134 -0.4339888619893855 -1.0943169858545814 0.0 0.40127677690248664 0.0 -1.505015718628243 4.415546454582012 -0.4331861674496309 -1.0374832640540343 -0.6924359055391788 1.2141334452798345 0.42242563537428673 0.2751393458584968 -1.0279276885697244 0.08480679257310685 -1.6967155030072163 0.5648195487095784 1.6482930505435758 -0.8299867008841197 -0.4858182889937285 0.7890307177046516 0.0 0.0 0.0 -2.116985266955152 -1.800823833450678 -1.5518424126031904 -1.5619943427903045 0.0 0.0 -1.61037997681599 0.0 0.0 -2.99020133169605 0.0 1.2013186639137599 4.1132355965298375 0.0 1.0827832558734534 -0.5928600639899166 0.0 -0.7437758298204925 0.0 -3.6246712397885616 -0.06578310409696748 -1.1778521012936474 1.3959537045376988 1.0198461710239177 0.0 -1.5766266948471959 0.0 0.9320857879714376 -2.229705099388488 0.0 -0.3910105981934435 -1.321226737056999 -0.2829360107507122 0.0 -7.262662102627084 0.0 0.0 0.0 5.0785147139368965 -2.3340957848930413 0.0 0.0 3.71235722469813 0.0 0.0 0.0 0.0 TBCB -0.2533136026182364 -0.30925851480473476 0.05508644548319576 -0.23609425177865245 -0.19346738427493934 0.0 0.0 0.8000702061550119 0.28358939118585647 0.5350479057298733 0.5713095078669093 -0.2502670083436938 0.15201412317729324 0.0 -0.6822416499824147 -0.5337766552711505 -0.723324272374069 0.0 0.0 0.0 1.1444402458349205 0.0 0.0 0.0 0.0 0.0 0.0 0.4848796455626257 -0.3140433205270334 -0.4720762255812122 0.5769956678254818 0.0 0.0 0.0 0.0 2.1815935100083346 -1.0253771074595 0.0 0.0 0.0 -0.6984856419759421 0.0 0.0 0.7376107217088048 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2649314663455549 0.20276692465414856 -0.8437210850332888 0.0 -0.9486181394064445 -0.9179249494217198 1.0849768995409066 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7973228910190262 -1.3802632779290485 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6875388592582276 -1.1338116172203632 0.7181943951431994 0.0 0.0 0.0 TBL1XR1 -0.18034642161468095 0.0 -0.055169703654500725 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.41864833078240216 0.0 0.0 -0.32621754968469463 -0.16005517954326162 0.0 -0.4036164184192744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6909886719138812 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6140134343587302 0.0 0.0 0.0 0.0 0.0 -1.0503085954022202 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TBXAS1 -0.15380560808733648 -0.35383237767207476 -0.16220045037403455 0.0 0.24849093968844824 0.0 -0.22243811130509303 -0.3282250561740124 0.4374575262537071 2.699997304816055 0.0 0.295662942646107 0.0 0.0 0.0 0.0 0.0 1.174021787334695 0.0 1.5018797093245835 0.0 0.0 0.0 0.0 0.14654902143665818 0.0 -1.1092050247330019 0.0 0.0 -1.1481450518753458 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39639614500018105 0.0 0.0 0.40275924293994736 -0.8438848967590475 -0.21099277797896093 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22207227913620883 -0.3129384778292365 0.0 0.0 -0.6242665793418484 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5793696102303574 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TCEA1 -0.34535653309926706 0.19405883409383134 0.0034216335801253717 0.0 0.0 -0.49478715351633656 0.0 0.7797412973153738 -0.3938393505060857 0.0 1.062034208842828 0.44950993379055776 0.0 0.08419545538184371 -0.48672810648288944 0.0 0.10830459831412785 -0.913889990258924 4.942605262506847 0.0 0.0 1.7598901264176376 -0.5141661061973724 0.0 0.0 0.0 0.0 -0.49247818156031214 0.3554666144247522 0.48124429486548653 0.559412391653889 2.4408311501090836 0.0 -0.6860795480903883 0.4865229503664317 -0.5749033860555938 0.0 0.0 0.6413131519555362 0.4504768211314012 0.0 0.0 0.0 0.0 -0.4810471447841092 0.0 0.0 0.0 0.0 0.0 -3.347528381744302 -1.1005484944512223 0.0 -0.8653960454314785 -0.5010174612438218 -1.234086064845661 0.0 -1.5508617722897213 0.0 -0.6770043115809544 0.0 -1.6266633967037967 0.0 0.0 -1.0646097690419432 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -5.382595601651567 0.0 -0.5864274441483428 0.0 0.0 0.0 0.0 0.0 4.4375659016574875 -1.1402513870207394 0.0 0.7193678004458824 0.0 TCEAL3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3885564612612518 0.0 0.0 0.0 0.40633134032456664 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1479364383651836 -0.4963074386085882 0.0 0.0 0.0 0.0 0.0 -0.6403496625313904 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TCEAL4 -0.1263958647170614 -0.46676609324273816 0.0 0.0 -0.24135557769125357 0.3346790790612542 -0.2578298890930322 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3738886092043197 0.0 0.0 -0.3701044820971656 0.0 0.4620461023632317 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5209521019144336 0.0 0.0 0.0 0.0 0.7202086606523412 0.2857039634455978 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.722436842049927 0.0 0.0 -0.7978010137570436 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.679554829723903 0.0 -0.3881824563919354 0.0 0.0 TCEAL8 0.0 -0.12305416913156532 0.0 0.0 0.0 -0.18570951939465938 0.0 0.0 0.26998062755000285 -0.24062102452393688 0.0 0.0 0.0 0.463513155116144 -0.6629727376371349 0.0 0.0 -0.34125942021061134 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6830409713784847 0.0 0.0 0.0 -0.18428257305315143 0.0 0.0 0.0 -0.9327324338524994 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.604313906877282 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.041833420746849 0.0 0.0 0.0 0.0 TCERG1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31489088596716297 0.0 0.0 0.0 0.0 -0.37893287975851936 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5963426749327712 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6638388586370367 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TCF12 0.0 0.0 -0.1919744299571557 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TCF4 0.19266364113495976 -0.17348687936195434 0.04106002091081584 17.27603724281393 0.13045870437478083 0.42758127132113705 -1.693054487918159 0.0 -0.4081105244045168 0.0 0.43728988732876556 0.0 -0.49208636381050486 -0.8781765670670633 -0.7515294732603652 0.0 0.0 -1.1375753100455432 4.837264384997563 0.0 0.0 0.0 2.8045563381940988 7.571618193521574 0.0 0.0 0.6675043957205244 -0.5182528004123205 0.263405034141096 0.0 1.894104904680289 0.0 0.0 0.0 0.0 0.0 -0.46607253125832226 -0.7763893434154855 2.100844289822872 0.0 0.0 0.029090369609976796 -0.5490519267970652 0.0 0.0 0.0 -0.5555812122099028 0.0 -1.9289049103039007 0.0 -3.265272075312713 -1.0264499872010135 0.0 0.0 0.0 -1.7969720562942288 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.489182175056954 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8852573480347832 0.0 0.0 0.0 -5.290419836669937 0.0 -0.34170428901145966 0.0 0.0 TCIRG1 -0.16419687944251998 0.0 -0.19556266015326143 0.0 0.0 -1.5334106928164586 -0.12642773642638233 0.0 0.8581289048587204 3.3843459773144975 0.2560968581156296 -0.29297025854041714 0.0 -0.357998376385402 1.0750438241411995 -0.7162593223390982 0.0 0.46232952454611104 0.0 0.0 0.0 0.0 0.0 -0.3981467341775192 0.0 0.13605146968618081 0.0 0.0 0.0 0.005373976887557788 -0.7574754321709853 0.0 -1.1208444755098728 0.0 0.6176209445282564 0.0 0.0 0.0 0.7379807140285822 0.0 0.0 0.0 0.7304564364262092 0.0 0.0 0.0 -0.6608050801955098 0.0 0.0 0.0 -2.2865655343801454 0.6693133533684525 0.0 0.9679133610735198 0.0 -1.0044804167617545 0.0 0.9287450325199241 -1.696838354045069 0.0 -0.2675830398705014 -0.738276645062057 0.3611310969861408 0.0 0.7571497881346896 -1.9300376577510823 0.0 0.8658524482298862 1.1504113439465316 -0.5149653632208591 0.0 0.0 0.0 0.0 0.0 1.0214887994988637 0.0 0.0 0.0 -0.29448265391643635 0.0 0.0 0.0 0.0 0.0 0.0 TCTN1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6993265117352626 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8587502232987384 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TECR -0.3512525688349661 1.0226164510347053 -0.1944808503410664 0.0 3.6815810436581056 0.0 -0.02608496826775474 -0.21920961403934944 0.06524151799308889 -0.2748670068246495 0.3197605469011395 0.0 1.1684959076114776 0.0 2.7835427486937045 -0.9434091732104434 -0.6172817980579565 0.0 -1.6615071684263942 0.44081153191177663 -1.6145400871401638 0.4553859854267465 0.0 0.0 -1.2192371272019211 -0.2254683119619799 -0.4950489365690251 0.4168560497483866 -0.548989424459633 -0.9569451685524254 0.9649017727211383 -0.7307406070535637 -1.5111660586829125 -1.9102404477540589 -0.2165324049637947 2.319700158158753 0.3719443751488512 0.0 0.0 0.0 -0.6179083654626779 0.0 0.0 -2.8900756971132835 -0.20340820065398857 0.0 0.0 -0.9469724313731389 0.0 -0.5272869669705257 0.0 0.0 0.0 4.064132601273159 -0.8080972924516326 1.9333226129840888 4.80492671959812 0.0 0.0 0.3085953476683125 0.0 -1.2952146746811262 0.40567171373549277 0.0 0.0 -1.7155520280516245 0.0 0.49037333329876587 0.0 -0.41552681950203463 -1.46400594304045 0.0 0.0 1.410898362129928 0.0 0.0 0.5567183878323243 -4.200492799544682 -1.724836300675473 0.0 0.287194087507051 0.0 0.0 0.0 -0.7147277656614985 0.0 TERF2IP -0.4585242028945743 -0.7783660130538101 0.04871384054981055 0.0 0.0 0.7189865195645904 -0.2603265270846506 1.1040084297508748 0.0 0.0 0.0 -0.5853878604303864 3.1488909403614453 0.0 0.0 -0.3393538050960495 1.7510284464775618 -0.620316631732393 -0.36267850632929377 0.0 0.0 0.0 0.1159201915655799 0.0 0.0 -0.3496571079649486 0.0 0.0 0.0 -0.4150236469150403 -0.680339970122933 0.7715509815028709 -2.283951617480102 0.0 0.0 -0.147164405903074 0.0 0.0 0.0 0.764114108106085 -0.6013678874703742 -0.15741918512497854 -0.4831152121921841 -1.9637768287393569 0.0 0.0 1.8953794223688385 0.0 1.8659215853428168 0.0 -0.9239789664393797 1.1016416526518942 0.0 -1.3836038442435559 0.0 0.0 0.8607844893922759 -0.8866270773861157 0.0 -0.4158367735560029 0.18938288741176776 -1.0695195735469347 0.28039291834540153 0.0 -0.7620131151949946 0.6627034301538277 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.07826994459060987 0.0 0.0 0.0 0.0 0.0 0.0 1.2752079237820506 0.0 0.0 0.0 0.0 TESPA1 0.0 0.0 0.0 0.0 0.0 0.22877766403491484 0.0 -0.23675888508105034 0.0 0.0 0.0 0.0 -0.42810411464069614 1.8645288478941486 -0.8319084757281113 0.0 -1.2602044928306821 0.0 0.0 0.0 0.18375663411096868 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.066248517391243 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5871691392769652 0.0 0.0 0.0 0.0 0.0 2.088458362048255 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TFDP1 0.0 1.3310945107818761 0.0 -0.17338628002658768 0.17889291166341817 -0.7600960277690447 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.551305491483755 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6975426309107764 0.0 0.0 0.0 -0.6350905962389779 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TFDP2 0.0 0.0 0.0 -0.21266157897750074 -0.20254246892686698 -0.20784719093513893 0.0 0.0 1.8332091910296444 -0.3059950364233927 0.0 0.35459793939332435 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5004151746655849 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.24958531577319962 0.0 0.0 0.0 0.0 0.0 0.0 0.6737885076100204 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.919414347269902 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TFEC 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6896648991354062 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.632115025991503 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TGFBI -0.5837446374931481 -0.33683644539464525 0.33020437745683434 7.830378163543515 -1.8100439772975638 0.0 -2.537579730221357 -0.44475248803095446 0.0 -2.0628721726331567 -0.7262693611510274 -0.27199773578273195 0.0 -2.793583666466717 0.0 0.0 0.0 -1.3808901213283957 -0.39163227856734156 3.42428831146715 0.0 0.0 0.2746978304491712 -3.8903207638167903 1.2183267574560297 1.0174472854277337 -1.2283878887220163 3.0229743528503206 0.0 0.45565667685256467 -0.46576305064282036 -3.7656085165569757 0.0 0.0 0.42315482826271333 0.0 4.423726193551845 -5.5986612295235805 -0.5648950442782389 0.0 -0.654759374530284 -2.687977508920124 0.8125921195723029 0.0 -0.35631464572663013 -1.3722726911597984 0.0 -0.7811041830935546 -2.9984809372251107 5.48256858556945 0.0 -4.497191407429376 -0.1267800525613844 1.0510708677033171 0.0 4.8319175776710255 0.0 0.0 -1.2349833715475216 -0.8605491806056698 0.4627133935485865 0.0 0.0 0.9754612320710095 0.0 0.0 3.285963680890698 0.0 0.0 -0.30058074772201626 0.0 0.4835012742782756 0.10854555307632277 0.0 1.2976989663583303 0.0 1.3789526896334812 0.0 0.0 0.0 2.716639403325488 16.54123696133075 0.24047564876640956 0.31002290003250643 -2.851580316691232 -3.4563857683281194 TGFBR1 0.0 0.0 0.2119571580654583 0.6085364047135212 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5100218263649939 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7433448689205698 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TGFBR2 -0.5380673869437669 -0.3329477268978924 0.12733281957346215 0.24208248668397706 -0.5257608825889117 0.0 0.0 -1.0600901181011213 -0.24827566883393215 0.0 0.25296455237494114 -0.3074658295603704 -0.34429690628136866 0.476753819128341 0.0 0.0 0.40217346659336173 0.0 0.0 0.0 -0.4992943555648951 0.0 -0.4962343216413995 4.709580316614011 0.0 0.0 0.0 -0.8653002925436143 0.0 0.0 -0.228895279302719 -0.5866591540960473 0.0 0.0 0.6355340234967284 0.0 0.45439596713914937 0.0 3.9948817038291535 0.0 0.0 0.0 -0.49867110173218887 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9745305463171082 0.0 0.0 -1.3663147757762897 -1.0891414791589777 0.0 0.0 1.2381543782314395 0.0 -5.447179363857417 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.060299510953261 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TGOLN2 -0.43805857370314544 0.0 0.029472253809361866 -0.36705372523851487 -0.23127590461792777 0.4497243103149539 -0.25919819143602874 0.0 0.3180422573306604 -0.3264694334949936 0.10450459574515285 0.0 0.0 0.0 -0.8404804366343057 -0.44529745134560367 0.0 0.7997520495083982 0.0 0.0 0.4128392604682479 -0.46315433449929516 -0.3513762807060716 0.0 0.0 -0.4921739607528352 -0.7570850996181954 0.0 -0.26502890722647154 -0.5492051612360663 -0.6140187148766313 0.0 -0.5452466144702033 0.0 0.6838090301851723 0.0 0.0 0.0 -0.8017958132527765 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3697211103043472 0.0 0.0 -0.7799424970918781 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8250458999281111 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9279545275132778 -1.3395665798035552 0.0 0.0 -1.037497383068156 0.0 0.0 0.0 0.0 THEMIS2 0.15063421808203364 -0.14991642724389675 0.0 4.270230009513942 0.655980956522299 0.0 0.5967490020037189 -0.24246291874311082 0.5880243613997076 3.764318679490861 0.0 0.33036519505842654 -0.028237008348640402 0.0 0.0 0.0 0.0 0.0 0.0 -0.33029534219592105 0.0 0.0 -0.5640902472682213 0.0 0.0 0.0 0.0 0.0 0.0 0.5450728643784671 -0.6606792832240509 0.0 -0.04693947752177134 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.45262651272884147 0.0 0.0 -4.814200422577199 0.0 -0.5699580463854765 -0.9009854425932985 0.0 0.0 0.0 0.0 -2.0323744234763024 1.1082839991532392 0.0 0.0 -0.4262466837117274 -0.722957763263835 -0.7094723189162887 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.428563595795347 0.42147426836612806 0.0 -1.0752578098789218 0.5879512615899101 0.0 0.0 0.512535345816133 0.0 -0.21120649881009051 0.0 THOC2 0.0 0.0 0.24739513918203787 0.0 0.0 0.0 0.0 -0.2142170710531044 0.0 0.0 0.0 0.0 0.0 -0.301783417732473 0.0 0.0 0.0 -0.5018579498405572 0.5195066497671815 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.499688380961527 0.0 0.0 -0.5937354529994905 0.0 0.0 0.0 0.0 -0.5616829553306649 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6294568483136074 0.0 0.0 0.0 THUMPD1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3822888066601039 0.0 0.0 0.0 0.0 0.0 0.0 0.333815594882613 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0068188069933857 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0233478134129879 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TIAL1 0.0 0.0 0.0 0.0 0.0 -0.22668955296470078 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3861752609283357 0.0 0.0 0.0 0.0 0.0 0.5896179725158578 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5856051411823864 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.21159348304079958 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TIAM1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7722984868707627 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7499442356927772 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6519999835943063 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TIMM17A 0.0 0.0 0.0 0.0 0.20982471340490752 0.0 0.25464920733537943 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3808498876901976 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5763399491107092 0.0 0.0 0.3374474625210876 2.0311343658524756 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5732821026282762 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8970593853096128 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TIMM17B 0.0 0.0 0.0 0.0 0.0 0.0 0.2900498841599716 0.0 0.0 0.0 -0.2924374695124885 0.0 0.0 0.0 0.0 -0.29510002297291904 0.0 0.0 0.674730109174504 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8630193057904298 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TIMP1 -1.8362672551793562 -1.554738339875826 1.8324826491406692 -6.235930397867254 -1.1743702492853665 0.5077602782064473 6.2427217641226 -1.1567597316720635 -0.4514283724747797 7.709193093778634 -0.5427624325806669 -0.7160528824100595 -3.8351175695901807 7.319639796266463 2.770994207591322 -0.8114460801272455 -0.3698334418724601 11.797611565063617 -1.5347428486619532 -16.040229332724135 -1.070070169741856 -3.8501267911840253 8.392690449951248 -6.012510524692563 -7.940511441948961 1.052855424439862 -0.24505561134688522 6.397870154335368 -1.8110660350674892 -7.593829970664385 0.7834333273195042 -1.94788723798818 -0.9303131726556577 -1.2773398396156537 -0.3449376884921839 -0.6901146081720678 -2.4771604155716194 -12.921847977245982 7.18566062699097 11.993306994531903 -0.7503119429647662 -13.763400985066058 3.635623551091107 0.0 0.18932689072330494 -5.356485028837398 -1.246023677901055 -7.030357309107985 -3.4537237888821823 -0.5268792744646265 2.4187470672380207 -7.560644922334659 -4.440658768478751 7.3962279405953355 -3.680265236543177 -3.201592768134793 -0.8396673190481129 0.3518731080603219 8.551399048581178 2.3956040981538447 2.083726997782367 -1.9472284849863346 0.4460757583314657 -2.772829527040028 -1.789845935921844 0.0 2.4288285314909843 -2.3531568821677857 -1.5501401639118282 2.3548362896802 0.0 -0.1689356871747218 -6.8492709305932795 0.0 -1.484203363366984 -1.127883947906886 -5.376751562663914 8.028455096323867 11.751105436010935 -1.0589232825995516 -9.573985354928842 16.705334341948564 -3.857775525343418 213.46269014530162 0.29737934986598835 -0.6928333387051921 TIMP2 -0.2120075241711709 -0.1879052235860885 -0.33145531045621734 -0.203750035664127 -0.28930085297146996 0.0 -0.2337276273322595 0.0 0.0 0.0 0.0 0.0 0.0 -0.6520474663184262 0.0 0.0 0.0 -1.4608515407218825 0.0 3.7259004402321056 0.0 0.0 5.956619811033911 -0.6287222672033139 0.0 0.6500633171552609 0.0 -2.1747911887619424 0.0 0.0 0.0 -0.5505575024041336 0.0 0.0 0.0 0.0 1.6623217381997388 1.5521991657697711 1.6454923857255144 0.0 0.0 0.0 -0.6447619778522556 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.607134415729024 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.28015553271392635 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6253559054725416 -2.420500510582788 0.0 -0.4086128105637604 0.0 0.0 TINF2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0017274813651885147 0.3180076292331426 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8480381146524228 0.0 0.0 0.0 -0.3190139723630367 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.859811134664712 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22553718724911137 0.0 0.0 0.0 0.0 0.0 0.0 TIPARP 0.0 -0.11148874219108065 0.503860115862916 0.0 0.0 0.0 -0.07671021376348452 -0.245633482468409 0.0 0.0 -0.3418570089751377 0.0 0.7198998580105094 0.0 0.0 0.0 0.3768076573717574 -0.39226490062693326 -0.3769826461365791 0.0 -0.3986587651643842 0.0 0.0 0.0 -0.9264011785377976 0.0 -0.6830457588670947 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9226676483901247 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.44752666106138744 2.061199586968559 0.0 0.0 0.0 0.0 0.0 1.0164812386664475 0.0 -0.8919237806882577 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TIPRL 0.0 0.0 -0.16163956605922222 0.0 0.0 0.4908935407350538 0.0 0.0 0.0 0.0 0.2085957261358579 0.0 0.0 0.0 -0.4146740345836914 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3785031008428786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TKT -0.18154141353491277 -0.14570783756398853 0.4990574505306767 -1.3875419141789964 0.1758512102693933 -0.5287644548616225 -2.4543525365014176 -0.2255054246340136 -0.2414119078694445 5.297162119706232 0.2913969143870823 -0.32244895418707137 0.45526813313442693 -1.0607249300924122 0.0 -3.421985360875639 -0.34221085843282983 10.868964086188162 -0.4390464617111955 -0.0017842502779996344 0.0 2.190357482932257 0.0 -0.3696800196928332 -0.6025876267555853 0.0 -1.0912938482094352 0.0 0.6478154640209831 6.4534192544924736 0.7601968429674243 -0.5926117626387591 -1.2696605514205295 1.9947086959038187 0.4117534772214291 0.762089289932429 -0.5820648784400346 1.8739754628346317 -1.132895264220977 -2.416826241277552 0.0 0.0 -1.605241048480036 0.0 0.9746587782102932 0.04066672596253361 1.1574527938258654 -0.20939900926143545 -2.070793280343477 -0.730327149878479 -1.014383624664149 0.0 1.894973500290549 0.0 0.7652886805200967 -0.8306622894647081 0.0 0.7962715902931939 -9.169770482987985 -0.16233653930661696 0.7566838297862596 0.6600556854668821 0.0 0.0 0.0 0.0 0.6594516269978756 0.0 0.0 0.0 0.0 0.0 -0.32456747048277873 0.0 5.012276915072388 -0.8441760053571972 0.0 0.0 -3.0442122502145805 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TLE3 0.0 0.0 0.2532016096776026 0.0 0.0 0.0 0.0 -0.23994763675173333 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.6214333874536924 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.018606121310071 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TLE4 0.17253559220413656 -0.16315594420050067 0.0 -0.6889378423176121 0.0 0.0 -0.2759153564800383 0.0 0.8299706761240975 1.2370661562223193 -0.2207513474728632 0.3373610471553131 -0.06829144552984812 0.39183286386377364 0.0 0.0 0.0 0.0 0.48940022512906206 -0.8562198501853906 0.0 -1.1567298530446952 0.0 0.0 0.0 0.0 0.0 0.0 -0.4652248384208864 0.7841164222109387 -0.5829555991089429 0.0 -0.8827323949826498 0.0 0.0 0.0 0.0 0.0 0.0 -0.5307009184628503 0.0 0.6722301706262246 0.0 0.6023689553246705 0.0 0.20848918279386108 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.016407791719776 -0.8394069992070669 0.0 0.9355102540217447 0.0 0.0 0.0 0.9252650811788508 0.0 0.0 -0.7610795333409788 0.0 0.0 0.0 0.0 0.0 0.0 1.345915007941298 0.0 0.0 -1.4462336346159588 0.0 0.0 0.0 -1.0788836419701955 -0.7055169543296672 0.0 0.0 0.0 TLK1 -0.22110582261526018 0.0 0.31062543888722155 0.0 0.32786907590126996 -0.6903003578906102 0.0 0.0 0.0 0.0 0.0 0.0 -0.2798157719976681 0.0 0.0 -0.28488887245090144 -0.3391505054634704 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5676970480039965 0.0 2.8365309372002705 0.0 0.0 0.0 0.4927031008058268 0.0 0.0 0.8981915070016273 0.0 0.0 0.0 1.5345473019715636 -0.5845272223313662 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.25025353010477 0.0 0.0 -1.967606736060268 0.0 2.0963769378256467 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.013816329406737 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TLN1 0.09207904449181462 0.0 -0.22259791315225655 0.6119084680429051 0.0 0.0 -0.4078341179408106 -0.7401669756505995 1.609646605262635 0.4093793428869823 0.505890150861453 0.0 -0.521900954482421 0.0 -0.45098292914590593 0.0 0.20891368706899524 -0.4630538346015179 0.0 0.39822142772856506 0.0 -0.7285456473817763 0.8850173674863233 -0.6211072670691681 0.0 0.39204968756482605 -0.4459813467422276 0.501296598102315 -1.4979643875492608 0.0 -1.4354718002793383 0.0 -1.2441870116225917 0.0 0.0 0.0 -0.322579758173495 1.137043231263633 1.0875615381171595 11.79119645156861 0.0 1.8652362087279912 0.7207215639458864 0.0 0.0 -0.6591301329834002 -1.4436776341175146 0.0 1.3725581643798017 0.39733915380373386 0.81056582314035 -0.7008616670008955 0.0 0.0 0.0 1.9726972378078733 0.0 -1.1225755992483022 0.5551654060187601 0.0 0.0 -0.9508700084648612 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.7261112108217156 2.6183597267352017 0.0 0.0 4.221178097845502 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TLR10 -0.14442070363864276 0.0 0.0 0.0 -0.1981792331061727 0.25988192875167143 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5355956539692014 1.084013965515899 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9754905095793621 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.2695378107207995 0.0 0.0 0.0 0.0 1.0616066326531468 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7809843539112544 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TLR1 0.1943465763801241 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5145829267280985 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4579458092777294 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TLR2 0.0 0.0 -0.29561664451999864 0.0 0.0 0.0 -0.31967937929107254 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4906719672962356 0.0 0.0 0.0 0.0 0.0 0.0 -0.40385968319427207 0.0 0.0 0.0 0.0 1.2195175435871162 0.0 0.0 0.0 0.0 0.0 0.0 0.14711750190883344 -1.4602885269286108 0.0 0.0 0.0 0.0 -0.6158350800787137 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6557960055015308 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.691406037756991 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TLR4 0.0 0.0 0.0 0.0 0.0 0.0 -0.45642600518734144 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5602732835105367 0.0 0.4361807841012909 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TLR7 0.0 0.0 0.0 1.2947436134169548 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34452939144696887 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8068866359780518 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TM9SF2 -0.06804695276119012 0.0 -0.2563999943384275 1.9684735233098523 0.6179264412758402 0.31560525192893285 -0.0011478313095540926 0.0 0.0 0.0 0.3764842513785944 -0.268854773890912 0.0 0.0 0.0 0.0 0.0 0.3980566961493031 0.0 0.39647624024764266 -0.3917113636999945 0.0 0.0 0.0 0.11848410176208524 0.0 -0.48575911856034654 0.0 0.0 0.0 -0.22368066610058754 -0.14230621586544795 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.625900883272937 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.020861552064085 -0.25749386880896646 0.0 1.2974560828159465 0.0 1.434392079340522 0.0 0.0 0.0 0.0 0.0 1.2304476115547618 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TM9SF3 0.0 -0.2955600639161564 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5403884806708698 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7499530893020597 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2122765762223031 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMA7 -0.5800324920618489 -0.32286648863543105 0.811142377537944 1.18011727318073 -0.5295334634291287 -0.669147078542666 0.6949066940007634 -0.6528485193580836 -0.5747545198763969 -0.6294984163973361 -0.5123449283880172 0.3592235088549787 1.0063875029294624 -0.3852938276696296 0.4190651982107834 7.95704836350176 -2.1715824335757774 -0.17980304154302296 -3.0691070734224946 -2.1432803124915387 1.355937831656883 -0.5260325491563516 0.5133693868552854 1.087321545028832 -0.2721554259168599 -1.6865713863053173 -0.08672766470059241 -0.37593577515193366 -0.5229716392733377 -0.7630833039530142 -1.118633331892043 0.0 -0.474720622323557 0.90581719351877 -0.6562877219642226 -1.2206963464313503 -0.28300378812372085 2.3164808309180906 -1.649751535852443 0.0 0.0 -0.837445900424033 -0.1623224701629502 -0.6980674197032731 -0.422860517167324 0.9691537793839416 -0.09802359035173717 0.11488778622368082 3.3115836231491342 -0.3300339990294935 -3.101613075261708 -0.9035965204872902 0.23074117240297562 0.894770527547644 -1.905880852395783 0.0 0.6861870251261563 0.5444642502797908 -1.403132782685926 0.0 0.0 0.4672047546503775 1.0032191985437844 0.8179317057350346 0.0 -0.8002811008499174 2.0123897276361156 -0.4250371759133218 0.0 0.0 0.0 0.0 0.5041353926803508 -2.752206983586567 -1.2100115520787667 -3.4844762291980134 0.5218612626859059 0.0 0.0 -0.6482369249265612 0.42593109347200303 -2.393634280839237 0.0 0.0 1.075883501921058 0.0 TMBIM1 -0.2110967278449049 -0.43179317691934666 -0.17478877414835386 0.0 0.0 0.7620172230202378 -0.23720998008420746 -0.28149370436540044 0.0 0.0 0.0 0.2620343648687189 -0.3494524369022473 0.0 0.0 -0.317352553043753 -0.41246177273791357 0.0 0.0 0.46270368497550834 -0.5871128035536542 0.0 -0.9162482874935896 0.0 0.7439128126572601 0.0 0.44941584639362414 0.0 0.0 0.0 0.47276803884015395 0.0 0.38598957767321396 0.0 0.9581109999577314 0.0 -0.3357174073592406 0.0 0.0 1.9452212519264638 1.9574706538849447 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7644156534160989 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8014084675726466 0.0 0.0 -0.9692095412142384 1.3368277380212437 -0.6370621941050593 1.6627974688199323 0.0 0.0 1.1847850751933107 0.0 0.0 0.0 0.0 0.8044056182203511 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMBIM4 -0.8347976646648311 -0.13875848186719975 -0.7418942623384982 -0.22177942537855194 0.0 0.5986501414967157 -0.5841954935794262 0.0 -0.30411487311798907 0.7059861158488379 0.3317595564017901 -0.3108685009513901 -0.04606768203163103 0.0 -0.6000561071438965 0.2544724772560514 0.4578761400709447 0.4169574393458148 0.0 0.3896383686374181 0.4427211798750183 0.0 0.4788618521897465 0.4913442168625815 0.7415392841739571 0.8853275604569318 -1.6593836223557277 -0.9502624142238799 -0.0939872984092807 0.0 0.0 0.6150691363713341 0.5177673068259168 -0.5404706836216735 0.663043333289326 0.09397004489706322 0.0 0.0 0.7495334939468256 -0.5978990442680168 0.0 0.0 0.7495313026573682 1.8363309078814392 -0.7804520340867317 0.0 0.0 0.0 0.8635737222683312 1.002207456780424 2.1340638768071023 -0.692130655706672 0.0 2.3602280526107275 0.0 0.0 -1.4272486546131955 -0.44737344196852474 -2.855477446052289 -0.037799051629264856 0.0 0.43487585050830474 0.0 0.0 -1.5489872341009363 0.0 0.0 0.6682015722250525 2.104807186472374 0.0 -2.0651394410273882 0.0 -0.8842413119068853 0.0 -1.6141500255798906 1.7613020098803598 0.0 1.5712947321329147 0.0 0.0 0.0 0.0 0.6927509709457873 0.0 0.0 0.0 TMBIM6 0.12771052511255657 -0.24879172551858433 -1.5615953620407392 1.5173463604795632 5.668076675935243 1.4281778509580545 -1.262042042582422 -0.7032023571354611 -1.1422109557896507 -0.9324842406020587 2.42843176517132 0.07587296590643067 0.14185610006852106 -1.5435020793214802 -0.492719444825585 -3.9907832749993184 -2.240004259885571 -0.37203041116247276 -0.829849446606735 1.0818969766650006 0.34648540560042906 -3.0297497493847723 0.4512868706599666 -0.5050269909217964 0.22709820795604366 -1.292043874732727 0.12207461122261536 -0.7684073037423197 -4.042196183056752 -1.148262820161756 0.3519187682286709 0.08844965861555032 -0.14003588369892322 -2.4410141485526458 -0.6767733611014699 3.107498049325104 -0.21393662810838876 0.0 0.75454762900617 -0.9918518573057742 -0.8206226848940406 -0.6780936111164776 -0.05571965547003793 1.360506570871779 -0.026821405065480412 0.47492847481519895 0.0 0.5832195483116854 0.0 -0.1498600534512529 3.499601219756353 0.0 -0.6687522974425987 19.095635420382184 -0.8504931962167129 0.0 0.3838973955813379 -2.214129897915992 0.0 4.576059674692374 -1.6996566442046686 -6.974232770813745 1.9148928293129004 0.05427962049962861 2.4057374215848495 0.26287570233567975 -0.28314536704796706 0.4369701635305331 -1.0877867882388093 -0.7671974880347914 -1.4063242816502437 -0.4559941514434973 1.3112939040690106 -6.905900570762883 2.9580313074785254 -6.824160497786389 1.4704098551409797 0.7738732190759288 0.0 -0.5000088249579753 -0.8634359403982064 2.1134556139975356 -1.0703684412982697 1.7928090460348414 -0.7501479348302009 0.45804981738538375 TMC6 -0.24149339007189713 -0.20013968691931933 -0.1985472008519988 -0.599210385647502 0.0 0.5776105095354195 -0.2565215218946065 0.694628833494676 -0.34336676287777373 0.39891453262479587 0.35853579625713317 -0.27577797902164974 0.0 0.0 -0.7702682974596516 -0.599495207661961 0.8121926343928241 -0.8703864911971448 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5265830501501606 0.0 0.0 -0.4762335145589884 0.0 0.0 -0.7105102385328558 0.0 0.0 -0.7543264352834126 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3936211877897653 0.0 0.0 0.0 0.0 0.9812560480956881 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8085350623120537 0.0 0.0 0.0 0.0 0.0 0.988668326700648 0.0 0.0 0.0 -0.45107847727014433 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4833576652909416 TMC8 -0.23296981191833757 -0.11580686649744322 0.17102802662449054 -0.32665959651504833 0.0 -0.35121723382708164 0.2736343916988267 0.3248414871926914 0.0 0.0 0.2822231642315926 -0.30063623020461616 0.0 0.0 0.0 -0.6738475557216721 0.4222749510764584 0.0 0.4010099848543846 0.0 0.0 0.0 0.0 0.0 0.0 0.3707406915435176 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9447464493006688 0.0 -1.1797281653712837 0.0 0.0 0.0 0.0 1.6411584257281011 0.0 0.0 -0.8940100711509061 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.5630130203710295 0.0 0.0 0.0 0.0 0.0 0.7435260148078765 0.0 0.10211031646396067 1.0751535571137059 0.0 0.0 -1.3277510679207012 0.0 -4.009602652463178 0.0 0.0 1.8707289356379206 0.0 0.0 0.0 0.0 -0.9476813366707267 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMED10 0.1697061964021961 -0.9807328964488062 -0.7256741372027186 1.357782070093677 5.2957367379765 0.8587247500266193 0.0 0.4905071942831465 0.026857749425775627 -1.700865088766668 -0.2899479253574076 0.4447194112176612 -1.0970070899464304 -0.31500840623414844 -1.6479565021082077 -2.6495229030957668 1.615607450170657 0.0 -0.6426089804275746 0.9546314627667909 0.0 -1.836532509933119 0.54689672132971 -0.434098519028798 -1.0162231494427045 0.4081380994873917 0.0 -1.4615378991633816 0.0 0.0 0.0 4.208993583177241 -0.6731610429946201 -0.5905212505465107 -0.4104687779361838 3.5489101408905634 -0.5498353639935972 0.0 -1.5363207356540638 0.0 0.0 -0.7605253049373838 0.0 0.0 0.0 -1.1080194538495842 -0.6129179858137906 0.0 -1.4965210753335274 0.0 0.6179281201278874 0.0 0.0 7.433377925248435 -0.30269726294918675 0.0 -0.9426035518548721 0.0 0.0 0.0 0.2737110346322603 0.0 0.0 0.0 0.0 0.0 -0.6066400801367147 0.0 0.0 0.4852545016227635 0.0 0.0 0.0 0.0 0.0 0.0 -1.3034459538243264 -1.3722371871735013 0.0 0.0 0.0 0.0 0.0 0.0 -0.44260189709063014 0.0 TMED3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4566055668420338 -0.7813589273016146 0.0 0.10959031946617948 0.0 0.0 0.0 0.0 0.33308354974889653 0.0 0.0 0.0 0.0 0.0 0.0 0.7889111233675391 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5368837927910292 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMED5 0.0 0.0 0.3625781999398518 0.0 0.21367013983911895 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31765723308408417 0.5195581906151805 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.45815848108357615 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7636021136179856 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.852663088943033 0.0 0.0 0.0 -1.032498866896885 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMED9 -0.09626045780159924 0.0 -0.3776001898371857 0.6193329397693217 6.260206346188483 0.772391811103207 -0.2849576429296743 0.5434753028859097 -0.3114113740771546 0.0 0.26565088366814266 0.8438519350857294 -0.7033615218695549 -0.3927402257275314 -0.29285265276999 -2.0893139638107106 0.9500863102321621 -1.2228104461506653 0.0 0.0 0.0 -0.4564890448135304 0.16638160859196205 0.0 0.19116124482857708 0.18725291980678174 -0.838386522437422 -0.3591418334341809 -0.390262736811457 -0.5611134209520103 0.3346461298747168 10.314586741514017 0.0 -0.6293851434369098 0.0 0.0 0.8362107717599462 0.0 0.0 0.0 0.0 -1.6280793097270099 -0.461850748786179 0.0 -0.5611697848856535 0.0 0.0 -0.4772109133260584 0.0 -0.8157073867380683 0.0 0.0 0.0 5.836173124057623 0.4916552956584428 0.0 -0.7743918413684034 -1.1499797119896917 0.0 -0.8061664105968002 0.0 0.0 -0.8067616436212609 0.5342127671076377 -0.2462063850654234 0.0 0.0 2.2352780152067435 0.0 -0.288732085095561 0.0 0.0 0.0 0.0 0.0 0.7849567039855426 0.0 -1.1724872703496638 0.0 0.319709323829124 0.42961513436292986 1.3042490697172167 0.8936618514565412 0.0 0.0 0.3422388979573886 TMEM109 0.5510517537858678 2.460802931250235 -0.4849016323058527 1.6528400071174085 0.0 -2.813789917864696 1.044497507674076 0.0 0.0 -0.684452571900414 0.0 0.0 0.3342543211642998 0.0 6.66712835362381 -0.28295232762842304 0.0 0.0 0.0 -0.39205124487215 0.0 0.0 -0.5598593529216571 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2409179236326996 0.0 0.0 0.0 0.0 2.499740200807229 0.0 0.0 0.0 0.0 -0.7170900624113576 0.0 0.0 0.0 0.0 0.8037271495442881 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9575108206510788 0.0 0.0 0.0 0.0 -0.8720407350202531 0.0 0.0 -0.7272881780587883 0.0 0.0 0.0 0.0 0.0 0.0 -1.1255812455345675 0.0 0.0 0.0 0.9321840791853729 0.0 0.0 -1.08452883327828 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM119 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9390213715043789 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7389196337605289 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4392876732778888 -0.6115298256824225 0.0 -0.5396090972579135 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.48071013810308083 0.0 0.0 0.0 0.0 0.0 0.0 TMEM123 7.244440120285884 0.031226550213131032 -0.38727473196570295 -2.370278743967508 0.282466440516888 -0.6837081542364339 0.31218489233860686 -3.4341277225848152 -1.3141162972260778 -1.8454732013920416 -0.13526939615400732 -1.847042655002863 -7.514306754135608 -3.6494406203417786 0.0 -0.7930218980843294 0.2675324590398119 -0.4908349231698127 -1.967216684171777 0.39139929228565545 1.172271796200963 -4.732867415656085 0.380573545971212 -1.0297328402174573 -0.8778955249107118 0.6962675179551074 -0.823401841590868 -0.9125135832032126 -0.7337118481417639 0.0 2.9254532012366123 -1.1679487055710698 -0.7993844471019436 0.0 0.8486051708565143 -3.9768016353790148 0.366513837351537 0.0 5.198400934792767 0.0 0.031703249129579225 0.0 0.07347107399476316 4.847729224249919 -0.382751667664107 0.0 -1.5823636195443969 0.48280664336051193 -0.7440035627941042 0.7432473976350182 6.049497887055983 4.588630397780081 0.0 3.254817795280502 0.0 -1.0524286829302254 0.225479449946364 0.830058447486831 4.559788795603066 0.8079953440733961 0.937942085410533 -2.983285092946117 0.0 0.0 0.0 -0.8812017590314305 0.0 1.023053614725469 1.8840675307471468 0.0 -1.4598708416483859 0.0 0.0 0.0 -7.672942317537414 7.983766131865869 0.0 0.0 1.8042950657847832 0.0 0.0 0.0 0.9844438673079262 0.0 0.0 0.0 TMEM134 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.04268107077609735 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.10788402929419737 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5779810702328777 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8074411028679577 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.99031169394518 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM14A 0.0 0.0 0.0 -0.25038569594885485 0.0 -0.176470407341131 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4910562636467054 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7554276974836114 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5531082025420295 0.0 0.46864703946076947 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.9573610420018763 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM14B -0.12945083243399103 0.0 -0.34931935705565426 0.0 0.004554188265014895 -1.3263301950014397 0.27758580881642364 0.0 -0.9141253345794708 -0.6016612473787415 0.0 -1.0929160929359016 -0.011569082446597823 0.0 0.40773832792489595 0.5342593929881595 0.40686553289513194 0.0 -0.3772981511200581 0.0 0.0 0.0 -0.4271708995607121 -0.5207266673383889 0.0 0.38002109336454165 0.0 0.0 -0.5088733673864225 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8930031295142632 0.0 0.0 0.0 0.0 1.2138555939746278 0.21332927829721693 -1.4721852483564095 0.0 0.0 0.0 0.0 0.0 1.0095745452558311 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9576088701775777 0.9283590823033069 0.0 0.0 0.0 0.0 -1.0887325965455954 -0.7333077153732975 0.0 0.0 0.0 -0.9957511315089235 0.6284614120583517 0.0 0.0 0.0 1.9009631579643351 0.0 0.0 0.0 0.0 -0.6912687021170059 0.0 0.5747206407376607 0.0 0.0 0.0 TMEM156 -0.1351792882188142 0.0 0.0 0.0 1.416274519669939 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.19761210468670912 0.0 -0.6213122210154659 0.0 0.0 0.0 1.564378416994515 0.0 0.7741292748292794 0.5716564263125069 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.03883555641388407 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8809702473519371 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.054923637781297 0.0 0.0 -1.0198092785155999 0.0 1.129409749842941 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8224573591789973 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM165 -0.10037778010788838 0.0 -0.04570929766029536 0.0 0.0 0.0 0.0 -0.4618793651226395 -0.2553052273825743 -0.29059018841778006 0.0 -0.3665782289632207 0.0 -0.42763287362535163 0.0 -1.6008885409830544 0.0 0.4588097637194579 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1606200890295606 1.6607131280677692 -0.3629463511089502 0.0 0.3131300757670312 -1.423567810433517 0.0 0.0 0.0 0.0 0.0 0.0 -1.2511367657199814 0.0 0.0 -0.6752665795469587 0.5835049465720772 1.0045437686467669 0.0 -1.8196313805329498 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.361399823243647 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM170A 0.16680158138150145 0.0 0.0 0.0 0.0 0.0 0.0 -0.25883136535504375 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5127253625803214 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5243991461971592 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2645815996609531 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM176A -0.9095735077663722 -0.15600903930580837 0.053915008086312256 -0.5572904299460899 0.07199805573097517 -0.2705055255408036 -1.2692434649176951 -0.30019278554280443 0.0 0.0 -0.3018862927780692 0.0 0.0 0.6047845273842382 -0.672455290337372 0.0 0.0 -1.0897189351179457 -0.8709877040923649 7.912037460693028 0.0 0.0 2.5026749235447956 -1.205360539248821 -1.5927255879012379 0.0 -0.46063425839266986 -2.4759313771719453 0.0 0.7120696019952271 0.0 -0.6842242670711651 0.0 0.0 0.0 0.0 -0.6559305845036447 -2.95235076550175 -1.4064514122257563 0.0 0.0 -0.8777826059224246 -1.7770973079886556 0.0 -0.8478879428741651 0.0 0.0 -0.09559659249210835 0.0 2.0197906622213933 0.0 6.96970993050783 0.6103933696716216 0.0 0.5387481902665473 -1.1111435465184765 0.0 0.8770314498512047 0.9262359592132006 0.0 0.2073218200121166 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4258352695163353 0.0 0.0 0.5666984800460078 0.0 -1.4356385495775226 0.0 -0.964712534441013 0.0 0.0 0.773757577352884 0.45362224816649244 0.0 0.0 -0.4904585217110994 -0.38889799104840894 0.0 TMEM176B -1.0790935589273025 -0.3302852439920798 0.2520119042107291 -1.579198199626879 0.13584354373665217 0.0 -6.478496595568014 -0.446953415174841 0.0 0.8248952536669829 -0.6324790407335317 -0.6667576445444018 0.0 3.3400255347311263 -0.985548721761002 -0.7463613011736204 0.0 -0.005300735786396972 -0.6481780410119062 11.313515871280487 0.0 0.0 2.8119797563029465 -2.9241651912863253 -0.4973859979940575 0.0 -3.388796304783797 -3.157815108871212 0.6600568089137894 -0.050531223986923474 0.0 -0.5966317887191825 0.0 0.7326314700738706 0.0 0.0 -0.3959082136388373 -3.7967287258924394 0.0 0.0 0.0 -1.3489491242776452 -1.7273578352925285 0.0 -0.43238711300866894 0.6589250738167143 0.0 0.3582784789334044 -0.7294756240461421 5.509429124901286 0.0 8.039064049644162 1.2095004332146708 3.2021960595607126 -0.4927401777201747 -3.1166727952911066 0.0 0.578036233215212 5.239868308091923 0.0 0.32246297608413815 0.0 -0.34097113955504804 -0.3103316692996198 0.0 0.0 0.8669358616574305 0.0 0.0 0.0 0.0 0.59476457741168 -0.8153195377480198 0.0 0.42947581288235315 0.0 -0.9964320091885174 0.0 0.0 0.8753797413341697 1.7432367501792652 0.0 0.0 -1.2236229936155851 -3.1681584394364157 0.28150976326330995 TMEM204 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5583903873717743 0.8465309407608109 0.0 0.5720854673009029 0.0 -0.13759462117840493 -0.3259920604877568 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7215495155544913 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2808192739970526 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6556533391201681 0.0 0.0 0.0 -2.9622781073318207 0.0 0.0 0.0 0.0 0.0 0.31946534463569554 0.0 0.0 0.0 1.2553432377106524 0.0 0.0 0.0 0.38415451507137155 0.0 TMEM212 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.16537267818859588 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.07953563040374556 0.0 -0.15535682460255262 0.0 0.0 -0.848870159688186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2276199620190629 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6969243160136069 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6559396567505993 0.7622310879743734 TMEM230 -0.29192238343158483 -0.13022244356729532 0.0 0.2389296779077679 0.0 0.8126346356954588 0.0 0.0 0.0 0.0 -1.1031289895423662 -0.2623751750020959 -0.04150776885688673 0.5158198335008379 0.0 0.0 0.9482056141779474 0.0 0.0 -0.37700911045295676 0.0 -1.362326280861433 0.0 0.0 0.0 0.28555419305090085 -0.880466989155592 0.05126271428654242 -0.07082149944936257 0.0 -0.8267867639625375 1.0884690399112007 0.5800160724844444 -0.5497147750562571 0.30402907806647406 0.0 0.0 0.0 0.0 -0.5431793969860451 0.0 0.31439880056255953 0.0 0.0 -0.6142770624537292 0.0 0.0 0.0 0.8823748509872268 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7622512699587978 -1.1542247581473084 0.0 -1.2055877765289633 0.8514409179794713 1.3757260241997906 0.0 0.0 0.0 -2.1899298254098736 0.0 -0.35164615646567654 1.442134022437775 0.0 0.0 0.0 0.0 0.0 0.0 -0.013144472873277736 0.0 0.0 1.0127490376334607 0.0 0.0 0.0 0.0 -0.5074474059083072 0.0 0.0 TMEM243 0.0 0.0 -0.27782884962002774 -0.4275181824029953 0.0 0.3608140760240916 0.0 -2.431373805497509 -0.2788443963684843 0.0 0.0 0.0 -0.7878418995738774 0.0 -0.3347682261470573 -0.6765154877094849 0.8203716203738781 0.0 4.0044408276660866 0.0 0.6127526185876437 0.6965070506350509 0.5475514220404285 0.0 -0.5309370301283406 0.0 0.0 -1.0674095283669287 0.0 0.0 -0.3777673530603922 0.49013566799758923 0.5860326956262822 0.0 0.43354221064293097 -0.976063896318576 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.15363230389040528 0.0 1.800784892451703 0.0 0.0 -1.0827927503677415 0.0 0.4352977699673162 0.0 1.4363682942307576 0.0 -1.7351836648952634 0.0 0.0 2.3581706381387897 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM248 0.16715145338987877 0.0 -0.41855558575398216 0.0 0.0 0.26861964084071144 0.0 0.0 0.0 0.0 0.0 -0.38748492632118675 0.0 0.0 0.0 -0.31080940992351247 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8294654568690148 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM261 -0.1564957315715866 0.0 0.0 0.0 0.0 0.24705530555595936 -0.24953189838586798 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3333388584360442 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7734557899675965 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5946492854520076 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM30A 0.12774396339891653 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3156147505678366 0.0 0.0 0.0 -0.4378665113809579 0.0 0.0 0.0 0.0 0.0 0.0 -0.39617419800354986 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6376591044637702 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3335818304663611 0.0 0.0 0.0 0.0 TMEM43 0.0 -0.394542715831623 -0.18342402141787267 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.32456627368317176 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.775966369140416 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8703295522627815 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM50A 0.6594249907883278 -0.004484477705588824 -0.9470921951269656 1.124737862677657 -0.4553567926347904 0.6655271470028855 -0.3439117216044383 0.037640370253503426 -0.8262448470600955 0.02419113832659805 0.621444022607465 -1.6045537157964482 0.6843404385815934 -0.5294831921950861 -1.0449838577725492 -0.5476939495166275 0.36344380645847246 0.0 -1.513651857222493 -0.2878211276630432 -0.7565195868301599 -0.8928164853351527 0.0 0.5746429072556878 0.45616130410641653 0.0 0.7222889191967282 0.0 -0.17992113992728662 0.0 0.8584581702835486 -2.287756006833568 1.6914853641829126 -1.1176857827336433 1.8040968667194923 0.6557738341685191 -0.7198950461235867 -0.579788452619027 1.4436704075837525 3.387906458034379 -1.980084034811167 0.692346958314853 0.9897224319502806 0.0 0.0 -0.9521538873101771 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.992128189645249 0.0 0.0 -0.9049590412467571 0.0 -1.3093129959055596 -1.4074415778795455 1.1155681162674866 -1.5682760802234395 0.0 0.0 0.0 -2.2571193585676954 0.0 0.0 -1.1153659095674031 0.0 0.0 -0.3754115481250533 0.0 0.0 -1.0799459128414248 0.0 0.0 0.0 0.0 0.0 0.794801862624178 1.6908985766359337 -1.7295317754506079 0.0 0.0 0.0 TMEM59 -0.7827102301034026 -0.13726100309163947 -1.4260456962450303 0.236140520880142 7.620701129904493 1.3514289225474463 0.07792940466846017 0.28750225979041255 -1.3354376878684082 0.23729528152517293 0.32519300876501095 -0.09803868439689101 0.4263679374065415 -1.6745213192324757 -0.7676686402322174 -2.440043973393701 -0.34811831040465335 0.5749816758610027 0.0 -1.3369536511833549 1.5192858805640759 0.8931453874041829 0.4367964540703573 0.7707865541861063 0.43058558978502665 -1.0123706772516217 -0.6844555722300156 -0.1359344552671018 -0.17551548296443398 0.527839810716219 -0.16494948328961312 -3.9263571396378274 2.691280694216569 -3.458737097837902 -0.02999797865312252 -0.0767365375109031 -0.9617747768642333 -3.4143635187970123 0.0 -2.552552906323453 0.03742296307555193 -1.0715120129041678 1.5650904828189913 -1.978293611938927 0.28174528039098756 -1.1385351403624515 -0.6758965393882105 -0.4362816156452611 -1.2582469405691352 0.6134574314354183 1.9611432740260935 -2.830775891248712 0.0 8.126299957211158 -0.08757414777438306 0.0 2.8222495825056426 0.28170690089970246 -1.1985426123520313 -0.5046204590362585 2.357370374056872 -1.955304328393477 0.8849806611693992 0.8095882288954056 -0.8412133470011964 -1.0676107191501558 -0.5183136893917063 -1.0611538501455944 1.1631272627972167 0.0 1.0989843208172363 -0.4165708674172432 0.0 1.311482214991404 -3.3920946877184077 1.5303020341244407 -0.5388893867994404 0.5478346650344882 1.3596267081648834 0.0 0.0 4.368647226541458 1.7793158097357729 -0.3709801155618729 0.0 0.0 TMEM87A 0.0 -0.3242640735169482 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5780757131782823 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5182066648097657 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0347395686148124 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.22425530659241483 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMF1 -0.3163132887166677 -0.16202013930100306 0.0 0.0 0.0 0.0 -0.33902398110508036 0.0 0.09930352093212823 0.0 -0.3017169639117578 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5731744227452399 0.7598084191739336 1.0426821076887665 0.0 0.0 0.0 0.0 0.0 0.0 -0.5330172151169024 0.0 0.0 0.0 0.0 0.0 -1.0306551823910741 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1562312841974103 0.0 0.0 0.0 0.0 TMIGD3 -0.3922250110794444 -0.1506955983425935 -0.3777854220117388 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.33825730943888727 -0.24352077923905113 0.0 0.0 0.0 0.0 0.0 -0.5197729203474485 0.0 1.2712391433008376 0.0 0.0 0.0 0.0 -0.8344536229105116 0.0 0.9404316293126969 0.0 0.0 -0.2309582996638017 0.0 0.0 0.0 0.0 0.0 0.0 0.4178147047717358 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6481251997078925 0.3752603439212288 0.0 0.6601758949518828 -0.6465850342080364 -1.4365005194664664 0.0 0.0 -0.6713244306320519 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6428799952982576 0.0 0.0 -1.674705969398237 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.5625779658170225 0.0 0.0 -0.488002648767333 0.0 0.0 0.0 0.0 0.0 0.0 TMOD3 0.0 0.0 0.0 0.0 0.0 0.0 -0.2462095097005571 0.0 0.0 0.0 -0.35543846412406715 0.0 0.0 0.9750334831660598 0.0 0.0 0.0 0.0 0.0 0.0 -0.49745993224626983 0.0 0.4189662099913161 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6557599756768085 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.215758377481732 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.4345950168692467 0.0 0.0 0.0 0.0 TMSB10 1.8897439018071105 -0.6079195149688099 -0.23036573800722593 -1.009780352795726 -5.076000192304218 -0.4874370592829931 4.458186697512423 2.2355878020738063 -1.5947259634781517 -2.41004792688827 -1.5124920901440753 3.098189166905442 -2.9576132372064703 -3.325672800954554 -0.3645202843749861 7.925861993118876 -8.78827539356004 -0.6601844097027022 -6.122310392223199 -0.7887292127666051 3.112379488094689 7.0521078375554005 0.874064773235306 1.6127880617035828 -1.59237140848322 -1.4216933187573637 -0.4159212837456936 -2.8225719200123436 -2.3353184355088423 -2.1791720715171596 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-3.5279453513329324 2.367254160694803 2.5698345764633737 4.411605140778965 TMSB4X 0.131890216316397 -0.24973507377309123 0.5603007377352798 -1.4255545909679463 -11.220714351382961 0.2440295639394881 2.0062758798060667 -2.467754120907464 0.0 0.5027811779319165 -0.3413192729003894 -1.201012025903013 1.4594628987634184 -1.6655783120289576 -3.0175629397440416 7.612644513154448 -1.6863666726983144 -1.0079236570540107 -2.448127338674135 0.5119466704850121 0.2719329295535357 5.83235811500676 -0.8416785918548546 0.0 -0.17637352514543156 0.10720536603546427 -2.954788829485562 1.1575113735442502 1.8322992842277293 -0.7353035766976036 -2.109872549125346 -1.3242240986998193 0.0 -2.2256874521517025 -2.8837675612994143 -1.6356827177497673 -0.20376404345862953 0.98195074575319 -0.38251856713187304 3.8191392259905124 -0.8081354709695481 -3.21469211958172 -0.7851505155935071 0.0 0.604214621770302 3.6082448771982216 -2.4132565760700198 5.583676875689882 11.916299281868666 -0.22333371289868723 2.582161463208481 4.316990569154347 -0.9214323178990741 -3.466175737491558 -1.1268724575254343 6.7186657203166495 0.0 -0.8685372929723183 1.1425127461125835 -3.2383649556859098 0.010746288838259677 -1.9838220364465389 0.0 -0.6860643702092264 -1.131937737437972 -2.065392595950288 -0.4894231927542432 1.1636312687221817 0.0 0.9639943903396879 2.5440091330434287 -0.0001896083027958184 -2.8257234948790964 12.044792172396468 -2.2578493149349512 0.0 -1.3349444597451243 -0.7712693736842882 -1.8793081991735456 -1.3912318053731902 -4.302402389731182 -7.937910383857231 -0.633509768778319 -0.08852020716862441 -4.611667773396461 -18.774983832550124 TMUB1 0.0 0.18512999821596102 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3114217448014405 0.0 0.3479850420381481 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6609538935677226 0.0 -0.4811408064865337 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0890622013274103 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMX1 1.1482033652324144 0.2354451223128378 -0.16265928803188273 0.0 -0.19279923936689616 -0.20866243038675 0.0 0.0 -0.2206569997035396 0.0 0.0 0.0 0.0 0.0 1.4877173921353908 0.0 0.0 0.0 0.0 0.0 0.0 0.4571656245795036 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.8021916547443593 0.0 1.0145297557870352 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMX2 0.0 0.0 0.0 0.0 0.0 0.0 -0.3261308166682872 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6438211893615547 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNFAIP8L2 0.11938926204343625 -0.13905907719253233 0.0 -0.25842877479769905 0.0 0.0 0.24917074001765013 0.0 0.0 0.0 -0.29461310395973134 0.0 0.19979399347648946 0.0 0.0 0.0 0.0 0.422608070672002 0.0 -0.5571389396723494 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5499780361030256 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3256492038144047 0.0 0.0 0.0 0.0 0.0 -0.9682719461526004 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.21041406171611174 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9422321185894817 0.0 -0.5323067346447166 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNFRSF10D 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.34188559652979544 0.12312468865186636 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.80590314209799 0.0 0.0 0.0 0.0 0.0 0.0 -0.28478217596928695 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6193697459819921 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNFRSF1A 0.0 0.0 -0.19849443523512095 0.0 -0.4630776728937452 0.0 -0.2536262281838984 0.0 0.0 0.0 0.0 0.0 0.0 -1.3830315832744347 0.0 -0.4894055685644468 0.0 0.8591975951708503 0.0 0.0 0.0 0.0 0.5693816221939363 1.1357369003439985 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9577218628752786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.822764757398962 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNFRSF1B -0.883875213491234 -0.744840342461721 -1.640022779009109 0.33612792272179687 -0.21218401151179545 -0.595624813014342 -1.7815085377165971 14.240890052078669 -1.3641013697086857 9.297032546576048 -0.5468129116486315 1.6110089495441973 -1.597577952297362 -2.510940005846555 0.12286648251046053 0.5474237607242584 0.18218162856398237 5.755796216073948 -1.8133992790417577 0.718865996320409 -6.314286721146633 1.4013152535175544 -0.43563405725192167 0.0 -0.592532594590825 -0.506626688796571 1.598500175334405 0.0 -0.43663053668172275 -1.0052439753728977 0.0 0.0 1.2042532512964335 -0.9475944977126286 1.3664363539521756 -1.93798443230254 1.3745272155137085 -1.5746944195624084 -1.4512763826818742 -0.7863065519638889 4.269467624515765 0.0 1.4805462647293537 -2.1662436821572233 -0.3389094931503727 -0.6199740680283229 1.5195250683485013 1.1624298133111421 3.139427620714169 0.0 0.0 -0.03953139521345531 0.0 2.244139016107031 0.0 0.0 8.144443932344304 -0.4219000870383755 5.673146486930232 0.0 0.681079341389636 -1.6471492949753 0.0 -0.5695878933977178 -2.612026659009545 12.677172070494406 0.0 2.188370257890779 5.704976464227544 -0.38534554351346495 1.168450272395733 0.0 0.3849208449212561 2.216279619256526 0.6818928512430551 -2.407687642867976 0.0 0.37563206110401864 -0.9433923195113009 0.3874006767305658 0.0 0.0 -0.757972701241706 0.2808340187989101 0.0 -0.6966927454430958 TNFRSF21 0.0 -0.18795771627875654 0.0 4.951797260401697 0.0 0.0 0.24898040650897643 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38375012382508 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.45940468961612196 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNFSF10 11.248995870134877 -0.16783048301085304 0.0 -0.8997262450492834 -0.19794808054387666 0.45586121768365767 -0.7158120768189205 -0.9104957099567572 1.0030066199037961 1.794866200778912 0.9673910528724774 -2.1016921307657164 -0.9150571485799796 5.274162622529697 -0.5740678148699144 -0.28856010235648927 0.0 0.18378853046548077 -0.3864181305911978 -1.9732359164034807 1.446400031736366 0.0 0.02806984670499781 3.974654055261787 -0.7458217104142474 0.0 -1.0917644161115463 -2.795182161382927 -0.5232024040354404 0.7315377844214584 0.0 -0.4516151197616848 -2.0642167207828215 -1.384448526335478 0.17172234232208286 0.0 -1.2828752947352908 -1.7859570151827722 3.520509664459016 0.0 0.0 0.6516555780732847 0.5797104807975683 -0.7792632670236516 0.0 -0.6828809214932037 0.0 0.0 -0.7917254664832585 0.03858710602412607 0.7175024452779019 -0.9494544552879483 0.27119483045690634 2.1585566392154507 0.0 -0.7901214659925339 -0.9059691553924826 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2494841583368297 -0.4787585299345141 0.0 -2.696396795439972 0.0 2.5600051934579855 0.0 -0.7390884430045108 0.0 -2.3552588506614596 0.0 0.0 0.0 4.042588365269549 -0.6939122082184008 0.6690202876636152 0.0 0.0 0.0 0.0 0.0 TNFSF12 0.0 0.0 0.0 -0.2334192739662823 0.0 0.0 0.0 0.0 0.34213167186546256 0.0 0.0 0.0 0.0 0.0 -0.3547178569751387 0.0 0.0 -1.2949151741238676 0.0 0.5447507896905429 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7412868442029499 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9783618925084273 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNFSF13B 3.7014329305867357 -0.15798433353976488 -0.3317863504600617 0.43795739439959297 -0.6007084799245538 -0.22905490557985353 0.4681507084211493 0.0 -0.5632225033280953 -0.6422728782723875 -0.23911947318395382 -0.7268502265124134 -1.3652086733869537 -1.8670916375666446 0.45274898642562655 -0.3192761035315888 1.7399059577767306 2.4637380407038476 -0.4013186226946955 0.19397327309368398 0.10334418350428816 -0.5268839947325484 0.638124780519542 -0.938183955522137 -0.33496977923703564 -0.39569268385353795 -2.352582335711201 0.0 -0.459232323256594 3.3422210378066306 0.33976006585422697 0.0 0.0 0.0 0.0 0.0 -1.0164739903322304 0.0 -0.5919879560458592 0.0 -0.6855228664530719 0.0 0.09587952437480973 -0.7359772117220266 0.0 -0.7800753180042996 0.0 0.0 -0.48889820671643364 -0.20347349107168541 0.5748668799814042 2.306950208468467 0.0 0.0 0.0 -0.842414402066758 -0.7990086415677263 0.0 -1.424309081260039 0.0 0.1834129091697045 0.0 0.6974770696250355 0.27840999592102367 0.0 0.0 -0.44837651278372403 0.0 0.0 -0.4422634703131479 2.355921837626142 0.0 0.0 0.0 3.029782895018472 0.0 0.0 0.0 4.36833678853178 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNFSF14 0.0 0.0 1.007096560279037 -0.15769947797548237 0.0 0.0 0.0 -0.8723304057814442 1.1459412992225082 0.0 0.0 0.0 0.3086237316928164 -0.33815134900404936 0.0 0.0 0.0 0.0 0.0 0.0 0.5225105437686989 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5695337958564823 0.0 1.332692179069659 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.657129575743794 0.0 0.0 0.0 0.0 0.0 1.2809750817624408 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9075282186510801 0.0 -0.9320860499856783 6.362195078869263 0.0 1.1140527686505854 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9553767309493411 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNF 0.19867562024364965 0.1787273549779436 1.3650230610551184 -0.2221941152716859 0.0 0.0 -1.086356323398933 -0.3162011062901623 -0.5894275962391615 0.8157582580508458 -0.26277915195477825 -0.3348135727114093 0.6244427903543857 0.0 0.0 -0.5216942640111399 0.4945674277867248 -1.3481596497223785 0.586832246150637 -0.4281593265262015 -0.4075796274181689 0.0 0.0 0.0 1.5171092748811805 -1.0134156748786671 0.6172401675726453 0.0 0.0 0.4609653005951604 0.0 0.0 0.0 0.0 11.388562598314586 0.0 -0.8331378135179487 -1.5502432081957294 0.0 0.0 -2.7432131072948924 0.0 6.879170691320228 0.0 -0.8646498358506182 -0.9385418034169141 0.0 1.5589016912925209 0.8418432889033999 -1.2387259689205916 0.0 0.0 -0.5959939360910429 0.0 1.321076144054057 2.5111209906629117 -1.5513125639289413 3.2316602498817524 0.0 0.0 -0.25562024183238796 1.7969283927103425 -1.1609905750737586 -2.499419229020678 16.600724911627044 2.4151913666033282 -3.1211997485726797 0.0 13.66322947949141 -2.1483109435540366 0.0 0.0 -0.3098794218054158 0.0 0.0 0.0 -2.219159003791615 0.3701921528298829 1.7304989035345488 2.6175598579221138 0.4439054966752039 0.0 -1.0820349813758776 -0.2879865251960138 -0.672040303837901 0.0 TNIP1 0.1452231847565952 0.1887296995757256 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-0.6175734422423933 0.0 -0.9021260880945299 0.0 0.0 0.0 0.0 -2.009603152033857 0.0 0.0 0.0 0.0 0.0 -0.9511355473593893 -0.5882946999217143 0.0 0.0 -1.0673590068419774 0.0 0.0 0.0 0.0 0.0 0.0 1.4840025345968266 0.0 0.0 -0.9931900027030276 0.0 0.0 6.8970514324958625 0.0 -1.4669492169098381 0.0 -1.1164081364927891 1.6393987556267013 0.0 0.0 4.0441069386296205 0.0 0.0 0.0 0.0 TOMM6 -0.1220324625437558 0.0 0.0 0.0 0.0 0.0 0.3149370828722638 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7130933620590274 0.0 0.0 0.0 0.0 0.0 -0.6023826715254833 0.0 0.0 0.37794679302030804 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.37852246901869524 -0.5773295585494214 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0329501092851583 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TOMM7 0.6656488443862982 -0.5319906448484547 -0.3194644269267786 -1.1020824321448393 -1.593089832058821 0.0 -0.9550692913027604 -0.3529717340011244 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-0.9983343210101775 -1.1402590099423526 1.583226314553243 -0.5528292177277674 0.0 -0.032272546015986545 -0.362123085874505 5.8080823769695815 3.9701803451073916 -0.9814965718672475 0.0 0.0 0.0 -0.5651643693556375 -0.9207095386997413 0.9266308541748778 -0.4372087174804752 0.0 0.0 0.47131408792599283 TOP1 0.41173878453764773 0.1055938010066077 -0.26636572376555806 0.5780895754479257 1.8174626179133926 0.8738768417088945 0.4591491535405744 -0.37184067696074713 -0.44245694216835857 0.0 0.6037749588633748 0.0 0.39450314365442496 0.0 -1.248060250100832 0.0 0.0 0.5572111055634233 0.0 0.7575659350924685 0.0 0.0 0.0 0.0 0.0 -0.35017004998110585 0.0 -0.4171295699689937 -0.5762668305124609 0.0 -0.32294798410000947 0.0 -0.27563949922553793 0.8378852966820064 -0.4559061487259142 0.0 0.0 0.0 -0.6498019225611906 0.0 -0.7706855555658898 -0.9669385969647516 0.0 0.0 0.0 0.0 2.8407877745920294 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8747124441413235 -0.6657608707637884 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3393189760972029 0.0 -0.9820909979324212 0.0 0.0 0.0 0.0 0.0 0.0 0.9828516306691363 -1.0327286381362513 0.0 0.0 -1.2750409932243183 0.0 0.0 0.0 0.0 TOR1AIP1 0.18162403757466933 0.0 0.24288003076818707 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.1742292325039327 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7104311339112568 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0084137673864744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TP53I11 -0.09806131513851632 0.0 -0.13608853347991418 0.31089900539953885 0.0 0.0 -0.23985875527307485 0.0 0.0 0.3898940871122086 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3754172710575751 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.898999205882515 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TP53INP1 -0.10792393032333589 0.0 -0.20748082021063588 -0.21018651540424524 0.668948387963921 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9292003092105686 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TPD52 0.0 0.0 0.0 0.0 3.524014696475184 0.0 0.0 0.0 0.0 0.0 -0.48325639516476304 0.0 -0.29460017611579814 -0.6017502667531264 -0.42981923457800236 0.0 0.0 -0.32009293674765243 5.251857336394869 0.0 0.0 -0.5120509001762599 -0.3499336424519321 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9352774504057616 -0.5929021854002415 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.5861546336136305 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9912247803577109 0.0 0.0 -0.2672134513599265 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3702244200762943 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TPI1 -1.4050216970486251 5.277571172186757 -0.6651058040418959 -8.302103450951718 -0.514411382791275 -6.173165167069549 3.01902514810954 0.9598778635914529 4.360169240076582 0.0 -0.2642899468454969 -1.8886648476591767 -2.5006448532403986 0.26311325635868277 5.39906647334574 0.3534616971801758 -0.20468949852277657 0.4635818824277008 -1.4809102210860223 -5.29914940449371 2.9063721767837576 -9.587701909850294 -0.28111125356919053 -0.09111673866431182 -1.5088901135065622 1.4597287771469227 20.623949907677012 1.2479600111678077 -0.768249637313793 -1.5713366959989659 0.7882360128515881 -5.528055243738235 -3.0749022498991048 6.171767280778559 0.4210522139265206 -2.485783854873058 -0.7583979140719415 -6.429376299995964 0.5830838487808765 -0.5460487208534817 6.22246091641424 -0.21930982857339643 -1.5179032524998068 2.9966040928704274 2.422253242708185 -0.2650734169802438 -2.01756051115098 13.252660779620642 -0.006523360834306808 -1.3730093049248224 -4.304337293867264 2.5815174367962377 2.1314123252776853 -1.4614429453406004 -1.822485720022067 -1.1505037057513106 -1.9604072015158813 3.2197710783296363 1.6913417477584893 -1.4606046363263745 1.8323462507823962 -1.2422560013385333 1.9893065236189431 1.5984488439155922 13.353379929176727 -2.5330254226370763 1.3452328716195165 3.088352702499753 -5.2593656736856245 2.93320253518417 1.6395647633787405 -0.5409713160503067 -1.9851488037522025 -8.38774481303932 -1.1890444140907228 3.6411773306289126 0.9429095591930402 -0.2553541410144027 3.2408642737784823 2.6607024058757083 0.1173258303958951 3.328160199282324 -1.4014863396358184 -1.0778952335038923 -1.7727786872727633 -0.7841488590423601 TPM3 -0.33217675741789254 -0.17492979341574375 -0.5826707934140456 -0.7175046237048147 -3.803183236971678 0.13896531999473155 2.927674974070865 -0.682967167134954 0.18093326412059957 2.2330585883053065 -0.9203718122720045 1.9698254493864469 -1.0325234634103424 -0.8485883032452234 -1.180382635302118 3.0690004086984013 3.7672207355084493 1.101707426930622 0.6734422443975314 -2.334343220061125 0.26016381917140574 -2.8400531112555365 -2.500735747260561 6.4372526012612505 -1.0080607676561304 -1.8650031278829973 -1.6110977899347672 -3.651387468330517 -0.972763865692939 -0.5838195976856722 0.551071343685206 -0.883994746808946 0.6327299403782086 -2.1209545277048596 -0.13364991351186126 -0.7516938907286126 1.2587018755979202 0.0 -2.5235954052072103 6.778915723263399 -0.5454106489377702 -1.3533519920367203 -3.097107935065991 7.459835147327226 -0.6008910827224456 -0.7349567713090213 -1.5050993688710768 0.38455888543783473 1.7684604665056511 -0.2271312678805513 0.24604334114759205 1.2654509569969552 -0.6933898253327886 -2.8849231607794183 -0.19364848429389633 2.8368366204653412 -0.2491449135335615 -4.3261389972132545 -3.285002633222581 0.48962845384842274 -1.759866970268534 1.6837391809216833 0.0 -0.8033046836079767 -1.8074373160904633 -1.9445551572547881 1.0023098570477795 0.0 0.0 -0.9558930667581679 -1.5761986190230532 0.0 0.11900481772884705 0.0 4.421756240708609 -7.0453007799844345 -1.160339853898832 0.7417951070007456 1.0465228347677287 -0.37902024669101453 -0.7115520610029293 -1.3303359875737968 1.6988733274275216 0.264067144974676 0.0 0.5485607444060565 TPM4 0.5239903092359182 0.09776300014690903 -0.3320848567967681 0.5537009880518511 0.6318098719560822 1.6188681571322245 0.7729660541404715 -0.8598834270438448 -0.20439514484512586 -6.062817387752506 -0.25271031340693045 1.4265586795688572 -2.260242238539785 0.8633679900645954 -2.289652315722059 -0.767583400491696 0.17228862939522052 -0.6440419112788 0.9901440638002568 0.34772646515910355 -0.01635237121207642 3.9356618231025107 4.7745325512398304 1.116176976058604 -0.3211534442990816 0.9473038965286543 0.42131826713085346 2.5215919952541905 0.36649058028758363 0.11834394577209223 -1.3416877829859415 -0.6751343337934246 -0.21275192916281904 -1.683283433311934 0.6590266293595167 -0.5803268673169415 -0.19246555625803688 0.9577992148185476 0.39196213334221686 12.928726962468659 -0.7633825486684884 1.257473311509557 -1.9562583243544676 -1.1884961678795232 -0.8340780787267976 2.8550656581794036 0.050588143519044185 -0.6936812566577911 0.0 -0.3186578464079476 0.7719641589381405 -3.0635831170515933 -0.33944349210166536 -1.9878675507700532 0.179348130335409 2.5589275032447656 5.414551285017798 0.0 3.0443511100726997 -1.7565415576366952 0.4745937503849371 0.0 1.4139316720199024 0.0 -0.8571435698396598 0.0 -4.097115719228969 -1.027092792695004 3.8663710695282587 0.0 0.0 0.0 -1.2676604537176908 0.0 -1.2062859533706045 -1.997561580262929 0.0 2.248234606778582 4.716085780616112 -0.6252550333743702 0.0 3.8483043665874894 0.6588031779683248 -0.8952324130553434 0.0 1.1558163757920439 TPMT 0.0 0.0 0.0 -0.22318016078346747 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6312628370770709 0.0 0.0 0.27106366282718225 0.0 0.0 0.0 0.0 0.0 -0.7435122652823963 0.0 0.0 0.0 2.414997060275656 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TPP1 -0.37782983512920276 -0.34756956540631256 0.7020648620187199 0.2755001750953768 -0.7044643387810795 0.0 0.0 3.035378308282244 0.0 -0.9574936205944256 0.44706609749054826 1.2483373663704032 0.0 0.0 -0.3415836108682686 -0.1380829100031124 -0.6771423981218768 -0.5797765600584217 -0.32692696035267843 2.3667518732110993 -0.24784971487175264 0.49123785341699555 -0.3766108401211522 0.0 0.0 0.0 0.0 -0.3544450074263132 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5203843846810214 -0.6028547992378185 1.944739001683136 -0.927730621187862 1.709912758025293 0.0 0.0 -0.5128289501958433 0.0 0.0 0.2045378254974523 -0.788513097962368 0.0 0.0 0.9968915378878201 0.0 0.0 0.0 5.3705801612705555 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9068214427374203 -1.1266159991147215 -0.4608941735559831 0.314462863230564 0.0 -0.27159292879867214 1.6426067197597622 0.0 0.0 1.1250748353868247 0.0 0.0 -1.019157846155726 0.21696569984372913 0.0 0.0 0.0 0.0 0.0 0.0 -0.7600015527839592 0.0 TPP2 0.0 -0.1609494597225923 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.694340930078025 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0760156212453074 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TPR -0.552532909671862 1.2918542008422025 0.1742359442449677 0.0 -0.1818293470636476 -0.7047816719293754 0.0 0.657228314624606 -0.5664710060806986 0.0 0.16107470449135597 0.417596160618394 0.0 0.0 0.0 -0.39930860403741125 0.0 0.0 -0.4060966292732932 0.0 0.19567558715666375 2.6290121550565897 0.0 0.0 0.0 -0.33973067483459274 0.0 -0.40617781474328324 -0.8001257600190465 0.0 0.0 0.0 0.0 0.0 -0.5409828881231487 0.0 0.0 0.0 0.0 0.0 0.0 0.63720966326911 0.0 -0.6497697152919425 0.2453918544755307 0.0 0.0 0.0 0.9905068396195172 0.0 0.0 0.0 0.0 1.2042617516181802 0.0 0.0 -1.337901612802682 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8535567782519194 -2.864290697121488 0.0 -3.5255192339664942 0.0 0.0 -0.9496473264644771 0.0 -1.2264713718904858 0.0 0.0 1.0634629446020012 0.0 0.0 1.6389338576266659 0.0 0.0 0.0 0.0 TPST2 -0.2243489160535761 -0.6326739274121025 -0.3771243716787423 0.0 2.298913226063758 -0.21847814973502896 0.0 0.0 1.5145502514999105 0.0 0.0 4.031745397107377 -0.3786205368270929 0.0 0.0 0.0 -1.341817299318327 0.0 0.0 0.4173396112482057 0.4099061579572106 0.0 0.0 1.8824343032724724 0.0 0.10691853243835564 0.0 0.0 0.0 0.0 0.0 -1.3382059784827667 2.946809100037121 0.0 0.0 -0.7004813713552882 0.0 0.0 0.0 5.618701606157232 0.0 0.0 0.0 3.079433395603201 0.0 0.0 0.5877620529089403 0.0 0.0 0.0 0.0 -1.3144938968377988 0.0 0.0 0.0 0.0 -1.3054363035169543 0.0 0.0 0.0 0.0 0.0 -0.3354987642471607 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.797404871601 0.0 -1.3547959464895754 -1.2537660434124729 -0.40686724816646025 0.0 0.0 0.0 0.0 0.0 0.0 TPT1 -1.5680909595808656 -1.5764920102453994 -0.1625538271643175 1.2193013819410883 1.1477841372250568 0.08350375407463495 -0.5824761737341974 0.9516324603957449 0.9379862086109517 -4.579169082440073 -0.6093419391079173 0.29173366382146154 -8.07801993901831 -0.8977930590241827 0.0 10.239053817298265 1.3358225173144977 0.0 -3.8433616778162363 0.5984403905744232 -3.44613039443088 -1.99476404242202 0.9711814982591915 2.8026893286665224 1.3152861531749178 -4.212343410276369 1.1425993273795674 -0.5632640995163705 -2.1885537668160158 0.19675662261620885 -1.641502195934607 0.15520801141132887 -2.985698226644147 -4.036347266541965 0.4699030215967611 -0.5894236807476888 -0.8358945924070196 -3.8544156130078076 0.0 -3.0817413567743777 0.0 -2.06019216766148 -0.7020156452569207 0.0 -7.369894124412115 -1.5185432329868715 -2.9729681673309307 4.4016160239681295 0.0 8.365399874713349 -0.6611354872269741 -0.7521210302801125 -2.506315959141307 -1.0353353589856509 2.1578524724669355 -3.144837081362365 2.3630192256108074 0.9078347050165197 1.9027157147826539 -1.4884092978489705 -4.25610270553169 1.004052366201619 3.3192033863274477 5.999644981166475 0.0 -1.0627990640885123 0.07097480930334459 -0.5043779081288913 2.654151731078348 2.73000768007424 0.0 23.18338321126269 -4.970010696410808 8.771778114072433 2.192675115525943 4.909521473492383 0.46035733872754997 -2.9522284441158293 2.0379805947711445 -0.9840459596721629 -7.216657553592943 0.0 2.0991074921788924 -0.219926381941817 -1.047725407380203 17.674049619965942 TRA2A 0.29711553095404186 0.0 -0.4748875271956897 0.0 0.0 0.0 -0.316623147558346 -0.3828340722411334 0.28303983566290325 0.0 0.22456835974047 0.0 0.0 0.0 0.0 -0.34294212342027747 0.0 0.0 0.6687569392544527 0.0 0.40501506071162086 0.493309562495318 0.0 0.0 0.41897350913313985 0.0 0.0 0.5482147580674134 16.293298964324567 0.0 -0.6277216039605911 -0.5770127564559853 -0.609097229945627 -0.49950435820771355 0.0 0.5659142671269356 0.0 0.0 0.0 0.0 0.0 -0.6810699645501589 0.0 -0.7559000486730152 0.0 0.0 0.0 -0.19657182914317797 0.0 0.0 -0.9377464134798027 0.0 0.0 0.0 0.0 0.0 0.0 -1.0923401602030156 1.113970388560918 0.09290547388284602 0.0 -0.24831853908481083 0.0 0.0 0.6492095808113182 0.0 -0.2515411985056669 0.0 0.0 0.0 0.0 0.0 0.0 2.289566428860458 1.2489603753941705 0.0 0.0 0.0 0.0 1.3480074562892632 0.0 0.0 0.0 0.0 0.0 0.0 TRA2B 0.10097805423919344 0.9048101123030723 3.151705908520522 0.3016727419231261 -0.6485707584413882 -0.5924500675573061 0.38025573409420926 -0.23373177783833898 0.0 -0.2629965890139363 0.3128815180784128 -0.9400128322305579 0.07006211563451847 -0.15069193820380977 1.93895731527162 0.19244379638644726 -0.3333264479015833 1.06377575753231 0.0 -0.5015120831217227 0.4066401034159935 -3.577388618774859 -0.5265792806742425 0.7130358859199403 -1.0858139464967411 -0.5883757381290077 -1.8897723163540487 0.0 -2.9799699087601423 -0.3764824240995939 -1.9407674205836627 -0.6520384792867289 0.41449098334650236 -0.5519974133256811 -0.5772368980823464 1.071886217281482 0.0 -0.730582433366274 -0.6198843422411822 0.7551045704578846 0.0 2.2227900137043664 -0.22724102306489657 3.222584509534489 0.0 0.857549458284302 -1.0415850169276988 0.0 0.0 0.0 0.0 -2.004880086899162 0.0 0.0 0.0 -0.6506126748226272 0.0 3.2074529281797823 -1.575146784461582 0.8342559352788924 1.4609885889147927 1.710416440530439 1.190070931914047 0.0 2.8975400511738347 0.0 0.0 -2.383351086898469 0.0 0.4850918042219233 -1.0666589082321105 0.0 -1.5911870303041848 1.3949160457420058 1.4430448079821607 1.26642826094388 0.0 1.5187786813114883 1.4878576005564796 0.0 0.0 0.0 1.2189083652514738 0.0 0.0 0.0 TRABD 0.0 0.0 0.1665340318248085 0.578235214810627 0.5537398926294074 0.0 0.928170833345585 0.0 0.2200737573554398 -0.5183367349054362 0.7171568623684019 -0.6825823010128689 0.0 0.0 0.0 -1.2620655378334413 0.0 0.0 0.0 -0.4400537078212176 0.05412817627978296 0.0 0.0 -0.5271028475645706 0.0 0.7010483175767678 0.0 0.0 0.0 0.0 0.0 0.0 -0.5084962288155004 0.0 0.36880214240971104 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8431724546702479 0.0 0.0 0.0 0.0 0.0 0.0 -1.0259901403577758 0.0 0.0 0.0 0.0 0.0 1.0051163917184847 0.0 0.0 -0.7307371762745243 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0815299584095723 0.0 0.0 0.0 0.0 0.0 0.0 2.2686092302362355 0.0 0.0 0.0 0.0 1.3758704591404176 0.0 0.0 0.0 0.0 0.0 TRAPPC1 -1.024550456219618 0.2798182518380591 -0.6800729161193507 0.0 -0.026441459124250038 1.0814042005779607 0.542391769788976 0.17335547329848194 0.8354562193849727 -0.2803326921299034 -0.014127231012021537 -0.42107174883426446 -0.32631313464678807 0.4373053022712675 -1.8074199223367238 0.679757530055124 -0.9114015819664611 0.033867195345206484 0.0 -0.3474267277321334 0.985227138100016 1.81890833765503 0.14052315289067177 0.0 0.4232135765988439 -0.8331521650964476 0.5078035856795148 -0.5060879022712713 -1.0238511210593406 -0.11880858269162164 -0.8098249688469633 0.0 0.5180085732046676 -2.161475382657649 -0.9385801594924319 -0.17502751520289164 0.0 1.050859032067225 0.0 3.540378650441364 0.20769177137541306 -0.8577262116484934 0.6244340753706875 0.8080030163671154 0.0 0.0 0.0 0.0 0.6436411085705134 0.0 0.0 0.0 0.0 -1.6194745125801082 -0.11473435752856247 0.9040526953633039 0.0 -0.9587261018385362 -5.508885285266147 2.52640186019698 0.0 -0.7526889657580952 0.0 0.0 -0.935006334917628 1.1585528238919662 0.0 0.17040825927058875 0.0 0.3744250452409013 0.0 0.0 0.0 1.0455977111469519 2.680408385015862 1.5811290723275773 0.0 0.0 0.0 0.0 0.5504789147524393 0.0 0.0 0.0 0.0 -0.8889104312330275 TRAPPC3 0.1264858822841079 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8444027876387619 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2915479466142784 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3300920195315591 0.0 0.0 -1.5472261913571002 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRBC2 -1.8965635405961714 0.4965314945158842 -0.5670676713058659 -1.7184046108866986 -1.0913263146023058 0.6536498814295895 -1.5622050538207626 2.1461622891414494 -4.768349573259534 -2.2662738080060234 -0.9272634922742414 -0.9715560174996587 3.6223314533159163 -2.0368455915481274 0.10232252878515341 1.8501464699428665 2.3970238215367687 0.0 -2.6474093964530234 0.0 0.43426359449090673 7.344331176512254 0.0 -0.2766581782385391 2.4143238576810844 -2.338285048769028 -0.6565551597634544 -0.6460046079347134 0.0 -0.7266639787820082 -0.20284377541865267 0.43174665885882646 6.783801680764209 -1.1561521427709411 -3.459132250568885 -2.038447297630232 0.716538102888289 0.0 0.0 -1.9220280014505264 0.8300565984442708 0.6168960825174385 0.0 -4.960941183078055 -0.624652881161052 0.0 0.0 -1.2589660040120119 5.193535305912204 0.0 1.4949043860304612 -4.128730314224984 0.8419516218880583 2.562868088801245 0.47559220172119576 -4.264315287328454 1.1256287817038706 4.752068480771506 0.9039469592531426 0.0 -6.867094113133295 -0.1989498530226864 2.724731721080163 4.453083256836437 0.0 -1.010385429663485 0.0 -2.394351819335757 0.0 -0.9895872918106743 -1.1175092318248434 1.4283083200015714 -0.8090670867612755 -0.5583144027093052 0.0 0.0 0.0 0.0 -5.095296868371878 2.8549634140739406 2.0865248661808313 0.0 0.0 0.4029449633089853 1.4390713271157538 3.107161497598491 TREML1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 11.51893089069869 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4423400844139649 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRGC1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7900484463341231 0.0 0.0 0.29465160525934175 -0.8210107339443211 0.0 0.0 0.0 2.409907770673585 0.0 0.0 0.0 0.0 -0.5636209050996412 0.0 0.0 0.0 0.0 0.0 0.0 -0.43936419189152326 0.5187172360020805 0.0 0.0 -0.6670643026555877 0.0 -0.5156759045570989 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.4088679970748728 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9446011200630748 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.9300564419083859 0.0 0.0 -2.2326060019912717 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRIB1 -0.11451420674414144 -0.18004603295001034 0.26541710053873 0.2929258053626354 3.2458442847524105 0.0 0.3405632650816725 0.0 0.0 0.0 0.26631177888569124 0.0 0.0 -0.29965744305169434 0.43507802849000454 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6923309404682505 -0.34077785712218334 0.0 0.58836384655946 0.0 0.0 0.0 0.4658278964199987 0.0 0.0 0.0 0.0 0.0 -0.4732947694583185 0.0 0.0 0.0 0.0 -0.5953346535986127 -0.15409141120883074 0.0 0.0 1.727966376552709 0.0 0.0 -0.9158152930556757 0.0 0.0 0.9374169971301806 0.0 0.0 -0.5650490512718264 -0.8413730689073224 0.0 0.0 0.0 -0.9768246009202514 0.0 0.0 -0.7345390491831246 0.0 0.0 0.0 -1.3127666169239658 0.0 0.0 0.41149660101396135 0.0 0.0 0.0 0.0 1.3220003890195926 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRIM14 0.8820345249546235 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.31301088155220014 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8807538859838825 0.0 0.0 -1.6901192475095823 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRIM22 13.227775996231202 -0.32916753325300585 -0.7670060704276321 1.6395756157353853 -0.65100063711448 -0.8601995310025031 0.24427808760937555 0.46284011161104377 -0.5898176556546972 0.42161798987875265 0.4275576632716267 0.49309498431640586 0.13933671235663148 -0.6139034181979334 0.0 0.3110036231567724 0.8362451988355942 0.0 0.0 -0.9871960625727306 -0.5658980563416308 0.0 0.4585630688681042 0.0 1.0864003533450253 -0.7904731526414559 0.0 0.0 -0.4229562412600245 0.0 0.0 0.5467546595799849 -0.7018206814739909 1.285417212745548 1.2500297351050842 4.359161948917544 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7835523488504467 0.0 0.32041395748482515 0.0 0.4757414203752526 1.2374527741300074 -0.25816961688767004 1.6195815274272471 0.0 0.0 -1.2862005379884156 0.0 0.0 -0.7700967588695445 0.2436926405592138 0.0 0.0 -0.27661122139945465 -0.4968286181849592 -2.1077723787331215 -0.3876714421192075 0.0 -1.3103760374525701 -0.31152485466342605 -3.0799496900475796 1.4344185456725942 0.3655279525359918 -0.3319955211601112 0.0 0.0 -1.3526321492105635 0.0 0.0 0.390506074751814 0.0 0.0 -0.0630406045680405 0.0 0.0 0.0 0.0 0.0 0.0 TRIM28 -0.1689558630437999 0.24652515515399298 0.0 0.0 0.0 0.0 0.0 -0.24993724654240973 0.0 0.0 0.0 0.0 -0.3148510869003152 -0.27433960047462846 -0.3858229935543665 0.0 0.0 -0.4069250953785967 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.43839453688291385 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRIM38 1.2619286535943819 0.0 0.0 0.0 0.0 0.4258136846574718 0.0 0.04888669222524505 0.0 0.0 -0.25598724207454676 0.0 0.0 0.0 -0.7631878023659151 0.0 0.0 0.5623762418509479 1.622115896052107 -0.3787288408746817 0.0 0.0 0.0 0.0 0.4690208711865895 0.0 0.0 0.0 0.9837142771766039 0.0 0.0 0.0 0.0 0.0 0.6345069174965561 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6202636046360921 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8697270022214426 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9639189020908302 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRIM44 0.0 0.0 0.0 0.2597525767185456 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4780911787381711 0.0 0.0 0.5957680145949037 0.0 0.0 0.0 0.0 0.0 0.0 0.4659336728028968 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRIM56 0.14776598823827405 0.0 0.0 0.0 0.2628663487433061 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3074526867731997 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5318132962278148 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7211331188518014 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2889982427014526 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRIOBP 0.0 0.23846793187620363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.08179302156290778 0.5208065922168472 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6793073057574842 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRIP12 0.2094188149615893 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43693933190978207 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6460720312921615 0.0 -0.5389535387045377 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRMT112 -1.2764632942614065 0.09253470381044726 0.8057139315796736 -0.5870894009509453 2.3347794858816475 0.7885184478837144 0.004010627361710165 -0.03906264108170391 -1.3806672366946178 0.002740379112837754 0.620936339622202 -0.01951124556853432 0.6044569004766189 -0.8886098796130785 -1.3227860267344829 0.5305005496076436 -0.5710650048704247 -0.8305650306198926 0.0 0.0 1.095870622981131 -3.3811519450233054 0.0 0.0 1.2896647476499223 0.04630435587483898 0.6507386224843422 -1.2230862095349053 -0.9613986128224007 0.216326833562544 -0.5178400724773932 3.044507390077575 0.425558039795962 4.237614949569742 -0.992606638697629 1.0976084484580628 -0.15816774734077854 0.707702517613857 -1.4297197968648654 0.7870387769815268 -1.9240528246847317 6.079405963430216 0.0 5.60216643509865 -1.270116179987698 -0.734734686974981 -0.6549529108188766 -0.7385877039455212 1.8506465735314859 0.01874542455884574 -0.7993691195506498 -1.0495374769278254 0.0 0.0 -0.898489259833439 5.442361136230491 1.1010894507727702 0.46899410512281997 2.6614452521897265 0.9322759277553131 0.0 -0.13268703865741868 0.4041972756778503 0.2730922117104721 -2.405882490352543 0.0 0.8691027527340407 -0.9561264442792712 0.0 0.66643233266209 0.0 -0.7160578496298264 -0.32603347446635655 6.886504246570818 -5.107203376941574 0.49032076378757933 1.0666590040962078 1.5090612951472333 -0.6176273006880241 0.5396203765221105 0.6214097829393206 3.9309407963536933 1.379534257004165 -0.2648856545947921 2.124729840470613 0.0 TROVE2 0.16898088502965608 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.24993494019756143 0.0 -0.2197001307569459 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.537559949812523 0.0 0.517995749329648 0.0 0.0 0.0 0.0 0.7862736714226068 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9349635820749747 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9292745252471369 0.9573204835791843 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2185134659271988 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TSC22D2 0.13136157434708978 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3608124107057688 0.0 0.0 0.0 0.0 0.0 0.0 0.35449637774494636 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.48580280713127355 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6751272026312627 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9964792969708697 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TSC22D3 -2.3450754637522637 -1.928809660025626 -6.4735713837414846 -5.324887082814874 2.950494160622869 -1.6571522194241484 -1.2811382140288707 4.356505301188736 -3.5403084779462066 5.855971147471733 0.1250120219209489 5.0455499480494055 -14.37506740165411 0.21291760819481903 -0.017883218725589303 3.301642937478687 -6.13678607101424 -1.4686668961282605 7.752785291071954 -0.013273984774315422 -1.8563746864535502 -4.4056463675333095 -2.6150603044540484 -0.5705997518206336 -1.3079043772905294 2.472546521323171 -0.9909982957943457 -0.4000481515434968 -0.57871928684788 -5.855972253284866 0.4674806572550602 0.04898698944456346 5.548637334498636 -6.385115962805664 0.708923734402461 34.22534274556402 0.275131558912808 -2.251352148234516 -8.321117470836015 5.427238317468625 5.720041631599568 0.9470117445344821 -4.901543902770788 2.492961619351093 -2.006566474399361 -1.5963553917187638 -1.2726154388767117 -2.015515888803857 1.9937453656403206 2.0965106849889534 0.5826371490211493 -7.616707830695883 1.5020204188362352 -3.253338429172203 0.06527748156118518 -6.107867308371113 8.564411946496818 -1.2309078865240344 1.614905840546374 -2.3886169378809003 -4.249699495215434 27.113055966027915 -8.417144617800819 -1.2420288972255686 1.7317558023849793 -6.577475280559014 1.4162485425575237 5.89493255813517 -18.370255392284314 12.297720128079696 -5.537167882472657 0.514050521813933 2.0367856110235527 12.466770614978092 -6.437189811716917 7.6358470280428605 0.2961778440314618 6.498272318491035 1.0592535278074513 126.04382584878935 -4.747292344758338 -0.966375463251517 2.982973758704404 0.23622726090562943 6.097718204901846 1.9236744265814933 TSNAX 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7862941658056833 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9407096587314159 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TSPAN14 -0.03986409939218394 0.002176289586644925 0.0031660682042623195 -0.37746370676634144 -0.23268431408393245 0.0 -0.2126654743576627 0.2816856652466385 0.0 0.9841862906448837 -0.24439152464454938 2.0683891353226707 -0.4529699545586232 0.0 -0.4069646846162022 0.0 -1.4739532180306458 0.5324233188637401 -0.40882236052609067 0.0 -0.4033849141918917 0.0 -0.794589100034504 0.4808370307274395 0.0 -0.6306280213364757 0.0 0.0 0.0 0.6100432993518365 0.0 0.0 0.0 0.0 0.0 0.5854058792616567 0.0 0.0 0.0 0.0 0.9124086166992436 0.0 0.0 -0.7596812838212993 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9145950836112661 -5.136811721119262 0.0 0.0 0.0 0.0 0.0 0.8876353052649537 0.0 0.0 -0.9321267503789329 0.0 0.0 -0.970832622081077 0.0 -1.2664241051396825 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2889397626102026 0.0 0.0 0.0 0.0 0.0 0.0 TSTA3 0.0 0.0 0.27883562301494896 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.46397563492285354 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.4902956706866872 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TSTD1 -0.39911749452338147 0.604483814349882 -0.23498206049880535 0.0 -0.34120711838979934 0.0 -0.3691189026431813 0.735485924207706 2.804167357318858 0.0 -0.8328015054738772 -0.6713969394138027 -1.8844160167074766 1.720599076069958 0.0 0.0 -0.36157748110820537 -0.335820212217471 0.8647456564792778 0.0 0.5377108822680671 -0.3811616471335785 -0.304150684330149 -1.051680250825656 0.47912772390371683 1.019512523671952 0.0 0.0 0.0 0.0 0.31582933058263535 0.0 -1.1574166538577093 -2.9187124141982266 1.2621734364481334 -0.5388366966185472 0.5895509850974747 0.0 0.0 0.0 0.0 -0.7091471270618165 0.0 3.000186455358392 0.3014122789167794 0.0 0.0 0.4850922235429106 3.189781583832583 0.0 0.7614271527489738 0.0 0.0 -1.0200219495638994 0.0 0.0 -1.053029423588877 0.0 0.0 1.2840745145375643 0.0 -1.371824071679496 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0952490786875049 -1.1649036008459206 0.0 1.0131463888410632 0.0 0.0 0.0 0.0 0.0 0.0 0.711267718275786 -0.3454603107874541 TTC14 0.0 -0.11513877870787691 0.0 0.0 0.0 0.0 -0.21421787726268313 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.08861142835311557 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7635064132099819 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8164407988159684 0.0 0.0 0.0 -1.1588656669852326 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2855438333269766 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TTC17 0.1158737959120503 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9373755086692858 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TTC19 -0.29463617504632766 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.70882589393691 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7813594068239851 -0.14629304253610578 0.0 0.0 0.0 0.0 0.0 0.8193810288167721 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7238328130789972 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TTC1 0.0 0.26026658236741806 0.0 0.0 0.0 0.0 0.0 0.2786877852102169 0.3215209330836967 0.0 0.0 0.2744604453047468 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.48666448792342715 0.0 -0.47146926329259636 0.0 0.0 0.0 0.0 0.0 0.0 -0.5475918025372604 0.0 0.0 0.4580366257758342 0.0 0.0 -0.58783826260869 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2796756324648268 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TTC3 -0.2553812687888767 -0.5241893223038743 -0.2801595201649658 1.2544925797010806 0.0 -0.6359099867714152 0.2479844723087984 0.0 0.0 -0.29949167946980937 0.6043902207395792 0.0 0.0 -0.6826071651218257 0.45916234792650823 0.0 0.4910039093274192 -0.5307330900802575 -0.3528883791863589 -0.3258004426806794 0.0 -1.7755911755308549 1.6910261068491523 -0.4487857186426006 0.37372602052301424 -0.35763841894301907 0.0 -1.8945589116899644 0.0 0.0 -0.3950696893952635 0.0 -0.6097816800248758 -1.0229859465998132 0.0 1.5083043415507602 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2403609388523085 0.0 0.8743154823702807 0.0 0.0 0.9762990399092958 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7875782823744039 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9072702576395388 0.0 0.0 -2.50853846268921 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.0263725039021936 0.0 0.0 0.0 0.0 TUBA1C 0.3373380660208922 6.410997874935161 -0.08226390792659496 -0.4678041540907067 -0.5195244124975266 16.74481420845435 0.0 0.0 0.0 -0.27378467511774757 0.11686976211609003 -0.3025399662299948 1.045297147679909 -0.40786064478789236 -5.754857273071419 -0.3203528990766003 0.0 0.0 0.0 -0.3433249282583883 0.0 -0.7377526407567371 0.1526341084724527 -0.4045918497282762 0.801582869973978 0.0 0.0 -0.502459277831457 0.0 0.0 0.0 0.07975736253213253 0.0 2.2663915136148614 0.0 0.0 2.6792357383892993 0.0 -0.8119648652813507 5.940641155407163 -0.9156022689882443 0.0 -0.48990988791228735 0.0 0.0 1.6215925489804397 0.0 -0.46735074929969145 -3.6660260008695666 0.0 0.0 4.966722093440092 0.0 -0.8250343663001205 -0.412221120473884 -0.849923787298671 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.078338405791392 2.0849111812587213 2.1337749252939138 -1.280762086522922 0.0 0.0 0.0 0.0 0.684643829242401 0.0 0.0 0.0 -0.9755389760118648 0.0 0.7027108440881185 0.0 0.0 0.0 0.0 -0.4612560566479028 1.0445073468708057 0.0 TUBB -0.23568451462127565 35.223632248170155 -1.8361959162040793 1.2289237416696963 -4.864780454568561 15.183462142481972 -3.252581725143639 0.14976895741606885 -0.4962610501133231 1.9903282692630004 1.1306279574183806 0.31457308118396105 -0.3587712223038243 -0.7012941814916469 12.85683088970657 0.6142755009292199 0.9463474663883115 -2.9571315797043485 -0.6952819804282597 -0.456927442249692 -5.549327728529619 -3.7498823530368637 1.1244664108035585 -1.969361339172156 1.0946869218130841 -1.9823968236123284 -3.0237859994287604 -2.6161024457807724 -0.9050770339490359 -1.9920359770320737 -1.9409827996518585 -1.4805237098582265 -0.46933461619123734 -3.5652293775514274 -1.1916980308211156 1.1477874004348794 1.608477004323735 -0.6022950020558377 4.571705020267311 0.0 -7.580876492120476 -0.08002639483261165 3.575246704183476 0.854448568718194 0.9076086879353651 -4.272053984192053 1.1144520970719862 -2.529871693893739 -0.03373630468733183 -0.0999618392170377 0.3379649992206509 7.532316406274708 0.3234778512855711 -6.041481987679409 1.50164039357455 -2.3625568579597545 -6.95467557143067 0.8016043673021378 2.795869896299255 -0.8906334138657365 0.10913396316705593 1.8177757745747016 0.8603096741021466 -0.49083031672868355 -2.766152834994841 8.10998547726078 -2.2598891668475813 1.9618804045693143 2.7680943056277587 -0.714815236415047 -0.9497270680810997 -2.3052003108892167 1.9008287085398503 2.1505296688911906 0.0 3.6690613267171166 -3.7641275015889506 -0.6197164070449585 1.8268717472283142 -0.5689907799365135 2.390633969652297 1.136889084187104 -2.863789359674692 0.6209584603380817 2.3525654028446255 -6.532128913900339 TUFM -0.25786120478333485 0.20678355856570127 -0.2676839956802083 -0.3500310018844449 1.3328511100076392 -1.2469507625078073 0.31256578397514057 0.0 -0.4856212574535218 0.3882313318954412 -0.0759853809404975 0.25343458291038184 -0.48113166390669254 -0.27153747877612305 0.42008963265661187 -2.4773489320298983 -0.20795413660763382 0.0 0.4635433055330748 0.04148278855749713 0.0 0.0 0.46794337583569756 -0.3395388239625254 -0.155716591840394 0.0 -1.501901006974461 0.0 0.0 -0.4828559456839154 -0.4403191518169706 -0.27966987312888986 2.0136702207751336 2.878499327261051 0.05215833896720509 -0.5819736247689921 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5549308469367114 -0.5406527709926603 0.0 0.0 1.687832795845626 0.0 0.0 0.0 -1.0432864810512292 0.0 0.0 0.0 0.0 0.0 -0.28734126738354854 -1.3576158918549688 -0.35786820423078397 0.0 0.0 -0.9906868162850883 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.372218134892364 TUG1 -0.09618910177569838 0.0 0.0 0.20800410818788154 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35421514819793143 0.0 0.0 0.0 0.0 0.0 0.0 -0.3208429184250443 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.965759820118071 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TXN2 -0.12197987542138748 0.0 0.23656392427737807 0.0 -0.260274687782092 -0.4907804534127486 0.0 0.0 0.0 0.0 0.0 0.0 -0.35486634369772646 0.0 0.4717176264388671 0.0 0.0 0.0 -0.349846955654096 0.0 0.0 0.0 0.0 0.0 0.0 -0.38276307834114776 0.46232239157116384 0.0 -0.49611459923886864 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22149007740750157 -1.4949222863404672 -0.6918607719424974 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7622749507970057 0.0 0.0 0.0 0.0 0.0 0.0 0.5661771107657768 0.0 0.0 0.0 -1.2175330522675891 0.0 0.0 0.0 0.0 0.0 0.7121271131556167 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TXNDC11 0.0 0.0 0.0 0.0 4.273886919501187 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43003485999233465 0.0 0.4175182325177053 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.885867989694472 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7484882743004362 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TXNDC12 0.0 0.0 0.0 0.0 0.0 1.6619634758017594 -0.30768817104750684 0.35003955164241063 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3422907925290847 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.42021278046129346 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6649280971683809 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.05925530144889 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TXNDC15 0.0 -0.16403304122022694 -0.17741478282269174 0.0 4.501003883003592 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.375232744532708 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.204424206106776 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TXNDC17 0.0 0.39517351171666126 -0.42069886266656514 0.0 0.17487995720507069 0.2887864492036871 -0.5059975277241978 0.5763662235852485 0.0 0.0 -0.2599327553076003 0.0 0.0 0.0 -0.5800303588234919 0.0 0.0 0.0 0.0 0.0 0.0 0.4790398429199333 0.0 0.0 -0.6150159588883611 0.0 0.0 -1.0208534888208285 0.0 0.0 0.0 0.0 0.0 0.7266242670814218 0.0 0.5250919695996967 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2417456051367435 0.0 -0.2021573663103792 -2.2165037750864207 0.23919926510811235 0.0 0.0 0.0 -0.7930916188059332 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.4738080643393823 0.0 0.0 0.0 0.0 0.0 -0.41110214865393824 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TXNIP -1.7881193870040968 -4.159131939104913 2.8732740512452586 -8.130705233031097 -0.9080710920297923 0.5351069605777633 -0.28398399748867803 -2.7236221222886536 0.36848783890521913 -0.5476674443900027 -2.5616152613660343 8.150654436368285 -2.101429833350851 -1.2384568398924662 -0.7681610147758187 4.4811630531039865 -2.825160016679163 0.5458604571734754 6.8877757565577555 1.4933206770853775 -0.19259715015937287 -16.838370649843952 -1.8462783952494075 3.375914407740971 -1.4529792866613065 -0.3101297919336827 0.2199281630248565 2.426159252309164 -0.7697224505402719 -0.622189134657609 1.8728533115463344 0.6386071020661668 -1.6777335714875476 -2.9554982574444284 -9.699788055924824 -11.770492577410586 3.5206297927092907 -1.6589018892210676 2.8650202457807934 -0.23504866002485847 -3.114875627954757 -3.9990330406307457 -0.29506140066689324 6.46499352468706 -1.4164939117295847 1.6187616979321489 -0.8546225548548207 3.4836058895310495 5.381892653613514 1.8069439317961584 2.20190025104675 -4.339464037502064 1.2637023262509774 -9.72851385712678 2.609369978929817 -2.9338250655737412 -12.2692019869561 5.656306353945351 12.061343493097857 4.687796812697265 -0.45703781094251167 -3.6232393284830913 -4.897995157067094 1.9065493029747926 8.661780261824935 -1.0672303359155026 1.1278023234638186 -3.495011315277728 -9.71146502824614 -0.959840410068853 1.3180865387985818 -0.12302643859751261 0.09975999765284564 4.915588600120638 -11.098966236827774 -6.580755550566022 -0.7511715280054355 0.9802341429989049 4.8644113508607605 4.844431853415693 1.1613146487585841 -3.667914136275749 0.2704559448718367 -0.8423462184032822 -0.7597952561222459 0.06332116884005963 TXNL1 0.2573737409036091 -0.28128868014862335 0.34036145373831833 0.0 0.0 0.0 0.0 0.0 0.28697557113159816 0.0 -0.01982746661674965 0.0 0.0 0.0 -1.0103496888972279 0.0 -0.3341515172057314 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.43579527980349014 0.0 0.476155181095874 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7279246009783982 0.0 0.0 0.0 0.6941132478003065 0.0 -0.5066911928425066 0.0 0.0 0.0 0.0 0.6216576809043298 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7476421568212999 0.0 0.0 0.0 0.0 0.0 1.2036973543204128 0.0 0.0 0.0 0.0 TYROBP -0.19300021349677582 -1.1719764152571222 0.887902396788259 9.990118075019918 -4.656811571754829 -0.28258325586453775 -0.6685639473753642 -1.0947440791683702 31.661159077265165 6.145066153417638 -1.4287972191073868 7.977858745179336 -3.8130126365995602 4.987064205762562 0.0 0.7879395018792567 0.3284095746609875 7.390737789023654 -14.037309056928729 5.08249923587713 0.28186869838959344 -5.854363797361926 -3.7389669917028168 -4.70741998335509 -0.6703141915249121 0.8595647318851419 3.0701713459842335 -1.1563827774167004 -0.4337483036603383 1.0242049957348505 -1.0840481827117279 -0.5636242361111273 -17.74114664558276 -1.686557915836221 1.2397459808786304 -0.7387479666599417 4.054516490615807 0.43399360667293707 0.0 -5.597795519861927 -3.2308465806410687 -1.221303905097047 -3.619223542838966 1.2609857325530283 2.0952234427366068 0.5248800802895348 0.23662155443272684 -1.6364950855762164 4.921983720364453 6.6590055889947495 -2.3882406297823926 8.978576717971775 2.7228838339123898 -1.2468721807162038 3.1796705854701144 -18.62111206998721 0.0 -1.3351230031437826 2.676027266349431 1.4200622972167902 -0.4317080398878858 -2.737462261538301 -0.35859760432247656 1.503176264852094 -1.8084544000251597 0.0 0.619551404496442 1.2669580197842358 -1.2039509317298882 3.05652071159557 0.0 0.5536440952429207 -8.197925209546815 1.0881566048378708 2.223268487945318 14.730789689455104 6.264034128915407 -0.33200008008470255 -5.452665519970367 4.183199610008416 -10.226712038566987 -3.0055827379357396 -2.3219257911752558 -2.4303181534269047 -7.683362367995594 -1.0768379029957995 U2AF2 0.0 0.0 0.0 -0.23535542216469887 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 U2SURP 0.0 0.0 0.0 -0.19359830262855232 0.23452091234213931 -0.21593251750851036 0.5312818749291142 0.7605173082299221 0.31032530614276416 0.0 -0.2612244107803503 0.0 0.3122799416195505 0.0 0.40796546676022033 0.0 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-1.1556596154784469 -2.039836003541302 2.5453285017873335 4.168223692473328 0.5397290943427719 1.314131899496579 1.9051276838510813 -0.6210468649176648 1.437186409640658 -0.8975364066460169 -2.616102879444236 0.12424906327977776 0.6510191948784172 -3.2234349162582703 2.65873382249317 -2.5967736052132864 -3.0811159613713004 -6.388449686751845 0.5745630108570002 5.599347439751649 2.0381630549842997 -2.1022905339723312 1.1112506435664595 2.8285160745506683 0.0 -0.36060580322309144 -0.8245932198604413 8.734636848871162 5.222827377741676 -1.5819388994452022 13.553620959870447 -7.6060003707995305 1.8404091591417229 -2.970367695235017 0.0 2.783263066407501 -1.111109447377487 -6.128243569064639 2.299477016962621 -1.2107354214359414 6.187496327702803 5.439137113936721 6.788865706515042 -2.2054969342358484 3.1759402277955524 5.5435710710487385 -0.7165796817607085 2.5063368843027147 10.979425906033773 -0.8781523780712862 -9.029227142241888 -8.728895176546377 1.2010821855138996 0.810471359058818 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-0.18074837300011298 -0.17821426876561225 -0.21221945474164214 -0.27909272875513447 -0.5594937163008727 -1.6273834179416569 1.6658053150213923 3.164520893072349 0.0 0.9673852208789865 1.7614300194959982 -0.8999304882966325 0.0 0.0 -0.839453959306308 0.5803862461716625 0.0 0.0 0.0 1.2480343879544418 -1.5117078340206898 2.3396303191645322 0.0 0.0 0.0 0.7584763462589293 0.0 -1.3633892221094612 0.0 0.0 0.0 -0.4819742931697578 0.0 0.00899023515125879 -0.33327371653590887 0.0 3.5451760847193583 0.0 0.0 0.6724799386911217 0.0 -1.0406442767901198 0.0 0.0 -0.7321374134213713 0.0 0.0 0.0 3.866308215545652 0.8153084791089665 0.0 0.0 0.0 0.0 -1.0211315464385124 0.0 3.6742983945399303 0.0 0.0 1.073262657627876 0.0 0.0 1.1736148750928386 -1.9492639945789962 0.0 0.0 0.18577841969280423 0.0 0.0 0.0 0.0 0.0 -1.3593488952909283 1.6504283798473214 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 UXS1 0.0 0.0 0.0 0.0 0.0 0.0 -0.2732923720085381 0.8075881888591755 0.0 0.0 0.0 -0.29634264537152255 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6422374514724625 0.0 0.0 0.0 0.0 0.0 0.0 1.506232100479031 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6110982626476391 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.42573268854130325 0.0 0.0 UXT -0.7464543569137972 0.37988859183776774 -0.41187780510736655 0.5790888806409408 1.3615389971516925 2.215394177291366 -0.006292656375942593 0.5691968233526077 0.0 0.0 0.18307907991727787 -0.5627871836046923 -0.44968012759527665 0.0 -0.9909341003976503 -0.32494091044102075 0.5585486925029655 0.0 0.0 -0.7543384733234854 0.5784472412253526 1.169439799862412 0.7040310325908449 -1.0635641157296827 -2.4305472772578884 0.9394171554084948 0.6443096195262529 1.349845961026818 -0.548745875254867 -0.46240278451434375 -0.34706811613009836 0.5320643971418418 -1.1362297378951272 -2.072275310844148 -0.6847367849896382 1.0024525473789694 0.0 0.0 0.0 -1.2880489611768782 1.0420524355235556 0.7354869530456883 0.0 0.7125472352809006 -0.7130128110751455 0.0 -0.9246702698801831 0.0 0.0 -0.7036764289757323 -0.7197190925585425 -0.08356519658049447 0.0 1.343750079583286 0.46329096646705525 0.0 -1.0553208146171391 1.4295993888048475 1.9384487612289274 1.2548476146197702 0.0 0.0 0.0 0.0 -1.2636107821952829 0.0 0.9029201083069437 -1.6938742452270958 0.0 0.0 -3.8055712295478656 0.0 0.0 7.0333019678756825 0.0 -1.0336490361391566 0.0 0.0 -1.2113028701274493 0.0 0.0 0.0 0.0 0.0 0.0 0.4047562621150618 VAC14 0.0 0.0 0.0 0.0 0.0 0.0 -0.20878957767628892 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4379512359093499 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.217280057359283 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 VAMP1 0.15844840490853268 0.0 -0.192197286351857 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.303428524712887 0.0 0.0 0.0 1.7218501947564075 0.0 -1.1944070728796081 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 VAMP2 -1.1745340875274837 -1.6487686389386702 -3.4325805888262604e-05 0.2575937443662284 -0.8425400297069948 0.5343243537563708 -0.7493423736158779 -1.222328622308345 0.785162582435672 -1.7674031060591862 0.06914304564939872 1.0787106209950765 -0.44814178241644825 0.20344025525481382 -1.168980608153854 0.6652903537307948 -1.6493531748683752 0.0 0.3949343561203369 0.36823218322070606 0.9294333280311137 0.30927021129108784 0.9783917836498477 0.0 0.32861777490432975 0.4206164193477288 -1.657819270664313 0.03216978697813544 -0.18614219445200933 0.030517050880089883 -0.72122172087023 0.6559023197252392 4.946832395877374 -1.1210698794819494 1.7633786689914195 -1.8884256014022551 0.0 0.0 0.7349303802996238 0.44943008068692925 1.4434092070401037 0.0 0.0 0.7079691881324669 0.0 -0.8592309572596184 1.3081349159691047 0.189874559623759 0.0 0.0 -1.3079095305114212 0.8416656330615789 0.0 0.0 0.0 0.0 -1.0494505474330973 0.0 0.0 1.0850487154326571 1.7068591507702953 0.5486562199961483 0.8061000577283114 0.0 0.0 0.0 0.0 -2.8126226941897983 -1.1296114832437014 0.0 -1.379640491309887 0.0 0.0 -1.7040611390985756 -1.2906240598526317 -3.8135530819109733 0.0 -0.9000104714987494 0.0 0.0 0.0 2.100015507958048 0.0 0.0 0.0 0.0 VASH1 0.1315100018738886 -0.17804178292631948 0.19718036621397625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2143253937991976 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4175447947651079 0.0 0.0 0.0 0.0 -0.5127897074509249 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 VASP -0.9435309194542192 -1.0785585478761672 0.0 -2.6708735977154174 -0.19828769771164675 0.0 0.9694408237053984 0.0 0.027286452837078857 8.851311578850911 0.45530227968616643 0.4391519110706306 1.0199364472938064 0.3474170251014634 -1.6830014070515034 0.607628970488632 -0.3753723136157712 0.845713151502305 0.23352116504790504 -2.3109617473935677 -0.38041995145899893 -0.9495290165614437 -0.32090757264238845 0.0 0.0 -0.383346964571329 -0.5587235128056587 0.5739204581985006 0.5843842992799466 -2.8383477741021275 0.10515086790859501 0.8507336708191074 -2.005965250733969 0.6942187651115794 -0.5626285015720337 0.0 0.0 -0.5959543822352502 -0.709191197402933 0.0 0.0 0.0 0.0 1.3842179582829812 0.0 0.0 0.8486654306243412 0.0 0.0 0.0 0.0 -1.7659174758560425 0.0 0.0 0.0 0.0 0.0 -1.21428343760817 -1.013907141976171 0.0 0.0 -0.20467307718523098 0.0 0.0 0.0 0.0 0.0 0.0 1.1691763067584369 0.0 0.0 0.0 0.0 0.0 -1.062227736994074 0.08917838096591915 0.0 0.0 -1.1123644093733023 0.0 0.0 0.0 0.0 0.0 0.0 0.0 VBP1 0.0 0.0 0.0 0.32769746627634483 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.60013731356351 0.0 0.0 0.0 0.0 -0.617362430579585 0.0 0.0 0.0 0.0 0.0 0.0 -0.4379893568597585 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 VCAN -0.7117786060750201 -0.06298317029223478 -0.3993345015061745 -1.2005153013525187 0.3833970876212826 0.0 -4.074176672055649 0.0 -0.7542987001860999 -12.891545612799263 -0.09408488408715135 0.0 0.0 -1.7793753816434155 0.0 0.4454687909285776 0.0 17.53458936001883 0.34947264521982785 -5.404880682861815 0.0 -0.4298767630131064 13.153565785148276 -1.552941908563637 0.9612406628639149 -1.2689109095878932 4.68258796898979 -6.73161379634045 -1.951768177605146 13.667154059156882 0.0 0.5162057663537987 0.0 0.0 -0.4131225506370477 0.0 2.175226185682659 -4.386793810788504 -3.0137582409934587 -0.7285418502038221 0.0 -0.6936680560004723 2.837421339040738 0.0 0.0 0.5742289293393412 1.0439976986851576 -0.4027676287376596 -0.6631844617983386 0.0 0.0 0.0 1.0935933157504705 1.0724079259719288 0.0 0.0 0.0 0.0 -10.726433076976702 0.0 0.0 0.0 0.32892695153786616 -0.22532475196607585 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.41544042914743234 -0.6679139071019894 0.0 18.001679972644602 0.0 0.0 0.0 0.0 0.0 -0.4754084130638244 -10.56007726008881 -0.7199698992616245 -0.3524793486276835 -0.5132078953323294 0.0 VCP -0.4207590155875399 -0.6987708027919759 0.04047731873444205 0.0 0.9110891390099708 0.3327480412744797 0.0 1.5473433121188387 0.0 -0.35922684021905726 0.3761755477824227 0.39642595817550635 0.31474685550815046 -0.4241634748445495 -1.1097274932335073 -0.1334487644022951 -1.0471963833716047 -0.7884288654551693 0.0 0.5388252346777125 0.1122017204646879 0.0 0.0 0.0 0.4312226296865609 0.0 0.0 0.0 -0.2293101253803121 0.0 0.0 1.3454166102209038 0.0 0.0 0.0 3.123946010206248 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1285562735315688 -0.28079058657380296 0.2171368241298892 0.0 -0.36199886014878324 0.0 -0.2675541105401606 0.0 0.0 0.0 -3.0932601745108816 0.0 0.942928116361986 0.0 0.0 -0.7839268229855848 0.0 -0.3102493475843794 1.007475681900287 0.0 0.0 0.0 0.0 0.0 0.0 -0.986149733300324 0.0 0.0 0.0 0.0 -3.806362064885525 0.0 0.0 -0.45662972350827297 0.0 0.0 0.0 0.0 -1.2200731359017414 0.0 0.0 0.0 0.0 VDAC1 -0.1367743603213504 -0.08798646707042135 -0.19383875065680709 -1.7762012147793107 -0.25296286737662715 -2.1643628915653634 1.0333803681986868 -0.6283135538890854 0.23349899360152734 -0.46991872774095217 -1.5117803385865658 -0.2814185708397295 0.3155167756255487 0.38285914415862793 0.7851050294013512 -0.9006899815604792 0.0 -1.5319722198000154 0.0 -0.579366544894927 1.571319281199454 0.0 -0.37163625208219764 0.0 0.0 0.4863869771392575 4.403646870451543 -0.4620505902508001 0.0 -0.19040990125396018 -0.8767422186574026 1.3941848217711645 0.0 2.093447559044782 0.0 0.0 0.0 0.0 -0.5903023785067525 0.0 -0.6234302012833876 0.0 0.6934124145227549 0.0 0.6531596053630129 -1.725419424076262 0.0 -0.19379132606311303 0.16769454320106117 -0.22275438275836087 0.0 1.0604497309169751 0.23423017335630267 1.260351891754267 0.0 0.0 -0.8877207337662948 0.0 0.0 0.8929237181016049 0.0 0.7485434769709047 0.0 0.4554745145899887 0.0 2.44999343497618 -1.0872790936569185 0.0 0.0 0.0 0.0 0.0 -1.1697060411719904 0.0 -2.32130912256331 0.0 0.0 0.0 -1.1597674406210987 0.0 -0.7949351462013141 4.15275420521496 0.0 0.0 0.0 0.0 VGLL4 0.0 -0.1413781901357078 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6580529871772607 0.0 0.0 0.0 0.0 -1.010108090878487 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.72878708010725 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 VIM 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-0.1122813737727638 0.12346163981198642 0.8103601040599464 0.0 -0.2982428935606663 -0.3107277388412847 0.5201989135426355 -0.4956524887349539 -0.4582486803300942 -0.33106295532300806 0.0 -0.5066329033473436 2.7731528789296584 -0.5377718369449522 -0.4460746097162014 0.0 -0.49810801614783845 -0.9220258307476382 -0.009600939714288362 -0.34622380626395455 -1.0962654512589607 -0.10169410956498885 -1.1882619311344338 -0.722669667911739 -1.3789205409798697 -1.0449145485244817 -0.7653990552895711 0.0 0.0 -0.6204834327976522 5.352278813597893 0.0 3.1841036013511475 -0.6566121625374525 0.0 0.0 0.7827009179129936 0.0 0.0 2.9281665750896755 0.0 1.088583188906737 0.8329702866119905 0.0 -1.5108712315924488 0.6093994812857695 0.0 0.0 0.0 0.0 -0.8385309209552773 0.0 -0.8542647214196674 0.0 0.0 0.0 0.0 -0.9665465736254788 -0.8642917261673153 0.0 0.0 0.0 0.0 0.9120911325356793 -2.573803840412283 1.1465716465785012 -4.004848712042244 0.0 0.0 1.0792523057602936 0.0 0.0 -1.2977711372631335 0.0 0.0 0.0 0.4476822829902688 WDR33 -0.1255226215956047 0.0 0.0 0.0 0.0 0.0 0.5209343990712658 0.0 0.0 0.0 0.0 0.0 -0.32857654952805254 0.0 0.0 0.0 0.4255788577658971 0.0 0.41901418116406347 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5311987361580351 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5972535566267866 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7704063768451501 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 WDR82 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5906788865531138 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6329235775891829 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5836861393605052 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 WHAMM 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.32090942872146727 0.0 0.0 -0.27032200018179803 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 WIPF2 0.14278076861339997 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4669949711188377 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4464785251273267 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5368860051954749 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 WIPI2 0.0 -0.14317878968765207 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.37617878810390537 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.540469687586565 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 WNK1 -0.10801335971406922 0.1587451371022778 0.18066172284186616 0.0 -0.42190772173903035 -0.2342975550112636 0.0 0.0 -1.3290564266395903 0.0 0.8965029825324022 0.0 2.663784790411742 0.0 0.0 0.0 -0.8875784125325511 0.0 0.0 0.0 0.0 1.0049471786115522 0.0 0.0 0.0 0.5369179578154647 0.0 0.0 0.0 0.0 0.05390904735466046 0.0 0.0 0.0 0.0 0.6729250903156591 0.0 0.0 1.306836032685022 0.0 -0.790390435248465 0.0 -0.4969498451500026 -0.888114042931934 0.0 0.0 1.2368754542337579 0.0 0.8861681832440856 0.0 -1.2561870511492572 0.0 0.0 -1.1260253276939445 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.746560151601089 0.0 0.0 1.188207100168753 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1247895203203366 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 WNT2B 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.603243966034778 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9587899593977547 0.0 0.732806007745093 0.0 WNT5A 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9893884627817026 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 WSB1 0.5091334561126563 -0.5517358681501058 -0.05289558357793654 -0.004996676070240511 -1.8117382310176 5.83727311048051 1.0701802385721548 2.2702952249862025 0.4491857794303602 4.999489373167572 0.34188854688120984 0.5200982085144913 0.8707875228633063 -0.5258542130488255 -3.709472545308583 -0.3645982035712744 -0.9393314840649322 0.6446780245174946 0.7217039993353133 -2.1096067196132133 0.0 -1.0419555237248874 0.9499057106783382 0.058618278292549404 -1.2012029721666673 0.39237112382318484 6.254740433788051 -2.1253593922382295 5.415406275325466 -0.7264832293346865 0.4864522390187638 1.0087281614358172 -0.5221329250978325 0.9180207565844526 0.18718112457668992 -0.7020587569019455 -0.15366802005486013 -0.6967932654065716 1.7781594370421372 -0.4783215059305151 -0.7781975678288874 2.2982297526788074 -0.7788242205250847 0.0 -1.087776862624206 -0.7597011324594652 0.0 0.4547911991811872 0.0 0.0 -1.45772717986783 -0.9459639343339467 -0.696274766904851 1.2000293044149233 -1.5265773653529642 0.3326419569129106 1.1983274449175705 2.050825896756161 -5.492961111043598 -1.4665570783064232 -0.6010663566822522 0.0 -0.6072705457861941 0.0 9.48938307003392 0.8461002737079891 -1.2235860952589983 5.613797134802691 -1.010322637236753 0.0 -1.1631473645204313 0.301618667414158 0.0 1.7675912694007447 5.6922527101358895 1.047175261289436 -0.880000165943955 0.0 0.0 0.0 0.0 4.918177060817541 -2.127224864559307 -0.38495017899438433 0.0 0.8353015455916258 WTAP -0.5084292025070095 -0.23256795138553388 -0.216794365254762 0.0 -0.21399624840790119 0.0 -1.0591639486948246 0.0 0.0 -0.38517988830528654 -0.59377465229894 0.0 0.3742285779018032 -0.4997452457663132 0.0 1.6803116136121798 0.0 1.365051937153829 0.0 -0.09393242606223108 0.0 0.0 0.0 0.6377944961165677 0.23603026412855602 -0.13294359826571084 2.8395170174935758 0.06104799247342019 19.610191630149565 0.522988658217387 -0.9815554117626725 0.0 0.0 0.0 -1.5910452316205987 0.0 0.12794380159065555 -0.9303755818346878 0.0 0.0 0.0 0.0 6.116362234885807 0.0 0.0 -0.3652225389995823 0.5166988522625653 0.0 0.0 0.0 0.0 -2.7139520773512884 -0.38580096025648275 0.0 -0.5258071136487882 0.0 0.0 0.0 0.0 2.3680826729361577 0.9142049313046742 0.0 0.0 0.3718712748185762 1.0747958835784197 0.0 0.6962840283935393 0.0 0.0 0.3881572274568142 0.0 0.0 -1.3845422585939362 0.0 0.0 0.0 1.2745262015548384 0.0 0.0 0.6267805934869557 -0.7207624885531434 0.0 0.355400111702861 0.2502357421791156 0.45290798767035245 0.0 WWP1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38932894806050844 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5714244138217236 -0.8015814964922862 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 XBP1 -1.564174793329809 -2.403245083298688 0.03035461068466502 3.8651064930759174 24.768708615548817 1.8928720173537286 -1.8488697936787482 -2.949145856892758 4.283722106821411 -0.9757990524661176 -1.598316901024702 3.8136789038497008 -4.16741822911293 -0.23049611691136557 -2.6184968129636417 -0.7491017265954791 3.5387628791213372 -0.3306351375192831 -5.272630570641474 -1.025376003484976 -1.0040516969838693 -5.110323597270227 -1.2803290644107561 -1.8066357040816856 0.0640188331053695 0.6990127644208086 -1.552080156543605 -1.4179868158130666 -0.7493310541480913 0.5780391934489764 -0.6236606615612073 6.275077959133133 -0.13575812069521512 -2.573947735263959 0.0 0.6820739667146163 0.42168679535720655 -2.369260368535861 -1.4803208176052292 -0.5002781312626589 -0.44751009284142573 0.5010073297526708 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0.0 0.7767198183370689 0.0 0.0 0.0 0.0 0.0 -0.29419485258187755 0.0 0.9249141884340925 0.0 -0.4495735389171989 0.0 0.0 0.0 0.0 0.0 0.1394050840854993 -0.5494797746900711 0.0 -0.3879265242009761 -0.9198065808481007 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3415120171910152 0.0 0.0 ACADVL -0.057504119630612804 -0.15622404272012502 -0.44463292610890226 0.0 0.971319128199454 0.0 0.0 0.6495519287522613 0.0 0.0 0.04144615993055058 0.31784949853149463 0.31902246395882833 0.3380970940045101 0.0 -0.5121319473129333 0.45028161236994085 0.36733388775995 -0.3281019354447903 -0.37831913895706604 1.210891447034013 0.0 0.0 -0.42195015666217384 0.25749009903349457 0.0 -0.46126968586276634 0.0 0.0 0.602533380318146 0.6685420240053331 0.2705902635631098 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.632939973230356 0.0 0.0 0.0 0.2492746815633197 0.0 0.0 0.09023697368492585 -0.7421527293019768 0.0 0.0 0.8156630039080781 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1133511346593044 0.0 -0.7847549401989 0.0 0.0 0.0 0.0 0.0 0.0 2.195492914825515 -0.3341077578486005 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38457826503396814 0.0 0.0 0.0 0.0 0.0 0.0 ACAT1 0.0 0.0 0.1552334981795143 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.22362375511320196 0.0 0.0 0.0 0.0 0.0 0.0 -0.34976881620316563 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4703172035071232 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5398124631871717 0.0 0.0 0.0 0.0 0.0 0.0 -0.7925478208677198 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ACAT2 -0.10202056491706632 0.4568406249146846 0.3931238531155887 0.0 0.0 -0.458971883103617 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.590038211274442 0.0 -0.3619099106009786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.880418246826664 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7973736433082107 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9390452007072314 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3259180475305402 0.0 0.0 0.0 ACD 0.0 0.0 0.0 0.0 0.0 -0.8939310592667142 0.0 0.0 0.0 0.0 0.0 0.3454274809048221 0.0 0.0 1.4959948886958008 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5210757525343881 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ACOT13 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7348939828332611 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7322356979203667 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8218085104193718 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ACOT7 0.0 0.6977597470754775 0.15568087021184313 -0.40366170241653454 0.0 -0.6607809773701651 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.2455485086686764 4.459189917787598 0.0 0.0 0.0 -0.36433969902225066 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9742067332506603 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ACP1 0.0 0.0 0.0 0.0 0.0 -0.7913189568162038 0.3066342374842751 0.0 0.0 0.0 0.0 0.37170275242593553 0.0 0.0 0.4622916495816479 0.0 0.29807697871041483 0.0 0.0 -0.36190355769231364 -0.09685568512772323 0.0 0.27491293639555703 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6161417491567356 0.0 -0.0993143888785796 0.6424337893854047 0.0 0.0 0.0 0.0 0.0 -1.1606210999222313 0.0 0.0 0.0 1.0537672995617924 0.635599004713567 0.0 0.0 -0.8510392906379477 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0453427843353693 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.1414667852995484 0.0 0.0 0.0 0.0 -1.1114687456847316 0.0 0.0 0.0 -1.207127326146865 0.0 0.0 0.0 0.0 0.8636830837154619 0.0 0.0 0.0 ACP2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5754178057460002 0.0 1.9252147092146183 0.0 0.0 0.0 0.0 0.3028947979646948 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7313098927234492 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ACRBP 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3759536846967644 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 15.060687281084753 0.0 0.0 0.0 0.0 0.0 0.0 -0.6106472064366597 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ACSL1 0.18745209484231423 0.0 -0.4884443986058854 0.0 -0.25745805615072764 0.0 -1.2920871278204684 0.0 0.0 0.0 0.0 -0.27157974529584683 0.0 -0.2880137709030267 0.0 0.0 0.0 1.8623702764167211 0.0 0.057333298152473296 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3382036432391278 0.4667921244946335 2.2075425014355377 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7981917308772021 0.0 4.273354954285904 0.0 0.0 0.4502652901651989 0.0 0.9049685734549682 -0.7192741624529079 -0.5257958935587397 0.0 0.0 0.0 0.0 -0.9860541970232014 0.0 0.0 0.0 0.0 -0.7292221444309637 0.0 0.0 -0.3918167584337338 -0.8977291626743078 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3967802389673033 0.0 0.0 0.0 0.0 0.0 0.0 -0.5013203771416068 0.0 0.0 0.8437648887676648 0.5293705040860368 0.0 0.0 ACSL4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6830389432749432 0.0 0.0 0.0 0.0 0.0 6.678717754306363 0.0 0.0 0.0 0.0 0.0 -0.3410002458269335 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.690182259406584 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.010455834602727 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ACSL5 0.0 0.0 0.0 0.0 0.0 0.0 0.311838064965479 0.0 -0.3245211827882458 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3988446401841543 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1676673567730396 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ACTL6A 0.0 0.4554870251696448 0.0 0.0 0.0 0.2623142580589865 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.18146953623375886 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.18663734854443315 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7757405966851584 0.0 0.0 0.0 0.0 0.0 ACTR10 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5159748470218186 0.0 0.48481000653804124 0.0 0.0 0.0 0.5508795835528101 0.0 0.0 0.0 0.6034126422674455 0.0 0.0 0.0 0.0 0.0 -0.6273753902754178 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8694048589283508 -0.8701201286103492 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ACTR3 0.04177115693007223 -1.3010283808033465 -0.8955634950498895 -2.0958322424191143 -1.1832991431411477 1.1093942791109328 1.4483083702225197 0.07894917986733944 -0.3111524757964766 1.647585033088797 -0.9574189459898526 2.4147351178053444 -1.4686149587198951 0.505264364756334 -2.369365935315223 -1.0177760347602802 0.6522957760303444 -0.4442683269828924 1.666717690764992 -0.7081830093234098 0.9694424492194883 1.387516780063026 -0.8074247396940509 0.8436136219622574 -0.3689795191967764 1.549439415929794 1.1573018080585546 -1.286466834153073 -0.08331489020316006 0.0 0.6872105734301506 -1.652195336849082 -0.6026779393991402 -1.699916919603395 0.08132292112173259 -0.49149012231408634 0.0 0.0 -0.6900589371305309 1.09071644483923 0.7361121375964121 2.179123098124619 0.0 1.4272408816912472 0.0 0.34692222369345915 -0.5667313683977383 -0.3558073313598 3.006455267303619 -0.3286155771186542 -0.7670841410769552 0.0 0.8443804471568411 -2.7785098808099473 0.0 2.1024690097956817 -1.0876222680199363 0.817666363874476 -1.7313245876071226 -0.7809726358386971 0.0 -1.344344403201907 -1.373117346775209 0.31903209148328066 -1.0455264332973297 -2.1150997912796408 0.0 -2.592663594635405 0.15042107828315796 -0.24610197683690477 0.7434324667157721 0.0 0.2612984049284123 -1.2334257253774488 -1.726804766418806 -0.9714103547412989 0.704858231587168 0.0 0.0 0.6126013638569267 -0.816317561040972 0.0 2.7417755551644367 0.0 0.0 1.0010861569538494 ACY3 0.0 0.0 0.0 -0.336890385869619 0.0 -0.15489865883944218 0.0 0.0 0.0 0.0 -0.2591752954279187 0.0 0.209903589264332 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1032155269976802 0.0 0.0 0.0 -0.936546446695702 -1.1482109149628879 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7677549900505195 0.0 0.0 0.4019794246976705 0.0 0.0 0.0 -0.7412229177599226 0.0 0.0 0.0 0.0 0.0 0.8733108025578445 0.0 0.6755784059267034 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ACYP1 0.0 0.6146801271665406 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8085413447983731 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADAM12 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5760995165923138 0.0 0.0 0.6966127054379283 0.0 0.0 0.0 0.0 0.0 3.1814596123387253 0.0 0.0 0.0 0.0 0.5930579070616081 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADAM17 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.51626245563088 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADAM19 0.03650119251418036 0.0 0.19216959081634563 0.9814819277143166 0.0 -0.2745345223918824 0.4169835176237772 -1.3366196833429167 -0.5524895802215494 -0.2858628945687137 0.22497382117138617 -0.9688951619889549 -1.4354511380532213 -0.38885082637027996 0.0 0.0 -0.4590856481530309 -0.7879695401262294 0.0 -0.41260535568092976 0.46689543969560593 0.0 0.0 0.0 -0.29958089277528493 0.0 0.0 0.0 7.341015290125352 0.0 0.0 0.0 -0.7647340751835877 0.0 0.0 -0.821036656214984 0.0 0.0 0.0 0.0 1.5556855117550743 0.0 0.0 0.0 0.0 -0.4544622668343524 -0.8239576661379978 0.0 0.0 0.0 1.6611156767470787 2.838635187887047 0.0 1.021018494649867 0.0 0.8674116177186265 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2990894047758203 0.9887030241905584 0.0 0.0 0.0 0.784270787668845 0.0 4.046625658255252 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.361959529628699 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADAM8 -0.17762308337215235 -0.6127563359956893 -0.26050223899437036 -0.607987676428312 0.0 0.0 1.9694137628758457 0.0 1.8065182805041993 -2.1063484857191033 0.0 1.2487248324420004 0.0 0.0 0.0 -0.36432244622746823 0.0 -0.983181178359457 0.0 0.5245922269618096 0.0 -0.42591851482322335 0.0 0.0 0.9473793526846254 0.4092603659311255 4.834334138151701 0.0 0.0 0.0 0.3803281929990131 0.0 0.0 0.0 0.0 -2.2474138673922956 1.632585909181215 0.0 0.0 0.0 -0.8372417692896379 0.0 -0.10726798320203457 0.7991731671438961 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-2.62239762235001 -0.9483922169205675 14.281219057569539 0.0 -0.6467436506400189 0.0 0.0 2.569203632981042 -0.9728143563873468 -0.08234411853188883 1.7544803097540012 -0.25250201377335635 -1.0311434420098187 -0.8100176142315384 0.0 1.7847101818961308 0.0 -1.974372732674374 -0.9296463891871084 -0.33836748974401615 0.0 0.0 -1.101542126716674 -2.0256025716623043 -1.3987057181191076 2.2040640553157966 0.0 -1.9522624999416236 -0.10369148434437599 0.0 0.2659681907962869 -1.6782421524548665 -0.9261895752597419 0.8818595098687397 1.6873414674421958 -1.4290110672528977 -0.04212365176332829 -1.0164177286434863 0.0 0.0 3.4173016592569327 -5.40968962009595 4.1233366682508725 0.0 0.0 -0.10904449182213138 1.6967873593781644 0.0 0.0 -0.29650969342957695 0.0 0.0 0.43177620198490557 ADH1B 0.0 0.0 -0.18119951019251893 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8152626481855448 0.0 -0.16942271643289 0.0 0.0 -0.35539157484468104 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6799006884151481 0.0 0.0 0.0 0.32917154551247607 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22109953690799253 -0.2542470383157317 0.0 0.0 -0.2979608767429149 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4225546042402038 0.0 ADH5 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.28126582511405185 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6076335946671333 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3086093630075264 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.330609981526771 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADI1 -0.11853579528603272 0.0 -0.09610900102518069 0.3655340760035585 0.0 -0.4779376135900242 -0.035682162185089836 0.2687273782888816 0.0 0.3376851615422837 -0.4582169180207249 0.2509878833216331 0.40597806297852573 0.0 -0.3673127943043799 0.0 0.0 0.0 0.5983508797765993 0.39684564833046465 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-1.3083227982705616 0.2578474386042106 0.0 0.0 0.5756359577873654 0.0 0.0 0.0 0.0 1.0593633041301065 0.0 0.0 0.0 0.0 -1.3603677086861563 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9761654618644278 0.0 0.0 0.0 0.0 0.0 0.4157405281713058 0.0 0.0 0.0 ADSL 0.0 -0.1450720318712851 0.0 -0.16905135047014785 -0.2477854736108235 0.0 0.0 0.0 0.0 0.0 0.0 -0.35679581201245714 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39195601554959486 0.0 0.0 0.0 0.6292989706914446 0.0 -0.2934513203567659 0.0 0.6598350557611085 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8651471015637614 0.0 0.0 0.0 0.49495573204477417 0.0 0.0 0.0 0.0 0.0 0.0 -0.5902940542974098 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7032335420232628 0.0 0.0 0.0 0.0 0.0 0.0 ADSS 0.0 -0.15914710759418094 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.40200396387840714 0.9586396609659736 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6059752085915421 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6183131083054265 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.894487378522698 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1226197777008864 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AFF3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7997494957947546 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9798982938545312 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6537573829947538 0.0 0.0 0.0 3.303846158549097 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2876708882992187 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AFF4 0.0 -0.3352666356085956 0.19925872189791158 0.0 0.0 0.2734099281937413 0.0 0.0 0.0 0.0 0.7037152361069419 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8048631181752056 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AGFG1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.45525760346188165 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0827584800090386 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.42043096108484 0.0 0.0 0.0 0.0 0.0 0.0 1.111757638267309 0.0 0.0 0.0 0.0 AGPAT2 0.0 -0.17752176818327556 0.0 0.22597310003953683 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2801355024904155 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AGPAT5 0.0 0.24987467075730796 0.0 0.0 0.0 0.0 0.0 0.0 -0.2346243816225587 0.0 0.0 0.0 -0.46120140176052254 0.0 0.0 -0.2838771027886346 0.0 0.0 0.7098684259651149 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7113315809092423 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6758303602899087 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AGTRAP -0.3418982144982825 0.0 0.0 -0.1745893657952676 0.0 0.0 -0.8582689178096575 0.8864390712067834 0.46076600620085817 0.3389585820057479 0.0 0.45612589324886554 0.0 0.0 0.0 0.0 0.0 1.6148122988634543 0.0 0.3854033194664129 0.0 0.0 0.0 0.0 0.3233836565434371 0.0 0.0 0.0 0.0 1.2760549111833734 -0.4902024875238586 0.0 -0.6163812494477101 0.0 -0.4545712310871079 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.19479102482316216 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2861619340865766 1.100333609698337 0.0 -0.8679799125882356 0.0 0.0 0.0 0.0 0.309142504652923 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0245209305539977 0.0 0.0 0.0 1.3347190794748203 0.0 0.0 0.0 -0.9943617820032606 0.0 -0.8727362287218219 0.0 0.0 -0.3527133423541694 0.0 0.0 AHCY 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.27975628606460784 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6600474809425951 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7731975674582597 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7414472078058545 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AHR -0.01915091305015726 0.0 0.12438309290474606 -0.32089296264858674 -0.22758125784842084 0.0 0.7667475511031849 -0.30513188799011237 0.0 -1.8498646222575021 0.0 0.0 0.0 3.9779933052941545 0.0 0.0 -0.30528568355952956 0.0 -0.7129832369978493 0.4879927670346468 0.0 0.0 0.5475522201231604 0.0 0.0 0.0 0.0 0.9156344580859099 0.0 0.0 0.32904225200147136 0.5684308201133443 0.0 0.0 0.0 1.8883584387695374 -0.33402789385423104 -1.0217137521965711 -1.494460078071397 0.0 0.0 0.0 0.0 0.0 0.0 1.5683160477088602 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4502673785751412 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7855114041893905 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.423207227854312 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AICDA 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3398336177794705 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AIMP1 0.0 -0.1665819594159628 -0.19714495489756392 -0.20566568894864626 0.0 -0.30381045367772086 0.2655864550260075 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35269471534549196 0.0 0.0 0.0 0.0 -0.39459036667959385 -0.3429523866054484 0.0 0.0 0.0 0.0 0.7937310645198526 0.0 0.0 1.4102371537183114 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0459654755099406 0.0 0.0 0.6999986492567876 0.0 0.0 0.0 -0.8088832086492854 0.0 0.0 0.0 -0.22784428062312 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AIP -0.08979387178456741 0.2184216215302701 0.0 0.0 0.0 0.5172508015587469 0.0 -0.42137154635057866 0.0 0.0 -0.26031873686023566 -0.27229082914238534 0.337929971440321 0.0 0.0 -0.37042691169146885 0.0 0.4299394099610896 0.0 -0.41639763167921623 0.4923300612156903 0.5344937325854903 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4938054555195049 0.0 0.0 0.0 -0.43617576787052875 0.0 0.0 0.0 0.0 0.0 2.004953253269025 0.0 0.0 0.7973762927616709 0.0 0.0 0.0 0.2928420472159692 0.0 0.0 0.0 0.0 0.0 0.0 1.06769461745399 0.0 -1.630399808130513 0.780756066358045 0.0 0.0 -0.714208811976174 0.6429822938191199 0.0 0.0 0.0 0.0 -1.2057174571894962 0.0 0.0 0.0 1.0324053546299203 0.0 0.0 3.103135318993292 0.0 0.0 0.0 0.0 0.0 -0.2304773384562734 0.0 0.0 0.0 0.0 0.0 -0.5287143064129601 AK1 0.0 0.0 0.09098603116941949 0.0 -0.3245932025589139 -0.26178604719235077 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3900756075600158 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7448533139181309 0.0 0.0 1.7402205364125434 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AK2 0.0 0.0 0.0 -0.4595134514872045 0.0 -0.23132194091040642 -0.2678205719462073 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3437240862434467 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5371227867350103 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.793955634325949 0.0 0.0 0.0 0.0 0.0 0.0 1.6368566000203693 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AK6 0.0 0.0 -0.15849539241424065 -0.3516465589882501 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8367702570155203 0.0 -0.28817036136367374 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.18730378564116315 -0.5466514635942659 0.0 0.0 0.0 -0.1775415949935351 0.0 0.0 0.0 0.6272792073461747 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8274872561841596 -1.6591227394888612 0.0 -0.3661164250836887 0.0 0.8278909504021309 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4128314624172766 0.7207613007310768 0.0 0.0 0.1806302816848143 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6893216390581918 0.0 0.0 1.0709507692516678 0.0 0.0 0.0 0.013167855112375814 1.2091962981996114 0.0 AKAP2 1.856151139544675 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31604719759530747 0.0 0.0 0.0 0.8621389128774378 0.0 0.0 0.0 -0.3963228743994772 0.7421598916585254 -0.6782943644302426 0.0 0.0 -0.3816482575949693 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AKIP1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.07280140160069228 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2508222700561959 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AKIRIN2 0.013815809453719897 -0.14221129539214863 -0.19971115864902952 0.0 0.15607795384796205 0.277497086102795 0.5342194573903984 1.5708067745106082 0.0 1.1880870077788748 -0.26658206260111356 0.0 0.0 0.0 0.4237041689973156 -0.36149432631322287 0.7287867936825341 -0.052498973921819694 0.0 -0.4953992753226189 0.4067191485648492 0.0 0.0 0.0 0.0 0.0 0.0 -0.4111138080318855 0.0 0.5527908811982937 -1.4354613016042388 0.0 1.2641681565596106 0.0 -0.6574177044934898 0.49049881416987673 0.0 0.8049806840707808 0.0 3.8679325326724556 1.008036161913969 0.0 -0.6223448060395914 0.0 0.0 0.6428611309861865 -0.6670277811476838 0.0 0.0 0.0 0.0 -0.9388205756937765 0.0 0.0 0.0 0.0 0.0 0.0 1.376503239708704 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5442049108679323 0.0 0.842847686018158 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AKR7A2 -0.12678602726873883 0.20004433392216095 0.0 0.0 0.0 -0.5865527158706474 0.2713431367134727 0.0 0.0 0.0 0.0 -0.26573539405971125 0.0 0.0 3.4044231703613916 -0.29499334791575493 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8269821707291336 0.0 0.8890836305562676 0.0 0.0 0.0 0.5305771139270982 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AKTIP -0.10251815306782519 0.0 0.0 0.0 0.0 0.0 0.0 0.6451208099500586 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7877670766554771 0.0 0.0 0.0 0.0 -1.8782506498537062 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2591837229294593 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ALAS1 0.0 -0.1423663736880543 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.35693341137926105 -0.3959703301896692 0.0 -0.7055274043306463 0.0 0.0 0.0 0.0 0.0 0.0 0.4577028600763476 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ALDOA -0.3450728746775594 -1.7830737572382716 -0.5205933927495645 -2.371961991731077 -0.5062516950483299 -3.0787302058770623 0.9777737616197718 -0.0916835861905888 -0.3006439531983937 3.7422880553502527 0.4201567805892176 -2.619515457385053 3.230603341994045 0.11610445882870236 0.0 2.1244053205563618 -1.0836073760117133 1.9131326776493236 -1.0596904986481943 -1.3489887696190708 0.21028208909897725 -3.6618321570300547 0.13571899739667315 -2.3532298081534537 1.0706792090373627 1.884572421046517 19.55266308985874 -0.41699468691987035 -1.0730582919759948 0.47977764228744973 -0.5355486956852892 -3.8007069768379593 -3.0234089252451914 1.8446345588687425 3.397642888524907 -2.863180828923433 0.08910797512456226 -0.725529807497618 -0.948297750718411 6.102760875294273 0.7686069259570865 2.42119953718028 -2.615522957676128 -0.42449896543387045 -1.127171232017377 -0.417370677837744 -1.50496979238508 11.592307940552221 -1.1105074935546473 -1.2146537021725343 1.0485453297056986 -6.18443705313343 6.090026890752199 -7.178553405745965 -4.318033493477317 -1.5587149520137993 -2.018881099408959 0.5475941253575477 -9.506525478462626 0.0 0.25123327607067997 -0.39168690164045167 3.2263354702911324 -1.384206876855458 0.3177751908145212 0.0 1.5078562838504892 -0.9249937431971016 -1.0223472055629461 -0.9529322413708436 0.0 0.6625340637896493 -5.966149478028174 1.705605855567185 2.629376394908344 0.5299293560055582 0.0799237969952344 1.021657171840647 -0.954528840074271 -1.8715263428843651 1.2571019397025522 8.912476984633189 -3.56909800147874 0.7241262967940385 -1.374109247286907 0.50625843748933 ALDOC 0.0 0.0 0.0 0.0 0.0 -0.37315178637826796 0.0 0.0 0.0 0.0 0.0 0.0 0.3221950461617178 0.0 0.0 0.0 0.4335976562373957 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0055665603103625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5855151035141771 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2153186585705644 0.0 0.0 0.0 0.0 ALG13 0.0 0.0 0.0 -0.1864546567228503 0.14877933512684058 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3003753790511762 0.0 0.0 0.0 0.0 2.168224872599134 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5502616374972594 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7699989418909619 0.0 0.0 0.0 0.0 -0.2628099309246778 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ALG8 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2507460471453154 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ALKBH5 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.323657705869965 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8681573895795599 0.0 0.0 0.5339506681810343 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0407192236490528 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ALKBH7 -0.22670794453357646 -0.3143434828001501 0.0 -0.2004784458280956 0.7953780086037011 0.6025876923137025 0.0 -0.27995572693063897 0.0 0.0 0.0 0.0 0.0 0.0 -1.144762103013406 -0.358643032868564 0.0 0.0 -1.0011522108371758 0.5048456768552617 0.0 1.794123534443506 0.0 0.0 0.0 0.0 0.4895153306805755 0.0 0.010856729706865213 0.0 0.0 0.0 0.0 -0.8939075618939641 0.39856671575414443 1.0874561155811966 0.0 1.4280591766780066 0.0 0.0 0.0 0.0 0.6661483661104074 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6634748907147165 0.0 0.0 0.0 0.0 0.0 1.8270808198122597 0.0 -0.9578053484679466 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.3457817810004227 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.009177043575278 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AMICA1 0.0 -0.23631886783540823 0.0 0.801499164268144 -0.2702158679375981 0.0 2.252213700578118 0.0 0.0 0.0 0.0 -0.3997668486069412 0.0 -0.2807235879829497 0.0 0.0 1.4534293970056071 0.7568001626648534 0.0 0.4813382783969459 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.32901687281956593 -0.7055422687119244 -0.7060234792552499 0.0 0.0 0.0 -0.36472065420652083 0.0 0.0 0.0 0.7956795168605237 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.320113488257215 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8909950250377232 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANAPC11 -0.6224942001123613 5.223036563414375 0.17977467950673795 0.0 1.1708076288043407 0.1699027912045127 0.0 -0.2065868918537826 0.5431978123617849 0.9142292506530576 0.8908181975994344 0.0 0.9291258701269174 0.07274324308098604 1.4599978893128982 0.4653104642958906 0.0 -0.5224411298881845 -0.3718333923250935 -0.05773391692903391 0.0 -1.3532780796521242 0.0 0.0 0.6085068977628422 -0.1309131870957361 0.0 -1.0552814592854283 -0.5849520055845503 -0.5441655750065221 0.0 0.5917239284027995 0.513310700104727 0.0 0.0 0.0 0.0 0.0 0.0 -0.8107936226318774 -0.5811493199327509 0.941892276308112 0.0 -0.7211653137461355 0.0 0.0 0.0 -0.2596610362196352 0.8034847121130884 0.030514367565747418 0.0 0.0 0.2027267558949614 -0.9382985888907166 0.0 0.0 -0.8857125795379766 -1.542665359204656 0.0 0.0 0.0 0.9767888215466822 -0.3345725067248276 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.26972492298100553 0.0 0.0 0.0 2.4115894801468154 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2340599793656768 0.8412124265683287 -0.5162256286370106 ANAPC13 0.0 0.0 -0.19918419068995646 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.24306036251184818 0.0 0.0 0.0 0.0 -0.3548270257450607 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2087505913570162 0.0 0.0 0.0 0.0 ANAPC16 -1.0747385828729326 -1.8825051481057875 -0.08623270568026446 0.6349182995478455 0.17889031332461458 1.0999024153492585 -1.3753165029991203 1.741268146575025 1.7158049413559187 0.3551311750455869 -0.13127374809379974 -0.007766216570793199 -0.645052907957383 0.0 -3.225691371669219 2.2159588817083797 -1.9313190353225835 -1.0535193994056447 2.7933681518643403 -0.3964736247464722 1.1334726772453445 -1.3990184502432124 -1.4977842436900997 0.0 0.7659671993251914 -0.5826331992312527 0.4640600186597825 0.0 1.3982722677156203 -0.7227277407298498 4.833303925943496 0.8685073565555687 -1.6327883096220428 1.4146935814163553 -0.56668719452615 -1.0674101624972916 0.7537076686183097 0.0 1.349889246894017 -3.1072618911562397 2.3876104026635034 3.7247028413170598 0.8279941097821162 -1.7920315255021715 1.3151072091668008 0.0 0.0 0.18618095963136658 0.0 0.0 2.882600745877915 0.6572427613867085 0.0 2.490049280926668 0.0 -0.9857333471644788 0.0 -5.245672117459358 1.1562845058878122 -3.210014624452493 0.23513280167605888 -3.069691294544168 0.016583917492136575 0.0 0.0 1.2499899060094304 0.0 -0.9116367747278653 -2.4320531399054106 0.0 1.130524664344691 -0.3774988645620514 -0.6316397615031073 0.0 -1.1366522424202796 -0.12810268490295976 0.0 -1.2331328124317589 2.6597495341841015 0.0 0.0 1.328757667778841 -0.4798619642350145 0.0 0.0 0.0 ANAPC5 -0.24691881846024727 0.0 -0.37986319344387515 0.0 0.0 0.0 0.31402394249344134 0.0 0.0 -0.3094196800286086 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5638027518305081 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.1833340362674536 0.0 0.0 0.6179618686353581 0.0 -0.4042893019947025 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6562523770717789 0.7833272319983379 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.62984524367975 0.0 0.0 0.0 1.3452696378746747 0.0 0.0 0.0 0.0 0.0 1.8322013794100436 0.0 0.0 0.403537415090146 0.2404181339136893 0.0 0.0 0.41848584631735886 0.0 -1.595555738779816 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANK3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANKRD22 -0.011293047578099102 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3165154971033325 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6117158422755476 0.0 0.0 0.0 0.0 0.3597224140101247 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3262038083468011 0.0 0.0 0.0 0.0 0.0 -0.929101831342678 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9069442363538993 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANKRD36B -0.3269193013376522 0.0 0.19288131743937978 0.0 0.0 -0.2938208534139732 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.42868712739462095 -0.34780700730054537 0.0 0.0 0.0 0.9403374913443888 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8282044050794954 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4651532729729557 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.8381735088055515 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0420620254096273 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANKRD36C 0.08093263833649798 0.0 0.0 0.0 0.007901583872670074 -0.19950291241332715 0.0 -0.28262222980791196 -0.38453681391204175 0.0 0.0 0.0 0.31355380994496374 0.0 0.2856013395005287 0.0 0.0 0.4754029468771835 0.0 -0.3478154722923909 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9148218676548863 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7451938868387443 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0432223147572173 0.0 0.0 -1.3038309092317903 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANKRD40 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.071216679888139 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANLN 0.0 1.9383868324765139 0.0 0.0 0.0 2.408308857879119 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANP32E -0.20423613406576208 8.361695419104588 0.01688548861020827 -1.3448321289189062 0.2987871319374639 10.470276747111663 -0.5299405797250124 -0.28180209495312936 0.38549606874924836 -0.8387560526424804 -0.2746562064548319 0.0 0.30971141280147346 0.0 -1.0129564101507467 -0.17218871911024392 0.8043618947359674 -0.23731750585490102 0.0 0.0 0.0 -1.286834409814311 -1.5759689491275697 0.0 0.36937498815999076 0.4232175380234293 0.0 0.0 2.063937245069009 0.0 -0.5012281248687086 0.0 -0.6400116890832909 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5057851050965687 0.0 0.0 0.0 0.0 0.0 0.6593258625795018 0.0 0.0 0.0 0.0 -1.6940319685952403 0.0 0.0 0.0 0.0 -1.276328725505915 0.0 0.8000137166035001 0.0 0.0 0.0 0.0 0.0 -0.9602090354636107 7.092473850914068 0.0 0.0 1.980418206587069 0.0 0.0 0.0 0.20390177656154845 0.0 0.0 0.0 0.0 0.0 0.7060931158988635 0.0 0.0 0.0 0.0 0.0 0.0 -0.5628519081490578 ANTXR2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2758438081202946 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5581373077951503 -0.39714650423603176 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4824278689480258 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8851355009141446 0.0 0.0 0.0 0.0 -0.8266867409204582 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANXA1 3.6878000262979853 -1.9417790693742512 3.637809185623074 -10.370623584325218 -3.880983118410141 0.6463583208541737 7.632654656559981 -20.341836714955644 -4.7746843210054895 -7.0201694610748016 -1.7552795438891604 4.456669391541237 -4.174411994250112 16.089719545713493 -0.46238877577606746 -1.0637493788963088 -5.720154014070645 2.5606693630127073 -8.156047519975951 -2.1220527303570553 -3.5280608313882076 -7.152677850923313 0.37832927780205783 0.08031740408384348 0.04994216736843541 2.8062622834660824 7.187192126540005 -4.705027813444918 2.7596963382198467 7.746955294641984 -1.0762085118864375 -0.267782880754697 7.050467351838222 -0.5883525803396752 -0.503294776932402 42.0785873486133 -0.8619108832584335 -3.5951385622870338 -7.6356113851683265 -6.49978831594458 -0.5353727984526857 -2.49627383570994 -0.9957729593795626 -4.940322904105015 -1.5427648776715401 0.7683436457168727 -2.526828652356003 2.9264186184504757 0.8173299974260944 -1.1745806182830107 7.016025042603175 -7.782049945735636 2.7330829007769863 -9.086515548357623 -1.0618920777587937 -4.652751776859557 3.7163679785885093 1.0724693954091336 -24.04022531982116 -0.866068008999973 -2.2174341454990727 -4.385751187194489 -1.9402956217403637 1.0668414286469854 -5.917928652766316 -0.9709977948057041 1.4329911203749017 -1.0898375966138953 2.4463028070102757 -0.5159257893860371 13.565834101948587 0.5894352895676488 -4.053381242071157 -5.4134449714065385 3.9012544264501843 3.982973146103892 4.251097571493242 -6.066766746545443 33.52023110662403 9.320040194357682 -6.768691116031716 -4.784892029779171 2.11212249606409 -1.110765925246571 1.1778815686085193 2.5290049572120403 ANXA2R 0.6462739739285779 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6059387420891476 0.0 0.0 0.0 -0.41411045905066174 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.17088104794164574 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2650631598725808 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.7126426290955052 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANXA4 0.17634365459758738 0.0 0.0 -0.1947721717429748 -0.18014799812661875 0.0 0.0 0.0 0.0 0.32804361089923934 -0.9682320763552623 0.0 0.0 1.1111055749612184 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6288571817115663 0.0 0.0 0.0 0.0 0.0 0.0 0.709921602486498 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6649439250167336 0.0 -0.8474914602633111 0.0 0.0 -0.8777748465694857 0.0 0.0 0.0 0.0 -2.340069027499336 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AOAH -0.5239939704350356 -0.12005959162283952 0.0 -0.6225153241068121 -0.32614022159530415 0.0 0.6005156993305495 0.0 2.9488321569716898 -0.78950493034257 -0.8192051806266597 0.8700005613616583 0.8771770098909635 -0.35811052994355125 0.0 0.0 -0.09998826127098541 0.9534421903990383 -0.4899240815900853 0.0 0.0 0.0 0.0 -0.6312231562890609 0.0 0.19238307076735758 -0.8109217858400753 0.0 0.0 -1.2404681477259252 0.0 -0.5116124105812991 -0.8678995533557282 0.0 0.0 -1.152450214340507 0.0 0.0 0.0 0.0 -6.390437232025814 0.0 0.0 2.6190800514186927 -0.3376286158468183 0.0 0.7866890587731569 0.0 0.0 -0.18802936553199143 0.0 0.0 0.7520647880222991 0.8734250520059096 0.0 0.005565952393951967 5.399083174664528 0.0 4.417054152353957 0.0 -0.2320649075367305 0.0 0.0 0.45369609361303415 0.0 0.0 0.0 0.0 0.0 0.5336175602308354 0.0 0.0 0.0 0.0 0.0 -0.975243825705262 0.0 0.0 0.0 -0.6085391533929986 1.6658737652145408 0.0 -0.33158322563232023 0.0 0.0 0.0 AP1G2 -0.24185139928606353 0.0 0.02455852418688718 -0.07828409045762019 0.0 0.0 0.0 -0.27561439475754324 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.28909658633673696 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5193033294984913 0.0 0.0 -0.650002865569625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.259919890015172 0.0 0.0 0.0 0.0 0.0 0.0 -0.327740706520806 0.0 0.0 0.0 0.0 1.71509088390398 0.0 -3.1255229632508605 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AP2B1 0.09829431983495815 0.0 -0.1848925643990391 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31699269536220115 0.0 0.0 -0.47957657339023224 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1758973488652835 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9764263139920707 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9790727277302747 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AP3M2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3299031244942613 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.893605459591337 0.0 0.0 0.0 0.0 0.0 0.0 0.0 APBA2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.44646161152493774 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9932083834283987 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.1373112932067879 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6530125650194496 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -5.8729705080908055 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.523772218349849 0.0 0.0 0.0 0.0 0.0 0.0 0.0 APEH 0.0 0.0 0.0 0.0 0.30432087829400317 0.0 0.2475783956023582 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35121166511746527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 APH1A 0.11826888336230827 0.0 0.0 0.0 0.0 0.033641612453903576 0.2684803573995886 0.0 0.0 0.0 0.7476333716611359 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4186037093438652 0.4049599380688328 -0.47554685292417886 0.0 0.0 0.4333883128275155 0.0 0.0 -0.44414144946737283 0.0 0.0 0.0 0.548777077844167 0.0 -0.5883431144567892 0.0 0.0 0.0 0.7103727423974971 0.0 0.8912481742589358 -0.5448383379485552 0.0 0.0 0.9671008555752137 0.0 0.0 0.0 0.0 -0.7947466297560483 0.0 0.0 0.0 0.0 0.9456413695001427 0.0 2.3988160573387933 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.763826143924038 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0377560079836552 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2622086287465912 0.0 0.0 0.0 0.0 APOBEC3C 0.08791228753826905 -0.11106829028692258 0.3002433755700399 -0.6177645179915827 0.6574750395780059 -0.24123980650243718 0.0 0.31884580986866046 -0.542312020054391 0.0 0.0 -0.04516482271120689 0.8910153897969355 0.0 -0.3843096430113578 0.4791496909084353 -0.4304204239327541 -0.5868057443919774 0.0 0.0 0.9882744531263877 0.44279450711480073 0.0 -0.5086118916060621 0.4251762280286966 -0.4649711984153447 0.23744543692767608 0.0 16.217417415294985 -0.4862581698629544 0.758160695973226 0.0 0.6456358960369598 -0.7075103538013544 1.7031543674280292 2.5668877912278885 -0.16208245030119442 0.0 0.0 0.0 3.512394048205006 0.0 0.0 0.0 0.0 -1.8422068630017865 0.0 0.7450093262458183 1.8208702787965112 0.26170644559749384 3.5294615289423743 -2.635015561330565 0.19434734430073766 0.0 -0.07444908696973156 0.0 -6.951698593229377 1.085232635693032 0.0 0.0 0.01948241910157078 -1.3681871878342458 -1.136070733185121 -0.38893734647463063 0.0 2.801680608856403 0.0 0.0 -5.983523201069193 0.2847592671118962 1.5588119937110805 0.0 0.0 1.4625493742344857 0.0 -1.1545249545123693 0.19652841851921793 0.0 0.838201987462394 0.3005299709873401 0.759737010576017 0.0 0.0 -0.27417023196090606 -0.39974619218952256 -1.0381511510462764 APOBEC3D 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3368353882096648 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.310154659788542 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 APOBEC3G 1.6159489619164824 -0.9126137439498743 0.9097671190911861 -0.4979749029860139 1.5084068303547369 -0.9694487181043728 -0.960868990705065 -0.5016579813299769 2.487839412985995 0.0 0.20132002844522467 1.0663336117017723 6.428159545987852 -0.4023173301710085 -1.113706286694907 -0.5039498616918782 0.019595438259023736 0.0 0.5456120918172979 0.0 2.696249221607066 0.9420069849242249 -0.7804195162059876 -0.3944176398575926 -0.3209526782947891 0.1952814544889562 0.012413135316729903 0.0 -0.2907768843547492 0.5834603921366056 0.36588426552154496 0.0 2.0428594480156814 0.14993594867946225 0.4079636230428558 3.058454753510811 -0.3155068986736089 -0.6082067575170885 0.0 -1.050773985246157 5.962740193368093 0.0 0.0 0.9895145310559091 0.10443977770260315 0.0 1.877868343715883 1.1175580759575607 6.377787354538284 0.0 0.2498367795951236 0.7595292287989059 0.0 -0.949352282715946 -0.4808504910343601 -1.9623466665722462 -11.528500492807048 0.0 -0.9263583926291691 0.0 -0.6756827523287542 3.0279143619782083 -2.0776831494337626 0.0 -0.9226176288090602 9.411975880410688 0.0 -1.7237855339767894 -4.971797702572864 0.40909681483222676 1.4914275918488453 -0.2568798952034702 0.0 1.1428099109588752 0.0 0.9983830759101023 0.0 0.0 0.0 -1.6898854805760664 0.0 0.0 1.1549857157475225 0.0 0.0 0.49006955117394846 APOBEC3H 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.41525966343638987 0.0 0.0 0.0 0.0 0.43950184077683985 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7481462910003964 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8490396800419967 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 APOBR 0.0 0.0 0.0 0.0 0.0 0.0 0.585631556590566 0.0 0.0 0.0 0.0 0.30787461696277496 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4235375103743266 0.0 0.0 0.0 0.0 0.0 0.0 0.37353392087387977 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4921228477890274 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6986891045110247 0.0 0.0 0.0 1.0279968220492175 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 APOL1 0.43842584153452097 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3536818207254693 0.0 0.0 0.506344537435351 1.0134928402505543 0.0 0.47166570755690485 0.0 -0.5513670579889823 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.598717329272304 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 APOL2 1.1268916260224473 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.687452458482948 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.873742449060854 0.0 0.0 0.0 0.3086184030181676 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9892940296064137 0.0 0.0 0.0 0.0 APOL3 0.4566852169583475 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.9768533963994066 0.0 0.0 -0.5405528052771099 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.685608514632255 0.0 0.0 -0.803601536015252 -0.683565330418491 0.0 0.7649768615908801 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4390396694328438 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0037977927805721 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 APOOL 0.0 -0.22015722390991968 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.33571317521364935 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4101163823172035 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 APP -0.29298680672967387 -0.17885342728101608 0.25784972303064724 13.685203410306547 -1.8087995738512277 0.0 0.0 0.0 0.0 0.0 -0.3250703262851444 0.0 -0.07674323544460432 -1.2123224357880296 0.0 -0.4989815853218229 0.0 0.0 -0.31302002229048964 -0.5630544566598058 0.0 0.0 1.4100444046057963 5.894506806453947 0.4319315659290175 0.0 0.0 -0.7085088849171984 -0.3554960279747461 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 8.526253392075546 0.8085308092935635 0.0 -0.667095795862787 0.0 0.0 0.0 0.0 0.0 0.0 -2.172907894593013 0.0 0.0 0.0 0.0 0.0 0.0 -1.2096903497667286 0.0 -0.47093293454076424 -0.9507346071123438 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.564932547317792 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8594468962482033 0.0 0.0 -0.9755194623677992 0.0 0.0 0.0 0.0 0.0 0.0 0.8037520921183203 APRT -0.9745742263098801 -3.451257490070126 -0.4158236660863507 0.573771482104556 -0.2665310900259832 -3.2566653090940294 -0.24985129757252703 -0.5531511294350047 -0.5462762462960272 -2.34894073803852 1.2106047060922955 -0.3005703900961558 -0.45629183193249684 -1.400115312469191 -2.7252598517896804 -1.3504868819288744 -0.9077336847839257 0.25408941114758266 -0.9259285068387142 0.8410104355877613 0.9612450863680421 -1.2644209819144776 0.0 -0.9976726692715071 -1.0492999234943945 -2.0180535990986948 -0.9785139911579114 -2.5167563003732676 -0.6931654508757471 0.49110364311771804 1.2579962730520828 -2.2689846030749967 1.2837244886660732 12.621916517201882 -0.07759050527915395 -2.5405026461684987 0.0 1.027225966539742 -0.9323681872711852 -0.522920107775277 -0.973154381349208 0.0 -0.6002567892808625 -1.1024191725149757 0.0 0.7747726417556039 0.5451914502995842 0.32845249214858957 1.0351972856152203 0.0 1.9764335845419951 -1.1600060565312986 0.0 -0.8174743800909684 0.0 0.0 -0.04200012378627305 0.9538619571799197 4.733730889671544 -0.7660141071200672 1.090923947675121 -2.6229008252265618 0.0 -0.258787933814659 0.0 0.8911667870434773 0.49834987933274416 1.1259487234981607 -6.444569608966238 -0.27198873300263926 0.0 0.0 0.0 0.0 1.4310321359394496 -0.7647998898875293 0.0 -0.8630065865654031 2.467355814505368 -0.5622351875118543 0.473034162953608 -1.1285206771896226 1.3833864941266076 0.0 1.2873346451658754 -0.4632188410175752 ARAP1 0.0 0.0 0.0 -0.15664320431745116 0.0 0.0 -0.22011777693667736 0.0 0.0 1.0197670932110219 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.46297752811273873 0.0 0.41061993930905677 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARAP2 0.0 0.0 0.0 0.0 0.0 -0.22656603825585672 0.0 -0.7338987540593525 0.3000163857103672 0.8106019906396796 0.0 -0.29932035940284724 1.8054743309357952 -0.29084097336649584 0.0 -0.3499934571357765 0.5532814725081306 0.0 0.0 0.0 0.6579389560774576 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5325109865358595 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7829428733504022 0.0 0.0 1.6305380893985786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5045864569360021 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARCN1 0.0 -0.4728325413942557 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2735675871691509 -0.3941093009678285 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4751565476036474 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7240899607186237 0.0 0.0 0.0 0.5949328744657385 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9566153794427518 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARF4 -0.24284695117886185 -1.7164701365421304 -0.026728460396651017 -0.17756716692072125 3.5548519275087975 0.4197428563358299 -0.02969783372286461 0.0 0.0 0.0 -1.2128325671521394 0.0 0.0 0.0 -0.6934714374980316 0.0 0.0 0.0 -0.13915590377542614 0.0 -0.45472566355833516 0.0 2.9324867463413495 -0.8420050203802018 -0.4910173065063179 0.0 -0.523136077312953 -0.6167666051536147 0.6458473486612776 0.0 0.14664105723422258 5.844627002478144 0.0 -0.5692082242236879 0.0 0.5241134980442387 0.0 -1.2255657030876042 0.0 0.5878175435479984 -0.7643027190792488 -0.7148509726199103 -0.9646420815309665 0.0 -0.8717840245157777 -0.8948012000729061 0.0 0.0 -0.9507226589879901 -0.8323486872387235 0.0 0.0 -0.28864323017251753 -1.0014855807633951 -0.38357027976404834 0.9738130301680633 0.8165083494078803 0.0 0.0 -0.6638938739025548 0.0 0.0 0.31342535869556803 0.2781015229177975 7.6663145611213634 0.0 -0.6713262245058109 1.4619233836582404 0.0 0.6120066553783896 -1.4398699812126465 0.0 -0.31069333730908977 1.0208651536409554 0.0 0.751761528998914 0.6227721774239209 -1.5766041791399625 0.0 0.0 0.0 0.0 0.0 0.3427979265903742 0.0 0.0 ARFGAP2 0.0 0.0 0.0 0.0 0.24992917370474385 -0.22878875739235663 0.0 0.0 -0.2727080042393431 0.0 0.0 0.0 0.0 0.08327054463294016 0.0 0.0 -0.3980617536046734 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0415082330945762 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARFGAP3 0.0 0.0 0.16947980405603316 0.2817586295731538 0.23969929391369937 0.0 -0.3042425653972716 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3621631667598889 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2570222880467778 0.0 0.0 0.0 0.0 0.0 0.0 0.8607318993473615 0.0 0.0 0.0 0.7846999956276723 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARHGAP11A 0.0 0.9777899941029589 0.0 0.0 0.0 4.166405899912441 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARHGAP15 -0.18452282486036348 -0.14224649244664753 0.0 0.0 -0.3147884139892911 2.8478293011359153 0.0 -0.7336805977884786 -0.21495257768161513 -0.25228347235545523 -0.5993733013710982 -1.2264677642003063 -1.2514612870754886 0.0 -1.7786534476905937 -1.0451369326353912 -0.6353809846005795 -0.5754839323020982 0.0 0.6755478614336585 -0.38968216093983854 0.921960711907527 0.11086517842047029 -0.9809610212937981 0.3825243212987066 -0.08929220676445875 0.0 3.5596815391134484 0.0 0.0 -0.338640444371709 0.0 -1.2369969881049445 -1.2698211466814473 0.0 -1.5900100474743997 0.0 0.0 0.0 0.0 0.686093562870789 -1.7731661661499702 -0.6447083354474263 4.685325209426117 0.0 -0.5069330820971218 0.0 0.0 0.0 0.0 3.424388879175744 0.0 0.0 0.0 0.27631363204502657 0.0 -2.0884641164010866 0.0 0.0 0.9005373252427714 -0.24487125698301548 -2.2345173245684387 0.46863968964554337 0.0 1.3282180122788187 -1.0504874607926065 0.0 0.0 -3.092022327627398 -1.0226107127502289 4.6192955002856335 0.0 0.0 1.924587821351318 0.0 0.0 0.0 0.0 2.823412536307508 0.0 -0.39713917039283564 0.0 0.0 0.0 0.0 0.0 ARHGAP1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.32397823433885903 0.0 0.3171373990424353 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5809245764907365 -0.33536981014352274 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9453195362081432 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARHGAP24 -0.35895170774816487 -0.5469642619381178 -0.2658842531895309 -0.0348875018429851 0.0 0.0 -0.8213122778188378 0.0 -0.2710351766342363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5813337725690212 6.695757233884479 -0.32222593417655665 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6165991058557929 0.43878509910806807 0.22812721947079603 0.0 0.5844008025988348 0.0 0.0 0.0 0.0 0.0 0.0 -1.1332511901527318 0.0 0.0 0.0 0.0 0.0 0.0 0.8697328914342621 0.0 0.0 -0.2121083384845436 -3.48156466894021 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.24382525104482491 -0.938064258501636 0.0 -0.4245431404010053 0.0 0.0 0.0 0.0 -1.0257728609059076 0.4307607586828537 0.0 0.0 0.0 0.0 1.4954334687145727 0.0 0.0 0.0 -0.12684881998016523 0.0 0.0 0.0 -0.3987838173235312 0.0 0.0 0.3484799017654733 ARHGAP27 0.0 0.0 0.0 1.4079123251766688 0.0 0.0 0.0 0.0 0.0 0.677225918394218 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.42459667374451343 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.23265963045284851 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARHGAP9 -0.9963528492994854 -0.17272029856917556 -0.7889226478813888 0.48757159982961923 0.0 0.04758006537254876 0.29317179482380545 0.8141824254156149 3.9768365079539065 0.0 -0.33718416507376703 -1.2410397579170525 0.43351174447141627 -0.3263639898886704 0.0 -0.17387711251440485 -0.8518982284461857 0.0 0.0 0.6296248491001533 -0.9158521727419948 1.0064663688851458 -0.37347294530180913 0.0 0.0 0.06810053824184616 0.0 0.0 0.0 0.9168480006528665 0.0 -0.9705269207039399 -1.929733944311954 -1.1906029205739337 1.1188837365227857 5.767262007099244 0.0 0.0 0.0 0.0 0.4696776385350745 0.0 -1.0508633848246212 0.0 0.0 0.0 -0.8235757333785942 0.0 0.9881286236960332 0.0 0.8053670455251803 0.0 0.0 0.0 0.0 0.0 3.723167655407994 0.0 0.0 0.0 -0.3475618963085037 1.1184345007286718 0.6823832629158845 0.0 -0.8284556718509689 -1.0120250396008807 0.0 0.0 1.8898137807773672 -0.3470944302756415 0.0 0.0 0.0 0.0 -0.9601988720259123 1.0473861325162213 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5273866110019592 ARHGEF12 0.0 0.0 -0.2437708955909216 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5683390932021035 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7687590499867004 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARHGEF1 -0.9187627413679824 -0.08179856000389664 0.9649797761571551 -0.27142795543323606 0.0 -0.3272724168551845 -0.29368889980337776 -0.2468020286701162 0.0 0.4722238578611747 1.999289707853497 -0.3751379580324171 -0.4554502093268742 0.0 -0.2998829579072611 -1.0993197395889436 -1.500109421627577 0.0 0.0 0.08600441487311272 1.0392398805792715 1.1906172853566186 0.0 0.4676194403075338 0.0 -0.0339607102041383 -0.6052709982226367 0.0 0.0 0.0 -0.845766458411877 0.0 0.5363709232792357 0.0 -0.36601538672754164 -1.4694368057042813 0.0 0.0 0.0 0.0 0.7861721398901212 0.0 0.0 -0.8283667485683978 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4183926093442274 0.0 0.0 -0.9287913727637801 1.1386204408925564 0.0 0.7486697236515321 0.0 0.0 0.42501954146554716 0.0 0.0 0.0 0.0 -1.773034029552516 1.951438831948843 0.0 -1.163511250067089 0.0 0.0 0.0 1.5761076157404985 0.0 0.0 0.0 -1.0566144291511779 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARHGEF40 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2790597598184515 0.0 0.0 0.0 0.41126713338547677 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5772184174498318 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.9917854159502392 0.9764873597156 -0.8176374793461854 0.0 0.0 0.3820131352284192 0.0 0.0 1.7381397701669972 0.0 1.6438378846446615 0.0 0.0 0.0 0.9791243858494629 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARL6IP6 0.15234327931550423 1.9144856380749664 0.0 0.0 0.0 -2.92182431811131 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.1359562853033305 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5656979817971768 0.0 0.49083560645006025 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9214840541860335 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARNTL 0.0 0.0 -0.21990838598826762 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38860302426553556 0.0 0.9313272024451419 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6222563045990156 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ASCL2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.30216933745757674 0.0 0.0 0.4887764906058641 -0.29207076734006776 0.0 0.0 0.0 0.09622936323394463 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3826966673243437 0.0 1.8626125061039431 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.03536028721054 0.0 0.0 -0.8487710160754995 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ASF1A 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3766087204369508 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ASNA1 -0.12267527865205212 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34310923141001576 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5109670701049124 0.0 -0.4713187011025106 0.0 0.0 0.0 0.0 0.0 1.651353172195821 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.25527858523204405 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ASRGL1 0.0 0.0 0.0 0.0 0.0 0.24002787912742643 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9943070853698812 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5029554250088906 0.0 0.0 0.0 0.0 0.0 0.0 -0.5495910804705207 0.0 0.0 -1.2142068760491147 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ASS1 0.0 -0.13545721544980735 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3033170682146275 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34594419779194774 1.315725828947407 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6601950645651742 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6233193173160717 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4964001171144522 0.0 0.0 ASTN2 0.0 -0.09313251600238424 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.19850048579328866 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.16762590493389834 0.0 -0.17529880365997774 -0.36222540425140637 0.0 0.0 0.0 0.0 0.0 -0.5657424563690153 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.633241219680338 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6331637368777941 0.0 0.4094887901527815 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.660379587224124 0.0 0.0 0.0 0.0 0.0 0.0 0.6155446616496896 0.0 0.0 0.0 0.0 0.0 0.5903261739052412 0.0 0.0 0.5617532032970975 ATAD2 0.0 6.0433807017629935 0.0 0.0 0.0 -1.9710941575025895 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 10.11419829105794 0.0 0.0 0.0 0.0 0.0 0.0 -0.5084766412421384 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4930491651169821 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.445147779424909 0.0 0.0 0.8912692148880417 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATAD5 0.0 2.2975344830936297 0.0 0.0 0.0 -0.21239467710514 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.624540572935223 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATF4 0.341088261895088 -0.5647605276997241 -0.050802316105750256 -0.9156585953493745 5.098135768833624 1.0429190489935418 -0.27221060295588395 -0.24491572560993102 0.22120061119327292 -0.6429328884665033 1.2223470817373934 -0.306880737557246 0.17067314012356227 0.12720154096819267 -0.3687289206598514 -1.2655806891438266 0.0 1.8050554731110042 0.6343387238951295 -1.4671698009987366 0.0 2.048039492588248 -0.3501756727991444 -0.10823457103988318 -0.4601789158690819 -0.5004492897681815 -0.4748889267691621 0.27912498962087245 -1.1368301776828913 -0.19239973060408636 -0.4469236289184961 3.2142570906008388 -3.435453583763516 0.0 0.0 -0.4931941143186841 1.094818822962942 0.7358121202187752 -0.7939737980647947 1.7402325080561343 1.526852088386412 -0.2606065137805279 -1.1366981448839342 -1.2184535934518899 -0.6759229947819451 1.8070876319267388 0.0 0.3895762445732693 -2.5822183345239393 -0.2536893638714291 -1.1604793277760401 4.763314940395367 -0.5234072004655791 0.0 0.26567358859721435 1.2533204357663452 0.0 3.8391528020603576 0.9854492599925097 -0.2827407839557683 0.2437406446000877 0.9082345540171158 0.0 1.017839099573581 12.957492154163313 0.0 0.0 0.0 -1.8076847995558971 0.0 -1.058164003334463 0.0 1.3138744357584353 0.0 0.0 0.8999475731117224 0.0 -0.4138968989670063 0.0 1.8875901561654203 0.0 8.490137738353068 0.0 -0.7516841517211044 0.3719719700919689 0.0 ATF6B 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.22763279005910622 0.4314055297560113 -0.32210107541093286 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9276413890433425 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.025119957385433014 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7013504820139072 0.0 0.0 0.0 0.0 0.0 0.0 0.26212514266917775 0.0 0.0 0.0 ATF7IP2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2802229867562617 0.0 0.0 0.0 -0.33907334989998245 0.0 3.5802807435896886 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2395793307289706 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.3048919130928334 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATG2A 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3058649978949711 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4411355722099223 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5443352880185162 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATIC 0.272407620859213 -0.1425131751758311 0.0 0.0 0.0 -1.24781977419717 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6662596171043791 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4102824713346323 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.3071612641398547 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2183389656072707 0.0 0.0 -1.244340510293191 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATOX1 0.43507580923876576 0.0006178094318884941 0.0379119794084125 -0.22093750188070807 0.45680400714830727 -0.2849395561700084 -1.5341795742858453 1.07298782684552 1.2375442946962372 -2.732551513601081 0.1977200567806673 0.0 -0.34388813250204386 -0.31097436436791187 0.7643356182531647 0.0 0.0 -0.9419359108668361 -0.4370620858770994 4.490366933085991 0.0 -0.9139131071532502 0.0 0.0 0.4354846819083793 0.0 0.9336261878747983 0.0 -0.4235063710643019 0.44695050553086996 0.7242638159220348 0.0 -0.9002155461833636 1.6967212342165 0.0 0.0 -2.635054297296826 4.807898833661468 -0.6972377794912894 -0.5402407303709769 -1.3674776937960818 -0.6805360721165993 -0.8465203753572579 0.0 0.0 0.7436596682117235 0.0 -0.300467401350211 -0.8472035161397801 0.0 0.0 8.379559807312583 -0.29166809195718585 0.0 0.0 1.2208116829387954 0.0 0.0 3.794458090157759 0.0 0.0 0.0 0.0 -0.2555098572045495 0.0 2.3594704609622883 0.0 0.0 -3.1266591399542465 0.39578013704367065 0.0 -0.35664838128599696 0.0 0.0 0.0 0.0 1.2409697485683964 0.0 -1.02710449174629 0.0 0.0 -1.586112996085387 0.0 0.0 -0.6549487067352122 0.0 ATP2A3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.519436899473379 -0.40046704355893076 0.0 0.0 0.0 0.41572940138254216 0.0 0.0 0.0 0.0 0.0 0.0 -0.39309865932469656 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4150498479341207 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9129715388759406 0.0 0.0 0.714476914046251 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP5C1 -0.007717594893959512 0.36499610953215245 -0.5564517855820037 0.0 0.4935006954939607 -0.5407106121618986 0.7132131698900644 0.0 0.6075072416322268 0.0 0.8829058761166013 0.0 -1.2098846664585567 1.037625024270869 -0.5872440301903207 1.1999102316972776 0.0 0.0 -0.35875167720001183 0.0 0.0 1.8262223762604344 0.0 0.0 0.0 0.0 -0.4274646866863143 0.0 1.00781315703385 -0.38720138400888043 0.0 0.0 -0.5052848807467256 1.4851352184305036 0.5676686435240733 -0.6784009289412484 0.0 0.0 0.0 -1.222466799788555 0.0 -0.7100066514730683 -0.565847714073776 0.0 0.0 0.0 0.0 0.0 -1.2121227017515093 0.0 -1.2342182094024128 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.427623750350668 0.0 0.0 0.0 0.8737345226728455 -2.6930456163768244 0.0 0.0 0.0 -0.9866153080210612 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP5D -1.005496835509431 0.7183720818766041 0.02365724370512596 -1.0389501312692755 1.4534465789014968 -0.9571515977295664 -0.598307742669271 0.0 0.6157046361477845 -1.7471084709401796 -0.7035385991453761 -0.7094192506296475 -0.33370748241301934 0.0 0.9401562363498 -0.7136265698390808 -0.11021378293487791 0.0 -0.37661859599668385 1.180559269194827 0.0 1.4281700431037467 -0.32777831459038637 -0.46022589389935487 -0.19612602117614927 -0.5475763150473193 -0.8088831002667574 0.0 0.11024232693555974 1.128749551093203 -0.4884044872227348 0.0 -0.4677694117283355 1.2267516214110967 -0.7256267502908786 0.0 0.0 -1.3404981714389506 0.0 -1.7207292708706359 -1.1498467944323987 0.0 0.8932759559191198 0.7929257771506595 0.0 0.0 -2.3615008429177 0.0 0.0 0.0 0.0 0.0 0.0 -1.1054166484131405 0.0 0.0 -0.793316306599726 0.5562087262726453 0.7554753035224399 1.8527952362385465 0.0 2.1986240488232967 0.0 0.0 0.0 0.0 0.0 -3.023296499584746 0.0 0.0 0.0 0.0 -1.283049792396489 -2.8700794427755594 2.9427033916242205 -6.175812521262989 0.0 1.0466223591753345 0.0 0.0 0.0 0.0 1.099126392317935 0.0 0.0 0.0 ATP5EP2 -0.27505923421037 -0.14695217819338008 -0.08767466667311605 0.0 0.04239911607173289 0.0 0.3023764822086549 0.0 0.38512614710435633 0.0 0.0 0.4249954349759189 -0.34521933270280936 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0682719779150351 0.0 0.0 -0.5391006022150248 1.133385096068352 -0.42493108126646284 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2476792259201857 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.247330713212413 0.0 0.0 0.0 0.0 ATP5F1 -0.7774869976496677 -0.3366905909104525 0.1554286824739368 -0.20166745285388843 0.25528882541044345 0.822395239391038 0.3873412841065437 -0.33703581196863935 0.0 -0.29935958030114423 -1.1008326666361827 0.34241840513503 0.0 0.058829730157657835 -1.5607094353401048 -0.3747278371669452 0.0 0.0 -0.5425808395504758 0.0 0.0 1.7769493880606373 0.0 0.0 -0.07270234593928793 0.0 0.0 0.47117638058588945 0.0 0.5173455563277095 0.0 -1.3142242848514258 1.3648203117850215 0.0 0.0 0.5872006214399209 0.0 0.0 0.0 0.0 0.0 0.0 0.622325976775234 -1.7625135996302226 0.0 0.0 -1.385448197016368 0.0 0.0 0.0 1.175390428129466 0.0 0.0 0.0 0.0 0.0 0.0 -0.6505522279265458 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.105563038538763 0.0 0.0 -0.5652297518229388 0.0 0.0 0.0 1.0266293420025783 0.0 0.0 0.0 0.0 0.0 0.0 -1.144861502030335 0.0 0.0 0.0 ATP5G3 -0.7927309347421534 0.5156855767785231 0.18822834171740668 -0.20607790281770097 0.8264448457892545 -1.1768980558026219 -0.23424913753704513 0.4040530320686574 -0.3441196658219023 -0.49622026849730144 -0.11021559111258449 0.049861800116946124 0.32810454135212275 -0.3260785243894479 0.42166932126069157 -1.0052749442348685 0.0 1.0161051626678514 -0.3373085515322404 0.5018497506908833 0.5746505395736808 0.7341113123518657 0.0 -1.150034691568043 -0.45287652669877976 0.4159325130039238 -1.109820830152942 -0.07736344282414105 0.5146897869081845 -0.2519296461241564 -0.6366423005764766 -0.5336468021849177 0.5810999860714098 3.3177439661690835 0.11093614553445165 0.0 0.0 1.335575929515351 -3.8272320158047757 -1.4599698523727782 -0.9820710024012419 0.0 0.7388617900653696 0.0 0.0 -0.7453380189477016 0.0 0.0 3.0146935884961077 0.2701613462865327 -1.6160827363279335 0.0 0.44462122357776107 0.0 0.4667494541245117 0.0 -0.823587077125176 -0.44713838602052935 1.1490580068214216 0.8953389171918896 -0.6638420640558613 0.6655258760855594 -0.6020295002549122 0.0 0.0 0.0 0.0 2.6641723780202584 0.0 0.5999582568804109 -0.9942998344679929 0.7169206220366091 0.28736172994937803 -0.9588433284621484 -1.3806154067754224 0.0 0.0 0.0 0.0 0.0 0.0 -1.4575749931873743 0.5794703307694467 0.0 0.0 -0.5382292444233412 ATP5H -0.4164772279711368 0.19457307109856606 0.12552881677409808 -0.2649984500876134 -0.27160976069068005 -0.23642512436986418 -0.06491501409277185 0.0 -0.3102244652301457 -0.42310666108028083 -0.26175539252724017 0.3332281070403467 0.0 0.0 0.0 1.4287436986364703 0.0 0.0 -0.39390559626111127 0.0 0.0 0.0 0.0 0.0 0.0 0.35723958206136913 0.0 0.0 0.729859743797154 0.6611383469445472 0.5828819225111602 0.0 0.0 0.0 0.5591694428549994 -0.6678456286006653 0.0 0.0 0.0 -0.5780728953543327 0.0 0.0 0.0 -0.8302427832377328 0.0 0.0 0.0 0.0 0.0 0.0 1.1280452143212212 0.0 0.0 0.0 0.0 -0.8035404943879504 1.79419537870325 0.0 1.398765624793805 -0.9860243849009751 0.2724530037673336 0.0 0.0 0.0 0.0 0.0 0.0 -0.9785052917654923 0.0 0.0 -1.0620173435806552 0.0 0.0 0.0 0.0 -1.3712044620451838 0.0 0.0 0.0 0.0 0.0 0.0 0.7041289922860552 0.0 0.0 0.0 ATP5I -0.22195361059219948 -0.8605158481937192 -0.9422985274232806 -0.16180088039460486 2.295555986663261 -0.5578598774468901 0.0 -0.959895515256701 1.1165168031955668 -1.5381815744383853 -1.1058984001708727 -0.54401005742528 -1.3210646977954879 0.4052901973039484 -0.6400383512838581 3.124714058558765 -0.857100544315348 0.025829407105572688 0.0 0.0 0.0 0.8182149596970282 0.0 -0.3724708557648309 0.3495511326970315 -0.5643520072697554 -0.574917968487265 0.6471348417948287 1.1744002693712474 0.5485762991652542 -0.9787628235213731 0.4931047493338262 0.5306267137166145 1.570417787900539 1.0604410819565484 0.0 0.0 0.0 -0.9133095647965472 -0.9218820117339919 0.0 -0.6606209894307402 0.0 -2.788467674766342 0.0 0.0 -0.9664734349818606 0.0 -2.80797958925836 0.0 0.0 0.0 0.0 -1.3546716279796762 0.0 0.0 0.0 0.0 -1.0450294102140434 0.0 0.0 -0.8393316675046143 0.0 0.0 0.0 0.0 0.0 -1.8601256282231824 -2.3685463336710098 0.0 0.0 0.0 0.0 1.3429928618083684 4.195915808503921 -1.691770255792862 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP5J2 0.03134294435702547 0.44448800234464336 -0.1394196669305052 0.0 0.43426112359549834 -0.16139609713438058 0.7126639518630005 0.0 0.46153591474726074 0.33760585281987815 -0.8170798902170406 -0.3897373024195474 0.29338158527099156 0.0 -0.3440410674585123 0.5476450071313231 -1.1106929914083654 0.4043676652236162 -0.18945985223888848 0.0 0.0 1.4763582917203637 -0.13280110274734827 0.0 0.4164062239902158 0.0 -0.3620098600472312 0.0 0.3950750015703955 -1.0962077524413352 -0.8808120330391204 -1.624764625860389 -1.7740613509117669 0.5592398476260683 0.9319781762047423 1.0652186158519952 0.0 0.0 0.0 -1.1462119760930407 0.0 0.6814186998199677 0.0 -0.6902387736877714 0.0 0.0 0.5578178988121824 0.0 1.1179558433711791 0.0 1.0278500175371652 -0.8318438721927677 0.0 -1.1442018149111828 0.0 0.0 1.220167593900751 0.0 2.560136745321998 1.1294712188262506 1.0018664348710364 0.0 0.0 0.26326794899084777 0.0 0.0 0.0 0.0 -1.6122745016224544 -0.4119132594284329 1.2955855823560687 0.0 -0.8863430334629958 -1.3690657273399325 0.0 -1.046277487438852 0.0 0.0 0.0 0.0 0.0 0.0 0.4833868152021562 0.0 0.0 0.0 ATP5L2 0.0 0.18060246154125295 0.13418694895089067 0.22082103291782892 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5425288054281057 0.0 0.0 0.0 0.7486275898268129 0.0 0.0 0.0 0.0 0.0 0.6963851359087693 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9865291743015824 0.0 -0.5523396930147367 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.6899028335739588 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP6V0A1 0.15342323397640992 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34824653984242443 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4910217819341455 0.0 0.0 0.0 0.0 0.0 0.0 -0.35914960911144633 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP6V0E2 0.0 0.0 -0.3292373220663253 0.0 0.0 -0.3938623868323581 0.0 0.0 0.0 0.0 0.0 -0.32773041627617017 0.0 0.0 0.47505669059352684 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5030843816101029 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9059717514494655 -4.025693464364048 0.0 0.0 1.1298169529041726 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP6V1D 0.0 0.0 0.21377672868469347 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.42611807010806224 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9412652351237375 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4160660838888947 0.0 0.0 0.0 0.0 0.0 -0.6252531954484067 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP6V1E1 0.0 0.0 0.0 0.0 0.0 0.0 -0.3382918709415352 0.32713376224656043 0.31043756230525954 0.0 0.0 0.0 0.0 0.0 -0.30394304060478583 0.0 0.0 0.0 0.0 -0.4874152866639624 0.0 0.0 0.0 0.0 0.6890067753262487 0.0 0.0 0.0 0.0 0.0 -0.45347578737311117 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7216879321890348 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8168128417928081 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7501071016917428 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.315283326183081 0.0 0.13283261380834746 0.0 -0.43585246635480673 ATP8A1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8673585306616802 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9580304316854867 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.061159917054477 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATPAF2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38131601388846875 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATPIF1 -0.807486500903783 0.5142770483504859 -0.26250062855795003 0.0 -0.08192261646823958 0.7240732126756805 0.0 1.8573305336988999 1.263226563319014 -0.3344568317438135 -0.062307966708916834 0.0 0.983746430899814 0.9762915783244775 -1.1498559866656635 1.370305950468842 -0.9625273498959156 0.0 0.8745901502610265 0.45717971858955664 0.0 2.338030302094195 0.0 0.0 -0.44717922177861813 0.28017845953793113 0.0 -0.48351453900235125 0.0 -0.5246627678901539 0.4540480836582237 -0.8953465126969347 -0.603352707489787 0.0 0.27828378468077236 1.3034908131846465 0.0 -0.6507437939343919 0.0 -1.2561278282632196 0.0 0.0 0.6864411045605573 0.0 0.0 0.0 -0.6133595701917676 0.0 -0.8326551899115262 0.0 -0.8600783883464389 -1.273693696852492 0.0 0.0 0.0 0.0 2.3011098111556345 0.0 0.10180012997728483 0.0 0.0 0.0 0.0 0.2923033644187595 -0.37473630715161416 -1.0174146179367345 0.0 2.393733173690014 -2.2308583436272595 -0.40160377754898 0.0 0.24176145271860353 0.0 1.2252312094377313 0.0 -0.5810265778775369 0.0 -1.6673368322247992 0.0 0.0 0.0 0.0 0.9680934219301178 0.0 0.0 0.0 ATRIP 0.8081603328929082 0.0 0.0 0.0 0.0 -0.29324158697038133 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATXN10 -0.2843815421803015 0.0 0.0 0.0 0.24590334446105 -0.5256877575322748 0.0 0.0 0.0 0.0 -0.006132006931589057 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.28554787457307257 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.114433868514573 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATXN2L 0.017377778791164887 0.0 -0.1903825859821602 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38262983686287527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATXN7L3B 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2944899139007087 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.45813123368326436 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.09607903326777084 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATXN7 0.0 0.0 0.0 0.0 0.0 0.0 -0.24053655885562078 0.0 0.0 0.0 0.0 -0.28953730715292947 0.3051866923070129 -0.306003262130614 0.0 0.0 -0.42356923535948804 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AURKAIP1 -0.39318508656015183 0.27689331849519605 -0.40923415214206355 -0.2614915200553701 1.8139622941237352 0.24216070013653854 -0.23233760807369644 0.0 0.0 -0.3035034483729905 0.010043239691303225 0.3506386955615747 0.1136595290725449 -0.6724365560613983 -0.37152319636565295 0.0 -0.4063971184579254 -0.34775012656182736 0.0 0.0 -0.8415629563229677 0.0 0.0 0.0 0.0 0.0 0.0 0.0626936377756695 0.0 0.0 -0.3954547413658267 0.0 0.0 0.5747205678678282 0.0 0.0 0.0 0.0 0.0 -0.7485402510964767 -0.6552372299282246 0.0 0.0 0.0 0.0 0.0 1.0406123041683653 0.0 -0.8334623626670564 0.0 0.0 0.0 0.0 0.0 0.4425932900462523 0.0 -1.1397080358489375 -0.9987829146463275 1.1368970811902341 -0.7348076299512458 0.0 0.0 0.0 0.0 -1.4479099188603195 0.0 0.0 0.0 0.0 0.0 1.206106092037659 0.0 0.0 0.0 -1.3946493798703605 0.0 0.0 -2.2527784903401398 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AUTS2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2127466209602129 0.0 0.0 0.573220175524857 0.43879672058577723 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8496194045358105 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AZI2 0.7224186509949785 0.0 0.0 0.0 0.0 0.25463392399541535 -0.7574581011450003 0.0 -0.32313959514677365 -0.404117950396912 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4070459623264591 0.0 -0.44020106910127016 0.0 0.0 0.513418452872682 -0.3656005887938021 0.0 0.0 0.48032720743952884 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6774543585272104 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AZIN1 0.0 0.0 1.0981286226408506 0.0 0.2056359448089494 0.0 0.0 0.0 0.0 0.0 -0.4336431698964881 0.0 0.0 0.0 0.0 0.0 0.0 0.07627456595662536 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.42103846073672996 -0.6040349599330189 0.5562721992363595 0.0 0.0 -0.293937879893653 0.0 0.0 0.0 0.0 0.0 0.0 0.8860672321378978 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8303578647399107 0.9161142045295018 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.319093728883053 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 B4GALT5 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3371685807578445 0.0 0.0 1.6175771713470908 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6055921360204104 0.0 0.0 0.0 0.0 0.0 -0.690310135834541 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BABAM1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4599070759520803 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39664406004955804 0.0 0.0 0.0 0.540570127412644 0.0 0.0 -0.6798212611058131 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8567448338927738 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BACE2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.0588176001090264 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2669769239838555 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.0700537616918684 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BACH1 0.0 0.0 -0.3908579725483761 0.0 0.0 0.0 0.0 0.31204174063494133 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3287736371713337 1.0364426464605037 -0.42004243089184745 0.0 0.0 0.0 0.0 0.0 0.42611141018107007 0.5388797387355667 0.0 0.0 0.0 0.0 0.5926212707291457 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9965233038054805 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.002253607161375 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5300845570767072 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9491225157871535 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BACH2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.0466389947542596 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.39854210115087996 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4346734328554926 0.0 0.0 0.0 2.42864024397234 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9464730209080862 0.0 0.0 0.0 0.0 -2.420450272235443 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BAG3 -0.03590812970313615 -0.2924751673970605 9.88340618443294 -1.0377096836391826 0.33531106319967 0.0 -0.3365218276058108 0.49772618214994374 -0.40157780290463474 0.4301852329282633 0.5118859338450358 0.0 -0.4715539787068488 0.0 0.0 0.9704841890442393 0.6572532392148285 0.0 0.0 -0.8349097192612112 0.0 0.0 0.0 0.0 0.035669264230896815 0.0 -0.693538902835719 0.0 0.0 0.0 0.0 0.0 0.0 -0.6596284505581942 -0.45708821357050144 0.0 0.0 -0.8378444467243065 -0.6179565167640156 0.0 0.0 1.770145171297855 0.20926011414960866 0.0 -1.0476063729472809 1.6642375180536744 0.0 0.0 0.9656009611390649 0.0 0.0 0.0 0.0 -1.5937865734231174 0.0 2.8850356885713793 0.0 -0.354602640105119 0.0 0.0 -1.5099907891525817 0.0 -2.5915571087458074 0.0 -2.4559078453486625 0.0 1.2454676714506 2.832838454552944 0.0 0.0 0.0 0.0 0.0 -2.2668529967422573 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38732092161061804 0.0 0.0 0.0 BAK1 0.0987794757570586 0.0 0.0 0.0 -0.20846100161170597 0.27385261452185733 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3595985701550372 -0.27386145477095597 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-1.3083722467354115 0.0 0.0 0.0 0.0 1.173639315650064 -1.2534497950804158 0.0 1.1952754634918896 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BANK1 0.0 0.0 0.0 -1.497447473072399 -0.26114681009796126 0.0 -0.8350560254490145 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.35117046574785415 0.0 0.0 0.0 15.483299924531002 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.26848044706644547 2.0244913598354928 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.23789037236620114 0.0 0.0 0.0 0.0 -1.0388893215423163 0.6249890953456256 0.0 -0.3520735373020159 0.0 0.0 0.0 0.0 0.0 0.0 1.2220695740123375 0.0 0.0 0.0 -0.9607135915910684 0.0 0.0 0.0 0.0 0.0 0.0 1.3337758594986977 0.0 0.0 0.0 0.9246616301354129 0.0 0.0 0.0 0.0 -0.21869732614536272 0.0 0.0 0.0 0.0 0.29016392850167594 0.0 BANP 0.0 0.0 0.0 0.5010899031650006 0.0 0.0 0.32215966453814393 0.0 0.0 0.0 0.0 0.0 0.608005003375375 0.0 0.0 -0.37007695133132784 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BATF 0.042131195220381404 0.14281272395467529 -0.12374826441185578 -0.1516978702960884 -0.7209031475641638 -0.8638416716941159 0.0935607696286811 21.085582614155555 -0.10933624202176573 -0.5053980948121911 -0.6213346772132912 1.2518308424819262 -2.327655170308498 1.8589430063180192 0.24921219851816848 1.2254368178157553 -2.6997658313033535 0.0 -1.2504617244768261 0.0 2.3863288607482676 -0.782141302513039 -0.36974502937658144 0.0 0.0 -0.6884136430317703 0.0 0.0 0.0 0.0 0.0 1.5896430418394134 0.09317473347045854 0.7718292307198111 -0.9690561615264239 -0.6252871940849652 0.0 0.0 0.0 0.0 -0.9857089867898123 0.0 0.5686818264500292 -1.161264883594761 -0.24892295363591793 0.0 0.0 0.37025958356006966 2.0565741971839797 0.0 0.0 -1.083909876740009 0.0 0.0 -0.3646171124479405 -0.8807341767252354 -2.2398095404050395 0.0 0.0 0.0 0.00950191975616251 1.052624354503669 -0.4627775251987407 0.0 0.0 9.531333560598421 0.0 -0.9270681646686644 3.027126031547663 -1.3181568098474346 1.1611713749771202 0.0 -0.047819324939218075 -1.0978936484429291 0.0 0.0 -1.0737977620088768 0.3212571002922082 0.0 -0.6446677815726275 0.0 -0.9692067845514322 0.7786224423782251 0.23412292933885065 0.41473663452182674 -1.3503483301002916 BAX -0.46573200370911827 1.2689872170105558 -0.3205472411486151 0.0 -0.6261137181175109 -2.0463866963664623 0.01501453860000918 1.9800398147312905 -0.16264365117431687 0.0 0.8336444547611906 0.2817948706685897 -0.37839910121800513 -0.6662891784791465 2.43109899001871 -0.5966644984190371 0.7800369720084438 -0.26157894454183384 0.0 -0.6285852252152541 0.0 0.6363832119209529 0.4374144107126624 -0.4141448190574752 0.0 -0.7496914001497318 -2.132525442963239 -0.020145787618410127 0.09680350656718603 0.0 -0.409961007250557 -0.738061926255889 -1.1249228988042126 -0.70729233108737 0.477525819509908 0.4324212827091805 0.0 2.3789631481099 1.8640519857379445 -0.7264698667521342 0.688311448058845 -2.410487485740441 0.0 0.35930993634502545 0.0 2.5959034878337244 -0.036554210072456454 0.0 0.8829552888720499 0.0 0.0 1.2955519371362614 0.0 1.128710302237902 0.0 0.0 -1.0234343297389197 -1.4018758426976623 0.0 0.0 -1.132992085668118 1.3468862937731787 -1.4488082921778809 0.0 -1.891666087386407 0.0 -0.8568897830023398 -6.0140700443342014 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2176184488173893 0.0 -1.2346801971971164 0.0 0.0 0.0 0.0 0.0 0.0 -1.062464692736426 BBC3 0.0 0.0 0.14777539612063967 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4975336028875853 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6808122454146311 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BCAP29 0.0 0.0 0.0 0.0 0.0 -0.2507915293164912 0.24698849751671492 0.0 0.0 0.0 0.0 0.40526569803587137 0.0 0.0 0.6707164293901451 -0.7428121477456036 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6605996799698413 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BCAS2 -0.11769088086395478 0.0 1.513820584656981 -0.3199602348341164 0.23425634461775105 -0.3101077259996947 0.0 0.0 0.0 -0.34248403860157495 0.31242208100811764 0.0972930271326649 0.0 0.825934503497839 0.0 0.9456566638697529 -1.2695589860266487 -0.3720763263220931 0.7699505234715035 -0.48602924807157033 -1.282490297544143 0.0 0.0 0.0 0.4458373352582474 0.38552874108603447 0.0 0.0 -0.48077336110050156 0.0 0.0 0.0 0.0 0.0 0.0 -0.568835129120036 0.0 0.0 0.7440864537078963 0.0 0.0 0.0 0.0 0.0 0.0 -0.4536411295411497 0.0 0.0 0.0 0.0 0.7090650051650219 0.0 0.8134243457924489 -0.7621891808437575 0.6980370174028119 -1.339242687296893 1.068593422341314 0.0 0.0 0.0 0.0 0.9067833074943631 -1.0485239352050082 0.0 3.998406948898328 0.0 0.0 -1.5042129432185487 -2.2885502255729 -0.32688426590727887 0.0 0.0 1.7367523089558794 0.0 0.0 0.0 0.3133720192828049 0.0 0.0 0.5853799061590701 0.0 0.0 0.5067908790129164 0.0 0.0 0.0 BCAS3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.30958659915288794 0.0 0.0 0.0 0.0 0.0 1.1643845032004092 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BCAS4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2561005109976421 0.0 0.0 0.0 0.0 -0.35896111608562076 0.0 0.0 0.0 0.0 0.0 2.879638093082803 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8342346861541986 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BCCIP 0.0 -0.12029272869720334 0.20395998646684796 0.0 0.0 0.0 0.0 -0.26927195660663766 0.0 0.0 -0.24147014814586928 0.0 0.0 0.0 -0.3602837030092992 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3193337093459353 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1966341959234719 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6611960449088533 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BCKDK 0.0 0.0 0.0 0.0 0.6653061364498237 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34493410137506986 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.25480448758235996 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.29448155153283073 0.0 BCL11A 0.14873436151169941 0.0 0.0 9.379317307607737 -1.568411457954981 0.2306154745591438 0.32646936138706684 0.0 -0.3519745672856627 0.0 0.0 0.0 -0.734738665834239 0.0 -0.3647005251874436 0.0 0.3044893064503233 0.5246455896863519 1.783949714247885 -0.9312693906719451 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4405268907445579 0.4626942937488638 1.8406338735445567 0.0 0.0 0.0 0.0 0.0 -0.3354365992092915 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.1968387083828944 0.0 0.0 1.7067784129804675 0.0 0.0 0.0 0.0 -0.9463672355003685 0.0 0.0 -0.8435163885220683 0.0 0.0 0.0 0.0 -0.9386674239303349 0.0 0.0 0.0 -0.26652232364144146 0.0 0.0 1.3697626389174025 0.0 0.0 0.0 0.0 0.0 0.514157975897087 0.0 -1.09166883986551 -0.22229936791099578 0.0 0.0 0.0 0.0 0.0 0.0 BCL11B 0.02515144345738842 0.0 0.0 -0.1739829656307425 -0.21910799437990217 0.0 0.02863012430280921 0.0 -2.2509477606156563 0.0 0.0 -0.6283828286248925 0.8319007621882051 0.0 0.0 -0.6015161375990137 -0.5975361096313829 -0.366509425423352 -2.1817843946592084 0.0 0.0 0.7898170667880904 0.0 -0.3955523774566772 -0.39830149407223053 0.0 0.0 0.0 0.0 0.0 -0.8447767930845845 0.0 0.45418797533696464 0.0 -0.6287425196711667 -0.6670084573040296 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8873900999049645 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1687736815822136 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6652883992733276 0.0 -0.8402436302572858 0.0 0.0 0.0 0.0 -1.5884695821913197 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BCL2L11 0.0 0.0 0.0 1.1238905457959707 0.0 0.0 0.0 -0.26273096301514076 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39608610167571595 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.394151144965551 0.4261076098430164 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.0627997168092773 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9958194763508368 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1020083424452911 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BCL2L12 0.0 0.2076225463678794 0.0 0.0 0.0 1.1338609787623701 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BCL2L1 0.0 -0.2817978977065991 0.3379073144199241 0.0 0.0 0.0 0.0 1.0108614492505454 0.0 0.0 0.0 0.0 0.22713415773767645 0.0 0.0 0.0 0.0 0.0 0.0 0.3851544024342384 0.0 0.0 -0.5563135243492884 0.5793677534213655 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4112009009676968 0.0 0.0 0.0 0.0 0.0 0.7807181913402615 0.2817608753246641 -0.7609969602870589 0.0 0.0 0.0 0.0 0.0 5.716109136165139 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8106663041135066 0.0 0.0 0.0 7.710146605734155 0.0 0.0 1.9838978490159527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8134809719719522 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BCL2 0.1672603251864769 0.0 -0.18292697182226192 -0.5838628701396159 0.0 0.0 0.0 0.0 0.0 -0.2932353655063645 0.0 0.0 -0.6163864356545573 0.0 0.0 0.0 0.6293578833634834 0.0 0.8730183775812795 0.0 -0.41148535092321326 -2.099425322141241 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.49721797857844857 0.0 0.0 -0.5034320675262222 0.0 0.0 -0.6098207288795071 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.375213270025482 0.0 0.0 1.02895555282842 0.0 0.0 0.0 -0.8577277803070014 -0.9428618165763317 0.0 0.0 0.8667452686775015 0.0 0.0 0.0 0.0 -0.8214534971454742 0.0 0.0 0.8082620123281924 0.0 0.0 0.0 0.0 0.0 0.0 -1.4195813758194524 -1.2344827220050154 0.0 0.0 0.14147350111840407 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BCL6 -0.1565148877793365 0.0 -0.5130409551479329 -0.15976625019028654 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.625274607200636 0.0 0.0 0.0 0.7609641481417554 0.0 -1.2915793808222975 0.6880747410311175 0.0 0.0 0.0 0.2657056339594386 0.0 0.0 0.0 0.0 0.6317488526571243 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9056973049200325 0.0 1.565358186838332 0.0 0.7280057477562423 0.0 0.0 0.0 0.0 0.0 0.825334107244868 0.0 0.0 0.0 0.0 0.9826566094801904 0.0 0.0 -0.9316111638204023 0.0 0.0 0.0 0.0 0.546734446707979 1.05889749513529 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BCL7A 0.0 0.0 0.0 0.2658713304096849 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8678243336450374 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.2929097077439815 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7108957972748124 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BCL7B 0.0 0.0 0.20326914021947776 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.440062989772312 -0.46413753925042434 0.0 0.0 0.6446231930251934 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4271253623331146 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7188968399659814 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7780181014314017 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BCL7C 0.0 0.0 0.0 0.0 0.0 -0.20263547819328478 0.0 0.0 0.2841245677691562 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.01465085699126447 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9107122046571173 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5632397396775357 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BECN1 0.0 -0.6173861676536823 0.0 0.0 0.0 0.2897940508992751 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.44556864946867897 0.0 0.0 0.0 0.0 -0.4510472634534406 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5277257393099235 0.0 0.0 0.0 0.0 0.0 0.0 -0.7766385838275057 0.0 0.0 0.0 0.0 0.0 0.7389154883774621 0.0 1.0871474145457785 0.0 0.0 0.0 -0.861065450609805 0.0 0.0 -1.2106185963742417 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BEST1 0.0 -0.15627649414460318 -0.18824359943767432 0.0 0.3162798690379093 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.10765917949046702 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.86514210713447 0.0 0.0 0.2881024399747049 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5538079639721213 -0.18224216286733014 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1212800520341542 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6188205809909757 BID -0.12069748183915874 -0.38795229394863884 0.1743681380626765 1.3735485401558112 0.0 0.0 4.259569777015019 0.0 0.0 7.974058467384613 0.0 0.37456333281798676 0.0 0.0 0.0 0.0 0.0 1.466945402542857 -2.0277226197682294 -1.9866129929047365 -0.9002568550274692 -0.42147654120357125 0.0 0.0 0.3628190442593271 0.0 -1.2285354003984255 -0.40793900942630845 -0.23007169097901192 -2.173897240204698 -0.43074293282509796 0.0 0.0 0.0 0.0 0.0 0.0 0.7974435013219405 0.0 0.0 -0.7313863354792975 0.0 0.8548731263066658 0.0 0.0 0.6556143933216122 -0.5824285027381096 0.0 -1.170441565604763 0.0 -0.8024350169642132 1.2333571069642475 0.0 0.0 0.0 2.3859942059954657 0.0 0.0 -1.0138863797077833 0.0 0.0 0.0 0.0 -0.35066849481519324 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1249174584021295 0.0 -1.2509946640322136 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BIRC2 0.12113570399211562 0.0 0.0 -0.19000012031043503 0.0 -0.21116120032381805 -0.3378071839129587 -0.23050729373637976 0.0 0.0 -0.26649735440279815 -0.27242588144134416 0.0 0.0 0.0 -0.5798492329903315 -0.5436477355821812 0.0 -0.4517496576479701 0.0 0.0 0.0 0.0 0.0 -0.3555964118963046 0.0 -0.4153945578136102 0.0 0.0 0.0 0.3041023442636442 0.3914793975938208 -0.7883790175246634 0.0 0.0 -0.03495129408998901 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6828358031365753 0.0 0.0 1.2561464092452341 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.41809303026365435 0.0 0.0 -0.683533183387154 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0130924328699806 0.0 1.840953167836521 0.0 0.0 0.0 0.0 0.0 0.0 0.7594040111285136 0.0 0.0 0.0 BIRC3 -2.027792472872821 -1.2457689549837865 0.4834958825417817 -6.330777709317438 -0.4854310457100577 0.05337965401728995 -1.0453489589878275 6.679878970038397 -1.1389839107546507 0.193324499872642 -1.467509667100684 -2.6808525225194484 -5.079638176638316 6.284207484296287 -0.5241238308937395 0.12426861034620602 -5.496795683404938 0.010983009387021474 6.975070238794632 0.7879776542361485 1.5385245282499815 -0.46767093613955635 0.6818929519507404 -0.6789462881119314 -0.10023582768290162 1.6735866947045688 -3.545150686679829 -1.0797895219642186 -1.7587835663356046 -0.6248233607544939 1.146115141798864 -1.367174084518286 -1.7740530040415035 -3.0897726470860514 3.3963169098073163 -4.963675055730189 -0.5782225422315871 -3.3081932548734936 -1.075691573688419 -0.7491024273160003 0.0 -0.6484047802731245 4.54509568093712 3.248780228874486 -0.8657976024207884 1.0673601172413691 0.0 0.7898516643853961 -0.39137745062583357 0.4461875574453475 10.650130400253571 30.002077660683796 -0.35091814672549465 3.2494713188808055 -0.28236097379542274 -3.2101173177455085 -0.28792504518622203 -1.2529492068498047 1.3292457678733975 -0.015431771686177745 -0.23773419682659958 -4.393801619294598 0.40582881706393525 -1.3521975227049647 -3.382535135394434 13.422526384433297 3.5092229970517805 3.1982400288004564 13.99617465094544 -1.4290238477702064 10.57118565378563 0.7019408411818604 -0.28523206175658095 3.507472918484892 -1.0779433560097698 0.0 0.0 0.5395288800141227 6.0153357332299375 3.0297864017926255 -0.39475459429775867 -1.3647135176085403 2.1441788783834466 0.0 0.28210264287656217 2.003545072911954 BLCAP -0.19694270068427203 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2885333735046268 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4057511256972671 0.0 -0.3399118424090213 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9633549363398362 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6005886550865988 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1754756747429786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BLNK 0.16966803623270116 0.0 0.0 2.7533112923901926 0.8037031453170641 0.18022599078846796 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.29861541923300106 0.0 0.0 0.0 1.263166962935665 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3316595106365725 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35181029559982513 1.1491475565555798 -1.1541572805653948 -0.25358410679123417 0.0 0.0 -1.6307540852159548 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6845682827927698 0.0 0.0 -0.22796642931603597 0.0 -1.952252052949548 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BMP1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.49476251474444816 0.0 0.0 0.0 0.0 0.4804036774934961 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BRI3BP 0.0 0.19434817661336076 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4638967825319178 0.0 0.0 0.0 0.0 0.0 0.0 -0.3112021244646075 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6937308417658224 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BRI3 0.14011674217467415 -0.4170179436962027 0.0 1.4897835234192411 -0.8149210402340454 0.0 -2.6169903444428972 0.0 -0.44405237586913604 3.4604126369492345 0.9116136295521484 -0.8513368778337261 0.0 -1.4325125396056024 0.0 0.9844120156908376 0.0 1.8937654081180162 0.7106110982016228 2.1263339765273694 0.0 0.0 0.32105195794624364 1.0512347697551738 0.07256722220831084 0.0 3.802114656378388 -0.8643214066582621 -1.4084368163450873 0.18265098673929295 1.1843329178601463 0.0 0.0 0.0 0.0 0.0 -1.990269740811224 10.335848941567793 0.8102664463725172 -0.6304035341247709 0.0 0.7999816781211098 -1.7435173002358397 0.0 0.0 0.0 0.0 0.0 -2.5392771420161813 0.0 0.7488233428131672 0.0 0.0 0.0 0.0 -0.84312495553481 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.27061886645261174 0.0 0.0 3.025792238948352 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.8696081630476646 -0.9773037012026642 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BRIX1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7802153662517335 0.15673412455367142 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5722321134730439 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9264529160481006 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7837008317102341 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.30287552568351883 0.0 0.0 -0.8994415382041707 0.0 0.0 0.0 BRK1 -1.5078640348393328 -0.36067758896651664 0.5474919975315193 1.1178873526837994 -0.9041073985937232 -0.7755320603146424 2.8754770613909395 0.0 0.782026571182954 0.0 -0.3332632225992042 0.1837979254922543 1.4186123743962147 0.9025860998176171 0.0 0.07598125622320075 2.8932113422387817 -0.7776501921371899 -0.43140673672042196 -1.0161608626512713 1.0292764053627514 4.313415766471813 -0.3641744583858944 0.0 0.1451407176718376 0.031891344282805635 0.9412377992418269 -0.4002607764156625 2.486902840126056 -1.4201399737951896 -0.5586878314910687 1.3805637633855805 1.112470313186312 -1.9211577383153453 -0.831091398127638 -1.285259314275439 0.0 -1.632446791152073 0.0 2.3945222689443355 -0.5856594195209669 1.3204816261966505 1.7307696103811367 -2.311072178245419 1.4388054744995522 0.0 -0.18798423786798116 -0.28937102747953736 -0.06172886084347175 -0.411248712600575 0.0 0.8424955877942748 0.0 -2.9211965834340865 -0.30566434008334414 0.0 -0.7764956654206232 -1.7871993789760525 0.0 1.0144336654071249 -1.1045227488295997 -0.2805692800013831 0.0 0.0 -1.0953258913841977 -1.3792404299970753 1.0435074728819285 3.1869743503785317 -1.0854990830570048 -1.1062306897649048 -1.264351770508234 -0.40703876343263296 -0.7438916777029642 0.0 -3.7928023791198284 -1.7074416622107869 0.0 1.8091305951152887 0.8308723613489004 0.0 0.0 -1.414751505244859 1.207892566617193 -0.488525955568349 0.0 -0.5145047512600771 BSG -0.6336655884579491 -0.5046781166597507 -0.5068600377314139 -0.3603508238498586 0.16101934899375647 0.05446876480659939 -0.5171813825926304 0.0 0.93369970098981 -0.5687784272705191 1.4846271760660394 0.3301795181150371 -0.30798908266627645 0.36395348769681074 0.0 -2.381476712757197 -0.5802656471976252 0.8199875349313414 0.0 0.33871428906044526 0.6113367825466747 0.0 0.07922482398480848 0.8292776443171197 -0.13818220763674152 -0.6444121890258239 -0.559847380874546 0.43703786267859107 0.004861231659239997 0.0 0.8220117620770743 -1.8494732929993056 -0.04849030387903852 -0.7611450289684331 -0.8914244529856767 1.1663797820496125 -0.6608362279071637 0.0 0.0 1.5530521434525777 0.885231369885725 -0.36912729393802235 0.0 0.0 -0.36743395123835 0.0 9.652889157900015 -0.7025278887880201 -1.2536561941215754 0.0 0.0 0.8322294344293646 0.0 9.290557868314721 -0.7234129649203584 0.0 -2.562538503309385 -0.873581700612319 -0.8906399893787516 1.1169625742719056 1.135722822531835 -0.5967128460354967 -0.8053653142411434 0.0 0.7110493319382934 -0.6839686969803163 0.9902964792770738 -0.9349044136604666 -0.9812906850712979 0.0 0.0 0.0 0.0 6.802247445083244 0.0 0.0 0.7118922801580114 -2.330442674381526 0.0 0.0 1.0711493370225083 0.0 0.0 0.0 -1.2162555306814595 0.0 BST2 17.66986470197618 -0.6568629219442204 -0.9836794506801947 3.2899507096683926 0.6389631874763947 -0.753185374590455 -1.6626213693525178 0.8877012060234893 3.5408261874335327 -0.4617642392786638 -0.8068864259329501 -0.2674783492136823 -0.8480997327284614 3.3432419766010075 -0.05838713044363786 -1.3435490734146744 -0.00686490330778763 -0.44837294086873697 -0.885659881868639 2.697600027289529 3.3462686253012963 -2.215257311090789 -0.7831327944595311 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-0.7704736570113495 -1.3661872813173659 -0.7284604878093744 BTF3 -1.274760128186633 -1.993280137391766 -0.1381954829254294 -0.6873814386228895 -1.6399313367387085 0.15570383307852856 0.9668439029751749 -0.6434056090032796 0.037033865710679514 -1.8444182701622072 -0.5301303160465447 0.15804249748039143 -0.026128366683813686 -2.5368881884964996 -1.0681640361212255 2.99290246376289 1.221670167504864 0.45208584131907636 -1.353328308749936 -1.3040570147068797 -0.2634124410353109 6.857277002936592 0.3558834977163533 0.0 0.2317358319486081 0.5808914930161254 0.0 -0.6370979520438064 -0.8586285619024885 0.8339709749986883 -0.631538359908957 -0.8643413748583356 -2.5352591670711577 1.2514031438676596 1.044993102801936 0.0 -0.7246305572574169 -3.1956579238226164 0.0 0.44434936501409633 -1.3732043736654842 0.7612098301605401 0.0 -2.542370661375666 -1.3885252688716407 -1.4527700060921052 -1.382874554980299 -0.7151171085081408 0.0 0.7387748324671488 -1.9261150181975004 -0.8900068358382676 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0.3616652692253512 3.7649693210116566 0.0 0.9670712578129319 0.0 0.0 -1.6844484575898737 0.0 0.0 1.0782998320211503 -0.4941756398326258 0.0 0.0 0.0 C19orf60 -0.4113829859625315 -0.1593317698389675 0.0 -0.2082878396445111 0.0 -0.2311426976659789 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6485519347161963 0.0 0.0 0.0 0.0 -0.39960173372941593 0.5306730296974822 -0.4159738502614426 -0.5764398604425015 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7768771248921625 0.0 0.0 0.0 0.0 0.7092133914673318 0.0 0.0 -0.8295090120091547 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8097578107934262 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8806893758791805 0.0 0.0 0.0 0.0 -0.9006133680513161 -0.4141461451620347 0.0 1.7262533318087885 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 C19orf66 6.782615854391255 -0.12176312493472183 0.436716086211525 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2655334901631728 0.8012810688311189 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5774174777809572 0.0 0.0 0.0 -0.3968158927739151 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 C1orf228 0.0 0.0 0.0 0.2557621173494482 0.0 0.0 -0.4451765713965386 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31830973967056064 -0.3139478115451266 0.0 0.0 0.0 0.6510909342151648 0.6713468559087519 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5928787885702683 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7249214719247972 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7589316992117248 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.8310696020581183 0.0 0.0 0.0 0.0 0.0 0.0 0.0 C1orf54 -0.13718573031631753 0.0 0.7368709154509299 -0.5858184379045216 -0.1521941795116894 -0.3370232616339121 0.7808666274835955 0.0 0.0 0.0 -0.31978461389532453 0.0 0.0 0.0 0.505467161527054 0.0 0.0 -2.6869580809443625 -0.5142663630494186 1.6156100098629158 0.0 0.0 0.0 0.7142354507464658 0.33539103615684684 0.0 0.0 0.6193881576692971 0.4428972783785335 0.3500342936759795 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7296934756828611 -0.9144332806906007 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6787522278503716 -0.6236644476141028 0.29427802907082656 0.0 0.0 0.0 0.0 0.8759984512721961 23.674317704520604 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.28144894251183095 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8130900283210499 0.0 0.0 0.0 0.0 0.0 0.0 0.5032907570179465 C21orf91 0.1653304615485968 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3626386153276427 0.9375593619635576 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6017472576560989 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8447070201448449 0.0 0.0 0.0 1.1244154271058298 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 C4orf48 -0.14289527998140006 -0.22471366715869054 0.8142771588706061 0.26804745239677735 0.0 -2.39245455275503 -0.419319678173683 1.5333864700738231 -1.3742755367013428 0.0 -0.10010392528136434 -1.0435481443054788 -0.8135224153279877 0.5486190555383453 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1446582282552973 0.0 0.9908019943091929 -1.1870882005966468 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1540082507562897 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6931631299042029 0.0 C5orf24 0.1293474637279206 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3376433978348718 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.37628907535988126 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 C5orf56 2.0811358443572443 0.0 -0.04266837171219499 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3039724618093578 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7718323316260456 0.0 0.0 0.0 0.0 -0.3615017236106091 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38244379272224577 0.0 0.0 0.0 0.0 0.0 -0.6133920561466959 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-2.462665816291353 0.0 0.9125958948135925 0.4574679276769504 0.0 -0.1457446755303397 -0.7522888077487915 0.0 2.501597077809387 -1.6198817551256606 2.223996547261838 0.0 0.0 -0.2902255303590604 -1.1474470911085788 -0.8531910774958281 -2.611087232774132 0.0 0.31267370789772514 1.2948356078633427 0.7202115022311949 -0.27387673687967207 0.9407743744722609 0.0 0.0 0.0 -0.8712893219070603 0.0 0.0 -2.9604377065379675 0.0 0.0 7.689920654375529 -1.5902198257945779 -1.601380974971492 0.0 0.0 -1.912171957643731 0.17180292890130344 0.0 -1.6918136199259564 -0.2606180499034649 0.4890425803420526 -0.6592440964475866 0.0 C7orf50 0.0 -0.16271736431106829 0.0 -1.0166227537483876 0.7833461231340788 0.0 0.0 0.0 0.0 0.0 -0.30280480946060634 -0.27182742535672694 0.0 0.6477603093954553 0.0 0.0 0.0 0.0 0.7414038863847787 0.0 0.0 -1.0212042235368601 0.0 0.0 0.0 0.0 1.528827643581545 -0.36424069833539807 0.0 -0.5076781477625731 -0.3780496879176148 0.0 0.517612472855565 0.0 0.470771270471856 0.0 0.0 0.0 0.0 0.0 0.0 0.9139497832454205 0.0 0.0 0.0 0.0 0.0 0.0 -0.9693674476238892 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8969719586777799 0.0 0.0 0.0 -0.2576878513974822 0.0 0.0 0.0 0.0 -0.2892803769818589 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 C7orf73 -0.1517950666928871 0.0 0.0 -0.23783614385145518 0.11225714978769763 -0.22414952045158038 0.0 0.0 0.0 0.0 -0.5305571312400047 -0.32309965734197305 0.0 0.0 0.0 0.0 0.0 0.0 0.40298379117084066 -0.2763037980051167 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7365111799764977 0.0 -0.4868386318537736 0.0 0.0 0.0 -0.5294743345418966 0.7464277560092332 0.0 0.0 0.0 3.0270841916534468 0.0 0.0 0.0 0.8541662746495762 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.0328364628232327 0.0 0.0 -1.3953975785273252 0.0 0.0 0.0 0.0 0.0 0.0 0.0 C8orf59 -0.15839807521051993 -0.26854451751891495 0.0 0.0 -0.6023794872248702 0.0 0.292330296554032 0.0 0.29049933634031644 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0.2771685342501832 -0.5840581939293055 0.0 0.0 1.0074948940543325 7.282003123807611 2.5977313748557513 0.0 -1.6874476372440306 0.6683506076045912 0.0 0.0 -0.8665263092941144 0.25450717189553834 2.146941082970868 0.0 0.0 0.0 0.0 0.0 0.0 -0.9014859292377363 0.0 0.0 1.049677032773306 -0.782547095071191 1.2377344458128925 1.5056748456748539 0.4403747508996545 0.0 0.0 -2.3901762507549638 0.0 0.0 -2.309622118776788 -0.3909737046145582 0.0 0.0 1.6848894560177807 0.0 0.0 3.8047275984641855 0.0 0.0 -1.6248704828534197 0.0 0.0 -4.751362717921831 -0.28279369701808066 0.0 0.0 -0.4613268692216456 C9orf3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.813726531847178 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2815950338530522 0.0 0.0 0.0 0.0 C9orf78 -0.436982375824441 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0.0 0.0 0.0 1.5614958951115492 0.0 0.0 0.0 0.0 CALD1 0.3097333042154306 0.12269800723288572 -0.2376821250584249 0.0 -1.9484360875022755 0.0 0.0 -0.11067053699379269 -0.14507846482618877 0.0 0.0 0.0 0.0 -0.6870675652277712 0.0 -0.43162399768844095 0.0 0.0 0.0 -0.9806181984473011 0.0 0.4373168732149946 8.146122857830209 -1.0965031752075154 0.0 0.1605629169820079 0.0 16.40838303699253 -0.7613714412377647 0.0 0.0 -1.4155814847745878 0.0 0.0 0.0 0.0 0.0 -0.804113044607265 1.9893463410991636 0.8591816221337261 0.0 9.605172152867008 0.0 0.0 0.0 0.0 0.0 -0.7008572818572735 -2.212526475411825 0.0 0.0 -0.7645311849701912 0.4460699280110653 0.0 0.0 0.0 0.0 0.3706619472126356 0.0 0.21293971770922193 0.0 0.0 0.0 0.0 0.0 0.0 -3.044451431588644 2.022498861417742 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4793012779637865 -3.1596355027902208 0.0 -1.85667113292294 0.47834043980795915 -0.6139860556300339 CAMK1 0.0 0.0 0.37271133269293466 0.0 0.0 0.0 -0.01907837460024695 0.0 0.0 1.694787133205138 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-1.10863574737683 0.847599674828221 -2.6445970322104646 0.0 0.21981280527028205 -3.137243981355791 -0.10891205224787297 -1.087699840618307 -1.4658791839587362 -3.743684792361048 -0.34794676272487446 0.0 -0.5828003192545737 -1.087949264803782 -0.8651125013290859 0.0 -1.9887480070791383 0.0 8.876427456027699 7.263150156429387 0.0 0.4469860966890119 0.8798236509947854 0.3578759800237452 -0.753456339331947 -1.4987811673163447 1.1344315458827083 -1.311528569732024 -2.342477263908795 -3.499276472377706 CAPN1 0.13909062334783576 0.0 0.06467077663648675 0.0 -0.22634365485858687 0.0 0.0 0.0 0.0 0.0 -0.5208897580111407 0.0 0.0 0.0 0.0 -0.3437887930034923 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4151712945547517 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.026965328759907 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8505698130233497 0.0 0.0 0.0 0.0 0.0 0.0 1.3187446888616186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CAPN2 2.004814812152587 -0.3559765671767574 0.19688184093730315 -1.4954824781221328 -0.16568351632444034 -0.631066408390429 0.524100660590188 0.3086484577441436 -0.2855954326605727 0.0 -0.37162811368375587 1.4555498043080324 0.0 -0.8689363484059623 0.214025329883247 0.0 -0.3687660733279491 0.44350507346042606 -0.39035320733427536 -0.4368955559992877 -0.428950790707559 0.44492135578741165 0.0 0.008421229475833783 -0.006449715991994287 -0.48323760482962763 0.36066320192963147 -0.46350666963093584 0.0 0.0 0.4377356754371331 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.15061204863741207 0.0 0.0 0.0 0.9191811397662115 0.0 0.0 0.9290244311973035 -1.1550578491717547 0.0 0.9382764600616627 0.0 -1.5470225138773064 0.0 0.0 -1.4470176541061697 0.0 0.0 0.0 0.9753693045158537 -1.4425175717432073 -0.7468461813257478 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1042657307067671 -1.6329531072322445 0.0 2.6883904866817487 0.0 0.0 0.0 0.0 0.0 0.0 1.2904065765874917 1.8566495242415975 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CARD16 3.9543516047703355 -0.00495870349889585 0.18849038758193218 -2.0165971998921823 -0.05666751707517903 -0.27306779679623744 1.065122849629535 18.60112976906864 1.993269160020705 4.67431904384775 -1.0858795222832436 2.77285607078185 0.3371277902604998 0.5195185912367429 -0.3180213567604885 3.7081201644815383 0.9742062618962868 4.530390805985247 -0.4559729610701896 -0.7583717498817509 -2.493113096347294 -1.2405713006026482 -0.7912386539590645 0.0 -0.9546486589416675 -0.5968745036676617 0.8259451023297594 -0.3983178420535362 0.0 1.1006440372534234 1.8388905119364691 0.0 -1.0364206387132513 -2.56117685088521 -0.8978343329032074 -0.77958164377336 0.0 -3.4401198364559606 0.0 -0.5492113655720018 2.448559419761674 -1.3408801765861604 1.937615520978638 -5.006831633979959 -0.0018606134898847073 0.0 0.0 0.0 1.7349068625759048 0.518557568478525 1.1379603916481413 0.0 0.5634411657625388 -1.345841900294305 -0.34218567858812965 -8.71694553937633 0.0 0.6267862121595408 4.265252834954041 -0.6623249723685708 0.3442872735812635 0.0 0.7810488006808738 0.4073528641791402 1.0048822091638567 1.024544796895433 0.0 -1.4017821577148244 -3.19550866660738 0.0 1.9172417453957702 0.0 0.0 0.0 -0.6704819136763849 -4.315730076091242 0.0 1.1092387983277547 -4.717583041950134 0.5798787251308313 0.0 -1.0157154450144674 0.5806769723179218 0.0 0.0 -0.8437389667005333 CARD19 0.0 -0.1393734500886136 0.0 -0.23823042791961607 0.0 0.0 0.24581232481401666 0.0 -0.24285588183868648 0.0877998334498675 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4362557323467925 0.0 -0.37962863761156573 0.0 0.0 0.0 0.0 0.3363144325165283 -0.11225931699507892 1.0746095354517875 0.0 0.5412977003521341 0.6252969461787944 0.0 -0.5915532724385911 0.09247148522213547 -0.6715671149011129 0.0 0.0 0.0 0.0 0.0 4.540052341973244 -0.7329443853247302 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0132204723991247 0.0 0.0 0.0 0.532246875578584 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0932877053483245 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CARHSP1 0.0 5.707888418466415 0.15770053907825282 0.0 -0.666693355585325 -1.641467118928544 -0.31716609778465343 0.0 0.24189171846599186 0.0 0.0 0.0 0.5233012905541315 0.4473484269682728 9.42973161671304 0.0 0.0 -0.5215632794867289 0.42740529510959 0.0 0.0 2.193261976819289 0.0 0.5403585959874446 0.6210298866860612 -0.41681813861320643 0.37082962271773007 -1.4351818382047288 0.0 0.0 0.4492081009479096 0.0 -1.199048153370176 -3.7708577142763224 0.0 0.0 0.6640331900031403 0.0 0.6212343436114609 0.0 0.0 0.0 0.0 0.0 0.0 -0.8251845419590661 0.0 0.0 0.0 0.0 0.0 -0.9909883382522976 0.0 0.0 0.0 0.0 0.0 0.9192773794706874 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.9657494234573536 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.988186656838173 0.0 0.0 0.0 -2.549302567419142 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CARS2 0.0 0.0 0.0 0.0 0.0 0.0 -0.24210183897452567 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5704097246359524 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8746554137322731 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.334370356300108 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CARS 0.0 -0.1133140504353816 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3106249583812976 0.0 0.0 0.0 0.0 0.0 0.6109425647585927 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5741122945776923 0.0 0.0 -0.7701009719632615 0.7235963756353905 0.0 0.0 0.0 0.0 0.9446193099251997 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.7846735667238818 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CASC5 0.0 1.425227388923636 0.0 0.0 0.0 0.9254026833897108 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CASP2 0.0 0.0 0.0 0.0 0.0 -0.8082555070019721 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0373651944145916 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.27098933022475075 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9678821833563506 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0518515391410364 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CASP3 0.0 0.0 0.0 -0.1658922942414381 0.5106144883002682 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.329961677117491 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.37666404213294974 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9555891947968076 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8132239844766544 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CASP8AP2 0.0 0.0 0.0 0.0 0.0 -0.48045881536037954 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.600170400917392 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4667228405812108 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CAT 0.0 -0.7209166120919482 0.0 1.548662936361608 -0.5344007866277436 0.0 3.197745418736518 0.0 -0.34657873995936905 -0.22816851246730904 -0.23456582666477102 0.0 0.3622158274190534 0.0 0.0 0.0 0.0 0.0 0.0 0.6219154976765457 0.4212098889042401 0.5892209273583892 -0.3871380030312528 0.0 -0.38316231068507095 0.5048058808164181 -0.5233949740010121 0.0 0.0 0.7059249029061749 0.0 0.0 -0.6243228454899156 -0.47046015148761944 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6987697217772534 0.0 4.4744042385543015 0.4631926009848522 -0.504009284155363 0.0 0.0 0.0 0.0 0.0 0.0 0.8315533372173279 0.0 0.0 -6.4297555175687755 0.0 0.0 0.0 0.0 -0.2656501467806046 0.0 -0.879578856306629 0.0 0.0 -1.0209643974307576 0.0 0.0 0.0 0.0 0.0 -1.141611420978203 1.0517204016293857 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3869552067027129 0.0 CAV2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2798258081214048 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4395662996178247 1.0654114726891672 0.0 0.0 0.0 0.7965152114823312 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6535646108544262 0.0 0.0 2.4328194683829834 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CBFA2T3 0.0 0.0 0.0 0.798143804478234 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2187955636581396 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CBR1 0.49064933303099023 -0.12313237775754843 -0.2982641740140864 0.0 0.0 -0.20811370068632415 0.0 0.0 0.0 0.0 0.25702741147293123 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4429241078068236 0.0 0.3964747443951822 -0.40694842145399573 0.0 0.0 0.0 0.27184247463670685 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7523175505016904 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8727310846848739 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CCDC109B 0.20694801126546705 0.40866711290506 0.0 0.0 0.0 -0.2677521713101189 -0.21748495445089147 -1.259416794937379 0.0829979901448973 -0.5907268563138921 -0.21312993105461278 -1.3126967656383364 1.2418594783399777 -0.3189488533943027 0.828872624451589 -0.2706118682217957 -2.288534316875124 0.0 -0.8060766072430307 -0.2851988157176469 1.5797963691839572 3.2024933976938788 0.0 0.0 0.0 -0.3740583051352302 1.010940935893167 0.0 0.0 1.0513738124000624 1.0853274627490046 0.0 -0.7043692945223557 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-3.2175245907535155 0.5751953158890811 0.0 1.3008490869914997 0.0 0.0 -1.5170226099251816 -0.9396112847885739 0.0 0.7129537883248261 -0.23942440758861352 1.0845921246004853 -2.8832589548684204 -1.1318638207361529 1.7626502244550226 -4.219685291878577 0.0 1.9111247072907225 -0.7856600277097646 2.2702396643734133 0.0 0.06315885357772322 -1.1295282668936242 0.0 0.0 -4.142589654937241 0.0 3.158094650090122 -1.0318907358555827 -3.333298955568412 0.0 0.6364300818894375 4.618459843472035 -1.967036822252814 0.41837983341576085 CCM2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.33341426521258455 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5754629583411994 0.0 0.0 0.0 0.43637992638822554 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5215174904800264 0.0 0.0 0.0 0.0 0.0 0.5614297648064215 0.0 0.0 0.0 0.8169748201355613 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4049407789280421 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CCNA2 0.0 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0.0 0.0 0.0 -0.42797532425749574 -2.1650411082514767 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.060783434323641 -0.26067114168227845 0.0 0.8264591152649562 -0.4680812717630748 0.0 2.006910781456832 0.0 0.0 0.0 5.867075977673777 -1.527766004626713 0.0 0.0 -0.7560747972150058 0.0 -0.805519273240361 1.4611631837387071 0.0 0.0 0.0 -1.140708426762638 0.0 0.0 0.0 0.0 0.0 -0.9661922314903179 -0.935613192068776 -5.689315519494531 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.550558138966551 0.0 0.0 0.9515583104275315 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CDT1 0.0 2.1211496545032125 0.0 0.0 0.0 -2.182774128933418 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.4318056720186805 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CELF6 -0.23805757058554108 0.0 -0.15997340853115993 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8922881686030041 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0213535473340467 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CENPE 0.0 3.8973355286173015 0.0 0.0 0.0 11.555969966213379 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -4.389160154899567 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.48524538344865425 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CENPF 0.0 11.612371431155605 0.0 0.0 -0.2019707997405056 20.596469507254028 0.0 -0.21505489134973962 0.0 0.0 -0.34284852095848467 0.0 0.0 0.0 -7.835673688943996 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5961610596586286 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.32360252914067916 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7091838173885824 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CENPH 0.0 1.515598955200644 0.0 0.0 0.0 -0.8784791132574926 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.18925332779005 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6434070198184448 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CENPW 0.0 5.261397114719648 0.0 0.0 0.0 6.593016855014809 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7138160616253753 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CERK 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.6086734262799456 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CERS2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4615951703952785 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6306610546010977 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7847824529436028 0.0 0.0 0.0 0.0 0.0 CERS6 0.0 0.2777710355960552 0.0 0.2839944868801166 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.1327150933411407 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CFAP20 0.0 0.0 0.24037738075480278 0.0 -0.13133986370001835 0.0 0.0 0.13018983992201205 0.0 0.0 0.2692692569470858 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38477186399789176 0.0 0.0 0.0 0.0 0.0 -0.15383462580782287 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7638973884336624 0.0 0.0 1.3308273746655428 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.29037759815673386 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.46133590007830544 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9105797343658675 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.41171790217862636 0.0 0.0 CFAP36 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4072255459735414 0.0 0.0 0.0 0.0 CFDP1 0.0 0.05750331844092174 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.40901479267901786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5594709321674579 0.0 0.0 0.5740589540756948 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5460231447087068 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0007601753907729 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.405524103790493 0.0 0.0 0.0 0.0 CFD -0.041193585309860614 -0.09894088986922421 0.09803977523330089 -0.49111424733061876 0.21650873909002186 -0.2724234877934482 -8.744666114827357 0.2620967670303806 -1.0871355233978122 12.854846421454724 -0.5882664900107828 0.0 0.5271071665557548 -0.9645483813193465 1.6159236963083903 0.0 0.0 10.104295549722126 -0.42727755844165527 4.416273270940532 0.2187781853699953 -0.5130022191374048 7.702689754009138 -3.210959693758167 -1.2805245050768 0.0 -2.3242052527221824 -2.6122912918868266 0.0 1.7216288906455797 0.0 0.0 -0.7411208923373647 0.612323483702686 0.11758241850826977 0.0 1.5586027427551488 3.7256703304465884 -0.7783466508522102 0.0 0.0 0.6054374375095357 -2.5240004957269475 0.0 -1.2302822488427683 1.0980197933382234 0.0 2.8729370100982803 -0.48448136649605145 3.169299316547376 0.0 0.0 1.2574401443945182 1.42057704573144 1.1300007431352037 1.6594120751112105 0.0 -0.3609867854661855 8.69039221757485 0.0 0.0 0.0 -1.995567691741906 0.7844301315715273 0.0 0.0 -0.8315833517075976 0.0 0.0 1.6686982829030268 0.0 0.0 1.3237935256233988 0.0 -4.177333655218862 -1.2233285699924037 0.0 0.93805258760468 0.0 0.3377131671876842 2.076758431479354 0.0 1.368467385901735 -1.9196525001372613 -2.1315807018702913 0.6496379480006933 CFP 0.03787759183986785 -0.11041210127818793 0.0 -1.7151129691562246 0.19501489709630623 0.0 4.644281451905767 0.0 0.0 4.807052603044983 0.3467718834178695 -0.3272277479788148 0.0 0.0 0.0 -1.207899462120416 0.0 8.017427911986438 -0.777051837646155 -4.15807230329716 0.0 -0.4733964147739593 0.0 0.0 0.0 0.0 -1.6024025289778352 0.0 -0.4827459730438719 -0.3483585722816391 0.2578073804507543 0.0 0.0 0.0 -0.5410932914778979 0.0 -0.15167857581046593 0.0 0.0 0.0 0.0 0.0 0.7154344098790208 0.0 0.0 -0.1933522892987891 0.0 0.0 -0.8900910606411525 0.0 0.0 2.9788433987522365 0.5931335122739695 0.0 0.0 -3.406665053422653 0.0 0.0 2.759483260660509 0.0 0.0 0.0 0.0 0.4392169645887671 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.13055071591103556 0.0 0.0 0.0 0.0 0.0 -0.4729924910406666 0.0 0.0 0.21130155133572445 -0.2816863963258823 0.0 CGRRF1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1493384763744001 0.0 0.7542479936480704 0.0 0.0 0.0 CH17-189H20.1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.732767066125839 0.3078137071970002 0.0 0.1412649445159954 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6701064444140504 0.0 0.0 0.0 0.0 0.0 0.8871963229020995 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHAF1A 0.0 0.4195046292979623 0.0 1.271155957974017 0.0 -0.9630620017367254 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.3489463636129218 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHAF1B 0.0 0.0 0.0 0.0 0.0 -0.2730351417549579 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8599545364040564 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHCHD3 0.0 0.0 0.0 0.2932393938033823 -0.284269719980446 0.0 0.0 0.0 0.0 0.0 -0.24361383315399834 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.481802760264651 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6881179200103112 0.0 CHD4 -0.26810104907718035 0.0 0.36749280408258056 0.0 0.0 0.30065053381208484 -0.222628874694259 -0.5404410778356447 0.0 0.0 0.0 -0.40538308977544246 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5017361268606149 0.0 0.0 0.0 0.0 0.0 -0.48993183845240185 0.0 0.0 -0.3871087040110588 0.0 0.0 0.0 -0.6006547825840027 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7852400992130676 0.0 0.0 0.0 0.0 0.0 0.0 0.7656230291656747 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1257525496019523 0.0 0.0 1.1849813808902208 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7562664386870384 0.0 0.0 0.0 0.0 CHIC2 -0.17783139309919332 -0.131565945604929 -0.1852152564793176 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.44100785750882504 0.0 0.0 0.0 0.0 0.0 0.0 0.7292280068332727 0.0 0.0 0.0 0.0 -0.7794360705038158 0.0 0.0 0.0 0.0 0.0 -0.5143949341507439 0.0 0.0 0.0 0.0 0.9109340769770683 0.0 0.0 -0.9519221324372446 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9045670678497681 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.208010784817717 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHKA 0.0 0.0 -0.1810490880533391 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3848302794868977 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHMP2A -0.4221898718033419 -0.5359271089861778 0.34775967577648137 -0.1744820757827987 0.0 -0.3752093499909533 -0.27328082944672566 0.037160768253506775 -0.6142861507015769 0.0 -0.18819508478882901 0.0 0.0 0.0 -1.9183078652359797 0.0 0.33580003364300187 0.00984334532660247 -0.3404692091573162 0.4657837923242786 0.34593235685600465 0.4703620148571075 -0.2862587977069971 0.5689681058649008 0.45236384643376165 -0.5124565254937345 0.0 -0.540896833749746 -1.4378122330004983 0.49517371664768467 0.0 0.5011660187999093 1.2073106314097157 0.0 0.6099673425061258 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5764781527645573 -1.1824389569097296 0.0 0.0 0.0 0.0 0.0 0.6160116822150979 1.2097084272190692 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.25319851437205426 0.0 0.0 -1.306021290974131 -0.8632845370480066 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.45499881821741706 0.0 0.0 0.0 0.0 0.0 0.0 -0.49494193638333667 0.0 0.0 CHMP2B -0.10738192498252319 0.0 0.0 0.0 0.0 -0.24284851777524707 0.0 0.0 0.0 0.0 0.20935141287504172 0.0 0.0 0.0 0.0 -0.3760048588306952 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3819975544856767 0.0 0.0 0.0 -0.026854826816173284 0.5998686329276267 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7890239621992736 0.0 0.0 0.0 0.0 0.0 CHMP3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3768042158389876 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.44450629545318865 -0.28210606261258264 0.0 0.2627033616893408 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7121752143332976 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0838907798276485 0.0 0.0 0.0 0.0 CHMP4B 0.0 -0.19391423983437797 -0.4232126468029053 0.2557222998752313 0.6037733595975228 0.0 0.0 0.0 0.0 -0.2663790458724635 -0.4234038590978436 0.0 0.0 -0.41480438864319474 0.0 0.43972483370100934 0.0 -0.3455165053421334 -0.37739529170275976 -0.7239394415145648 0.0 0.0 0.0 0.0 0.044577736194875296 0.4670733748840501 0.0 -0.43807616735446864 -1.438322250915756 0.0 0.0 0.7836071129512543 -1.449994560736719 0.0 0.0 0.0 0.0 0.0 0.6766741093912921 -0.568092044224773 0.0 0.0 1.2822673638703932 0.0 0.0 0.7591269160008569 -0.5729791354444244 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9562357108360716 -1.2472331570597701 0.0 0.0 0.0 0.0 0.0 0.0 1.010793347115615 0.0 1.6168552603276722 0.0 0.0 0.0 0.0 0.0 0.0 0.7696017394059249 -1.0230890906242922 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHMP5 4.693479464163689 0.0 -0.19856573054763166 0.7111161443401244 -0.4625088007151052 0.0 -0.2700897153787769 0.0 -0.21066672525836805 0.0 -0.09036767860962337 0.0 0.0 0.0 0.0 0.0 0.0 -0.3924934581327653 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4400533662205499 0.0 0.0 0.461799601218671 0.4516483874439792 0.6257601793034773 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5813652343100622 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.6546787108131356 0.6762243038456965 0.0 -1.0498011973825523 0.0 -1.0543062119169304 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.039449484387609 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4435687542186948 0.0 0.0 0.0 0.0 1.5659146659532883 0.0 0.0 0.0 0.0 CHMP7 -0.11766343504246216 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3055776527397266 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5155846578399795 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8400770536234994 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5306604622540677 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8607657679968048 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.632714543109961 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHORDC1 0.0 -0.3571004089177082 4.386909707670948 0.4866690044526557 -0.24863747467264521 0.0 0.0 0.9075457638556889 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6177509284146515 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6168198677634537 0.0 0.0 0.0 0.0 0.0 0.0 -0.14992666002255933 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7395393022867259 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.1310192302297466 0.0 0.0 1.2888391767863296 0.0 0.0 0.0 -0.3535352077729199 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHP1 -0.2725473836241278 -0.12393180515309447 -0.2636203989423741 -0.36999379878886 0.0 0.0 0.0 0.0 0.0 0.0 -0.33385636137986363 0.0 0.0 0.0 0.0 0.0 0.0 0.5882770310262794 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 13.844815071527279 1.2101326347948607 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3281296589954818 0.0 -1.4808328437722342 0.0 0.0 0.0 0.0 0.0 0.9953281334307698 -0.8107156452586497 0.0 -0.9441463313879158 0.0 0.0 0.0 0.0 0.0 0.0 0.35105915548522115 -0.6526460151806667 0.9390616377321844 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5822316618090444 0.0 0.0 -0.1206278898589618 0.0 0.0 0.0 -0.29751244003229604 0.0 1.1603696379588737 0.0 0.0 0.4849914133479693 0.0 CHST12 3.382813653309678 -0.4206778817962215 -0.07050904555245706 0.0 0.262383259732859 0.0 -0.24959278602951568 0.0 3.9500466948114425 -1.137460467608958 0.0 1.7874902078237895 -0.4993072745399131 0.08124128633659498 0.0 0.0 -0.5414014675534303 0.0 0.0 0.0 -1.106048662022711 0.5545874947558909 0.0 0.0 0.0 0.7485304302582255 0.0 -0.3589324590660375 0.0 0.0 0.0 0.0 2.163567054103621 0.0 -1.719086414918529 0.0 0.0 -0.6494746566940851 0.0 0.0 4.4231729301447995 0.0 0.0 0.6762227902451456 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6850347815317258 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.33739101487234285 0.8063867432285993 0.8516578915329603 0.0 0.0 0.0 0.0 0.0 -2.1798279845597515 0.0 0.0 0.0 1.0919726613633234 0.0 0.0 0.8700188547847294 0.0 0.8132782823936642 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHURC1-FNTB 0.0 0.0 -0.19771339910306904 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.37228078120417585 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6178834169151799 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CIAO1 -0.14231745180297373 0.0 0.0 0.0 0.0 0.0 0.0 -0.26885726329991977 0.36032401566448435 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.36921516308584035 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4591969295412762 0.5306997736881855 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CISD1 0.0 0.0 0.0 0.25004311360106973 -0.20053111444131544 -0.7613091116338807 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3200990408150432 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3576228527609713 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5807528790708966 1.9447527701416292 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CISD3 0.0 0.0 -0.18590235539015973 -0.17261343269108534 0.0 -0.5426643276159474 0.0 0.0 0.3059588385445078 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.400082282516614 0.0 0.0 0.0 0.0 0.0 -0.3742275401209805 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5361534879427236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5308501854642534 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CISH -0.40210473194556673 -0.1842786288886308 -8.432933022525393e-05 -0.19050084120874955 0.0 -0.27099152907773155 0.0 2.4027980203018933 -0.5513480076176169 0.0 -0.11789803315149792 1.7055112400400503 0.5368269951594135 0.0 0.0 -0.6286342096289966 -0.3655613153505687 0.0 0.0 -0.36325902402837323 0.7038893911352874 -1.8775178594479138 0.0 0.0 0.0 -1.0164924830833724 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6925225495584217 0.0 0.0 0.0 0.0 -0.14068057988644023 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.705601391997016 0.0 -0.9298169809125832 -3.187723866442641 0.0 0.0 0.0 0.0 0.0 -0.693126709299582 0.0 0.8666387781525096 -6.97585465505851 0.0 1.3895220260948846 -3.7449868300171962 0.0 -1.1139603499735815 0.0 0.0 1.6152129734196852 0.0 -0.9908108224121841 -0.3796383771432707 0.0 3.102598404043056 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CITED2 -0.27978669785833327 -0.8508674339687075 -1.7484417321355308 -0.4026429127469244 4.622374122020566 -0.35531209984425277 -1.3590458851621734 -3.337379814162878 -1.427224805086718 1.3714109198721256 0.09101321708834645 -1.2568475816742908 0.23532880917470306 -1.712277135544616 0.0 0.2387768641344503 0.5668799612071181 -0.4470025404236958 -0.5385201823591552 0.4301596169401039 -0.8037596963017078 -1.7709100649648806 0.0 -0.7954476156982306 -0.8536772744235304 -1.1310668374705848 3.3068724752048784 0.7084073013600666 -0.6872346242408449 0.7852822558326317 0.923416312568613 2.7338491233272357 -0.5625476124654079 0.0 -0.25281757224341955 0.4295913361281387 0.0 -2.2166426644935644 -1.0746010644991624 0.6459995970786666 3.286367234001289 -0.6930944922368566 -1.3494355624968737 -0.7002606695345529 0.0 -0.4702462377263049 0.8241108810868379 0.0 -0.9169613607250563 0.0 -0.7842064279991904 0.0 0.0 0.0 0.0 0.0 0.0 11.969127226375464 0.8417480678344168 -1.0280622243116146 -0.810959823008737 7.990998057573916 -6.529436309305443 0.47860069529678206 19.27328274801663 0.0 0.0 0.0 0.0 0.0 -1.3515539423278433 0.0 -0.9009049907067114 0.0 0.0 0.8296515005524393 -1.5293006273400576 0.0 1.4380374023657485 0.0 0.0 1.6104391415469685 0.6757802726132789 0.0 0.0 0.4988351785639325 CKAP5 0.0 1.3146276311492096 0.0 0.0 0.0 5.569519546841658 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.822153245519935 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CKS1B -0.1288437470548865 10.308717437953996 0.0 0.24762496545484156 -0.21911793479842248 14.676388631206724 0.0 0.0 0.2538790626830756 0.0 0.0 0.0 0.0 0.0 2.1453431050332674 0.0 0.0 0.0 0.0 0.0 0.0 -0.3679621515542066 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.37575789445198143 0.0 0.0 -0.5236650086486728 0.0 0.0 0.0 0.0 0.0 0.0 0.8238300512765363 0.0 0.0 0.0 0.0 0.7110714590852236 0.0 -0.4349359812329147 0.0 0.0 0.5664419679292426 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8142539401821514 0.24411204090177 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.21940982963683972 0.0 0.0 0.0 -0.4469453873073749 0.0 0.0 0.0 0.28872539404448705 0.0 0.4050510676250976 0.0 0.0 0.0 CLDN11 0.0 0.0 0.08734749678271682 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0817654572886462 0.0 0.0 0.0 0.0 0.0 0.687857698131838 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLDN7 0.0 0.0 0.3093590748697211 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6915046199606982 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLEC11A -0.07005385193076238 0.35729744150701076 0.0 -0.2231577474930664 -0.43173582661102655 -0.09340571622164362 0.0 0.0 0.2634832464349486 -0.40606914192219284 0.31216900735537956 0.0 0.0 0.0 0.0 0.0 0.0 0.5721466205756006 0.0 -0.47035944408598074 0.0 -0.4733549329893995 3.6978420800332015 -1.2798665653059116 0.0 0.0 0.0 1.0855122589610737 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6692871326513505 -0.6121473119875189 0.0 0.0 0.0 -4.877868408251685 0.0 0.0 0.0 1.1987378985012114 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0895249519600105 -0.9096916581300609 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLEC12A 0.0 0.0 0.0 0.0 0.0 0.0 -0.5100018983702498 0.0 0.0 1.3703570841029413 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.239485948836958 0.0 -0.8301880021897509 0.0 0.0 0.0 0.0 0.0 0.0 -0.6567172723738649 0.0 0.0 3.043290055564317 0.0 0.0 0.6803747120811815 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7545750723742668 0.0 0.0 0.0 0.0 0.0 0.0 0.48824555280995696 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.6142318708249603 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLEC2D 3.216617372719861 -0.2538938430040103 0.27217550674595103 -0.6007177781258712 -0.6654759836940696 2.058818673596813 -0.46157305307638646 2.11942285961714 -8.527302521388572 -0.6145469468952725 -0.6302197014507297 1.3535376630440237 -2.0820260751982604 -1.0262741359164684 -2.515383604029749 0.38694611405013757 -3.3190657406705557 -0.796283038392826 1.5410156633038625 0.8258497175762342 -3.063696687712024 3.3537261171921093 -0.6106522881675823 0.0 -0.6705418999570515 0.9981219836458289 -0.4431061872447992 0.0 3.934312736237605 0.0 1.7120371474379878 -1.0305175491641516 3.9213167651208556 1.0217258713453654 1.4338242889981063 -3.05503804603525 0.0 0.0 -0.6502316088127733 -0.5677280079525118 8.233920942584541 0.0 0.0 -2.3632641604554907 -0.72203196513875 0.0 1.168607693763928 0.5521336474669211 2.651815940823546 0.0 8.114930651337477 0.0 0.0 1.4987126753378812 0.0 0.0 -0.46816917772855654 0.8959469598238367 0.8332334270663796 -1.395234355921913 0.22469361072977734 -2.8362780004469053 0.0 0.32845565835258544 -0.8170742254965856 16.102992191890667 0.0 4.501379864684435 1.566583688487235 -1.227247485054918 -2.796685209145822 0.0 0.0 6.6635865893729305 -1.9244775641835106 -1.1044376032811838 0.0 0.0 0.0 1.4551081888687667 0.0 0.0 0.0 0.0 0.22155157495654917 -0.7215712725043436 CLEC4A 0.0 0.0 0.0 -0.20620640081362854 0.0 0.0 2.798530288715789 0.0 0.0 -1.1427800506516173 -0.4268121058017941 0.0 0.0 0.0 0.0 0.0 0.0 0.5659453865382706 0.0 -0.31182740124727887 0.0 0.0 0.0 0.0 0.0 0.0 0.5645077744051213 0.0 0.0 0.8422749513053156 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1672104411485098 0.6417816494129399 0.0 -0.8938542662891095 0.26529872584511577 0.0 0.0 -6.892641954015218 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22932005795347798 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2424761181893141 0.0 CLIC4 -0.1348862184507747 0.0 0.0 0.0 0.3062760979496563 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.32305768877692503 0.0 0.0 0.46246126955551187 0.0 0.0 0.0 0.46809576445392004 0.4878716825530785 -0.3609642528253076 0.0 0.0 -0.5463555871229507 0.0 0.0 -0.3609338642314008 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.2527034456973913 -1.0998968891254721 0.0 2.6069581632169343 0.0 0.0 0.0 0.0 0.0 -0.2252471191546944 -0.6219768590759788 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2925501291451792 0.0 0.0 CLINT1 0.0 -0.45799685535773715 0.0 0.0 0.21905390334970187 0.0 0.0 -0.25247753610139434 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5122649982381239 0.0 0.0 0.0 -0.3478639101163113 0.0 0.0 0.0 0.0 0.7376237079349057 0.0 -0.5127560018717855 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLN6 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4241639960122374 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLNK 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.28491955045095546 0.4139282909030277 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9151844258802104 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.393212091572402 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLPP -0.1653703586767939 -0.12326111263341424 0.0 0.0 0.0 0.0 0.0 0.35543930055338113 0.0 0.0 -0.30985121181220365 -0.2736456489490362 0.0 0.0 0.0 0.0 0.0 -0.37223101948678616 0.0 0.0 0.0 0.0 0.0 0.0 0.3853984409376119 0.47193972536907564 0.0 -0.45514584652281515 0.0 0.0 -0.3549133522820657 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7892894973227192 0.0 0.0 0.0 0.0 0.0 -0.2679668618906256 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLPTM1L 0.0 0.0 -0.170512597913492 0.0 0.9826987509856743 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4681495582908605 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLSPN 0.0 6.08269337991752 0.0 0.0 0.0 -3.083414432286179 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 12.262743905244282 0.0 0.0 0.0 0.0 0.0 -0.41590078194928576 -0.40260471721928925 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLTA -0.6916925078893843 0.40218063697913653 0.13751001779379268 -0.1679322394294015 -1.0633275771513495 0.3899644717225149 -0.17991420570556602 0.7188512067554885 -0.5281059527960901 -0.38884205072363537 -0.17713107348634177 0.0 0.0 -0.4703978603492509 0.0 -0.38174761065248064 0.0 0.0 0.0 0.9604882523220815 0.41720793255308497 0.9396920402263539 0.0 0.2178900998555317 -0.514534577170062 -0.5315637874078135 -1.7943478318495025 -0.46115169915697357 0.6450250292151689 0.0 0.4062117977029612 0.0 1.3159959750137895 0.0 0.0 -0.5623828997844733 0.09332917886121928 -0.18324614035462572 0.9387789364654496 0.0 0.0 0.0295967758534581 0.0 -0.916632557845669 -0.41823526995668797 0.0 0.5519635468851605 0.2905373357906801 -1.914091902045383 1.2582087223739882 0.0 0.0 0.6424123934459639 -7.9057862641995955 -0.6318033695656043 -0.9147751579957119 0.0 -1.1343121840049224 2.35900158555244 0.0 0.0 0.9733241002660996 0.2523400791381962 0.0 -1.7649649685163569 0.0 1.2249823215398339 0.8029610195193412 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2244216183027992 0.0 1.0000883664010243 1.074240674629054 0.0 0.5239219684852963 0.0 0.2894156592368279 0.0 0.0 -0.5013314666555265 CLTB -0.3049831822704879 -0.39970407203516567 0.0 0.0 0.0 -1.587140655731228 0.0 0.0 0.2801661487761749 0.0 -0.2988023295164798 0.0 0.0 -0.45929146774802143 0.4477768637569347 -0.3097340303799062 0.36765278151630165 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7901127519997625 0.0 -0.41638545730592863 -0.6195940798642788 0.0 0.0 0.0 -0.4471994832816513 0.0 0.0 0.6541947923406765 0.0 0.0 0.7517955030322742 -1.195897107501066 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6343205821935637 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8897139079642844 -1.1620496388378956 0.0 0.0 -1.6971123716885095 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLU -0.19215951640163714 -0.1655844567314366 0.5633461646614306 -0.1814857597104535 -0.25336710279632385 -0.2423624527634074 0.0 -0.4648484212816036 -0.19080504588846842 0.0 1.215574197211984 -0.3258151405246177 -0.055698820294595 19.867707128866893 0.16282502249451028 -0.29638924485309875 -0.45904134206500036 -0.4282507165126241 0.0 0.0 0.4551983060551519 0.0 -0.19402440881779223 3.2604563440076606 -1.0183412902729259 -0.3396727292683968 -1.1762692340014393 -5.888766586115538 0.6545909821237479 0.7999674440680937 0.0 1.2213434840004542 -0.4844973449956629 0.0 0.3886866252618895 0.0 0.0 -1.6922498775004835 10.997660897142298 17.25814966554936 -1.4564744656328519 6.029274486222499 -0.811670342584015 0.0 3.922649918969672 0.4749694651636953 -0.21546323166493164 -0.7464501024054159 -2.3151479400459105 -0.7813306058005737 0.0 -0.7623450638321011 -0.9690622508060628 0.0 1.6098281554876523 0.0 0.0 0.34312025783615735 0.0 0.8729931200668922 1.3925188655135383 0.0 -3.4353267219814776 -0.7191710501604013 0.0 0.0 2.025972134998049 -0.8624290318100284 0.0 1.9847667897250048 0.0 -0.31809825724737906 -0.2784462967841902 0.0 1.387812099975052 0.0 0.0 0.8179748683196705 0.752820596069548 0.3920156292804099 -0.7966694084818652 -4.420259958298257 1.939705878284937 -2.010554335252833 1.127467836230932 3.5824937552727136 CMC1 -0.7384031745234336 -0.1885232498223653 0.2736712099323021 -1.3127157419861495 -0.25544548656549954 0.0 0.15048912552598093 0.0 16.453767011967166 0.4057755772259898 -0.3848107776356236 4.351392824706036 20.957330933266736 0.09646820308262899 0.19993078443681267 0.5358005503477402 -3.4718619617326 0.0 -2.767189460614092 0.0 1.199567919595472 -0.7817260981530468 0.0 0.0 0.1638382749459944 -3.673710465472 0.4422233828911324 0.0 0.0 0.5902001758920734 -1.4924764977368112 -0.6809664057905042 -7.707565929330718 -0.12485070835000674 -2.0001107107363247 -0.5017180723684741 0.0 0.6613088493959717 0.0 0.8482402215478947 -5.999975641802541 0.0 0.0 -1.676015586261114 0.0 0.0 0.631788681969151 0.6710013683745695 0.0 0.0 -0.9015718150381168 -0.7303479566635083 0.0 -1.140210193817315 -1.2168905194220792 -1.248259893726459 3.5871356435619988 0.0 -2.0480851763874033 0.0 0.0 0.0 -0.8517819172122355 0.0 0.7882050714263475 1.2395092708025663 0.0 1.7083492387401076 -2.4582959303664476 0.7229720601830434 4.21315440411602 0.23956669762248187 0.20533067151473436 1.17033624750658 0.9627329057767241 26.553866833458226 0.0 0.0 -6.169102475015757 0.0 0.0 0.0 -0.8321039538208014 0.0 0.0 -0.6869979894083306 CMC2 0.0 0.42941120035946245 0.0 0.0 0.0 0.0 0.0 0.33470745992790135 -0.25424064012732017 0.0 0.0 -0.32083045335290133 0.4969280151510725 0.0 0.0 0.0 -0.47395487424623967 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.674113270540751 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.21122651216614777 0.0 -0.44950619165237543 0.0 0.0 0.0 0.0 0.0 0.0 CMIP 0.23791206772949738 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.10297898506449055 -0.28536881455047625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.641293644487676 0.0 0.0 0.0 -0.40118026220761055 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.429351559018657 -1.5494746351963542 -1.3048123972144237 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CMPK1 -0.028540721500753218 -0.12950826887930175 -0.4015609907691568 0.0 -0.18055357501573233 -0.7076644212360957 0.6785432436411696 -0.1994072746870904 0.42343185765308844 0.0 0.0 -0.5672126309042383 0.0 0.38671715661808465 0.0 0.5804726943190139 -0.38793697725970755 0.0 0.0 0.13051194988300654 -0.7687240423437195 -1.3124175745035205 0.0 0.0 0.0 -0.4538020164602554 0.10064044730600379 0.5777422104098427 0.17850881915714767 0.0 0.8038927062702846 0.5279457066870443 1.912363583305958 0.0 -0.5291471651300632 -0.6897738427804581 0.0 0.0 -0.5331327109267577 4.199539211094597 0.0 0.0 0.0 -3.229101831308537 0.0 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0.0 0.0 0.0 0.0 2.5730301964258957 0.0 -0.60605458457739 0.4884089112524296 0.0 0.0 1.9542469775858489 -0.4892306590203522 -0.44403275217763927 0.0 0.3832883232635206 0.0 -0.513043461419503 3.6921984303818656 0.0 0.0 0.0 0.0 0.0 0.580925296884544 -0.925085407387642 0.0 0.8089639706487631 1.1360290876029573 0.0 0.0 -0.592045192486224 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.752457290811953 0.0 0.757235822673892 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3377464626805304 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1430906091619286 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7188882804823375 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CNIH4 0.0 0.19939682934800912 -0.23637845703601382 0.0 0.0 1.7720194904987598 -0.14760627403664503 0.0 0.0 1.6261816649918832 0.0 0.0 0.0 0.0 -0.5771495562659893 -0.48754121060616357 0.0 1.1175754965221016 -0.35360035904298026 0.0 0.0 0.0 -0.4082797260898142 0.0 0.0 0.0 0.5091849697769789 0.49606403571407154 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.1299438814507058 0.0 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-0.7002169089550678 0.0 COMMD4 0.0 0.4091188252208381 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.24566264194134918 0.0 0.0 0.0 2.384488925589516 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6849049873480264 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 COMMD7 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3220177705192328 0.5164191745133675 0.0 -0.2887770790229338 0.0 -0.2968716287087439 0.0 0.0 -0.3576282078108254 0.0 0.0 0.0 0.4535823103000672 -0.5649090561475854 0.0 -0.3505154424438569 0.0 0.0 -0.8037580798494023 -0.4364576662788628 0.0 -0.3019342895476411 0.0 0.0 0.0 0.0 -0.5379834063159705 0.0 0.0 0.0 0.0 0.0 -1.0684359983438236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9011190542973812 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 COMT -0.12172653385581236 -1.0881521119239461 -0.06080714704736374 0.6086776362273534 -0.36054996544388923 -0.26907094005313736 -0.21889007053862997 0.0 -0.28099922400418986 -0.2764773377642322 0.6006685278334731 0.0 0.0 0.0 0.3945822910282003 -0.5874325501843323 0.0 0.0 0.0 0.9339466747703035 0.0 0.0 -0.556596276417069 -0.3340853430845497 0.0 0.0 0.0 0.0 0.0 0.0 0.7563696071598417 -0.5588174836342455 0.0 0.0 0.0 0.0 0.0 0.0 0.700158259988168 0.0 0.0 -0.645291625490528 0.0 0.0 0.0 0.0 0.5775287833652083 -0.17693142438460413 -0.9179101363256591 0.33162271458249004 0.0 0.0 0.0 1.0388895095547677 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.0278420711058667 0.0 0.0 0.0 0.0 0.0 0.0 1.0889031533940852 0.0 0.0 0.0 0.0 COPB1 -0.141965384058878 -0.14926088876746643 -0.23373120997662425 0.0 0.25580831095484546 0.2693102861721954 0.0 -0.25585613881701574 0.0 0.0 0.0 0.34528666035939953 0.0 0.0 -0.6495117844354932 -0.4130008837196827 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3716985286011311 0.0 0.3582405532513057 0.0 0.0 0.0 -0.4424257842779174 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8978759619142815 0.0 -0.7429039643407379 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5132357035682935 0.0 0.0 0.0 1.0294337995059417 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0316837245926176 -1.551993092754613 0.0 0.0 0.0 0.0 -1.1814934061735265 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.46831744415885995 0.0 0.0 0.0 0.0 0.0 0.0 COPB2 -0.10845355679435706 -0.3032678739057675 0.0 0.0 0.7586941163632183 -0.1804584492814999 0.0 0.0 0.30791049537312576 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5914355218637931 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8007392581599597 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 COPE -0.4623827524526913 0.5091802906974379 0.05063308142593031 1.0713256883965792 5.068162234840243 0.5152242130527043 0.0 0.0 0.5203676563503968 0.5992241897833582 0.05364085209509027 0.8418207144222629 0.4400250050122377 0.11174968595289408 -0.8974425180084893 -1.1029766298275143 0.017297188558405834 -0.364963645993336 -0.45746418872040984 -0.13235446917553118 1.7715559051145464 2.0651768902894276 0.0 0.0 -0.596919848810541 -0.17970881708312825 -0.8172279285724064 -0.49047049955974603 0.0803747575608737 0.0 0.26519612995700076 5.123663765978391 -1.0007915001283323 -1.8132369586111359 -0.04854064528512699 -0.6129740775614021 0.0 0.0 0.0 -2.2742429238076936 0.0 -1.1174715645759943 0.5981330706909314 1.3576875206697852 0.0 0.0 -0.7637403197626765 0.0 0.9522466540507926 -0.5469206866290414 -1.1710498541408543 1.9784904299078698 0.0 -0.8037681921658438 0.0843458631718053 0.9342778456162016 2.4716338183997997 -0.32532056721657865 0.0 -1.5603784555855824 -0.3352498080997544 -1.1035705251005394 1.721475477391369 0.0 -0.7766713663911529 -1.1224012080141867 0.0 1.2577921819393103 0.0 -0.6145208197552501 -1.0227294782292955 0.0 0.0 3.738029512538989 0.0 -2.02383461230893 0.38205678663889775 -2.6380503562309743 0.0 -0.4099417740115072 0.44306146235501603 0.0 1.2753153397182146 0.0 -0.451433913183717 -1.361132624390601 COPG1 0.0 0.0 -0.20568369570023878 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.28477136919453044 0.0 0.0 -0.33915716297761384 0.0 0.0 0.0 0.0 0.38160389741404 0.0 0.0 0.0 0.0 0.0 0.0 -0.6144435424221005 0.0 0.0 0.0 0.0 1.6311754918824746 0.0 0.0 0.0 0.7506102420021832 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.23903386746803587 0.0 0.0 0.0 0.0 0.0 0.0 0.43310932928772217 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3112029478346667 -0.930765409820134 0.0 0.0 0.0 0.0 0.35209537864288504 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 COPS3 0.0 0.6494851540374367 0.0 0.0 0.0 -1.3299483157278196 0.3043460204460046 0.0 0.0 0.0 0.0 -0.49987521991344047 0.0 0.0 4.989852244333805 0.0 0.0 0.0 -0.4312367559268118 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 COPS8 0.0 0.0 0.0 0.0 0.0 -0.24795997115713786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4855715007432751 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9156959108104642 0.0 0.0 0.0 0.0 0.9524419512374221 0.0 0.0 0.0 0.0 -1.2035568818258162 0.0 0.0 -0.8961395550754953 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2393583155403243 0.0 0.0 -0.7166359270389066 0.0 COPZ1 -0.2779071513290731 -0.4135896588483565 -0.1452142860771684 0.2554849968476665 0.6378841431979039 0.0 0.0 0.3563606109282814 0.0 0.0 0.0 0.0 0.0 0.0 -0.3039806085668642 -0.38932154438807687 0.524291982382265 0.0 0.0 0.0 0.40302089664812607 0.0 0.6912885867468442 0.0 0.0 0.4491362359252496 0.0 0.0 0.0 0.0 -0.5252805941024058 1.8110102423807652 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9835246959082427 0.0 0.0 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-0.36295696552267487 0.0 0.0 CRLF3 -0.16951312140469937 -0.14123553324404708 -0.19909561594254116 0.0 0.0 0.902253292933767 0.0 0.0 0.0 0.0 0.0 -0.4551209216313014 0.0 0.0 0.0 0.0 -0.37655189799143357 0.0 0.0 0.0 -0.6863723338076314 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5154934161084166 0.0 0.0 0.0 0.0 -0.7327310004915147 0.0 0.0 0.0 -0.5812705536556556 0.0 0.0 0.4547678716802418 0.0 0.21573000672167214 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.911890034332315 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CRTAM 0.0 -0.29049864751813015 0.03672573606883399 0.0 0.0 0.0 0.0 -0.9934146627568969 1.0755010627230421 0.36515034867621166 0.0 -3.3407781343317393 5.089091589092524 0.0 0.0 -0.587078210235165 -0.735750594478516 0.0 -0.4454992646084732 0.0 0.3721632692498993 0.0 0.0 0.0 0.10780496209122649 -0.8115174742643401 0.0 0.0 0.0 0.0 0.0 0.0 -0.6933826589505259 0.0 1.3825275975390343 -0.810514322555169 0.0 0.0 0.0 0.0 3.6209004319685087 0.0 0.0 2.264402186892615 -0.5556196401368969 0.0 0.0 0.28172899352336084 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0233335009343392 -1.6299106814429838 0.0 0.0 0.0 -0.1687805174745716 0.6050937251651738 -0.4343125353851951 0.0 0.0 0.0 0.0 1.6019379980491766 8.537770484434034 1.55112328372423 -1.5495948586473909 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.2178947359527523 -0.46191687088074646 -0.8110733353586618 0.0 -0.8333353275825661 0.0 0.0 -0.5000513426723704 CRY1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.9599688208280535 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.863829488342969 0.0 0.0 0.0 0.0 0.0 CRYAB -0.3444535522583803 -0.08947696727596958 1.3646421298854412 0.0 -0.25516053790849297 -0.2120693762000986 0.0 -0.1367506781371844 0.0 0.0 -0.2840219017542495 0.0 0.0 -0.936221319548819 0.0 -0.3708310663349322 0.0 0.0 0.0 0.0 0.0 0.0 0.692198294065514 -2.5302429770849058 1.333250583684068 0.0 -0.3982139539016048 2.6860932690780484 -0.5066589159343802 0.0 0.0 -1.1636498874476757 0.0 0.0 0.0 0.0 -0.14333346013627654 0.0 -0.9328807860373517 0.0 0.0 10.045163607203984 0.0 0.0 1.6092200547982387 -0.06301379479037372 0.0 -0.6405992993984173 0.0 -0.5166594431300681 0.0 0.0 -0.2829042913809731 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.24943404003422295 0.0 0.0 0.0 0.0 0.0 -6.05465386110804 0.0 0.0 0.0 0.0 0.0 -0.5193348182903549 0.0 0.0 0.0 1.6913606097788232 0.0 0.0 0.0 1.180456413322934 0.0 1.7002539001316872 -0.7531242871415034 -0.5848253204355243 -0.7214526752883956 CSE1L 0.0 0.9781930050163915 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4735802689116867 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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2.157235202120671 0.0 0.0 0.0 -0.8985836103923287 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CSGALNACT2 -0.11781027453047026 0.0 0.0 0.0 0.0 0.0 -0.38421426820678994 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7317580935706769 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3254435086574905 0.0 0.0 0.0 0.0 CSK -0.08154660548285356 -0.2916182110322412 -0.23747507577040042 -0.25138015552384796 0.0 0.0 -0.2934520557539126 0.6008420090537482 0.0 2.0929940117998167 0.6549090611263991 0.3412215850891092 0.0 0.0 -0.5227907351429735 -0.3040290016514724 -0.3453501207428218 0.5382120901106661 0.4378838061063992 0.0 0.0 2.8824173599790113 0.0 0.0 0.0 -0.6762374419778349 0.0 0.0 -1.2884909639470743 -1.13632098777724 -0.5475951643815103 0.0 -0.6717038223665515 0.0 0.0 -0.6407589321386488 0.0 0.0 0.0 0.0 0.7160718393272355 0.0 0.0 1.0058536059055414 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1073145484423732 0.0 0.924636096852296 -1.4795469532331686 0.0 1.902641181881111 0.0 0.0 0.8133007812464873 0.0 0.0 -1.1762424969881737 0.0 0.0 0.0 0.0 0.0 1.801739917638363 0.0 0.0 -2.532212880660573 0.0 -2.7460587895949375 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CSNK1A1 0.03648182613747315 -0.5804373140613474 0.43800427321527025 0.2517904192511145 -0.18143990428256276 0.3297412563625822 0.0 0.0 -0.6982452834824062 -0.3110622944246937 0.03234775469229683 0.0 0.0 0.0 -0.417116872929747 0.0 -0.3854343659452532 -0.3528832756002381 0.0 -0.4720296957054159 0.0 0.0 -0.462789124136139 0.0 0.0 -0.2590744079257565 0.0 0.6009203363097008 3.892017576408741 0.0 0.5238833741323727 0.5647100485044042 0.6282143567589714 0.0 0.0 0.6627041753364814 0.0 -0.7033218340200451 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2736065044624851 0.0 0.5045934949388985 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7475855249497574 -1.1835410315833166 0.0 0.0 0.0 0.0 0.0 0.0 1.0858427086595428 0.0 0.0 0.3245872342587431 0.0 0.0 0.0 0.0 0.0 0.0 0.9650531485962576 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CSNK1G3 0.0 0.0 0.0 -0.21876046384175052 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3110182531092676 0.0 0.0 0.0 0.7313904068590207 0.0 0.0 -0.44541036802176737 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4750367961890544 0.0 0.0 -0.5267679917758321 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8784387426348063 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CSNK2B -0.3197052600380562 0.09933748589398031 -0.11641418036868892 0.0 0.2515083289948222 -0.3407157222696048 0.2854177007596068 -0.24845179629811684 0.19341814233464427 -0.2735889543471171 0.49778178460327754 0.0 0.0 0.0 1.2715088010353217 0.0 -0.8763732853033128 0.0 0.0 -0.8274825834359518 -0.16788632060427017 0.8520884002962001 -0.3881358525993408 -0.3478343433640687 -0.14420680378161474 -0.5474395109988599 0.0 -0.4091804768765481 0.5621317955009733 -0.4781170032877213 0.0 0.644226693713033 -0.8277595628969898 -0.5364039393287966 -0.890748279225525 0.4277517748930535 0.0 0.0 -0.6669544329031998 0.0 1.6443389976416223 -0.8716980126571225 -1.3016469696569413 0.762279126899194 -0.44770222188392167 0.0 0.9852197690814438 0.0 0.8020744066556483 0.0 1.8756207050928195 0.7889572811679813 0.0 -1.030935713398834 0.0 0.0 -2.3665752843303274 0.0 0.8771201155179477 0.5987888064310075 0.0 0.5241521814503902 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2001700289889121 0.0 -0.32270434215522836 -1.1719001723818865 0.0 0.0 -1.2228811377542377 -1.043547270084797 0.0 0.0 0.0 0.0 -0.6466185348411354 0.0 0.0 0.0 CSRP1 0.0 -0.12243870908979207 0.0 0.0 0.0 -0.4363587925352586 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.06959483833730075 -0.23596587658365492 0.0 0.0 0.0 1.6159302822851107 0.0 0.0 0.0 -0.5404013182310746 0.0 0.0 0.0 0.0 0.0 0.0 -1.5263711624946814 0.7607375448149386 0.0 8.384626916238728 0.0 0.0 0.0 0.0 0.0 -1.0002002267211678 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1605544025839383 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5369613507058236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.566168356188995 0.0 0.0 0.0 0.0 0.0 1.0842494682226624 -0.23760015601056478 0.47020752365102353 -0.5031335776401802 CST7 -2.217513364085512 -2.974893090315016 -1.3881825992639212 -3.843065754649412 -2.0526538316219036 -0.7292718065552807 4.997479125100234 5.989141300752591 8.330094243232333 -3.9954073207944765 -0.21491095922609343 17.48710837099456 22.51853411475284 1.5453608525106017 0.28418944633176374 6.677875812821122 3.506733807236638 -2.3480051779399926 -6.35127554580977 -1.4808027752335886 -10.396481696681276 -1.2091037006407663 0.0 -1.3927140299210072 -0.26923468687225705 -0.5368659461438708 0.0 0.0 -2.3665693354026254 0.73186049826583 -0.8024773442790308 -0.48321624568520133 7.602581251598141 1.2769741343569085 -4.179461839216137 2.2295078881391746 1.373413723660526 -1.829783038733319 0.0 -3.435318148418962 -7.553267418503699 0.0 -3.482423655512052 -4.906293626138006 0.5779519814255618 1.237059757050551 0.0 1.7119695382317113 7.59145044246421 -0.8408720742522863 0.0 10.459966644071796 -0.3312503904585847 3.896422258088909 -0.26403538755640393 1.060858863593781 8.99452417589309 0.0 -1.662990593696569 0.0 -1.4294222925681728 0.3914400956695358 1.2589890278694031 2.1003410217810843 0.0 8.798511476913914 -0.7668971157084036 -1.2973943030664943 -2.1891392991563627 0.9750879769545631 6.434492074664574 0.8669917239942322 1.6189723763149666 -2.279068810048907 0.37846013589975 -4.825403461106068 -0.285179555687221 0.5139017587300646 -9.74476193606236 -1.186696715434426 0.2607090085332236 0.0 -0.15308018331508152 0.2708207393969876 1.4256547417963443 -1.5942977118451431 CTA-29F11.1 0.0 0.0 -0.04952571056688511 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.429777066493428 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4254934354560504 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3318618220045148 0.0 0.0 0.0 CTBP1 -0.11467313836382839 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3266296861864668 0.4458671068454943 0.0 0.0 0.0 -0.285660664494429 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7234035673160257 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6874231512212075 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3007867809461592 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CTBP2 0.0 0.0 0.2784384634389127 0.0 0.0 0.0 0.0 0.0 2.2941205255311026 0.0 0.0 0.36842032157019955 0.0 0.0 0.0 0.0 -0.31051958771122373 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.49067477533769693 0.0 0.0 0.0 0.0 0.34322679103185627 0.0 -0.5744593521925521 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9107016298587196 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8422336154821085 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2043489833532524 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CTD-2192J16.22 0.338848979965651 0.0 0.33630229691420527 0.0 -0.3377454840328163 0.0 0.0 0.0 0.0 0.0 1.0336789728224605 0.0 0.0 0.0 0.0 0.6861797779743353 0.6402031033631819 0.0 0.0 0.0 0.928857068525754 0.0 0.0 0.0 -1.4657718750537063 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6617918270873275 0.0 1.0684767074133517 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.955585016940025 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CTD-3252C9.4 -0.3305083078425736 0.0 -0.17518152537409168 0.0 0.2028115334993769 0.0 0.0 0.0 0.0 -0.2737409096135609 -0.4717560393564264 0.0 -0.41857778888989616 0.4221941949953502 0.0 0.47796807866177604 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2919763429533957 0.0 0.0 0.0 0.0 0.0 0.0 -0.49833795673516457 0.0 0.0 1.4464046398569013 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1967578927074105 0.0 0.0 0.0 1.5192176330735718 0.0 0.0 0.9188946284882665 0.0 0.0 2.054104779258214 0.0 0.0 1.659501668671723 0.0 0.0 0.0 0.0 0.0 -1.3523787587098623 0.0 0.0 -1.402380596567627 2.497193699539344 1.4569110294095433 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CTDNEP1 -0.1589929555719381 0.0 0.018471609943748968 0.28006076018788806 0.0 0.26783148458606043 0.0 0.0 0.0 0.0 0.0 0.0 -0.36703980694011545 0.0 -0.3040266925910408 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8760124041022905 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CTLA4 0.17914625143382962 -0.4462131409550705 0.17863899970019112 -0.08079358259887562 -0.4434696311425794 0.0 0.0 13.1823017168039 -0.28460809201985593 0.0 0.3380037819791413 -0.44002670936065497 -0.5943485182761954 0.0 0.0 0.0 0.42611530567026135 0.0 0.0 0.0 -0.9796536646371593 1.7146785096748685 0.0 0.0 -0.39708133429978604 -0.05924711049998547 0.4083842895552485 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.45479560049226325 -1.040992431543558 0.0 0.0 0.0 0.0 4.206118191512959 0.0 0.0 -2.0352957020548614 0.9457295013308189 -0.20653388379671012 0.0 0.42245417113149264 0.9277477611693953 -0.3996478846496689 0.0 0.0 0.0 0.0 1.4222912889285908 0.0 0.0 0.0 0.0 0.0 1.4904361592451207 2.7808385307185617 0.0 0.0 0.0 4.528214624174864 0.0 0.48696313882000286 4.6998241493228345 -1.3745586237016183 0.0 0.37611194717603863 0.0 0.0 0.0 0.0 -1.0291620970461335 0.36820308247764655 0.0 1.8528417316133692 -1.0064069168360967 0.0 1.1303262312386642 0.0 0.0 -1.352651124391085 CTNNAL1 0.0 0.2032933984419725 0.2508936429010597 0.0 0.0 -0.5098748137679013 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2791385945963138 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0365851805760582 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1299329587680984 0.0 0.0 0.0 0.0 0.0 0.7191817223291807 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9706330711906777 0.0 0.0 0.0 0.0 CTNNB1 0.07020278860428407 -0.3897075509383398 -0.857660885555314 -0.18441685245790812 -0.8356403453630475 0.0 0.0 0.5949906836975439 0.0 -0.2932375920871571 -1.1348094777818556 0.04669139183131959 0.4387258902352258 -0.6703024932548215 0.0 0.6609840396803562 -0.3444407909107684 0.5080271420546312 0.0 -1.3385840778456004 0.9656486274448408 0.0 0.14381643398407168 0.6548699257866499 1.1704002999760872 0.0 0.0 -0.47907506089118895 31.347087833634454 0.9691218945812587 -0.21141386879029544 0.0 -0.7742610807409412 0.0 0.005875077890206655 0.5164897234050069 0.0 0.0 1.3293875163124533 -0.4701810387709186 0.0 0.0 2.5210307717030327 0.0 0.0 -1.9801388494161862 0.0 0.0 -0.7150140022685917 0.0 0.0 -1.1936847548708847 0.6981623596108982 3.0303830140306083 0.0 0.0 0.0 0.0 1.3228883845843138 0.0 0.0 0.0 0.0 0.0 0.0 2.802076529618835 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2603562194123108 0.0 0.24601129472328848 0.0 0.0 0.3875487559934027 0.0 0.0 0.0 0.0 0.0 CTNNBL1 0.0 -0.08797587150975088 0.0 0.0 0.0 0.0 0.0 -0.13032072875437986 0.0 0.0 -0.2759544712484865 0.0 0.0 5.554840928098854 0.0 0.0 0.0 0.5897943083821121 0.0 0.0 0.0 0.0 -0.45577127264995465 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9385218810042076 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.34822075131735497 0.0 0.0 0.0 0.0 0.0 0.0 -0.4157553269258668 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CTPS1 0.0 0.0 0.0 0.0 0.0 -0.47540821516327475 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38226754371516053 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CTSA -0.6647265069090277 -0.4157997772083386 -0.42102073973334203 -0.4468393616211674 -0.42174612152956376 -2.5324501936615014 -2.4828337275525283 2.2146289514740394 0.648243995985055 -0.7603828209574834 -0.5597434364008557 -4.402978285201273 -0.5318314634783334 -0.7460728411754857 0.8969307449975399 -2.127194023315312 6.868376655800126 0.7579839361619162 0.0 5.797588999851322 -1.8082767244664297 0.0 0.0 0.0 -0.7862003698362076 1.2922304104402074 -0.8516580267809649 0.0 0.0 0.4019805068189681 0.32446592900662813 -0.6238933246532664 -0.9635746264599035 -0.8836603741045058 -0.6199039525049735 -1.298177760736792 -0.8409477078192139 5.8766642275963905 0.0 11.74095680874876 0.7844974869875195 0.0 -0.7906491057684994 1.8579480572099898 0.8539750481648601 0.0 0.0 0.0 4.077563680689666 0.3773452435710131 -2.3347735734418316 0.0 0.5565776825014687 5.588343925676139 0.0 -1.038497774688578 -2.681876177259366 0.0 0.0 0.0 -0.2407124376360101 -1.473673803369829 -1.0482165577951825 0.0 0.0 -3.534200729990402 -0.7886210987211539 0.0 -1.4278337455449608 0.0 6.384611532334599 0.0 0.27554941771745617 0.0 3.765445516349781 0.0 0.0 1.9357269604930187 0.0 0.25472639509638406 0.0 0.0 0.0 -0.3275405297632814 -0.6584968758725307 0.0 CTSH -0.6731884079987326 -0.9231297742923317 -0.23063693367330054 -4.770026349133619 2.938327507845692 -0.29436003035576713 5.7022427474665704 -2.505961591550919 -0.9588732383400116 -2.376193077357037 -0.6168619870863878 -0.6044433093101674 0.1285232338713594 -2.248677653200407 0.30824489489573476 -0.484778912830105 5.64699705397105 -1.122772082655297 3.250878512415039 0.25265836295392013 0.02081305973664784 -1.3180297779079848 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-2.7513042475118747 0.0 0.0 -2.125905857758106 2.145239789357574 1.6352120275854158 -0.4572428099571848 1.2333900736436354 -3.0916789878336672 0.0 16.466484227662917 0.5477775119338333 1.653620640647753 -13.400408213900352 -0.8050643656030827 2.9728328773034214 0.0 -0.6993203467755397 0.32128422305946025 0.0 0.6802030073727948 CTSZ -0.6759450784108213 -0.6407094084345997 0.03251129773974897 2.088018495312551 0.6899194827796679 -0.16406868988673012 0.978947210325734 0.0 -0.2519378908093463 -1.0898003466331734 1.441612013357378 -0.3236389654806197 0.0 -0.8196542250869684 -0.485946695703775 -0.30138364740588514 0.0 -1.1730761085039545 0.225128782174062 7.4397000269198825 0.0 0.0 -0.33354842036977206 -0.3300846909084471 0.8272909053846617 0.0 -1.42167972310801 0.0 -1.4688910612605213 -0.705557642727089 0.0 0.0 0.0 0.0 -0.16857326106854262 0.0 0.6568095739741289 4.229744206833535 3.219650661807548 -0.5796893659982333 -0.6990804023417869 -1.1537383381778907 -1.2800944264942673 0.0 0.0 -0.743746250394944 0.7682945959091093 0.5153299573934914 -2.7527950904672083 0.8324080533159719 0.0 5.912293131836328 -0.43284433940520767 2.113012208320295 0.0 1.96894505568643 0.0 0.0 -1.471580996310193 -1.8314432071502391 -0.2132208201027195 0.0 0.0 -1.072335725695244 0.0 0.0 0.0 -0.9288791604547699 0.0 -0.4071916535648971 0.0 0.43619385741236105 0.3311296225788686 -1.1129012156909113 0.9944444836579425 0.0 1.1428430616807825 0.0 0.0 0.0 -1.5484305886613574 0.0 0.0 0.627378671500892 -0.631273472747153 -0.5027255229406042 CUEDC2 -0.08234397287697326 0.0 0.06741630322806172 0.0 0.0 0.0 0.0 0.0 0.0 -0.2891805715445013 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4104058897568527 0.0 0.0 0.0 0.0 0.0 0.0 0.37176556307862424 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.21569558552185633 -0.37779188363590016 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4597747689656648 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5792476134912307 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-1.0860509301606147 1.433708138450623 0.0 -0.6379661610100652 0.0 3.551627169856861 -0.4961730576987098 0.0 0.0 0.0 0.0 -0.7062599348369549 0.0 -0.5128967172842376 -0.5022719704521921 0.0 0.0 0.0 0.0 0.0 -8.289073421678243 0.0 0.0 7.166531098030546 0.0 0.0 0.0 0.0 0.7029391708943828 0.0 0.0 0.0 0.0 0.0 0.0 2.4238208969300175 -6.91466364251573 -0.9566156152600093 0.0 0.0 -0.444491831512078 0.0 0.0 -0.4492934073566955 -0.9219145346646359 6.0379821565650715 0.0 0.0 -1.377006844177623 0.23349179333903472 3.235956717141815 0.0 0.0 0.0 0.0 6.267529642689011 0.0 0.0 -1.771440268361572 -1.2738922133670154 0.0 0.0 0.0 0.0 0.0 0.4170451218059088 CXCR6 -0.9510585991378224 -1.164546476674559 -0.7230430905198223 0.0 -0.8223493973894901 -0.19820715720302318 0.0 6.672991265690139 -0.9494213445849035 0.0 -0.7388562693574359 -8.652413233954563 0.49443865201837833 -0.42081646244730064 -0.46428390638362943 1.4985030362752412 8.29526273741237 0.0 0.0 0.0 -9.39995657779487 -1.8754136181041479 0.0 0.0 -0.3939994706479579 -1.0913971996664198 -0.8861702590429396 0.0 0.0 0.0 0.0 -0.4159700630039761 0.0 1.9795252630596643 -2.787854163817409 -3.0048761298409343 -0.1799840513164512 0.0 0.0 0.0 6.363418671621183 0.0 0.0 -5.958160318986151 -0.8358592797027791 -0.4195679276667434 0.0 -0.24836805861638786 1.08536332001616 -0.705513134368391 1.733133777424832 0.0 0.0 0.0 1.6865627673965833 0.0 2.362298093808589 0.0 0.0 0.0 -0.679032344914729 -1.368326787923974 -0.9487818983924502 0.0 -1.1248017226977105 8.579684363743338 0.5147575958067165 -0.32110757597516015 -2.598688523096223 -0.7759938680587337 -5.192942930992134 0.0 0.0 0.0 0.0 0.0 -0.9385696856577518 0.46939731851292255 0.0 -1.4910086055228626 -1.126811965228479 0.0 0.5690711576282134 0.0 0.3385456359949138 -3.0590160709028336 CXorf36 0.0 0.0 -0.1274377462244554 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.28785342514581275 2.520418063587378 0.0 0.0 0.0 -0.359596198517159 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DBI -0.814217762605072 1.1095294031671161 -0.2912538440677967 3.8360111176192904 -1.5576666400106751 -0.8673363100946745 3.670705237067479 -0.06668580076016249 2.530586289795693 -3.517839289811789 -1.3874837154353914 2.9294563079415123 -2.365256640313858 2.6635156330827243 0.3797523028668896 1.4881686741704352 -2.4723068514358717 -5.845171790961304 -0.827770359951675 0.835491314391686 3.853064613350742 0.812716286297957 -0.6827139757677045 -0.7590252396920827 -2.190484504922401 -1.2011690821968655 -0.3000145231103626 -2.764921475220816 0.9519415997725221 0.08399321630108703 1.774205280488296 -3.8605729654813956 1.5218330258052564 -2.5201336968825134 -2.0120242052989767 0.0 0.6666026125673377 13.815441715070621 -0.05593950905323486 -4.334982360383331 1.1394520137658486 1.3340664236547335 -0.512473490120253 0.2701424350009275 -0.4437729095702174 0.3937232264309228 -0.20674950602348105 -0.5128074894444127 0.7962855665235155 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9420737392365677 0.0 0.0 0.0 DBNDD2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5702003686889253 0.0 0.23161627973751217 0.0 0.0 1.0438766382251126 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.753882483790455 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.589113345593126 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6845549257111151 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6063392981382052 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DBNL 0.30136316292236637 0.0 0.0 1.149451604099737 -0.8146081700415732 0.0 0.6667214482224445 0.0 0.31131564080958424 0.3257963043231315 0.3139525622502405 0.0 0.0 0.0 -0.47105387516203884 -0.32383292032294564 0.3834937822411755 0.0 0.5109876274634019 0.0 0.0 0.0 0.0 0.0 0.982682942081473 0.0 0.0 0.0 -0.8166275447944628 -0.4253602254592597 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9831792405513993 0.6866030643667514 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6975499952939898 -1.3513669182454766 0.986952589473051 -0.31015103322223087 0.0 0.0 0.0 0.0 0.0 0.0 0.8420458056860841 0.0 0.0 0.0 0.0 0.0 0.0 1.5261487641487528 0.0 -1.1358399375084134 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8279218519655153 0.0 DCAF8 0.0 0.0 0.0 0.0 0.0 0.4161811489537007 0.0 0.0 -0.30412552441235985 0.0 0.0 0.0 0.0 0.0 -0.3948171923864879 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1104778607871095 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DCK 0.6408631502280238 1.8469373083316327 -0.4729045547931114 3.9180467542766504 -0.21505490936054128 0.7988567134660411 -0.23524101896052493 -0.23314670133669277 0.0 0.0 0.0 0.0 0.0 0.0 0.38319529940261443 -0.3231804783714211 0.0 0.0 0.8291338268270917 0.0 0.40162700304336896 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5734161299607944 0.0 0.0 -0.5517619265729639 0.0 -1.0732738714671979 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7656895304005477 0.0 0.0 0.0 0.0 0.0 0.0 1.5205893680232363 0.0 0.0 0.0 0.0 0.0 0.0 -0.8992610516385765 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.0771637867138106 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5980123967943205 0.0 0.0 0.0 0.0 0.0 0.0 DCTD 0.0 0.0 -0.061900442759161144 0.24322774047586201 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.26437933037198 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DCTN3 -0.3101887974974984 1.509549711960749 0.0 0.0 0.0 8.14826242946025 0.0 0.0 0.0 -0.14961303423896466 0.017650874281774944 0.3108816172283002 0.29000721871919377 0.5059913535936358 -4.2872704754536155 0.0 0.0 0.0 -0.40325916509521376 0.0 0.0 0.0 -0.4703337484235074 0.0 0.0 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-0.15051078116745178 -0.19130890408671164 -4.972326531303684 -0.3077655019529106 0.0 0.0 0.0 0.22263360663313347 0.0 0.0 0.0 3.64379099781049 -0.30171745233848246 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.279445069681783 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.851045133039424 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DCXR -0.2743718266938495 1.077065224064986 -0.35155113398352317 0.32544433151836993 0.02697969686641033 2.938574334851655 0.8849883308013218 -0.4937535159191594 0.33594397681389576 0.0 -0.31436221477835624 0.32050081842301664 0.0 0.0 -1.4856698664210233 0.0 -0.8437174261445018 0.0 -0.3941027320369964 -0.4938681299127308 0.4774993660870379 0.0 -0.43740744478532523 0.0 0.0 0.0 1.105260343327419 -0.5955730508089087 0.0 0.0 0.0 0.6291085828630362 0.0 0.6131610189846407 0.5498448180594873 0.005025595478007776 0.0 0.725725114746894 0.0 0.0 0.0 0.0 0.0 0.9064191640333424 0.0 0.0 0.0 0.16843185580869874 0.0 0.0 0.0 -0.7677225551051278 0.0 0.0 0.0 0.8905389564683368 1.3372774920560626 0.0 0.0 0.0 0.0 0.0 1.824989101948523 0.0 -0.7492867512616811 0.0 0.0 -1.0896946625609565 0.0 -0.36407406046120705 0.0 0.0 0.0 -1.4611583863533153 0.0 0.0 0.0 0.0 0.0 0.0 0.2830224978880446 0.0 1.25339514595701 0.0 0.0 0.0 DDB1 0.0 0.0 -0.39074448833600633 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3911412911267398 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DDB2 -0.11017339749961788 2.033246187827771 0.0 0.0 0.0 -0.19863709441291957 0.0 0.2485407251698019 0.0 0.0 0.0 0.0 0.0 0.0 1.2039642902063348 0.0 -0.28992776801954684 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5332688441148282 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8468909881003329 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8097864745551455 0.0 0.0 0.0 DDHD1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3263970130690979 0.0 0.0 0.0 0.0 -0.6927430907688951 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.482799309833633 0.0 0.0 1.1837151462653874 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DDIT3 0.4990361598498046 -0.11489527574661947 1.1736304051195834 -0.20926822706312273 -0.21775646322246545 0.2502772116026689 0.0 -0.5165768322272546 -0.6329584276443327 0.0 0.0 0.36568245128767607 0.0 0.7228731674598553 -0.45012232024783505 0.0 0.0 0.47533045433094256 1.034062205469853 0.0 -0.5376326327757313 -0.5694766993511341 0.0 0.0 0.08416127122519527 0.0 0.6120570446875171 0.0 0.0 0.5033971497775576 0.0 6.482946399770623 0.5718946490213983 0.0 -1.9981000289024675 0.0 0.7976505612252759 0.0 0.0 0.0 0.7131219071182439 0.7111936577637961 -1.7953985096457172 0.0 -3.6256723989860156 3.206156424840741 0.0 -1.2589188761566703 -0.6890396811340054 -0.8032136743502519 0.0 0.0 0.0 -0.9006187168237632 -0.7639654683587674 -0.8955543031354076 0.0 1.4258234821036704 0.0 0.0 0.0 1.2660567000713931 0.0 -1.2043164139464022 14.56239437619574 0.0 0.6689659567734189 0.915449973059846 -0.9835941891385959 1.4653346565503829 0.0 0.0 0.0 0.0 0.0 0.0 -0.3820740169049576 0.0 0.0 1.1143852228152518 0.6428559969482202 1.868930858411288 0.0 -0.21730519162421996 1.6410618295014305 0.0 DDIT4 -0.9471497081009387 -2.1907413177092057 0.4409171989773049 4.793358541963684 1.1769346697000642 -0.7171275454777751 4.8739367780880904 4.275979111338712 4.0261072765431525 -0.4407979872228063 0.15245487705176547 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0.0 DHPS -0.103908041359877 0.0 0.0 0.0 0.16788835926639856 0.23806331655313223 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39537654636516284 0.0 0.0 0.0 -0.4263618137042037 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4323513066016893 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3029598189342748 0.0 0.0 0.0 0.0 DHRS1 0.0 -0.1292283262021753 0.0 0.0 0.25874113267651155 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2705791850724108 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8816580356093665 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DHX58 1.0885236443081276 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DHX9 0.0 0.44840037771107416 0.21986211189521326 0.0 0.0 -0.5750234491511442 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5152583385729775 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6097609258480071 0.0 0.0 0.0 0.0 0.5660429726226768 0.0 0.0 0.9313548144203632 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2907107290853668 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DIAPH1 0.0 -0.16057997544548946 0.17797038954116817 -0.273741158151235 0.0 0.0 0.0 -0.24918769391031254 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3754771769917618 0.0 0.0 0.0 0.0 -0.37125869179961907 -0.3679777371185985 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0929619727366193 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9216760618831041 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1452817415847945 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DIDO1 0.0 0.0 0.0 0.25223105948989666 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3413763650314066 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.43759506023552425 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1015885499687876 0.0 0.0 1.1463831306799812 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DIP2A 0.0 0.0 -0.306708684360028 0.0 0.0 0.0 0.0 0.0 0.3117602690373247 0.0 0.0 1.8157068287050353 0.0 0.0 0.0 -0.16480302661006072 0.5019801588061086 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8891837824886727 0.7666667394781614 -0.34114669914900364 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8526928027832117 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DMAP1 0.0 0.0 -0.062408982740078466 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.09673863399219983 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DMTF1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5983101169608734 0.0 0.47668950781484204 0.0 0.0 0.0 0.0 -0.3781095338469714 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7706000108210156 0.0 -1.1965561721655305 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DMTN 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.799589430411094 0.0 0.0 0.0 0.0 0.0 0.0 2.7753690727332385 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DNAJA1 4.960355774764433 -1.007925388672935 13.81025710987229 2.7210685594430686 -2.67171235167515 -0.23033550263731528 -0.27239820696071215 -1.9500426212612443 -0.6272894313445277 0.3725114764683843 -0.8238172646556259 -1.512004498960509 1.067002122898062 1.1427134121900422 0.0 2.258950377010543 2.463416781062949 -0.5097296123632307 -0.8342359139230516 -1.4123864421247991 0.08674198801963934 -0.7629500805974427 0.3459259848405253 2.1621976972202583 -3.076327675916651 -2.774032055725337 -0.45363444685166837 -1.043903655735123 -1.4015078749893304 -0.30370475482680886 0.4259919991801668 -3.2972971789646195 1.1410235820611128 1.7818512000623952 -0.6825783133760897 -0.5946405642999738 -0.03344245008628255 0.643185612778464 0.461962384718801 -0.5461725956409114 1.8375459021093128 0.8908909897918483 -1.6461384903818903 -1.9991960400960855 -4.842939400694926 -0.706111295246768 0.0 -0.7819300796697046 -0.4697671281029056 1.6035771084014232 -2.225649600682674 0.13052632885037926 1.0359149844322377 -0.8908513706198788 -4.741653102014294 0.0 3.953057603380371 3.113062858317477 0.0 0.0 2.2790419651043248 1.502079657340408 0.34374450935645245 -0.37470854643623935 18.933738563336483 1.377291392113574 -1.359607238601814 -1.2472229924601514 3.2486010943363026 -1.2022231657219837 0.0 -0.31221683911891673 0.34575521949916715 0.9669714777562624 -0.25460748301586467 0.0 -0.42226337926010615 0.037716603217863034 0.0 6.722602524901059 -1.2174397639935632 -1.5822568897220575 -1.052429558697171 0.3932766339159056 0.9857049864454579 2.0423037616359982 DNAJA2 0.0 -0.3048161834093994 0.1690577670558436 0.0 0.0 -0.22194945473868463 0.27078993677926316 0.0 0.0 0.0 -0.4006694942080676 -0.2998577766827843 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.408701042395303 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.44286374684193014 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8121048052598772 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8927171517782738 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3663512688205794 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DNAJA4 0.0 0.0 4.598861267322877 0.0 -0.11483757995004733 0.0 0.0 0.38793454177926795 0.0 0.0 0.38094695068864143 0.0 -0.28081913622756116 0.0 0.0 0.0 0.0 0.0 -1.0910457477551518 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6857518929097575 0.17819248505103058 0.0 0.7342160406785919 0.0 0.0 -0.34994299198713025 0.0 0.0 0.0 0.0 -0.5442688413549525 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.905409853277403 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22302391780085618 0.0 0.0 0.0 0.0 0.0 0.0 DNAJB11 0.2937816580973697 0.2502972583675483 -0.2001222002615734 0.0 2.9979734315045365 0.0 -0.2467916559408425 0.0 0.0 -0.27141744852283634 0.35415370861145373 0.0 0.0 0.40223373286115716 0.0 -0.729751447925927 0.0 0.0 0.4848220877168122 -0.41658943340575766 0.0 0.0 0.0 0.0 0.3231143278927035 0.0 0.43710154360074505 0.0 0.0 0.0 -0.4286472495771789 10.801734865640324 0.0 0.6955766722411577 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5750926201792111 0.0 0.0 0.6554698188145024 0.0 0.0 0.0 0.0 0.0 -0.9310313536289029 0.0 2.9744790041309392 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6272459603911601 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.913447719903587 0.0 0.0 0.0 0.0 -1.0766700690724988 0.0 0.0 0.0 0.0 DNAJB4 0.0 -0.5662425782765126 5.285853223584145 0.23157475129754354 -0.0163330994505901 0.0 0.0 0.6991181363615171 0.0 0.0 0.410939068685001 0.0 0.6928077363363843 0.8066452993859513 0.0 -0.6682992584251074 0.0 0.0 0.0 0.0 0.0 0.0 -0.3914214331796236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5892310552903528 0.0 0.0 -0.5125957170496819 0.0 0.0 0.878430501777614 0.8953882030197252 0.0 0.0 0.0 -1.266831619075672 0.0 0.0 0.0 0.0 0.0 0.9702534416054326 0.0 0.0 0.7758484744183909 0.0 -1.3964598546132951 0.0 -0.8967187822577601 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.26655548171299104 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.191222662594763 0.0 0.0 0.0 0.0 DNAJB6 0.3581235692061681 -0.7945121369978693 4.907052477145053 -0.5233154682574042 -1.4956179624483186 -0.028451533650377978 -0.891895099897461 -0.5428736784029282 -0.5224667838878282 -0.1505263329588945 0.33662299232614734 0.5593554198099956 0.9780240178457539 0.3756877562067592 -0.5928739615605899 1.1774095233552722 0.7601749042614484 -0.7413140796112819 0.43733345209177843 0.2002551388722099 -1.0570516189151928 0.9507770854715809 0.0 -0.3603858799135259 -0.9623564506817611 -0.16619059773604672 -1.7926332343781193 -0.4979140954731598 0.6330817645575522 0.0 -0.48976295542682585 0.45371554422306215 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-0.1729852436105733 0.0 0.0 0.0 0.0 2.0788783299267726 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5433800305148127 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9085600682226428 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DUSP23 0.0 0.0 -0.24222554611663247 -0.9208242530878523 -0.4711616508937116 -0.4633666124743674 0.9765444990675847 0.0 0.5605599529908276 -0.9024680868534793 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.17598414904232307 6.584891657547028 -0.6837713295653137 0.0 -0.45531435711458873 -0.7024632197304473 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.9546998844698935 0.0 0.0 -1.1971971772108074 0.5941473099959206 0.0 0.18551110414584462 -0.6763763814939285 -0.5269472262444437 0.0 0.0 0.41235804219292993 0.0 -0.7341556131052008 0.0 0.0 0.0 0.0 -0.9825290527189319 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DUSP5 -0.14084930159283704 0.189363045378634 0.23651963205474535 5.497094439966144 0.9088921182655344 0.0 0.316648861012243 -0.9759256292184226 -0.7781668161815238 0.47478012833433525 0.0 0.0 -0.3084592006767582 -0.5805136262737705 0.0 0.0 0.0 -0.39247503267536926 -0.6228602257626255 -0.8399198361317597 0.0 0.0 0.0 0.0 0.24244662030428568 0.0 0.0 0.5196347340308572 0.0 0.0 -0.5288283356742259 -1.5959141473202176 0.6898486697805032 0.0 0.0 0.0 0.0 -0.6825512960171023 0.7659544578118335 0.0 0.8523338489609684 0.0 -0.6617628642999247 0.0 0.0 0.5349260885941972 0.0 0.0 0.0 0.0 0.0 8.585671793521287 0.0 0.0 0.0 -1.2134560690686274 0.0 -1.3251575412342698 -0.8424908782396536 -1.7949496663816593 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.648647145555614 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.4416437341637027 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DYNC1I2 0.0 0.0 -0.42205060107576237 0.0 -0.27984516154387584 0.5734747163756839 -0.3072212350874078 1.447496298547377 0.0 0.0 0.0 0.0 0.0 0.0 -0.3980239430548209 0.0 0.0 -0.35362391193804493 0.0 0.0 0.0 0.0 0.5203208972248654 0.0 0.46245796228228225 0.0 -0.5019406733884612 0.0 -0.9427717883012389 0.0 -0.38813337343433996 0.5667233105392742 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8624327300615493 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2881871794492683 0.0 0.0 0.0 0.0 DYNLL1 -1.5262135684183078 -2.6787314794342607 2.4091865729074127 1.1855810913815232 1.0784312617128433 7.136262209146269 -0.1765499287186447 0.5702740914408564 2.0878522989677952 -1.0657890938023153 0.2524251212303708 0.3116477838962046 -1.96696021069828 0.7633626762229577 -8.468025405254672 4.639951167716854 -2.385239843668253 -0.8428629022612876 0.31733848727936864 -0.0909061585463313 3.0524946000007933 5.7793098574628825 -0.29390374822851023 0.11881574193367608 0.5035712585272449 0.3316041895461204 1.2884019149837194 2.580971515292949 -1.5472099289555885 -0.7804566959315816 -1.9838344921527566 -3.0088034181323033 0.0 1.3122759989699784 0.7025775038702518 4.181947948528771 0.8374318971058873 -3.1393209753199534 0.04293523441543978 10.215785243304566 2.206359514495646 1.057586737610697 -3.2645480970138654 -1.8453385426037372 0.8128629377757013 0.23203067875353206 2.2693861358222924 -0.4746352445283257 -2.709041352197172 -0.7522975637211281 -4.144677625891488 -3.8218763889203102 0.0 -5.458730996174302 0.4894035811945339 2.033654511175019 2.39965907856952 1.3935268180389142 3.2089489557956017 0.6052638610951956 2.366860707260191 2.1615072089593808 -0.2848320286890663 0.0 10.948489403561405 -1.9930801230018675 -1.4145876336037777 0.0 -2.2771739411559793 -0.3946786100567144 0.0 -0.294766049836777 -0.7194888054143933 0.0 -5.588516313438041 4.347420006062005 -0.3740489478543438 -2.790676909635966 1.0632151515966506 1.6104345616751203 -1.3519844918906994 1.576766053216707 1.7281274478386854 -0.25988165751618875 -0.27690169285977284 -0.44724178058519365 DYNLL2 0.0 0.0 0.18022654185676124 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.34770600330962026 0.0 0.0 0.0 0.4093074460624225 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5429660865669654 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DYNLRB1 0.22734477966515138 -0.9389802697921927 0.15454836122960502 0.0 0.8379666959220406 0.011108316294269966 0.0 0.26503809341310547 0.0 0.0 -0.44535572104981747 0.0 0.0 0.6764402051234122 -1.547363529783502 0.8731993816911107 -1.355530922400893 -0.7074957592342747 0.0 0.0 1.3629455724803785 0.0 0.0 0.5502382539106656 0.0 -0.6333457926884714 2.6651047263052554 0.0 -0.9796285415577017 -0.4740346219691318 0.29914016430775575 0.0 0.0 0.0 1.0270026377174692 2.6306660894747806 0.0 -0.8295036273982 0.0 0.800507343659723 0.0 0.0 0.0 1.5076355270650466 0.8848046715137688 0.0 -0.14457651758650272 0.0 0.0 -0.5788105881685003 0.0 0.0 0.0 -1.0664932161250527 0.0 0.0 0.0 0.0 0.0 -0.7991821957977462 0.0 -0.07177364727761049 -0.2939283064393144 0.0 0.80603714134185 0.0 -0.28827112060380394 -2.195835089770934 0.0 0.0 0.0 0.0 1.1121157154865697 3.001264387353445 0.0 0.0 0.0 0.0 1.3525800478394037 0.0 0.3042113424671782 1.2278825575808696 0.0 0.0 0.0 0.0 DYNLT3 0.10122817148868649 0.0 0.0 0.0 0.0 0.0 -0.2462061901253625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3707329151692651 0.0 0.0 -0.38387110923330847 0.0 0.0 0.0 0.0 0.0 0.0 1.1307511326603672 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5800460671230108 0.0 0.0 0.0 0.0 0.0 0.0 0.5457978315455121 -0.933022752388889 0.0 0.345016957385531 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8680574752429236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DYSF 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6114806848318155 0.0 0.0 0.0 0.0 0.0 1.1919382587929535 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DZIP3 0.0 0.0 0.0 0.0 0.0 0.25514601484701716 0.0 0.0 0.0 0.0 0.0 -0.649486306438828 0.0 0.0 -0.3816084248084757 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4866262025144465 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EAF2 0.294982533506725 0.0 0.22411540661138668 0.0 3.217119958008945 -0.16794515404609534 -0.2300564875503672 0.0 0.0 0.0 0.0 0.0 0.2338869726090325 0.0 0.2673647423762687 0.0 0.0 0.0 0.4217698099952267 0.0 0.0 -0.4182764087751928 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5216333306945871 -2.007736539904483 0.0 -0.5660588843544831 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.568450436521672 0.0 0.0 0.0 0.0 -1.876908028943455 0.0 0.0 0.0 0.979431336321222 0.0 0.0 0.0 0.0 0.0 1.2032763405775604 0.0 0.0 0.680672376329277 0.0 -1.560060553320469 0.0 0.0 0.0 0.0 0.0 0.0 2.3836196571922836 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EAPP 0.0 0.0 0.0 0.0 -0.23023747229825955 0.0 -0.4302301656262937 0.2878158559805013 0.0 0.0 0.21875305581299917 0.0 0.0 0.0 0.0 0.6047870456106573 -0.49125408235218887 0.0 1.0024318519784576 0.0 0.0 0.0 0.0 0.0 -0.47080326737996997 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6349149175369307 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.722935043146016 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4906377964816708 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.26788188574686145 0.4644221152024158 0.0 0.0 EBNA1BP2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.5932344521298782 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ECE1 0.3467834118213452 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2883796833126078 0.0 0.0 0.0 0.0 0.0 0.0 0.4166178357840688 0.0 0.0 0.0 0.0 -0.4990491845778745 3.742913329074331 0.0 0.0 0.0 1.285326763288232 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7895915263820348 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ECHDC1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.42631684252358454 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5603844992976437 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2459004651869666 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ECHDC2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.43675012558614096 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7654467960331224 0.0 -0.711814540013933 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.753695216661637 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ECHS1 -0.1052576428948973 -0.11437475748623606 0.0 0.0 0.31768810561232613 -0.6160929196501498 0.2371693239636997 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7877430378572036 0.0 0.0 -0.10298000200164203 0.0 0.0 0.0 -0.3318461348033286 -0.3804385758580579 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8647929529431114 0.0 0.0 -0.6921644601471487 0.0 0.0 0.0 -1.5215219092393923 -0.29601915898497305 0.0 0.0 0.0 -0.8550227848362022 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ECI2 0.0 0.0 0.0 0.0 0.0 0.3047799396198392 0.0 0.0 -0.3023200722515494 0.0 0.0 -0.640468370739264 0.0 0.0 -0.29637453721026125 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4808927812440198 0.0 0.0 0.0 0.0 0.0 0.5489641876609952 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1406403426214096 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.882596895778736 0.0 0.0 0.0 0.0 0.0 0.0 0.7682974908275437 0.0 0.0 0.0 0.0 0.0 0.0 0.2886258994659107 0.0 0.0 0.0 ECT2 0.0 0.6671875025367919 0.0 0.0 0.0 2.867981605367128 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3210610550905321 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EDARADD 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.60007707493139 0.47778376224161767 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2381150294519354 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EDEM1 0.0 0.0 0.0 0.26284659332327714 0.0 0.0 0.599964733615715 -0.5122839218231765 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.37505853489593316 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6951511497300646 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EDEM2 0.0 0.0 0.0 0.0 0.7035040265871214 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.11133778214698363 0.0 0.0 0.29624738991611493 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5696866762712343 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.830219110758595 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EDF1 0.28997673448383277 -0.401624712167756 0.508729577350544 0.265307744889106 1.713865879217532 -0.7108689284187859 0.39642369147365125 1.3298666356376712 1.4381063557610032 -1.524547018227261 0.10732697314584344 2.388604619188351 -0.25272304002187107 0.4037503990640483 1.0729644030303505 1.0911820050116863 0.9381701894531703 0.6642463386244284 0.0 -0.6373245959167751 2.9992253252715835 -1.3430842450772398 0.4340114522254168 0.22770700179042958 0.11379519623332664 -1.7457739500440954 -0.1104115099269165 -0.40132552696782975 -1.3916344501600644 1.062403865494996 0.0 4.477317965371521 0.4971891234449194 0.6759496591144473 -0.7428270416292949 -2.277205240567515 0.0 -0.843820096733806 0.6698622357124291 0.7697809088048249 1.5025150871456012 1.3233012882570807 -0.7107405692682711 -0.6686169944032494 -0.9260656414960157 0.0 0.0 0.29381326013582576 0.0 0.0 -0.8230871878846984 4.852526291960978 0.0 0.0 -0.39597205306090605 0.0 1.3253037061549522 -0.8810496040443603 2.4448105618957148 -0.37010302690338387 -0.9153017645980551 -2.5210412571803706 1.4734973936785183 0.0 -0.06219118047336236 1.4746368285684304 -1.4355943061096905 0.7022436511928108 0.0 0.42420735806051973 1.208420281971655 -0.28200547868926296 0.7998843120435175 6.54855622397304 0.0 3.8550465201740876 0.0 -1.3219109319353084 -1.279700811314118 0.0 0.9543836326473706 1.762005094038426 0.3522950935315602 -1.2704918033983659 -0.7802099170758866 0.0 EED 0.0 0.0 0.0 0.0 0.0 -0.26591180882037874 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0624429773966169 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-1.927187339195096 -0.6150410388115607 -1.274724272243377 -2.404229037389756 1.866228955728699 -0.5605431217029841 0.0 -0.3415841675205658 1.1673276461353777 -0.6644647932008817 0.0 -3.592237166640179 0.3406710038678651 1.445791748006727 -1.2256551958047113 1.8028164353886702 -0.5987171743511502 0.0 0.6848616410665642 1.609662945671715 0.7313816687550476 0.0 -0.9944176624579584 -0.1749971826329799 0.16621094434634198 0.0 -4.91845614476603 -0.11797235886484968 -0.8366754015312257 0.0 4.5614015991687555 -0.6455523212595723 0.0 -2.391101150361275 0.8695237826902885 0.0 0.0 -1.712446209648415 0.0 2.6999563952305454 0.3211764728286331 5.637945392742221 -2.8803635007846666 2.1381886362103217 -1.267694174400331 -0.7629202387517502 -2.158969627723825 0.0 -1.355984525224366 1.5524003661670873 -0.6910460757384073 0.38595721226510543 3.029881852239858 0.0 0.0 4.432578781353903 -3.00538745319304 0.0 -5.665605871717915 2.0581375624354417 0.0 -6.123127010319271 0.28668447329659863 1.0389027327962317 2.6703999207228213 EFEMP2 0.0 0.22723097709537893 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.664254492673786 -0.3677693924457056 0.47062262497171353 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2090088593413928 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EFHD1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4939402509140568 -0.41848496444160127 0.0 0.0 0.0 3.9103895737843097 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6757717598527371 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EFNB2 -0.10207263094889138 0.27006814548402114 0.21200502558004736 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.286457789228638 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.351833092460591 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6422072681377752 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EGLN2 0.0 0.0 -0.1078603165784016 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.42420663487012533 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.048663835135436 0.30863730666586814 0.0 0.0 0.0 1.4380660320587921 0.0 0.0 0.0 0.0 0.0 0.0 1.638570604124879 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EHBP1L1 0.0 0.0 0.0 0.0 0.0 0.0 0.314518064596531 0.0 0.0 0.30513140242190484 0.0 0.0 0.0 -0.2884399714241023 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.44625185586153443 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6842405607431744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EHD1 0.0 0.0 0.0 0.0 0.0 0.0 -0.8157356044782027 0.0 0.0 -0.4160302084624133 0.0 -0.3318593997321606 0.0 0.0 0.0 0.0 -0.36245554005402997 0.9595333002736162 0.0 -0.3359585554563336 -0.6725021964410725 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3458724374974947 0.4076357778901428 0.0 0.0 0.0 0.0 -1.3222641766026457 -0.05899641845059121 0.0 -1.162049821433709 0.0 0.0 0.0 0.0 5.263561144731194 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9589993921145468 -0.7584843781033055 0.0 0.0 0.0 -1.033186631285339 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.219445970603519 1.141197211630466 0.9771544863385567 0.0 -0.9404870376795831 0.0 1.5741716823033682 0.0 0.0 1.2416153475734852 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EIF2AK1 0.0 -0.1082659905360209 0.0 0.0 0.0 0.0 0.2805094577674865 0.0 0.0 -0.3569902280171877 0.0 0.0 0.0 0.0 0.0 0.0 -0.2200483137010363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.49997972184570527 0.0 0.8812586950071161 0.0 0.0 0.0 0.0 0.0 0.0 4.49847250329077 0.0 0.0 0.0 0.0 0.0 0.0 1.118760811740538 0.0 0.0 0.0 -0.6424193987676524 -0.6822152163165468 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7510461487201603 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EIF2A 0.0 -0.13368834920184408 0.0 0.0 0.19208208397670232 0.0 0.0 0.0 -0.2810493029236521 0.0 -0.5173527292959919 0.0 0.0 0.0 -0.5149255260427105 -0.8008184786985351 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5381304158049877 0.0 -0.3125547349380467 0.0 0.0 0.0 0.3908730348253289 -0.5085623907160594 0.0 0.0 0.0 0.0 0.0 0.0 -0.5475677839056678 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3597914982554675 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EIF2B1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EIF2D 0.0 0.0 0.0 0.0 0.0 0.304518376370428 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.31909703154518804 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EIF2S1 -0.01817775242472659 0.0 0.0 0.0 0.0 -0.6745099433488102 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EIF3E -0.15971755392672857 -2.414013722859523 0.24905946817186356 -2.2042480127602517 -0.40034424815347397 -0.1033859495626709 1.7427792598550091 -1.5491164569808307 -0.6374177286056635 -0.64948923742514 -0.8116641063720437 0.0 -2.5936797611774653 2.0694653139668766 -2.1037964173989647 -3.9106111496060216 2.470467987236876 -0.5823315972409243 -1.8990253038841156 -0.29084236556047116 -0.01640352368626049 4.68310629021157 -0.3158179173702077 0.4446163775006944 1.6644445060361786 1.1200125319602974 1.4689048370476556 -0.915708388009639 3.8962953215280978 0.9617512800217337 -0.16175498893637927 -0.9174750026208462 2.863788646457306 1.9017996237101933 2.5969666068958137 -1.8827356732196516 0.0 -0.8383165887391966 0.8483638734619348 -0.949759657571988 1.6949316553661355 -0.44686283199590837 0.20288005082968136 -0.9405438606442973 -0.26709846355066447 -0.6446049162335514 -0.5609756146125064 1.4188868465362485 0.0 2.5610913962164594 -2.294697586420029 1.8258871142512978 1.3874206988041997 0.0 0.687933042679154 1.1952068324385392 0.0 0.9787758790705176 4.828395336844228 -3.4812817810314165 0.0 1.0963863890196464 -1.4591412572886202 0.14989959144667475 -0.5834475887615144 0.0 0.0 -0.8472251771386766 1.1471760578613697 -0.7053654083936653 -9.197866821149045 -0.2737510329128077 -1.7492025301908096 14.940298112534133 -3.4126411210675913 0.0 2.550397006201803 -1.239667521752924 0.0 -1.8655308089839493 -1.1697760196179394 2.4771861572018166 0.9349377429963959 0.9499745683438225 0.0 0.34723743958948383 EIF3G -0.8147252481702092 -2.4722842872131228 0.18247776177943492 -1.3159773179484693 0.4262430873898029 2.1316048299004406 0.5285600840297919 0.1662530855407836 6.47521182042877 -1.8861126192632827 1.478072043669761 1.7774975836176978 0.13256173002775956 -0.40584760548587673 -4.702523063393147 -0.548294965298764 -1.2710683031648062 0.4037822904015412 -1.0595091939146744 -0.4350433486756205 0.7162136788794323 3.407775881753575 0.5555637691677179 -0.5077242275028124 0.2757950869361075 0.5694595432494252 0.5484371142800701 -0.4415185864389892 -0.8293695060302171 0.8016974831251276 0.0 0.6046508096816103 -4.7478380625346235 2.552594447260063 -0.5790259624894526 -2.714895697309677 0.0 -1.6924806934527998 0.0 -0.543053550862035 0.0 -0.8645671658180571 0.0 -1.332777989028532 -0.8248039250564896 0.0 -0.6470671404570894 -0.6674717455461868 0.0 0.0 -0.8076776796231607 0.0 -0.5330943067683235 -0.8404219048715231 -1.2234283416471878 0.0 0.0 -0.4782024265616403 1.5634554613252047 1.5399020710008682 1.9690858823532753 -1.1822391837544979 -1.4482454016457833 0.0 0.0 1.1399827213587896 0.0 -1.0308012960045516 0.0 0.0 0.0 -0.27895875734547826 -1.5128637222145027 10.24918318997536 1.604827631558985 6.559190592787312 0.0 0.0 1.4287755673150513 0.0 0.0 0.0 1.1245280763930743 0.0 0.0 -0.44161381723824744 EIF3J 0.0 -0.131117336867698 -0.12103578101663784 0.0 0.3435402630986331 0.0 0.0 0.0 0.0 -0.34115339050662624 0.6118450476156303 0.0 0.0 0.0 -0.300753573196598 -0.172037694865526 -0.5748874738670512 0.0 -0.44781894881385825 0.0 0.0 0.0 0.0 0.45033890803388404 0.34485092200622464 0.3442881938572174 0.0 0.18733859737710615 0.0 0.0 0.0 0.5603405612506409 0.0 2.97403583930531 0.0 0.0 0.0 0.7264039867427149 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.221091256764201 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.084825091282468 0.0 0.0 0.0 0.0 EIF3K -0.28567428979532394 -0.5640289811061978 -0.4817169582293549 -1.9276850051865506 0.8134915651783867 -0.9533521243546165 1.2553653401045974 0.38557142955719603 1.1177446011330403 -0.13899510540269885 1.1188202420212738 0.6282025087776583 0.8362793695489737 0.5700631987966597 0.0 0.9811293326106122 0.33726951023544416 0.5938524697124785 -0.8101721612928847 -0.11345949825349592 -2.4135051597439583 3.630048045120498 -0.15172190783589778 -1.0193536951043827 -0.6553697250610718 0.46488861751415095 -1.0663967183062348 1.2072144561183196 0.5434996354982143 -0.17164800272843606 0.07400757320495527 0.07874267188329745 1.602780112763103 -1.4393830065650857 1.595920382074185 -1.0741009080925816 -1.9401996322783064 0.8156188998327679 0.0 0.28734874847501546 -1.0886500081808763 -1.1823690515503777 -0.5283219454582335 0.3369784418584058 -0.3586125562602341 0.0 2.3462806926882647 -0.21270560892353024 -0.8367749200598203 -0.5208565874113479 -5.937073869830781 -4.701468777414014 0.0 -1.8465564172780977 -0.07828865525125721 0.983959819966301 1.0268423559444726 0.0 -1.1862634514424688 -1.054819531765235 -1.6588185805594593 1.2149034892567143 -1.3018850382439116 0.0 -1.6201593379700814 -1.6435485684534334 0.25985889242963683 -1.5467750589187703 0.011589851204040968 0.0 -1.7490810382994642 0.0 -2.0582611266681003 -4.303347382976384 3.9202332418399273 -2.337629546660494 0.0 0.2843696668498028 -0.9730671272282698 -1.0162506796728814 -0.3739637740972931 -2.8738752690582956 1.6194756731533217 0.0 -0.6590868823273488 -0.6904825550190946 EIF3L -1.36941316597189 -0.32676708732534654 -0.08606230593046048 0.7814670835391354 0.5083496959049656 1.4462671857068978 4.9830468289270655 -0.0714872895212732 -0.9704638092699719 0.0 -0.8995137743223864 0.17303626241601347 -1.639851712874509 0.10556912657732265 0.43817044622272217 -3.199514895651107 0.47531281812889714 0.2553086366786079 -1.6863361362716813 -0.7364482249157206 -0.6098847438394246 3.1880331410113283 -0.4472563899674006 0.0 0.37701855744289464 -0.12402397847350466 -0.6622994784483628 1.6149589824314055 -0.18585501916597275 -0.9459448347626789 -1.0819230981327914 -0.7111762994892896 1.0590165404325877 -0.6813150262542975 1.546050781335081 -0.39886202115134 0.6080714790378232 0.0 -0.6480595502678008 0.6911200978579916 0.2453511583816862 0.0 -0.06795296823827468 -0.83175370336746 -1.0822212827825446 -0.56140354388184 0.0 -0.9739257599752672 0.0 1.3598756334929814 -2.282055391434399 0.0 -0.20188230132000082 0.0 -2.5979710604958726 3.05991494407264 0.0 0.9916138202471169 -2.9914583869703986 -1.905416110290029 0.0 1.6163058671567618 0.0 0.0 -0.8457410898307923 -3.2173923301796417 -1.9883320419040473 -0.8095678269985929 1.5507949219655983 0.0 0.15467055118448342 0.0 0.28589476683081794 9.328099966118579 0.0 3.1942999128997487 1.8020705592672956 1.3409706888942563 -1.159818126926497 0.6727756382192602 0.3727068834377898 0.0 -0.025141898031602584 0.0 0.0 -0.4023275457616816 EIF4E2 0.0 -0.29550380033230605 -0.11863380055455239 0.0 0.0 0.2590231081205695 0.31806043743378987 0.0 0.0 0.3637047246499321 -0.3071633490993805 0.0 0.0 0.0 -0.7286579553866523 0.0 0.0 0.0 0.0 -0.4829036126557701 0.0 0.0 0.49406145928874245 0.0 -0.22125291183371698 0.0 0.0 0.0 -0.3942366777667327 -0.5725256082814775 0.0 0.0 0.0 0.0 -0.5149857389581937 0.0 0.0 0.0 0.0 0.0 0.7355178743941555 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4566007242136801 0.3941893396402257 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EIF4EBP1 0.0 0.0 0.25577848248103524 -0.24129015507787646 0.22315677132581194 -3.502707342513204 0.0 0.0 0.0 0.0 0.0 0.0 0.3769940615912925 0.0 5.760288193370893 0.0 0.0 0.0 0.0 -0.4248513110713336 0.0 0.0 0.0 0.0 0.0 -0.48955635049163676 7.114885222894471 0.0 0.0 0.4526273445276548 0.0 1.7395211473720422 0.0 0.0 0.0 0.0 0.0 1.199593749531427 -0.8447961848234558 0.0 0.0 0.0 -0.22468938362201868 0.0 0.21787329559895993 0.0 0.0 -0.18872236258415478 -0.8567315787362372 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.865377065450454 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9609374651993703 0.0 1.3622250435670813 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EIF4G1 0.048977782594941524 0.0 0.0 -0.2319608118521801 0.0 -0.2564933670100803 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3420050529594754 0.0 0.0 0.0 0.0 0.0 0.0 -0.5229266169751178 0.0 -0.3982072818908687 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7468616860191012 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EIF5A -0.4329568651737537 0.04575117211882293 -0.08892942985298623 -1.0955054459657527 0.73640385503079 -0.5127123183532087 0.6678285787297525 -1.332589189401561 2.0337417867819574 -0.7361700425367247 -1.1941762805164036 -0.1873396137459208 -2.6783441047261993 -0.9801835405884313 -1.7893542979190704 1.637820486030397 2.2618794524473045 0.0 -0.36721550879795173 -1.166691550061827 -1.745257568603864 -0.7908480004426484 -2.3848819824129484 -1.7841465693748002 0.3951546181636028 0.29837039525747405 -0.2928334418117726 1.3209672991825936 22.61751420962153 -1.269387670466465 0.0 0.705557203155048 0.7873198531902736 11.81006758186734 -0.5628912941975723 0.0 0.0 -0.5045376968432678 -0.9683495829973707 -1.8708682171556443 -2.189733139079218 -1.6877133684588181 0.0 6.730739046240602 0.0 0.6785781055372561 1.333677804461319 -0.06626418264598177 1.6392984655393115 0.2536539527289983 0.0 -1.6398045186103327 0.3216771032508455 0.0 -0.34049485376564687 2.2990226493878434 -2.0488067150146234 -2.7059938813489044 2.637419314837404 0.7121840591840041 0.0 1.6057302020500808 0.0 -0.4566878654380611 0.0 4.429535666888469 0.3119493447479717 -1.1560232737760843 0.0 0.38252950731292296 2.9431117451938933 0.0 3.164913505245812 4.531977955917699 -2.076540750393432 -1.3946796204151128 1.90323711569378 0.0 1.5621055703608395 -0.5321109268314757 0.0 -0.9789872952870843 0.0 0.22684011878397822 0.161631404567744 -0.6442930939113066 ELAVL1 0.0 0.0 0.19040475250729533 -0.4041429150562809 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5630291185917152 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8491303577752988 0.0 0.7310846368398473 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ELF2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.360351733263694 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5638063368415704 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6862276781484372 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2428747839210925 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ELMO1 0.13624697619474432 0.0 0.0313545335260103 0.22245596578275584 -0.1769750370315388 -0.21493318578811532 0.0 -1.1125046279920132 0.0 -0.30349464765418044 0.0 0.0 0.0 0.46719535106827487 0.0 0.0 0.0 0.0 0.0 0.0 1.7010780538500152 0.44487096644025487 0.0 1.3052320365565189 0.0 0.0 0.0 -0.6146415532173312 0.0 0.0 -0.8260669431162255 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.917014770855857 0.0 0.0 -0.8602899530362679 0.0 0.0 0.9185888238955413 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8178601913681561 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ELMSAN1 0.0 0.0 0.17850405044092585 0.0 -0.18775846856350428 0.0 0.0 0.0 -0.2668133689657049 0.0 0.0 0.0 0.0 0.0 -0.35282903627931134 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.171252594803172 0.0 0.0 0.0 -0.5759811881524383 0.0 0.0 -0.6296956143958388 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1678176467112718 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3016074654504242 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.600196339746719 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ELOF1 0.0 0.0 0.0 0.0 0.0 -0.2477643786186837 0.0 0.0 0.0 0.0 -0.26118490404886346 0.0 -0.36154310045735966 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2641074269189267 0.0 0.0 0.0 0.0 ELOVL1 0.0 0.0 -0.17486714336480164 0.0 0.0 0.6616695268010955 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3115980721314227 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47361132772061126 0.0 0.3800147178286337 0.0 0.640410816251391 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9645789599999629 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EMC3 -0.31940756821483324 0.0 0.0 0.5508870913379583 -0.1955658534042514 0.0 0.24801226183365632 0.0 0.0 -0.24580581586166808 0.22152320021870653 0.0 0.0 0.0 0.0 -0.4772190069207654 0.0 0.0 0.0 0.0 -0.045271248400547665 0.0 0.4938230611354253 0.0 0.4330065964525238 -0.14059524824315045 1.0166613863760956 -0.4743716852350943 0.0 0.0 0.0 0.5497470297481003 0.0 -0.6692046261588782 0.0 0.0 0.0 0.0 0.0 6.800629785642941 0.0 0.0 0.0 0.0 0.0 0.0 0.5976828900509191 0.0 -0.7599631458287209 0.0 -0.7374792463120262 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.23691029665684074 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EMC7 0.0 0.0 0.0 0.0 0.6003828048592665 -0.25592576139144707 -0.26909138316649117 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4630571507834579 0.0 0.0 0.0 0.0 -0.13985359983383033 0.0 0.0 0.0 -0.04327952172320745 0.4269125537484804 -0.9442605026599143 0.0 0.4911909671833295 0.0 0.0 0.5965587032154721 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.683498445717252 0.0 0.0 0.8484473379640683 0.0 0.0 0.0 0.0 0.0 -0.34299564532983556 0.0 0.0 0.0 0.9859709418392807 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.41017346857244846 0.0 0.0 0.39061415425109464 -0.44533602896797186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.21538853735976074 0.0 -0.5036902398346237 0.0 0.0 0.0 0.0 0.0 0.0 EMC9 0.0 0.24077499048653267 0.0 0.0 0.0 2.411114633490972 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EMD -0.10854608151403085 0.0 -0.22518738843874356 0.0 -0.2395999228836714 0.0 0.0 0.0 0.0 0.0 0.25559525883679046 0.0 0.0 0.0 0.0 0.5897044908261899 0.0 0.0 0.0 0.0 -0.6329374080144644 0.0 0.0 0.0 0.8286416212210587 -0.9996338560302487 0.6597928085760046 0.0 0.0 0.0 0.0 -1.0623898334526851 0.0 -0.6897128799537853 0.0 0.9129480991903896 0.0 0.0 0.0 0.0 0.0 0.778262298481886 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.009534771362472 0.0 0.0 0.0 0.0 0.731491231804161 0.729560463965277 0.0 -0.5268673799788495 0.0 0.0 1.9169130306351203 0.0 0.0 1.5840752325633762 0.0 0.0 -2.4001424919426126 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.32860509165496377 0.0 0.0 EMP2 0.0 0.0 0.3228555734790974 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.37659730435158983 0.0 0.0 0.0 0.42320764897302593 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.190173845257917 0.0 0.0 0.0 -0.40259098980955327 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3346766401023742 0.0 0.0 0.6577297077334686 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6715211835087587 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EMP3 -1.6661837995011104 1.4861268308507922 0.4488633582430701 -2.8802200197823336 3.3734619076779295 0.7973403756011471 -3.1059247993348906 1.8947921368765681 0.03144729578252072 1.2935909943105774 3.111274821640634 8.108635389291056 -3.2506170209360477 4.18768177004093 0.8012920290047787 0.47410119727815103 -0.9938333079679615 3.4137877737475155 4.867982738523861 -3.6665577582325795 -3.3967156889746777 -2.18249865173994 -0.8296426178437711 -3.7669664094923196 0.1767135962433377 -0.564782706265 6.148203305142897 -1.7820003392205166 -2.8734328748629925 0.5864986510317518 -2.881977786132907 -1.9779854345854744 1.3439922890504248 -3.7801499012601907 0.714776910554654 3.550190059713373 -1.780792117304974 -0.3435141121656131 -8.905967548084899 -4.033201244617603 -1.0790845066849024 0.31522760236834846 1.60362056400253 1.6909124859487348 0.0 1.2975451891955017 -0.8699883726484187 -0.0031275340757269837 0.9807128576350423 0.33014308838836576 -9.892245410399806 -6.086982988667515 -0.7085869161436128 12.80630891021243 0.0 3.2441604109639015 -6.4369969827187 -0.4442016537762872 8.387898121072615 5.938910533692469 -0.9531183049437075 -0.3243649987120765 -0.23217060365146966 1.1771831187698216 -1.0219444842327459 10.720369571712274 0.5746547331492554 -4.920808667118654 3.151385714625101 -0.341532648556111 -3.618310178789975 1.5546129966946665 1.2268437841743627 -0.08299057246849414 -6.6437097047635305 4.680019283376709 -1.884514677808692 -3.709651919727589 10.11714572525467 0.43583678094552136 -0.9734874775832132 6.561050347891927 0.0 1.005456206677216 1.8414761813476144 -0.7482420818178872 ENAH 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4069688055342625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4220259091077527 0.0 0.0 0.0 0.0 -0.3987686817007175 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.5480108662189753 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ENC1 -0.10470235564462235 0.0 0.08750400787430467 0.0 0.0 0.28796896553516077 -0.33078280639691227 0.0 0.0 0.0 0.0 0.6408007914375213 0.6357931944884745 0.0 -0.7363496274025019 0.0 0.0 0.39744052638413885 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6724682766880432 0.0 0.0 0.0 0.4943642214104415 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ENDOD1 0.5148671305242838 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.909489192015394 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ENO2 0.0 0.0 0.012660247783020566 0.0 0.0 -0.1982717089227832 0.0 0.0 0.0 0.0 0.277459673961489 0.0 0.0 0.0 0.5342300637945087 0.0 0.0 0.0 0.0 -0.4291906847692571 0.0 0.0 -0.4115805585916379 0.0 0.4369920904131341 0.0 4.741450537312688 0.0 0.0 0.0 0.0 0.4036810072370588 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4403329298990607 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5686960042356903 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 11.459666358666928 0.8893487258593767 0.0 2.013397186975423 0.0 ENOSF1 0.0 2.150264916967439 0.0 0.0 0.0 -0.5533603329069924 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5050597009975745 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9562107079892429 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ENPP2 -0.19944643434207587 0.0 -0.15078860451518336 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8564646752780416 0.0 0.9822215560741557 0.0 0.0 0.0 0.7259871424956201 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6468413318816099 -1.9330957319882192 0.0 0.0 0.0 -0.6931865253123753 0.0 0.0 0.0 0.0 0.0 0.0 -0.2996197523827711 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3987237051259049 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4220931710076018 0.0 0.45779347724189307 0.0 ENSA 0.17052157219091155 0.21848987267931747 0.05245752673685703 0.002217922446922458 -0.7067970196744838 -0.20703451119153599 2.058531425415583 0.0 -0.3520004469314839 -0.3172723284347532 -0.8430726898226184 0.7064837556338079 0.3539439201629217 0.0 0.0 0.6297879072751678 -0.7961998517908394 -0.29512801146113615 0.0 0.0 0.0 0.0 -0.3088163380807685 0.0 0.0 -0.44906137485577396 0.0 -0.3680683145636612 0.0 0.0 0.0 0.0 0.0 0.6058251998025859 0.2728619042256894 2.7907362306156167 0.0 0.0 -0.7606500529756465 -0.6027600587503142 0.7473544695967392 0.0 -0.6675108323993186 -1.16589955224476 0.22882345538439527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.4770760158184815 0.0 3.6883506870253306 0.0 0.0 0.0 0.8469021312025191 -0.2364454813495627 0.0 0.0 0.0 0.0 0.0 0.5882061784287774 0.0 0.0 0.0 0.0 -0.24707578524436383 1.6350834227034876 -1.0229984256652 -1.095663259176148 0.0 0.0 0.0 -2.015753058285422 0.0 0.0 0.0 -0.6751996943980997 0.0 0.0 0.0 ENTPD1-AS1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.09455489141201 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EOMES 0.0 0.0 0.0 0.0 0.0 0.2676744209734286 0.0 -0.32100814190870386 0.6558880649438033 0.0 0.0 -0.33635091372193104 6.847933235939653 0.0 0.0 0.0 1.6592959302769565 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.802091607200597 -0.5935734534013312 -0.5320629360879735 -0.6782945779754794 0.0 0.0 0.0 0.0 -1.306428344474966 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7506117063983949 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8717371416908062 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.9889500132819982 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EPB41L4A-AS1 -0.1395333702279486 -0.1198384423022218 0.0 0.0 -0.21070243327234592 0.0 0.0 0.0 0.2855598958467171 0.0 0.3314405289611352 0.38748314260011774 0.3314269088074825 0.8629019339810299 -0.46629858182199485 -0.7293100114639481 0.0 0.0 0.0 0.0 0.0 0.0 -0.321428809262335 0.0 0.0 0.0 0.0 -0.5113422729018167 0.0 0.0 0.4707775415177013 0.0 -0.633021235156136 0.7129836954165062 0.0 0.518103178543129 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9899063718349388 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9371496420332042 0.0 0.0 1.7469114164314714 0.0 1.0875028737937322 0.0 0.0 0.0 0.0 0.0 4.3480574383159665 0.0 0.0 0.0 0.0 EPC1 0.07177996252175593 -0.2773624249203552 0.2016873821238701 0.09970883692233262 -0.5197853764474424 0.0 0.10460581408173229 0.0 1.0241104126711686 -0.2588644376527826 0.33051017568560154 0.7062928552491773 -1.2436601241313436 0.0 -0.3862916744587549 -0.8094610165344307 -0.039411314143647784 0.0 0.0 0.0 -0.4720972442855706 1.0341035868445836 0.0 0.0 0.9672473452765632 -0.08116166395377133 0.0 0.0 0.0 0.0 -1.040714703047526 0.0 0.24955607136364985 0.0 0.6756849868631527 0.7735210397062073 0.0 0.0 0.0 0.0 1.8352921028147453 -0.689146376105311 0.0 0.0 0.0 0.0 -0.6195525758118947 0.0 0.9622281496100332 0.0 0.0 1.4869648424032706 0.0 1.4541495948421144 0.0 0.0 -2.331211974379657 0.8793356841865775 0.0 1.057979773434617 0.0 1.757008274103258 0.9764038113154999 0.0 0.0 0.0 0.0 -1.5501061774707525 0.0 0.0 0.0 0.0 0.0 2.0177415094694875 0.0 2.383031892903434 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EPHX1 0.0 -0.29648943752844265 0.0 0.0 0.21316776035601218 0.0 -0.2540933145881307 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0460388298888712 0.0 0.0 -0.044271434065800155 0.0 0.0 0.0 0.0 0.9810641796493642 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9068788920324543 0.0 0.0 -0.728720127643112 0.0 0.0 0.0 0.0 0.0 0.0 -2.2561624264739417 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EPHX2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3660216620697407 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.756557753217657 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8616349042082436 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ERAP1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.35615412146650044 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0046624030803173 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2177152735874108 0.0 0.0 -0.8920004049867591 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ERAP2 0.12215450136282843 0.0 0.3075222151616962 0.0 0.0 0.2983453829551587 0.0 0.0 0.0 0.0 0.0 0.0 -0.00789887840954312 0.0 0.0 0.0 -0.6238772013708286 0.0 0.4767918811403184 0.0 -0.3748249666784852 0.0 0.0 0.0 0.0 -0.39741545008008455 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.08315620659502058 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4794182004485836 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.827294916625584 0.0 0.0 -1.4706270238338166 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ERCC1 0.0 0.0 0.0 1.415783047416263 0.0 0.0 0.0 0.0 0.0 0.0 -0.3550725123617571 0.0 0.0 0.0 -0.5050880529293996 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3303284061138738 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5056567670247253 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6223276933931109 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.32479863812420934 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2267709229355373 0.0 0.0 ERCC5 -0.11914659805478267 -0.12472536274152066 0.0 0.0 0.0 0.5471816492580285 0.0 -0.2600005060180985 0.0 0.0 0.0 0.2892615097854603 0.0 0.0 -0.3098272627710426 0.0 -0.4681113372669376 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.44932124712791777 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.5613758757802243 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ERGIC2 0.0 0.0 0.0 0.0 0.8602292149731768 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.49631496513573214 0.0 0.0 -0.32554208801274626 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5390447825487951 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.30153940901377163 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6622912318556164 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ERH 0.030533870979621448 2.232412213272153 0.018207049303433975 0.0 -0.2538668433833508 -0.2518632206244397 0.0 0.0 -0.2695973370277415 -0.3259329968551453 -0.0446031761783522 0.0 -0.6007914663145303 0.4046601564475746 0.6376869947004455 -0.9078586991649601 0.4023051046559183 0.0 0.0 0.0 -0.10574673620000656 -1.0327769000700076 0.0 -0.5267447671645568 0.0 0.39236104412483347 -0.8708384463976137 0.0 -0.39083133697184275 0.510555507550838 1.4171825366927016 0.7137974498817831 0.0 2.0232332766099446 -0.5107451087709873 1.505450630059778 0.6265628194975392 0.0 0.0 -1.1643035242840383 0.0 0.5845014276329539 0.6799404506225806 0.0 0.270605786061663 -1.1323562361919521 0.0 -0.45350389810255437 0.7840673986532816 0.0 0.0 0.0 0.0 -3.646052273503947 0.0 0.0 -1.2367255488933215 1.4714853791040785 1.057984434216216 -0.3210044043561205 0.0 1.2132771510057017 0.3717339185985275 0.41267295377715807 0.0 0.0 0.0 1.29057523195245 -1.1837041256308602 0.0 0.0 -0.32092530173805256 0.0 1.2983403524366977 0.0 0.0 0.0 1.1162244828915058 3.4340474572568382 0.0 0.0 0.0 -0.9236725375233323 0.0 0.7371474211798816 0.0 ERLEC1 -0.10358155366994518 0.0 0.0 -0.2017011839196295 8.358310328664183 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.34593849792266973 0.0 -0.05488158156696636 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43576709660045165 0.0 0.0 0.0 0.0 0.5129361551501581 0.0 0.0 0.0 3.0710220788333866 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.670918655411867 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6119298423531578 0.0 0.0 0.0 -1.1296880707174963 0.0 0.0 0.0 -0.11050480463281846 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9434473458945764 0.0 0.0 0.0 0.0 0.0 0.0 -4.934302119625009 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ERN1 0.0 0.0 0.279102146354493 3.0891272162180985 0.4923966492437115 0.0 0.0 -0.7347122724804065 0.0 0.0 0.32191389093385175 0.0 -0.33111366791045116 0.0 0.0 0.0 4.768434132496462 0.0 -0.41216138097039945 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8224530110067416 0.0 0.0 0.0 0.4527956326059276 -0.8510046084158487 0.0 0.0 0.0 0.0 -0.6503437476753564 0.0 0.7384481286994179 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9345396135744202 0.0 0.0 0.0 -2.2670023437257627 0.0 0.0 0.0 0.0 0.0 0.0 0.8829568470398895 1.297977505671575 0.0 0.0 1.779923315561053 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2544686089338546 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ERO1A 0.0 0.0 0.09333124501289854 0.0 0.0 0.0 0.08500638367484244 0.0 0.0 0.0 0.2748387992102041 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4325765196826575 0.0 0.0 0.0 0.0 0.49559249361396646 0.0 11.065881777675164 0.0 0.6069847552477255 0.0 0.0 1.236172172486047 0.0 0.0 0.0 0.0 0.9020090577651068 -0.1495271651641149 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.116201263887292 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.30393564032082937 7.028600804882113 0.0 0.4265882199095382 0.0 0.0 ERV3-1 0.0 0.0 0.0 0.0 0.0 0.0 0.2209955784416228 0.0 0.0 0.0 0.0 0.0 0.20926480333650324 0.0 0.0 0.0 0.0 0.0 0.0 -0.36923675774855963 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6132562571903181 0.0 -0.49589456963534184 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9619271088147272 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9272723936658547 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ESCO2 0.0 1.7314225241849361 0.0 0.0 0.0 -0.17416830706174716 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.3830172195007053 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ESD -0.35164107958991864 0.0 -0.3931241259213308 0.0 -0.5784982236760942 0.39662055681431996 0.3312844746055304 -0.6969125170394225 -0.29147535224429383 -0.6513861530890964 -0.0927767055532155 -0.26366168382762295 0.0 0.8907571167731274 -0.6067325243868512 -0.3796883774956594 -0.5144151147029563 0.0 0.0 -0.374951752714104 0.546764984072147 -0.5018730566373103 0.0 0.0 -0.39081226181952067 0.0 0.0 0.0 0.5686892792638637 0.6223765309822862 0.0 -0.8177024362817631 0.0 0.0 0.0 0.6464473417008337 0.0 0.0 0.959561724591401 0.0 -0.8670229760174312 0.0 0.5904999563614689 0.0 0.0 1.4997051980650362 0.0 0.0 0.0 0.0 0.631230848278772 0.0 0.2886853657084914 0.0 -0.8496561594917726 0.0 0.0 0.0 0.0 0.7778172822517745 -0.8865745785751343 0.0 0.0 0.0 0.0 0.0 0.7440315097845862 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.126454972118889 0.0 0.0 0.0 0.0 0.0 0.0 2.4999163314992527 0.0 0.0 0.0 0.0 ESF1 -0.1202220920861328 0.0 0.0 -0.15133044927698236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2812353638487292 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.454050200914682 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.5944643675395684 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ESYT1 0.0 0.0 -0.3890398602045991 0.0 0.0 -0.23795331274087367 0.2597147630593721 0.0 0.0 0.0 -0.23784452523553737 -0.38091578814191523 -0.7400704788200837 0.6305665555859369 0.46666498220297004 -0.5716708828932926 0.7344388576085293 0.0 0.0 0.48537017202776955 -0.3910231941614475 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.827314239273827 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.653236263266665 0.0 0.0 0.4561734483378855 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ETFA 0.0 -0.31501404281100176 0.2219329011890538 -0.1934608104223527 0.15821480711488797 0.0 0.0 0.0 0.0 0.0 0.2590369829657786 0.0 -0.3212534614379514 0.0 0.13089822679121763 0.0 0.29892856906525866 0.0 0.0 0.0 0.0 0.5656337014033348 0.0 -0.24706225303374965 0.3664375365548515 0.0 0.0 0.0 0.0 0.0 1.8673218658719208 -0.5179854924101183 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.946339915274059 0.0 0.0 0.0 0.0 0.0 -0.7303430046267687 0.0 0.0 0.0 0.0 -0.9308835875937553 0.0 0.0 -1.7990306174962873 -0.31258971454563 0.0 0.0 0.0 0.871598158605465 0.7422580114976177 0.0 0.0 0.0 0.0 -0.9789871920505054 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2987465259041996 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ETFB -0.4562136807982302 0.6320110465020494 0.0 0.0 -0.03604356202356299 0.06104918167476296 0.0 0.1597204482441867 -0.5815991138686671 0.0 0.0011186024768646953 0.0 0.0 0.0 0.0 0.0 0.0 0.4183686982298599 0.0 0.3572161793556336 0.0 0.48038958953889277 0.0 0.0 0.0 0.0 0.0 0.0 -0.5896892188021629 0.0 0.0 -0.5549094866728048 0.0 -0.6755838798628899 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8752443225090829 0.0 0.8078214947213993 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1721262781069892 1.1277205378308661 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2697798702322391 0.0 0.0 0.0 1.0449997120032173 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ETHE1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4572878331930312 0.0 0.0 0.0 0.0 0.0 0.0 0.40614840240516903 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6894116942805957 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8123685270092581 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8062320511311795 0.0 0.0 0.0 0.0 0.0 0.0 -1.101535006325807 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0125606376567147 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ETS1 -0.27363218021326324 -0.1689577774853432 -0.8318555116397688 -0.38341269515217336 -0.1663682406321585 0.8669616538989556 -1.5921670623907167 0.13238616561809063 1.5133644012986622 -0.4985848785221211 0.9686447631294546 1.0662085756141084 2.409239565167371 -1.3020446048807748 0.0 0.6140445177029922 0.9448650196486149 0.4469316769736148 -0.23772470621136735 -0.7367462447995697 -0.8360604073768794 4.065034658818678 0.6536975311406074 2.493219143098335 -0.4645063966631664 -1.4548841325711532 0.0 0.0 0.0 -0.43836315778250196 0.34429715026856555 0.0 -2.6061108569475193 0.0 -2.0295846445578043 6.373378589163778 0.0 0.0 -0.6202877183260119 0.0 -1.1230140821845127 -0.6563818994008183 0.0 0.0 0.0 0.0 1.026905324716942 0.0 6.908488867829624 0.0 0.0 0.45108191875678444 0.0 -1.1572987859478663 0.0 0.0 3.6572983325902286 0.6422955815947402 -2.077194821473555 0.8886006987659338 0.0 0.0 0.0 0.0 0.0 0.907227194726996 0.0 0.0 -7.1433516069782925 0.0 0.0 0.0 0.0 -2.420448382389781 0.0 -1.042839858529263 0.0 -1.5364914574164519 0.0 0.0 0.4420721243762819 0.0 0.0 0.0 0.0 0.0 ETS2 0.0 0.23416671000647094 -0.3932235979428923 -0.8404644946893356 0.0 0.0 1.6858794670626303 0.0 0.0 0.37921940453265696 -0.4265783206212549 -0.2814916510291 0.0 -0.7044486093588447 0.0 0.5083041964665833 0.0 -0.5357174927374465 -0.9149625101238091 -0.03302734003648222 0.0 0.0 -0.2769784565394063 6.574883431069228 -0.03913925680245426 0.0 1.2961037316158321 -0.9941944692319327 -0.37957832719125545 -0.38221086680260347 0.0 0.7388826973341043 0.0 0.0 0.0 0.0 -0.4648630699409392 -2.8390976693356516 -2.1145255942344385 0.0 0.0 0.7489935548542298 3.8873896040394786 0.0 0.0 0.9696061332780138 0.0 0.0 -0.8940264347963878 0.0 0.0 0.0 0.0 -1.0329202235193229 -1.0665176014292068 -1.817231542238418 0.0 0.0 0.0 -0.7031848721471832 -0.29415595830569 0.0 -0.8939871877711466 0.0 0.0 0.0 1.9602283080145282 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3719583668352472 0.0 0.0 0.0 ETV1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3439885601015215 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.247129837509264 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ETV3 0.0 0.0 0.0 1.3494575871611076 0.0 0.0 0.6797298104600892 -0.2988793245593278 0.0 -0.27597126037450215 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39855159908473375 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.3248753935027353 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.91166849271959 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ETV5 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.436309328248728 0.0 0.9172981499257516 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-0.6876921446433404 1.7513141851789984 0.4883414357442751 -0.234696995866021 0.2016155853724489 -0.5319877174196297 0.0 -0.5900021934944708 -0.549121768129241 21.873940413271324 -0.3645460695765343 -7.96320609167711 0.0 -0.7050282092384044 -0.16985045913257737 0.0 0.15214006996674947 0.10931966487700656 -2.181303642031599 0.0 -0.8077894747803807 9.569479582331663 0.0 0.0 -1.747092108284987 0.0 -0.6525770100618431 0.0 -1.9718574197406222 0.0 0.0 -1.070846592133475 0.0 0.0 0.9941884595425527 0.0 0.0 -0.5301549889524327 0.5763175605985452 0.0 -1.6146638713501973 -0.8122623382497297 0.0 0.0 9.531924575625961 1.2037196941599757 0.0 -3.49276104042012 0.0 0.0 10.669498705574926 0.0 -0.17320328034920607 -0.24001760486774415 0.0 -2.087153881479073 0.0 0.0 0.0 0.0 0.0 0.46751179423274924 0.0 0.6926207425057731 -0.435181947287122 0.0 11.512912435885525 0.0 0.6263815014906764 0.0 -2.0166387626556763 -0.3389527050036191 -3.1304491229620592 0.0 -0.48532894765563916 2.0395584410714065 -0.3947960777695533 -1.2235012626170543 FDFT1 0.0 0.0 0.03601948733627532 0.0 0.0 0.42964283995714125 0.31061034093754303 0.0 0.0 0.0 -0.30659693209041966 0.3231742978356393 0.0 0.4541028518815494 -0.30599943557425147 -0.5975575915320285 0.0 0.0 0.8984339423275064 0.6279244363312646 0.3517358833739477 0.0 0.0 0.0 0.0 -0.3500874250271573 -0.44484465682137286 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.147169094478381 0.0 0.0 0.0 0.0 0.8483018071135585 0.0 0.0 0.7079504912320919 0.0 0.0 0.0 0.0 0.0 0.0 1.0585979331230582 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7187626971770377 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4014259763818299 0.0 0.0 0.0 0.8110187224685055 0.0 0.0 0.0 0.0 0.0 FDPS -0.1370260787280043 1.1058333709664594 0.0 0.0 0.0 0.2738823274849298 0.0 0.0 0.24961132008951858 0.0 -0.2846931409414958 0.0 0.0 0.0 2.466057973506175 0.0 0.0 0.0 0.4841244161413182 0.0 0.0 -0.43976670512093524 -0.4499684034122877 0.6353708402540393 0.0 0.0 0.0 -0.4486839416962327 0.0 0.0 -0.4317807296583551 -0.5380359736389053 0.0 0.0 0.0 1.201596988209671 0.0 0.7037308862754312 2.323116936205672 0.0 0.0 0.0 0.0 0.0 0.0 0.8667317931846988 0.0 -0.3491526511949191 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.09539041222400968 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FDX1 0.0 0.0 0.0 0.0 0.023854360018816283 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.34864397949825066 0.0 0.0 -0.37201609891522164 0.0 0.0 -0.5251165887068607 0.0 0.0 0.0 0.0 0.0 0.0 1.1232448347802408 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.263971768951594 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4816508480403531 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7843521780146321 0.0 0.0 0.0 -0.36066403794260965 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.22751016701543478 0.0 0.0 0.0 0.0 0.0 -0.989240892604149 0.0 0.0 0.0 0.0 0.0 0.2284853541641149 -0.664909959942042 0.0 FECH 0.0 0.0 0.0 0.0 -0.22224029327323028 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.818408191073687 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FEN1 0.0 5.8019767025324605 0.0 0.0 0.0 -4.721695868197615 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 14.64137321524717 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FES 0.0 0.0 0.0 0.0 0.0 0.0 0.7572159660513766 0.0 0.2575406187089588 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43364242602168657 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5983549107112114 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9232685521133558 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FEZ1 0.0 0.0 0.0 0.0 -0.16928916524844195 0.0 0.0 0.0 0.3541396927929646 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.732969830251598 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FGD2 0.18314643618887222 -0.12886392217245812 0.0 -0.17871846830320298 0.0 0.0 0.6292720576845041 0.0 0.0 0.6272014217016507 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4014027104255131 0.0 -0.3621070990936646 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.729132784657117 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.25712197560346156 0.0 0.0 0.0 0.0 0.0 -1.147108991576838 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FGD3 0.0 0.0 0.2875300574030288 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.273784650037856 0.0 0.0 0.0 0.0 0.4378431250422361 0.0 0.0 0.0 0.0 0.0 0.0 -0.3430841223792721 0.0 0.5358357469207974 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4436405603662514 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8180707536077975 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FGF7 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.60231953684394 -0.692010923394139 0.0 0.0 -0.5028602570087304 -0.936848359070738 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9038311468127013 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.808978421447789 0.0 0.35099694682528126 0.0 0.0 FGFR1OP2 0.0 0.0 0.4623010265978768 0.0 0.15782365856838854 0.0 0.0 0.3415097064954419 0.0 0.0 0.0 0.3687107686693179 0.0 0.0 0.0 0.0 0.35426182681394486 0.0 0.0 0.5791419770401838 0.0 0.0 0.0 0.0 0.34653363563496503 0.0 0.4539718995116721 0.0 0.0 0.0 0.0 -0.225707170990027 -0.5348581164542654 0.0 0.0 -0.6260960802658349 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34345490616121216 0.0 -1.0188194580039103 0.0 -1.0107762211943019 0.0 0.2523445544508232 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1998781485138699 1.1472627202735182 0.0 0.0 0.0 0.0 0.0 0.0 1.1867466936486843 0.0 0.0 -0.7698478579315662 0.0 FGFR1 0.0 0.0 0.0 0.0 0.0 0.20018936024676404 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7730802757413547 0.0 2.4145024772538988 0.0 0.0 0.0 0.0 -1.3005619729006093 -0.4680849453756288 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7676422660375052 0.0 0.0 0.0 0.0 0.0 0.6723839290425481 1.5643175727695309 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FHL1 0.0 -0.13934297634510784 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4206507921835314 0.0 0.0 1.22188737633328 -0.8021473543149992 -0.15010227394538725 0.0 0.0 0.579904506770491 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9077701655256994 3.126835470270721 0.0 4.13181764853035 0.0 0.0 1.0384906327395285 0.0 0.0 -0.5574654163444716 0.0 -0.30210119871579544 0.0 0.0 0.0 0.0 -0.43727139483189204 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.40962437205978736 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3649343616456589 0.0 0.0 FHL2 0.0 -0.12747250308469008 0.5089576224524018 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6145333517325644 -0.8988619001708511 0.0 0.0 0.0 0.9146276369354652 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7655161608665114 1.2456598255098086 0.0 -0.9180320800244823 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9042011817655587 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.24877477634842035 0.0 0.0 FIBP 0.0 0.0 0.0 0.0 -0.7315727213430746 0.0 0.0 0.0 0.0 0.0 0.9105321246729751 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5018079830310995 -0.5397768212807269 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6564390467347333 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FIS1 -0.35803740645577353 -0.5963234955911098 0.38897282594615357 0.2729897515964367 0.48879109437462437 -0.20814406654563253 0.0 0.0 0.4448377738626337 -0.08190231082012803 0.567084373504088 0.0 0.0 0.3600670659618288 -1.0148503579823063 0.0 0.0 0.0 0.0 0.0 0.0 0.47360081672449633 0.0 0.0 -0.27907482724836047 -0.553447498027648 -0.5117385436074766 0.0 -0.7998596703413662 0.0 0.0 0.48985834019558283 0.0 0.0 0.0 0.0 0.0 -0.6193227087231038 0.0 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9.225823618212333 -0.023305255543219605 -3.495749404453729 6.036917844634883 1.2743519991453673 0.7038983868542023 0.0862553997722391 0.30657419226021465 -9.551721412160328 -0.6843153323571984 0.0 -1.0385284628180973 2.8178050902009155 -0.48425410444572464 0.061885160734032496 0.197946384457018 -1.0907696643835527 8.049445822323715 -0.26764385764468435 -2.3830121496521026 -8.399593171087833 -1.6385525337008944 16.475779110277454 -0.792998566469707 4.0374971549793415 10.727043827493564 2.272041392322312 -0.7425877786649873 3.200703187044264 3.5997438919512605 0.7129939680105825 -0.3714572726269536 -1.3652905622596099 FXYD7 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6253861882387618 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8388797430026625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5549784627177345 0.0 0.0 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-0.2880832694983616 0.0 0.0 -0.7458366433340415 0.0 -0.8611594280040732 1.0308485424842917 0.0 0.0 0.0 -1.0280818826534572 0.0 0.0 3.8469754257826607 0.7985847135790539 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9707807390961148 -1.2741628381435548 0.0 0.0 0.0 0.0 0.0 0.0 -2.490803226791823 -0.9658085712469251 -1.4369406451336333 0.0 0.0 0.0 1.5574404212295643 0.0 0.0 0.0 0.0 GALC 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.450572483512924 0.0 0.0 0.0 0.0 0.0 0.5108624215209535 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GALT 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.601476383286062 0.0 0.0 -0.3659593562776973 -0.29416743100908144 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5829338732600379 0.0 0.0 0.0 0.0 0.7409470148285608 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GAS7 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.34969604494757517 -0.2580769105714678 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4076991000139105 0.0 0.0 0.0 0.0 0.47562158850334996 0.0 0.0 0.0 0.0 0.0 0.0 0.7290413528636939 0.0 0.0 0.0 0.0 0.0 0.5911510613717106 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GATA3 0.13362119887894403 -0.29854144879571043 0.0 0.0 0.0 0.0 0.0 4.280449048387877 0.7058479846276163 0.0 -0.7727122898066011 -0.653503038898595 -0.4108260422442008 -0.30258971171294013 0.0 -0.8503549963415923 -0.6423517915797251 0.0 -0.342487496851132 0.0 -1.2795653513319607 0.5983326434966514 -0.38119270199407573 0.0 0.0 0.37595677547055445 0.0 0.0 0.0 0.0 -0.43487137380532476 0.0 -0.5312709738044934 0.0 -1.185224736428936 2.0542133354211902 0.0 0.0 0.0 0.0 -0.6439888395802819 0.0 0.0 0.6253887055428452 0.0 0.0 0.0 0.0 0.8585031810116474 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.0925383198265006 0.0 0.0 0.0 0.0 1.12338222120611 0.0 0.0 0.0 5.106236163929812 0.0 0.0 -1.4113249135254824 0.0 3.1073764605233656 0.0 0.0 -1.0571223037176223 0.0 4.307176528308871 0.0 0.0 7.756743355211718 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GATAD2A 0.0 0.19185159529168064 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6806836278085404 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GATM 0.176390812928573 0.0 0.25743096986692526 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3556199440224856 0.0 0.8513654231282856 0.0 0.0 0.0 0.0 0.0 0.0 1.9336942832895687 0.0 0.0 0.0 0.0 -0.6252436683939437 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8672230678644806 -0.4301468452001741 0.0 0.0 0.0 0.0 0.0 0.0 -0.45602084038528096 -0.9501805164089395 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5280115468966061 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GBP1 11.356963639944265 0.0 -0.2872849896338273 -1.105934805396172 0.0 1.000513615959011 0.0 -0.20893984722526623 -0.8558546410676962 -0.1517676710983096 0.0 0.0898609181344946 0.2977731094870117 0.0 -0.297587725285095 0.0 0.0 0.0 -0.36561419620699837 -0.967524238870774 -0.8459071389277331 1.553372764702832 0.6245480279908174 -0.22614012243910725 -0.32881056963800925 -0.4046709036742009 0.0 0.0 0.0 0.03330655141507887 -0.37671381416365235 0.42949531717854394 0.0 -0.5499647241453103 -0.6139110284348134 0.0 -0.356303713192323 -1.351918369017012 1.751684943313493 0.0 0.1363657570373319 0.0 0.8108637126378894 0.8240941767347227 0.20530513020529448 0.0 0.0 0.0 -1.34226314181333 0.0 0.0 4.756086780544375 0.0 0.0 0.0 -6.186100006995276 -3.7138392947937806 -1.0241887550240765 0.0 0.0 0.0 0.05941344293008225 0.0 0.4114077283271656 -0.9331528403959424 -2.242054273526204 0.5642730427554449 0.0 0.0 0.0 -0.8248204235624362 0.39639961656806094 0.0 0.0 0.0 0.0 -0.4725267995192744 0.0 0.0 -0.633254076982007 -0.6581189397685911 0.0 -0.5555216850350109 -0.350469906983058 0.0 0.0 GBP4 5.950622588320654 -0.2009985167625431 0.16867323582416413 -0.25176379294217993 -0.1805836911097176 0.2633468170231004 0.0 0.0 0.4430153949043671 0.0 0.25966778911312416 -0.3273727450899781 0.43234612051138155 0.0 0.2442810715744474 0.0 0.0 0.0 0.22548726868805963 -0.3869789010066011 -0.5750875672260304 1.9539223653918478 0.0 0.5607864602525464 0.0 0.0 -0.4323874434096708 0.0 0.0 -0.5239232557872472 0.0 0.0 -0.9166145493502704 0.0 0.0 -2.2238153599001484 -0.313285305506853 0.0 0.27722697412387887 0.0 -1.7515870065757149 0.0 0.0 0.0 0.0 0.0 -0.5175949128929557 0.0 0.0 0.0 0.844132630013495 0.0 0.0 0.0 0.0 -3.0428523508540586 -2.4968533655255967 0.0 0.0 0.0 0.0 1.8630802228661316 0.0 0.0 0.0 1.5637305727697253 0.0 0.0 0.0 0.0 -1.332503196969506 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.6439751761869212 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GCC2 -0.5676831201053597 -0.7628524905210039 -0.7986849114329179 0.0 -0.5048122545363493 0.3919594164482845 0.32508338034616685 -0.23528454196026186 -0.26251453700442645 0.0 0.4695086485573138 -0.2705619786128631 1.9225497503533318 -0.45535352550090546 0.0 -0.49769982415140646 -0.9847091172845468 -0.6387643013046623 0.3693979142520498 -0.3647500019114523 0.0 0.0 -0.8334526120908728 0.0 0.0 0.16424497791955747 0.0 0.0 0.0 0.0 -1.0664648607561933 0.0 -0.6133969792752579 -1.4643235477820604 0.7569632673362005 -2.2051749739690822 0.0 0.815289064249755 0.0 0.0 0.0 0.0 0.0 1.019314822912144 0.0 0.0 0.0 0.0 1.0032817261210691 0.0 -1.2374341345377384 0.0 0.0 1.2027396755302482 0.0 0.0 4.127523958757359 -0.7198633192997098 -1.7666377790338625 0.0 0.0 -1.420794551514388 0.0 0.0 0.0 -0.8633548649631847 0.0 0.0 -2.269229431742854 0.0 -0.9249729529279298 0.0 0.0 0.0 0.0 -1.620152743345048 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GCH1 0.31564041423488165 0.0 0.0 0.0 0.0 0.0 -0.25216795353694105 0.0 0.0 1.2479319182999367 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4552875136207431 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6956366956686955 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GCLM 0.15223488118645628 0.0 0.3063561522854375 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.721871592239041 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6336024683518156 0.6939717799453972 0.0 0.0 1.741573924612409 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GCNT1 0.09147874211381574 0.0 0.0 0.0 0.0 0.0 0.0 1.081829334993874 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4348643303247064 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6526751547252785 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.026543806576996 0.0 0.0 2.4174489876750775 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GCSAM 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6825698946172143 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.479622415046471 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8656759157994453 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GDE1 0.0 -0.1483326240390376 -0.20807454589866653 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.35531300008243333 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GEMIN7 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.350409899385899 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4747031972365477 0.6128503028181281 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0028645883601828 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GFOD1 -0.10537045002780747 -0.12283661884865875 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.33627975527143766 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5489518351278756 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1879389031492067 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GGA1 -0.3194935964552498 0.0 -0.17985243791763492 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2769896089351222 0.550347304091111 0.0 0.0 0.0 0.0 -0.6380916137299193 0.0 0.0 0.0 0.0 0.0 -0.6793519507391073 0.0 0.9041715700590319 0.0 0.0 0.0 0.0 0.0 0.0 -1.4549738169716946 0.0 0.0 0.0 0.0 0.0 2.1040374987617283 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7823327783354289 0.0 0.0 0.0 -0.9107796794311649 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GGCT 0.0 0.20870250794712447 0.0 -0.4324081059196553 -0.18311324153427241 -4.766193557152252 0.0 0.0 0.0 -0.24282014564177226 0.2620695772777039 0.0 0.0 0.0 6.5638637564716396 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4336019705435899 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43935697762169895 0.0 0.0 GHITM -0.42541806663982185 -0.15090113286233173 0.1996062446309565 0.0 1.0092004382595516 -0.6119539068323988 0.28008900831842887 -0.48379110439343753 -0.09364121115485276 0.34575321991072305 -0.1510131567434999 0.718987697282519 0.011880545528133502 0.41867404729922136 -0.33974380143850685 0.0 0.4168442436973079 0.0 0.0 -0.3901630604175522 -0.4708303970404874 0.0 0.0 -0.33880750266392895 0.008955202519875952 0.0 1.0460071192470677 -0.8178036364590611 1.1112956358890071 0.0 0.26888068873801435 1.5791785082593424 -0.17204445045813718 0.0 0.0 2.4902096416116724 0.0 0.0 0.0 0.0 0.0 1.6676618689551672 0.0 0.0 0.0 0.0 1.2542166893816857 0.0 0.0 0.0 -0.9444320209040206 0.0 -0.1933652173277256 -0.8460062813687744 0.0 0.0 -0.9941216500242466 -1.2691181902379876 -1.8085513278005927 0.0 -0.9669969993190951 1.6810930637063528 0.0 0.0 -1.8259377913664017 2.243297285057496 0.32146017801073673 0.0 6.152402605778055 0.0 -3.3912884881958876 0.0 0.9937887633379227 0.0 1.121874255345754 2.1792200500045755 0.0 0.0 0.0 0.09604245904290329 0.0 0.0 0.0 -0.41396571811489113 0.0 0.0 GIMAP2 0.33980482557804 0.0 0.0 0.0 0.0 0.0 0.0 -0.24293650915199314 -0.1998292063918018 0.7365265514196401 0.0 -0.26536451581252335 0.0 0.0 0.0 0.0 0.0 0.4415343473527748 0.0 0.0 0.0 0.4082131217990969 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4246626558713085 -0.46829634451309166 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7418800475731315 0.7145747340942814 -0.375934090412673 0.0 0.0 0.0 0.0 0.0 0.0 1.2544639239539728 0.0 0.0 0.0 -1.7836465397305699 0.0 0.0 0.0 -0.2287828544976741 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3536220039738882 -1.0413439383723333 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.549722575822698 0.0 0.0 0.0 0.0 0.0 0.0 GIMAP6 0.0 -0.1260864254967411 0.34897949829125585 -0.29338739657354496 0.0 0.0 -0.23758498017188245 -0.389618444445649 0.5291253925034197 0.0 0.0 -1.199942887899483 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4509410707632757 0.0 0.7972409499541792 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.48195860501388005 -0.7359468384039903 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.0106909434238713 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38975237173495003 0.0 0.0 1.028670700294796 0.0 0.0 -2.379730691269992 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8980613701088782 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GJC1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9245694508055375 0.0 0.0 0.0 0.0 2.8801405308141823 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GK 0.0 0.0 -0.26018608577578733 0.0 -0.33338537344773184 0.0 0.3905719860160017 1.9768102067027042 0.0 -0.35096360999311527 -0.28935211841868386 0.0 0.0 0.0 0.0 0.0 -0.6188077241676397 0.19962313061431278 -0.372764631327238 -0.826676912660151 2.23689212870633 0.0 0.0 -0.326747580723888 -0.43156099628770606 0.4496029986118008 1.0210114720099908 0.0 0.0 0.15507994033829806 0.0 1.202145424107878 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5743134287837248 0.0 3.0095790286125754 0.0 0.14565869959523065 0.2786617512779641 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7223063162097245 0.0 0.0 0.0 0.3616686584902008 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GLA 0.0 0.20142225018492724 0.28277623848626093 -0.5327727464718177 0.4643456445291143 0.0 0.6111889030173209 0.0 0.0 -0.012947357277319228 0.0 0.0 0.0 0.0 0.0 -0.2751992318058674 0.0 0.0 0.8012428478381306 0.3993633673268299 0.0 0.0 -0.4163779380134567 -0.3342304231629242 -0.5781229125393077 0.0 -0.4049237234861889 0.0 0.0 0.0 0.0 0.0 0.7885493091385303 0.0 0.0 0.0 -0.47824753461659264 3.130660581923643 0.0 0.0 0.0 -0.8347865347260865 0.008404131442637741 0.0 -0.9201719671720708 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.19147330230956092 1.386275137494634 0.30119477022384483 4.327251375983856 0.0 1.4366639935695178 0.0 1.5422452704289036 0.0 0.0 -0.31313961566384174 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GLIPR2 0.20703370303240137 0.0 0.1745948935240846 -2.233584214209874 -0.7210519273044721 -1.1680227711906166 0.8715819106352992 0.022802461561922532 3.5419486922317853 -2.8302386304659506 -0.06725181409393723 -0.17800026518131837 0.16088371877923113 -0.4303483860349061 1.902590789039532 -0.30242601015130754 -0.4948526226540028 2.8234749734863676 -0.7526385285993314 -2.720305117500906 -1.012252677049755 0.0 -0.5381123214346275 -1.3461362589510166 0.0 0.5008409316606265 -0.020171714847432742 0.6027530195810483 -1.0841922347298885 2.1321532092245272 -0.46939381279164355 0.0 -0.6859499622244501 -2.060766110417222 0.0 -0.6319564141397571 0.0 1.8291043573594008 0.8591708603153696 0.0 -4.877870462249154 0.0 0.0 1.4760298346735536 0.0 0.0 0.7403678347331913 0.0 -0.8021489373136002 -0.4502236844119873 0.0 -1.7031188843307914 -0.3148470075915944 0.0 0.0 0.6515063547510106 -4.366199321439987 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.961576160986337 1.1582291693273352 0.0 -1.2494690460225817 -1.0494920574967197 0.0 1.3335397271524294 0.0 0.0 0.0 1.045204450994767 0.0 0.0 0.0 4.875412726625827 -0.4518553490201894 0.0 0.0 -0.2815337729076691 0.0 -0.5265645299961493 0.0 GLMP 0.0 0.0 0.0 0.0 0.0 0.0 -0.24751311436730106 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3569864807712778 0.0 0.4872693239439786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.189903535412501 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6044142710400678 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GLO1 0.0 0.16364224247061798 0.0 0.0 0.3188843861955846 -1.0804573364525605 0.0 0.0 0.0 0.3595215323381711 -0.40859573840178576 0.0 0.0 0.0 3.200911938602715 0.0 0.0 -0.3465882787645043 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.08921773976433357 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5884181828225856 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9170432528093888 0.0 -0.5980949813023081 0.0 0.0 1.030229861592217 0.0 0.0 -0.9407977862055037 0.0 0.0 0.0 -0.785954172280125 0.0 0.0 0.0 1.3702380432761856 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GLRX3 -0.1130878541362162 0.0 -0.20223381198615334 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.24253109771097098 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5868171303059019 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0218719718737996 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9788974191286112 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GLRX5 0.0 0.2060571467983328 0.0 0.0 0.0 0.2838341380876905 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31511686175779247 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8001135757870883 -0.44306509622211365 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2621716383930333 2.2202686163463254 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6310463856810035 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GLTP 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5437278841073064 0.0 0.0 0.0 0.42566269147318153 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1543239644092618 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GM2A -0.15010579758028914 -0.1386600042531255 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.335815158831981 0.5611182357607123 0.0 0.0 1.6219803758183304 0.0 0.0 0.0 -2.2205342020971286 0.0 5.82176590462683 0.0 0.0 -0.4654992106157399 0.0 0.0 0.0 0.5589279940260219 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 10.624299303774219 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.3252117649597124 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7057580470323368 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6622668743681551 0.0 0.0 0.0 0.0 0.0 -0.5492591616049656 0.0 GMDS 0.0 -0.19965930915259775 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.907937255914737 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7398354515570852 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GMFG -3.847554020074118 1.7160721875749878 0.573469551040709 -2.4212346722502534 -0.7516391168143519 -0.19303028094744593 0.6067854771851148 0.497970293567033 1.4447535326081868 3.344421281491306 0.8458315369611228 -1.1540682876388653 2.232330013633177 -0.2785215551846218 0.8542979357211178 4.9439600913453905 1.7945939832776518 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0.582928499507855 -0.9458882586528242 -1.1159948978743754 1.1619968582134201 5.857646921589433 -0.40779383071372177 3.913654504907355 3.4115265787952134 -0.6595472751710358 0.721614225148276 -1.3475083609825131 2.378878250705172 0.0 -0.34476164632054174 -2.4852285105749923 GMPPB 0.0 0.0 0.0 0.0 0.36864500303567477 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.1407757431796264 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GMPR2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4321216306111783 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4131368742112689 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GMPS 0.0 0.20443685647720353 0.0 0.0 0.0 -1.8372916948595432 0.34311299191382194 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.791304961531412 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GNA15 0.0 0.0 0.1888944680591094 3.5503175667869193 -0.41220593082208734 0.0 0.0 0.0 0.0 0.0 0.5274797167518693 0.0 -0.41613663529243244 0.0 -0.34138547357258003 0.0 0.0 0.0 -2.618794189064631 0.0 0.6738588201748483 -0.4274522892404402 0.0 0.0 0.0 0.0 0.5307623050738371 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8084281790572064 -0.7553995126712838 0.0 0.0 0.0 0.0 1.5526306689174587 0.0 0.0 2.2890261156275002 0.0 0.0 0.0 0.0 0.0 -1.6510751949838303 0.0 0.0 0.0 1.9085638208862463 0.7918182679689978 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GNB2 -0.0003479823847660324 0.19132267989162083 0.5354791954454591 -0.18962018970470307 1.0649871534769655 0.6852955532858818 0.3014386467754252 0.0 0.0 2.7094464584251337 0.11820699532794304 0.48172078472542035 0.0 -1.2548380170815472 -0.43305439687424857 1.0671132945950423 0.0 1.0381930957304437 -0.3851061068036486 -1.088961687222292 0.0 0.0 -0.8969997039516765 0.0 -0.5763801510236097 0.0 0.0 0.17090694062679743 0.024308864906659056 -0.993845862229668 0.7087283672937036 0.1657921236807499 0.5452021338803177 -1.4149133495474744 1.3773025999368704 1.5121290115640909 0.770206712023321 -1.636836172725491 0.0 -0.8169801060023295 -0.6232648489527444 -1.601613750246738 0.0 -0.9450928337974766 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0748717415645432 0.0 0.0 0.0 0.0 -1.3124929271516494 0.0 0.0 0.0 0.0 -0.36637836887536435 -1.2350916421520661 0.0 0.0 0.0 -0.9426259611609702 0.0 0.0 0.0 0.0 -3.3822644034971305 0.0 0.0 1.0480876276552287 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GNG7 0.0 0.0 0.0 0.7655430642111949 1.7665254865236601 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.23920561542166194 0.0 0.0 0.0 2.9774438552530635 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3581433954446957 1.6804747663618629 0.0 0.0 -0.5777733487895655 0.0 0.0 0.0 1.0150055558555795 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.138095447013534 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.218012658938121 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GNL3 0.0 -0.31847516183913394 0.0 0.8109170170876644 0.15191432684927658 -1.345909840716174 -0.4548013975675905 -0.29310366826477635 0.29333535813086853 0.0 0.0 -0.3749180291103845 0.3064979872912332 0.0 0.0 -0.45537893379258637 0.0 -0.3748086584824727 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.15082575947556345 0.0 0.0 0.0 0.0 0.39726815407706995 0.0 0.0 6.550402752589823 0.0 0.0 0.0 0.0 0.6740838934060239 0.0 0.0 0.0 0.0 0.0 -0.3251723553382688 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6785039116581392 3.6657690300261856 0.407507601739469 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2563680908268338 0.0 0.0 0.0 0.0 GNPTG 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.23165443282362005 0.0 -0.303227953586733 0.24507819187997748 0.0 0.2762815163990592 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2703560431639206 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6424777720322227 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.666458694547243 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GOLGA8B -0.09958360366479035 -0.11177894039899057 0.1636571719568274 0.0 0.0 -0.6271155614996536 0.0 1.1626529076496233 0.0 0.0 0.0 -0.3242674215372711 0.0 0.0 0.0 0.0 0.40252838753310555 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4576262865164516 0.0 0.0 0.0 0.8373759514133368 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8129275816531338 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GOLPH3 0.0 0.0 -0.008521456729184473 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3911964326574139 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.320154387416336 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GOLT1B 0.0 0.0 0.0 0.0 0.3209281965179413 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5547036840645606 0.0 0.0 0.0 0.6432924664368161 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.697874491438217 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GORASP2 0.0 0.0 -0.13956038416034913 0.0 0.27539259378287134 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.3327267493486454 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GOT1 0.0 0.0 0.0 0.0 0.0 0.8070149654664128 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.49124665223519653 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GPAA1 -0.13321477124277784 0.2060384789372286 0.0 0.0 0.0 0.0 0.0 0.0 0.31822563553249944 0.0 0.0 0.0 0.0 0.0 0.40976921361577096 0.0 0.0 0.0 0.0 0.4152311764098274 0.0 0.0 0.0 0.0 0.4221136429197811 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GPAT3 0.0 0.0 0.0 -0.17040295311341605 0.0 0.0 1.662897291256246 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.392497447884635 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9473431050014823 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GPATCH2 0.0 0.0 0.0729241424322226 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.21163470202464887 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3440174668641284 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GPM6B 0.0 0.0 -0.27288310079542083 0.49292786621809087 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6142098354737258 -0.23760024756391632 -0.2783665730384567 0.0 0.0 4.248734989816048 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5379732825281638 0.0 0.0 -0.8051120334092546 0.0 0.0 2.1728755226572507 0.0 0.0 -0.2856692256859903 0.0 0.0 0.0 0.0 0.0 0.0 0.9266098901631143 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7421666074786688 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0408540470218062 0.0 -0.3367766670455797 1.8973110675633582 0.0 0.0 GPR108 -0.09857391564929227 0.0 0.0 0.0 0.0 0.21870177565771395 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5227475457974532 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3542346530534746 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2489874811145499 0.0 0.0 0.0 0.0 0.0 0.0 GPR132 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5700603881727022 0.0 0.0 0.0 0.0 -1.2532521135449683 0.0 2.1307105749794397 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7667899111955665 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0422346473452258 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GPR137B 0.14424954428627187 0.0 0.0 0.0 0.0 0.0 0.25359441898727686 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.008105002367208045 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7833225147397961 -0.738841224501065 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.2756944609868888 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GPR155 0.3384131120459212 0.0 0.0 0.0 0.0 -0.1558756337757608 0.0 0.0 -0.47375010771947396 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.63880285159473 0.7715020279501427 0.0 0.0 0.0 0.603763414086449 -0.42842300964140323 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7797528394846569 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.962405387110515 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GPR157 0.0 0.0 0.0 0.0 0.0 0.0 0.5402418276222736 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3884072021652795 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.960137761271487 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GPR171 0.32807717429607963 -0.46622426242675097 0.17539308342162194 0.0 0.0 0.4206777813455707 0.1904408879748905 -6.068834031114848 -2.4883414629737612 -0.1325387031261152 0.0 -3.6214575442475594 -1.4727360756423669 -0.9149741327005751 -0.8811810308334418 0.0 3.2659168488873647 0.0 -1.8822022855976503 0.0 0.9787733405596872 0.0 0.0 0.0 0.0 0.08612356594979735 0.0 0.0 0.0 0.0 0.0 0.0 -0.7613734869992642 0.0 0.5856416638203117 -3.438399487395544 0.0 0.0 0.0 0.0 1.7072121111419993 0.0 0.0 0.8545142539281295 0.0 0.0 0.0 -0.29858328213688173 1.9323504485211722 0.0 0.0 0.0 0.0 0.0 0.3390368380826443 1.2640604411589935 8.051425217783619 0.0 0.0 0.0 -0.25724504548909555 0.0 -0.8516341045082109 0.0 0.0 0.0 0.0 0.2883434915989201 3.8942404249685096 0.0 4.326806559735163 0.3192509094673462 0.0 0.0 0.0 0.0 0.0 0.0 2.0384769270158296 0.0 0.0 0.0 0.0 0.0 0.33248325936647155 0.0 GPR82 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5421154145240846 0.0 0.0 0.0 0.8209679880566528 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9164471972565689 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7862362986954612 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GPR89A 0.0 0.0 0.3047900184405106 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3623469034007648 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7825614408181685 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GPSM3 -1.6954837293443852 -0.9394673286955035 0.6099151296100755 -0.48327991516872104 -1.674479877959894 -0.27748029480224046 -0.04120979095482849 -4.301054574240082 -0.037136698294943836 -0.3626148430093216 0.15217406259708655 3.2234255876587214 -0.6026974074161209 -0.7202339096893537 -2.5694274939368515 0.3198904358007985 -1.5450104796189943 -0.0177310394392532 4.0816527918331165 0.0 2.855053739497419 4.563172743280871 -0.702435546354743 -2.4280653825079215 0.4539851507433153 0.5226307660171251 0.5391455091230438 0.0 -0.5286409149596405 0.6324050062947447 0.8920251661643364 0.5607197388101979 -2.2959337806785634 -7.630344471769922 0.26445379785979267 -3.992228308170889 -0.6794853943594925 0.20532554398132086 0.722427939074999 0.28339920403032903 -0.9182449720132284 0.0 0.0 -1.2834539589339482 0.0 0.6580058291897923 -0.8206964422867823 0.5482468247316002 2.249652390449116 0.0 -0.7877032513968717 -1.5721006011523673 0.0 -4.470313866578943 -0.3745579293525694 -2.0024764896635996 -0.3538695215166368 0.2795718595849561 -0.41071717918172546 1.4896074716749153 -1.654391282449648 2.0863128598943037 -0.23494669652957192 0.0 2.7780141900461506 -1.3701985380860444 0.0 0.0 -2.2816717336298593 -0.4535897915407284 0.0 0.0 -0.5616239545538071 3.0001683376415316 -1.8101321510983148 -6.162195776256516 0.0 0.0 1.0899512975281147 0.0 0.0 -1.0077970540599328 0.9377227825772095 0.0 0.0 -0.46770219109158484 GRASP -0.14474069800683032 0.0 0.0 1.1906936744261918 0.0 0.0 0.929277677744568 0.0 0.0 -0.32303574532616464 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.440064642855159 0.0 -0.3792530427482178 0.0 0.0 0.0 0.5152480841161413 0.0 0.0 -0.4245940228052507 0.0 0.0 -0.4592921349664769 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8147910899766638 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GRB10 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5511776096327016 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GREM1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.5176089130147443 -0.22858704400029153 0.0 0.0 0.0 -0.8045371161222755 -0.38453898410450355 0.0 0.0 -0.596421429087818 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.27279183036004 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8047934251509883 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.235540838509404 0.0 0.5205179448054122 0.0 0.0 GRK6 -0.17545418432407164 0.0 0.0 0.0 0.0 0.612207573851513 -0.9611689272835178 0.0 -0.3001427830460011 0.4425716881900039 -0.23260779681982888 0.0 0.6746417528744776 0.0 -0.2942825249580205 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.46029839787450827 -0.3946528963730651 0.0 -1.207611026376648 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7529239231654444 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.028918411521186 -0.9454401043516403 -0.9438944092372931 0.8809721609491503 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.4522358575847276 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GRSF1 0.0 -0.4372587903642079 -0.19092143560134445 0.26909817987920875 0.0 -0.2459347478584216 0.2645416464229183 0.5657572469162224 0.0 0.0 -0.22810562568456064 0.0 0.0 0.0 0.0 -0.644864666733915 -0.34528634655550894 0.0 -0.5310571717693879 0.0 0.6428237688021259 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.45028155144227205 -0.6644471073368906 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5872818243490069 0.0 0.0 0.0 0.0 2.370317619872171 0.0 0.0 0.0 0.0 -2.0006722472842022 0.0 0.0 0.0 0.0 0.7643784015575826 0.0 0.0 1.0076285122187139 6.121605468780991 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GSDMD 1.3346743279050375 0.431577976059069 -0.23936312497540665 0.0 0.0 -0.2681674729969088 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.24279458187019085 0.0 0.0 -0.5811391089071279 0.0 -0.3176862961046709 0.0 -0.5224081721882977 0.0 0.0 0.0 0.07979139409250112 0.48815927219067906 0.0 0.0 0.7989200216038504 0.0 0.0 0.0 0.0 1.035475032278892 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7789810526685743 0.0 0.0 0.0 0.0 0.0 -0.7106523760356281 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GSPT1 0.2610772228705759 -0.19706680756597578 0.0 -0.5340491195866105 0.22135511967044816 0.07615663236911695 0.0 0.017460612121025506 0.0 0.0 0.7754935300968833 -0.28231574791646824 -0.3518123060740789 -0.42827354961629466 -0.3578534984955386 0.0 -0.37779074572534455 -0.5635178576343818 -0.35022525257835335 0.3465743463749157 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7128999583468405 0.0 1.2641853348261187 0.0 0.0 0.0 0.0 0.08671718261154748 0.0 0.7467998279227279 0.0 0.0 1.1201498393177955 0.0 0.0 1.8648382991464807 0.0 -0.05460154476975391 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.925322028122773 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7540941242515676 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.2275386550914007 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GSTM3 -0.17313938809904622 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.616616979694108 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.663797938861115 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.30509569413135146 0.0 0.0 0.0 GSTO1 -0.3047352436948034 0.10942631168611822 0.8546620932331813 -0.5542266900902415 -0.3718877529556838 -0.2838987949259509 -1.6291341977327776 0.0 0.0 -1.545080385533095 0.20697935427669883 -0.8573866533235924 0.7483505940509863 0.0 1.5724292048213881 -0.38342943864991175 0.819487003232851 0.37774430643257134 0.0 0.15094588171417525 -0.470445746584528 0.0 -0.14133281858810434 0.13389105611543486 -0.3379957679064182 0.0 5.147697984857381 -0.7281488194761252 -1.0571668481159768 -0.7486696483756063 0.448144996719897 -2.5784145307803144 -1.3633230668963 0.6474201704819469 0.0 0.0 -0.5673219587613989 4.753255628406482 0.9211105342460736 13.544356906373324 1.5881582333996946 -3.535820167091792 1.5905789780770967 -0.7261514453975121 -0.1589656707238582 0.6887743144960241 -1.7010073834471189 -0.22713502128126326 0.0 -0.7365853534793378 1.1814297376817975 -4.69008857460051 -0.25840747406175407 0.0 -0.3217080423177017 -1.0368890789997385 0.0 0.4642224592594673 5.957683552349171 0.0 0.0 0.0 0.0 0.5576097754695556 -0.7463128671986018 0.0 2.906277811752703 -1.343326908039399 0.0 -0.5690104840837538 0.0 0.0 0.0 0.0 -1.056685595840184 1.1062022644142449 0.0 1.0733757854325343 0.0 0.0 0.0 1.4033675555304084 0.0 0.0 -1.2613920469309197 -0.47612921545143594 GTF2F1 0.0 0.0 0.1740101818179307 0.0 0.0 0.0 -0.26657715966937323 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1099488422934292 0.0 0.0 0.0 2.6423935075984963 0.0 0.0 0.0 0.0 GTF2H5 0.0 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4.039109126595478 0.9834831407158858 1.4370228944322088 -1.0702999609666377 -2.0342235564567845 14.192823454871887 7.441794191733901 -0.3628089633059112 0.5319641949788357 -3.288061856962042 -1.239618207240485 6.623114113772904 -4.228990118185991 -1.6693713555717802 0.4329371982307101 -1.982059026901221 -0.12866167533120723 -1.5244666483831881 -1.3091603911011176 -2.4941591635196034 1.610794642510748 -2.392818150790498 1.7878545048258911 2.2640941128809464 -6.602435196312666 1.8715327818145897 -2.9038205260162204 -0.537331718821638 -1.5501090288695907 -1.7737349142084515 -1.6219989243404416 -4.292429938663479 0.22307008048916277 -3.1309513910719358 0.061521743792411855 0.7591919955994035 -1.9466340731377554 -0.6386401323569714 -4.246644301303373 -1.8393936395577144 1.999772926284053 -1.7571568503753348 11.254923407975456 1.0661801313786794 2.8718427189919993 -1.4085224089596224 3.0057984487563796 2.1157727621165314 0.5424274185876362 -1.314699066975071 0.18553698165035173 -1.5531128233228773 1.414180554986198 1.9425509183967324 0.07131878400727946 16.738082963015206 -10.520222911734232 3.886878125327101 6.223289570926462 1.8189058225309516 -0.3208555749502713 3.1799025946768116 -1.2637524817722394 1.564367907975655 -2.528720049167019 -1.909354779965413 1.9796312790594819 -0.29927722726348777 -0.2554413292096873 -4.727417660098398 4.551727350755305 1.4972354633903158 1.7078563370903201 3.9151451587088886 0.33328221391947144 4.2123101430869125 -4.76649335457091 H3F3C 0.1585658161573658 0.0 0.4948747507549965 0.2637736875535174 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7339907936415103 0.0 0.0 0.0 0.0 0.0 0.0 0.5042084236497894 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HACD3 0.0 0.0 0.0 0.0 0.0 -0.20150727598277857 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.350422721692877 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.617058349913908 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HACD4 0.0 -0.13576107933503717 0.0 -0.4338966702369879 0.0 0.0 0.758008968294886 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.42331961692823145 0.0 -0.8371773149488847 0.0 0.7912076296556083 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5352248234019135 0.0 0.4710321483285232 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8008538748170508 0.0 0.0 -0.947545176495697 0.0 0.0 -0.6497098820569325 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HADH 0.0 1.2044553925003516 0.0 0.0 0.0 -0.5889646819774231 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.319588885045897 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HAGH 0.0 0.0 -0.18754026297044732 0.0 0.0 0.0 0.0 0.0 0.0 0.3197398292654304 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3270434767692389 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0741056492398526 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HAPLN3 1.3388257311233578 0.0 0.0 0.0 0.0 -0.20780932148451112 0.0 0.0 0.0 -0.28094600250389107 0.2895291405642859 -0.27737847059573006 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4046994232383611 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0771486609151735 0.0 0.7470649566248511 0.0 0.0 0.7747896159079254 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9790692093315112 0.0 0.0 0.0 0.0 1.1305039119398042 0.0 0.0 0.0 1.168984070232723 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.42668948496469605 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HAT1 0.0 1.303812443648485 0.0 0.0 0.0 -3.2750025472916433 0.0 0.0 0.3384995417368449 0.0 0.0 -0.4984415459997967 0.0 0.0 6.969213536379052 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.274565020519507 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5363192053345692 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.784193016762907 0.0 0.0 0.0 HAUS1 0.0 0.32923536941294484 0.0 0.0 0.0 -0.4548048033201013 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.0293649934278983 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3008326165996604 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HBEGF -0.25308200035340916 0.0 -0.46431867721842945 -0.5587571769310758 -0.18427764971726843 -0.21946194102449262 0.2722824102850598 0.0 0.0 -0.6089120283592773 -0.3484021711774207 0.0 0.0 -0.9008501753814009 0.0 0.0 0.0 1.1915832539208753 -0.3611970236807148 -0.6560006660229202 0.0 0.0 0.0 1.1169513593462963 0.9367588391235339 0.0 -1.5254882753956192 0.0 0.0 -0.12494652545844476 0.0 0.0 0.0 0.0 -0.45295653712857464 0.0 1.339138786379507 -0.9785606396803385 -0.7254684121014995 0.0 0.0 0.0 3.5729209786589884 0.0 0.0 -0.6263249277161901 0.0 0.0 -0.6197841419401262 0.0 0.0 -0.8603609586987883 0.35293560598631496 0.0 0.0 0.0 0.0 -0.5772420128775523 0.0 0.0 -0.29788521428239917 0.0 0.28077449537229265 -0.08292430499339505 0.0 0.0 0.514482085268747 0.0 0.0 0.0 0.0 0.0 -0.6796068825288578 0.0 0.0 0.0 0.9645237598940616 0.0 0.0 -1.2293382242439925 0.0 0.0 0.4964823264892682 0.0 -0.21165120107304253 0.0 HCFC1R1 0.0 0.0 -0.12269347242862007 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4860690014411233 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5357682415115556 -0.8022513259461639 0.6651087337246299 0.0 0.6951242412981619 1.3105287960982233 -0.3651944387083921 0.0 0.0 -0.531622139348854 0.0 0.0 0.0 0.0 -0.7374062540544714 0.0 0.0 0.0 0.0 2.8499327031008517 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.1534046422344737 0.0 0.0 0.0 0.0 HCK -0.0304274181410664 -0.10948845617680393 0.0 -1.1441925521086815 0.0 0.0 0.70763970197617 0.0 0.0 11.231387413519379 0.0 0.0 0.2404521930182706 -0.914343389505445 0.0 0.0 0.28885074449568726 4.635306721241089 -0.43181005956295027 -1.344662886091657 0.0 -0.7789451734853043 0.0 0.0 0.0 0.0 0.0 0.0 -0.6043853909371336 -2.7728967868354153 -0.9004360637171509 0.0 -0.4335268449121078 0.0 0.0 0.0 -0.5156160834797479 0.0 0.0 0.0 0.0 0.0 0.7485650073425193 0.0 0.0 -0.16654921780270215 -0.5538733609595355 0.0 -2.245031784394306 0.0 -1.085506250530806 0.0 0.0 -0.8637709294641763 -0.6065045289710366 2.989172164604172 0.0 0.0 -2.1166946109502502 0.0 0.0 0.0 0.0 0.0 -0.6157756676690223 0.0 0.2919157094946421 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2208099178369376 0.0 0.0 0.0 0.0 0.0 -0.24619126976016834 0.0 HCP5 -0.1577485798942334 -0.11621354717289516 0.6863539126035393 0.0 0.0 0.37103620431879064 0.0 0.0 0.0 0.0 0.0 0.4422775645206545 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6477111191963567 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7758314979300084 0.0 0.0 -0.9373623260256613 0.0 0.0 0.0 0.0 0.0 -0.6711135453729783 0.0 0.0 0.0 0.5812020085770807 0.0 1.9464866950679085 -0.27738207104711904 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.867625283070298 0.0 0.9736397619335987 0.0 0.0 0.0 HCST -1.312306577549542 -4.5036582240070375 1.130815619266424 3.8597786106043577 -1.9029563836504453 -1.72919480011914 -5.047793053251218 -0.9034457218237564 4.373011847252871 -6.997156632720282 0.39849718977374304 3.6036279290554356 5.083952327542436 -1.182861844243274 -0.33783936904563666 0.1639348027803217 3.0849418309826566 1.8304279057449528 -8.127635687800991 -0.41841194643141905 -3.7723162723580117 -1.1742620118429659 -2.6350146605898157 -1.4974559450674647 0.8280996827512701 -2.919091300342729 -1.2381487287833053 -0.4491905818792005 -1.6668461777951409 1.1833424156052088 -0.2633057322607597 0.34696140449590895 -0.6989765910378752 -4.479751210007391 0.7524749646664325 0.549780040938955 1.1365471804910998 -5.1978214662545374 0.3189961680681852 -5.134287612430087 0.6395270656285297 0.0 1.396949338438674 18.095787456539853 -2.2918240216929884 0.3023707319762101 -0.10838278201474605 0.24197633543772382 16.60736073598201 0.5481200160087503 -1.346140684357006 -3.3052151937270264 0.8213695930905458 6.941108567882966 -0.1768158784018742 -9.454244747193549 -1.4955738263829685 -0.5890802020760705 9.051750852790237 0.9558234785644655 -1.9736923118148149 -1.5609193693352106 -0.9112998993492769 1.1051954360712102 1.9627064726229644 0.991302113312832 -0.42166569115473124 -3.2483371765278877 6.953023145312878 1.0047607566594992 -3.4997655338969813 0.2536215091070667 1.0831879002096612 8.572212343066568 -1.9329421533418274 4.916025178690755 1.072461013352927 0.5934216836025701 -8.141392123942063 -3.592591827791245 0.8052529983380659 0.0 -0.9800797280980941 -0.5925413582586075 0.0 -0.3723446572702086 HDAC1 -0.3277750939438392 0.0 -0.13221907190615736 -0.2053990323323239 0.0 -0.43444858481025056 0.0 -0.20659924684098824 0.4836238266586433 0.0 -0.2115849001903586 -0.8254651784273487 0.31402865573395977 0.0 0.5547409149108459 -0.6277614666018305 -0.33763415508642647 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5809888793560605 0.0 0.0 0.0 0.0 0.0 0.0 -0.6906429232436596 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6548235769881493 0.0 0.0 0.5551268046341499 0.0 0.0 0.0 1.028439569663554 0.0 0.0 -1.3230806894232952 0.0 0.0 0.0 0.0 0.0 0.7355214135678526 0.0 0.7707129402680096 0.0 -0.30645604148129196 0.0 0.0 0.0 0.0 0.0 0.33006690815406214 0.0 0.0 0.0 0.0 0.0 -0.7108225321338892 0.3615040363702231 0.0 0.0 0.0 2.0145346168017277 0.0 0.0 0.0 0.0 0.0 HDAC9 0.0 0.0 0.0 0.29096391829104895 0.0 0.0 0.5362486532581209 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7398067077030691 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8298397107144211 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HEATR5B -0.22880137019877528 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5558159842676432 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HEBP1 -0.14183320160721521 0.0 0.0 -0.2622199117375361 0.0 0.37515578031296565 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9176593574284911 0.6805718072296172 0.0 0.0 0.0 0.0 0.0 0.0 0.5325208183177522 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HEBP2 0.0 0.0 0.0 0.24571085965993875 0.35553514273236747 0.0 0.18740949403617774 0.0 0.0 0.0 -0.6013019791912823 0.0 0.0 -0.29842202331315765 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.49635713498563044 0.0 0.0 -0.4369453817315237 -1.0532241768738355 -1.212095134675524 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8180872700728793 0.0 0.0 0.0 0.0 0.7040598874658882 0.0 0.0 0.0 -1.3128560424776952 0.0 0.0 -1.1522630312072122 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1918558793460456 -0.9607388753648467 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HECTD1 0.12815372242029643 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3044968287381292 0.0 0.0 0.0 0.0 0.0 -0.34899759627937443 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.44509061772634406 0.0 -0.37925289757132125 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HELLS 0.0 2.7135824116315956 0.0 0.0 0.0 -5.813117344856343 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 13.029624509222703 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9608507116333183 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0484897231107053 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5897741657955797 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HELZ2 3.9152867555537627 0.0 0.0 -0.2042637259934991 0.0 0.0 0.0 0.0 0.0 0.0 0.3744854301785112 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HERC5 8.745268889119455 0.0 0.0 0.0 0.0 -0.35825030904069033 0.0 0.3705814711161603 0.0 0.0 0.0 0.0 0.0 0.0 0.684832126347214 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HERC6 2.5593531628974833 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HERPUD2 0.0 0.0 0.19090280468494633 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2887384474305656 0.0 0.0 0.0 0.38899334133112645 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3561066998511343 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.12669272077741 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HEXA -0.29709090445200986 -0.17725875761003831 -0.3221821523372285 -0.2650246315054898 -0.25684295842405436 0.0 0.24248238374736825 0.29609361927420064 0.0 -1.3401182777894987 0.0 0.0 0.0 0.0 0.0 0.0 -0.3390958388838539 -1.3499476663944872 0.0 3.8641585568068093 0.0 0.0 0.518459889399984 0.0 -0.4142048037690298 0.0 0.9765989067719195 -0.3682219008000415 0.0 0.0 0.0 -0.8178804591420583 0.4221849892524637 0.0 0.0 0.0 0.0 0.813180395021234 0.0 0.0 0.0 -0.5841031798203754 0.0 0.0 -0.6950110278654654 0.0 0.0 0.0 0.0 0.5498258294125268 0.0 -0.8736083845695944 0.0 0.0 0.6129739087358591 0.0 -0.973864288168382 0.0 0.0 0.0 1.15406055529775 0.0 0.0 0.0 0.0 -1.3039853610186223 -0.6119923657311963 0.0 0.0 0.0 0.0 0.0 0.3213218015230021 0.0 0.0 0.0 -0.44793420489869984 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3349032813037338 0.0 HEXB -0.10486552807775049 0.3079808731655564 -0.8030884492611726 0.0 -0.0924995718131903 0.0 0.49738887425636186 0.0 0.0 -2.9497383558177988 0.0 0.0 0.5675992457080536 0.0 0.0 -0.33797471163513293 0.30386418926945735 -0.1811760591280746 0.0 1.949731263647841 0.0 0.0 0.29851598359127784 0.0 0.005711783265514174 0.0 2.1868920719314904 -0.35832436703105097 0.0 0.59168109788673 0.0 0.0 0.0 0.0 0.0 0.0 -0.7951001575900646 5.919568273390741 -0.6967341835939274 0.0 0.0 0.0 0.0 0.0 -0.3968287828705286 0.0 0.0 0.0 -0.6215921047177887 1.7867163506814674 0.0 -1.4201164162028628 0.5192888949316737 2.6309483345236853 0.0 0.0 0.0 0.0 -0.8124952020225602 0.0 0.0 0.0 0.0 0.8487230910874977 0.5471919067270955 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3734892990781416 0.0 0.0 0.0 0.0 0.0 0.0 -0.4979065271476274 0.47193396040933744 0.0 0.0 0.0 -1.4835018444933925 0.0 HHEX -0.15994875009866927 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3857990832174232 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8815167953936272 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7102347891644486 0.0 0.7044778978368323 -0.7359520010381948 0.0 0.0 0.0 -1.2254675369797439 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HILPDA 0.13127671161855775 0.0 0.20064235771485675 0.0 -0.32081973663599544 0.0 0.0 0.0 0.39128255567864 0.0 0.023406808369368273 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5269040195615337 0.0 0.0 0.19984503681656582 0.5118680334589533 -0.9212373044759029 0.0 5.520270305759456 -0.6864654378381877 0.0 -0.4574471963990541 0.0 0.0 0.0 0.0 0.0 -0.4746214265273079 -0.7844813321651007 0.0 -0.7993387665183882 0.0 0.0 0.7862581557734621 0.0 0.0 3.682178445896773 1.6820495768867931 0.0 4.287553381151279 0.0 0.0 0.0 -0.92805219810293 0.42140985498957306 0.0 -0.9645915042626206 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8034213469344034 0.0 0.0 0.0 -0.6699101700471033 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8064985433491252 0.0 0.0 0.0 1.3326078436948599 5.2399614250769275 -3.15001201715368 0.6562774756829703 1.677220053094711 0.0 HINT1 -0.646013102633235 2.7642254597983804 -0.0989023376729702 3.9438178069180383 -0.3822658399477689 -1.4493164545476573 4.2304910306782455 0.051726005814121505 0.5373770128080289 -3.432332255428707 -0.2538061198646301 -3.5073580976507217 1.3605491369709872 -8.846572046060446 1.5391108461534844 1.350905420902622 -1.4387467051843237 -2.8747190466310832 -0.5036926792809363 0.4413566342529331 3.0476956219647846 6.9818636288223 -0.7556585531875195 0.33633800849966455 0.1673656664982918 1.249688546331964 -0.6874511283797329 -0.4404739938652534 -1.5824199371100527 0.8377600262622716 2.2457168087058736 -4.3477690708780115 -3.856438380215566 -2.514679320273549 0.35829119818937155 -0.8011324245722605 1.930402919878576 2.3967623983301234 3.606058342139584 -1.1206102092445647 -0.7517725314727501 2.4778523188434094 -3.842824381721615 3.133654069544675 -0.42463371536476796 1.6501281059313946 0.0 -0.43784198288032583 -1.1030076081630986 -0.37504858288703036 2.646562772248695 9.64154359147975 -0.321307135288197 2.474870538307226 -1.234136803039518 1.4661629699882948 3.3545253667213455 0.7078317843330311 -4.985815649298484 1.5541884377459052 -0.5583157416137884 -1.3192642728305861 0.10074443105745996 0.23615438383052634 0.0 0.3669925258255697 -0.6000912593544098 1.0782098901137205 0.0 -1.1470136380933595 2.1897335588614935 0.0 -0.49988796544415093 -2.2807657162081574 0.0 9.935823433312795 0.9310788555315291 3.584013567615505 0.0 -1.537620149304797 0.37198998276348527 0.0 3.4827306281062342 -0.3409586209194989 0.26003567766138663 0.0 HINT2 0.0 0.43294347941546174 0.0 0.0 0.48365048597019267 0.26035545665782406 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.42146193003585536 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIRIP3 0.0 1.5894224235165568 0.0 0.0 0.0 -0.192546535287829 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.3881810972361506 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIST1H1C -0.1573534888243428 3.1847400592674724 -0.6718112263481243 1.2085264276475036 4.086142095376526 1.798214006978585 0.0 0.18887981119240935 -0.479089675485528 0.0 0.0 0.0 -0.3210187392327327 0.0 0.9879137130385973 0.0 0.40157404364383414 0.0 -0.4332074911601012 0.0 0.0 1.1959819992600418 -0.35395882786491195 0.0 0.44293323394821943 0.0 2.1771094174686554 -0.44199113320322114 -0.4502217241591449 0.0 -1.3307710336703722 -1.7705954934367896 -0.18897222214653783 -2.749324932937442 -0.5112875459143179 0.0 0.0 0.0 0.0 1.4703120107395924 0.0 0.0 0.0 0.0 0.0 1.3581592824759672 -0.6286441323059504 0.0 0.0 0.0 1.5806605150344464 0.7155162128819775 0.0 0.0 0.0 1.0642436949725862 0.0 4.300116806340981 0.0 -0.5620907768849945 0.0 0.0 0.0 0.0 0.0 -1.7017556300255334 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8768030269786946 0.8651272827723704 0.0 -2.162223788726117 0.05081181246053532 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIST1H1D -0.13076425774248362 4.519161342370671 -0.3615429334095316 0.0 0.2129504507154684 1.3670139669031813 0.4799140085534022 0.0 0.6475257989448758 0.0 0.17995851768377538 1.0471013244306935 0.0 0.0 1.413250092546305 0.0 0.5230200535497406 0.0 -0.45014319359958865 0.0 0.0 -0.43040544705844497 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.37536425328605777 0.0 -1.5053211017858756 -2.9594711738251385 -0.9153424789028137 -1.8198398425348086 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7988397158820846 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4923711665775945 1.1294865129839196 0.0 1.0751588265771808 -1.6428083930730057 0.0 0.0 -0.9214877744762271 0.0 0.0 0.0 -0.9717138719184537 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2163363667108513 -0.9822513882019805 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIST1H1E -0.1291538584763347 2.898302890369946 -0.4226246681056195 0.0 0.558601292113282 1.0219984821707875 -0.29141838344839693 -0.25149289189313373 0.049454972214260935 -0.3558269058806965 0.4614061361103252 -0.3068216165599304 1.2113043600371052 0.0 2.1672099384717307 0.37598788975223224 1.1993243420483621 0.0 0.0 0.0 0.0 -0.1570795506786087 -0.3238782689547083 0.7764021063056101 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2068957572179673 -0.6897866853559648 -1.6700899537942169 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5332309048707783 0.0 0.9954892778830207 0.0 0.0 0.0 0.0 1.152947195889696 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.039213892312636535 0.0 0.0 0.0 0.0 0.0 0.0 -1.2759762274330886 0.0 0.0 0.0 0.0 1.0038028019398366 -1.1858058116668884 0.0 0.0 0.0 -3.309288744463152 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIST1H2AC -0.4335109137703731 0.0 -0.2744457367841444 0.5995890394208597 1.0333552955662098 0.23148756407668894 -0.20645098320533403 0.44793041739133743 0.0 -0.2844028373090238 -0.389340932125054 0.0 -0.003727198923255015 0.0 -0.7145358248149976 -0.6421872461431722 0.5456613952497534 0.0 0.0 -0.30844669971748845 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3607960067078891 -0.5203809464159481 0.0 0.0 0.0 -1.147840604886249 0.0 0.0 0.0 15.957453666273786 0.0 0.0 0.0 0.0 0.3375719364758644 0.0 -0.6884145491851263 0.0 0.0 0.0 0.5732386956751904 0.7892592736334001 0.0 0.0 0.0 -0.8882828537352793 0.0 0.0 1.0964455064149714 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3942004033268232 0.0 0.0 HIST2H2AC 0.0 0.7602318296703514 0.0 0.0 0.0 1.4576059221462858 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.34415255887293267 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.737554797885295 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0447011449547787 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8040384368808363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.02493758636663 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIVEP2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3021517384696948 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.154996241834642 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HK1 0.0 0.0 0.0 0.0 0.0 0.0 -0.2513195855582192 0.0 0.0 0.42087126971486966 0.0 -0.592872746410322 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4474696940005588 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7357566364227904 0.0 0.0 0.0 -0.7784483136359035 0.0 0.0 0.17731000859523705 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5643984834820456 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2021006710979754 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HK3 0.0 0.0 0.0 0.0 0.0 0.0 -0.8914785893551925 0.0 0.0 1.5918370373946518 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4748300952425005 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3577723392709051 0.0 -0.5987916232235141 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2506778887808477 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HLA-F 0.8857246345052554 -0.9487404752956279 -0.6618615308744763 -1.3096478666510294 -0.4977183715377664 2.2174681570368704 -1.5335891808209823 2.249739269500424 0.46154707965902675 -0.5043722026383038 -0.641529066742748 2.2351655310720364 1.8206273064507963 -0.5091366227014844 -0.7872522902983864 -2.2577084930185545 1.0413704231581147 0.0 0.4744074214060306 1.0940502499677482 0.0 -2.3074217987206587 -1.2153485993515607 0.6173490618556943 -0.3708043451679633 0.6160138819791533 -0.6985711523278528 0.0 -0.6702438302766486 -0.0015043016763397173 1.0068674818796788 0.0 0.7809885404365143 -0.8392875116800317 -0.3563419650752944 -0.9611564471023128 -0.9270763752005219 0.0 1.1010010549766285 0.6419714901081263 -1.4241928734852092 0.0 0.0 3.1702313753005003 -0.4867473239872 -0.6546948862598178 0.0 -0.0945916296795598 0.0 0.0 -3.7401321326403973 3.3194232426854455 -0.32310727485552865 2.453821909030701 -0.21235249974694362 2.2952957418499023 -0.9660384283542283 -0.8303160378872162 1.2191750759340059 0.0 -1.4367784522721208 -0.938815221085617 -2.6531248102850973 0.1087691734523553 0.0 1.5932413989932 -0.35925707709443405 -1.8553980103615046 -3.5634417656632342 0.0 -2.011452320436784 0.6129483033619422 -0.4921140871498724 4.965537626889858 -3.1131529861319818 -0.2779767341133173 1.6211350912665847 0.0 -1.4786328950795982 0.39710890499540213 -1.0728309213200338 -1.025434154121446 -0.6416721682601796 0.0 0.0 -0.6875873653175616 HMCES 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.44537324762855807 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5160208632100146 0.0 -0.5706796519296925 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HMG20B 0.2972823007412711 0.0 0.24592862072738453 0.0 0.0 1.038903819535048 0.0 0.0 0.28944626506235466 0.0 0.0 0.0 0.0 0.0 -1.1148934918241409 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HMGA1 -0.036542983692277486 0.8146648291146817 0.7986018823499051 -0.2519860829259736 -0.28381044554970924 -2.879081211912663 1.6709506211284917 -1.8038616938766254 -0.26151060802652176 -1.9394662478299456 0.7011897657015771 -1.1034279634712567 -0.3422504226583122 -0.6146098322356015 4.945998686073213 0.0 0.0 -0.8514376614654111 -0.304317358252379 -1.2939410885780593 -0.5044595379498013 1.648966802787439 -1.0812545574793562 -0.9120010962761435 -0.5716396138235914 0.5004973931362321 0.4063890232073229 0.0 -0.030019052855631386 -0.49095614594204184 -0.793316547432412 -1.1242824902753117 0.0 0.5991826746875193 0.0 -0.9781964102155786 -0.8961285029946495 1.0775615277234638 0.9705164847089721 0.0 -1.644083263603486 0.0 0.0 0.0 0.0 1.9467985521532754 -0.777136371869821 0.0 0.0 0.0 -1.2918739332845834 -1.2429983467106935 0.0 0.0 0.0 2.8243639689040183 -1.8867345619367626 0.0 -0.831976179062015 0.0 0.0 0.0 0.7780946836406685 0.0 -0.8073762969469328 -2.540815099538016 0.0 0.0 0.0 0.0 -2.7374895388359475 0.0 0.0 0.0 -0.942365589412119 0.0 0.0 0.0 -3.0835235059630053 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HMGN2 -0.35614591500303916 24.321452392732628 0.18726615453802273 0.034618799444314695 -3.7585725064853595 15.74713939086302 -1.8872696954449686 -0.4166660252364088 0.2796519299615803 2.4552415527024625 0.03229606794543047 -0.5842640413218364 0.3178677369114574 -0.005967559455172674 0.7790187955563265 9.781029049315668 -1.448372379761444 1.1579202485693005 0.7926326383686485 -1.6176788985627952 -3.9942686054541054 -3.1218633239206954 2.10836374039279 -3.8158619433384167 -0.4512882864665955 -0.30666441294707 -2.4965390546989714 -0.807944769793049 0.5159438290085396 -2.192761668547068 0.7893915796877159 -0.3161476314491332 -0.018617927325824724 -8.034072755462002 2.576683886886223 -3.353622794073416 0.17492980802956343 -0.5693258883825935 0.0 -3.3315058375705755 0.686003672643581 0.23689715535502387 0.7877737942066888 -0.9513004802865185 1.0185885382542774 1.0715506526085217 0.0 -0.4710907994281755 1.5108654253641365 0.37351180169852227 2.1022275865883335 3.2181094110980495 1.9299869481884455 0.0 0.2852029276142816 -6.245028929066604 -6.300807182142495 -2.541160892148509 1.7976065440277662 2.9759407738411987 -1.223440442527066 4.226508305478709 2.020246915590048 -0.8047090639564983 -0.2922363269299524 -1.290127798053356 1.0834781126360908 -1.2367505536838 -2.287529639623478 -0.6704637310373943 -0.7447544610534023 -0.3656413971543297 2.8350617859652196 -2.360792157059877 2.2810027837477653 -3.2544692971438294 1.0030559727129322 5.668274922434323 -1.7244450242631657 -0.28195177126395554 6.5878239911541865 -2.412549999741749 -0.1367794617818167 -0.23303171302660902 0.456058799568318 -6.213818263237779 HMHA1 -0.2431978283986679 0.0 0.0 -0.32670881107464583 0.0 0.0 0.0 0.0 -0.266879536063929 0.0 0.0 0.34583702846102454 0.0 0.0 0.0 -0.45351918017392506 0.0 0.0 0.0 0.0 0.0 1.4136314143678381 0.0 0.0 0.0 -0.6190823479082948 0.0 0.0 0.0 0.0 0.9648335877759444 -0.5793533327635437 0.8666567575285489 0.0 -0.3600678423165841 -0.05595783638734334 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5892349523481075 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8093530143587521 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.235882172556424 -0.8525995304475245 1.961362080394957 0.0 0.0 -1.2802316941468987 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HMOX2 -0.12389370086965412 -0.2754338922959729 -0.15053060330422668 0.0 0.0 -0.2113725190915774 0.0 -0.25392852444071795 0.776666725268999 0.0 0.2438386863959153 -0.29859395982966114 -0.27364133657643713 -0.6164277014928622 0.0 0.0 -0.3698081356467306 0.0 0.0 0.0 -0.5745565101025254 0.0 0.0 0.0 0.4966443730576331 -0.43720650501668407 0.0 0.0 0.0 0.0 0.0 0.0 -1.5739230665847397 0.0 0.0 0.6286442461781241 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8196297646344626 0.0 0.0 0.0 0.0 1.3890619381684899 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.1585059491253555 0.0 0.0 0.0 0.0 -1.077128805236568 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.026930367579281 0.0 0.0 1.3258320944179636 -0.30366428273279633 0.0 0.0 0.0 0.0 0.0 0.0 HNRNPA0 -0.5644767350672848 1.7418530483604435 -0.33872826657652155 1.3537111991549566 -1.2674859747404952 -0.10898584596411048 0.3357145989933158 0.48217291134606893 0.531007086551211 -0.37511336793579597 -0.46963059750680447 0.061889056605220136 0.0 -0.14548435734470697 0.40040428658969124 -1.2363133987184525 -0.7464664701036889 0.958629608290157 -0.37459445633397664 -1.1730676526534212 -0.6559629578450442 -5.166868962913039 0.5306617364518691 0.0 -0.5460308815499816 1.0609332036016843 -0.4510097927183771 -0.8313631936213742 -1.674295205723938 -0.9666699882266646 1.0697538424343747 0.11086119527061725 0.5902014885818938 1.873465032431291 0.008751886364960222 0.22804793283327265 0.0 0.0 0.0 -1.0184395633087269 0.8424480256630458 0.798598021002013 0.0 2.751104118275667 0.3149354178227139 1.0524452497316799 -1.020769939137107 0.0 2.0227566730077555 0.0 -0.718058831813261 0.0 0.20854796655547006 -0.96350938317496 0.0 0.0 0.0 1.0926936763922204 1.2582680313854315 -0.5337958802894671 0.0 3.388634254354446 0.38393739589634196 0.0 1.3225267191558692 0.0 0.0 0.1330927961913197 -1.0611336943996053 0.0 0.0 0.0 0.0 10.784900457135572 1.2227463138499877 -6.015792108740234 -0.9368152598743084 1.7943154621668547 0.0 0.0 0.0 -1.2491017957237753 1.9041910673045652 0.0 0.25489360225976726 0.0 HNRNPAB -0.10924401076150947 2.924465265437378 0.0 0.07695887845986632 -0.5302187557194662 -1.8170034670872395 0.3288724722149116 0.0 0.0 0.0 0.2204059526573327 0.0 -0.26219598184380133 0.0 6.001863961930819 0.0 0.4158265974098377 0.0 0.0 0.0 0.0 -0.7127020830199656 0.0 0.7136279855865214 0.0 0.0 -0.5649399924833873 0.0 -0.35745767092828407 0.0 0.0 0.0 0.0 1.6664807155975914 0.44458921927489115 0.0 0.0 0.0 0.0 0.0 0.0 0.6513362401847987 0.0 0.0 0.0 0.8300852654865375 -0.5015918150291426 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8791260489367693 0.31412703874896736 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8644383238670963 0.0 0.0 0.0 0.0 0.0 0.0 -1.21362599703729 -2.21806095013413 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.24968746022156071 0.0 0.0 HNRNPL -0.09981895721202064 -0.12378329161382554 0.0 0.0 -0.3734692492189428 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5053121166182591 0.0 0.0 0.0 -0.4556888598711865 0.0 0.0 0.0 0.7930203295114467 -0.3897647004693118 0.0 0.0 0.0 0.0 0.0 0.0 2.0239257804117226 0.0 0.0 0.0 0.0 0.0 0.0 -1.2237134399907308 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9926958823714641 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8805193436457941 0.0 0.0 0.0 0.0 -1.183619505196613 0.0 0.0 0.0 0.0 0.0 0.0 -1.4684796793320687 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HOPX -1.700268490461188 -0.18622521732622582 0.9466650848615864 -1.9670383445688697 -0.8196221426609798 0.0 -1.2155613169594395 -2.3373034105126287 16.179940633878715 -0.30387989332989046 -0.5595614322963307 8.960948661268178 -10.808027867390699 -2.801103828898495 -0.6285897923177972 0.491422922045129 3.6243176354282443 -0.43441544541665233 2.946958909356496 0.0 -3.406577653427511 -4.35474620119748 0.9235012567671128 -2.041638517736781 -0.6300217273933707 8.28225973592996 0.0 3.545561235211512 0.0 -0.3688550334940217 0.9310820903491411 0.0 -4.198862813591058 0.0 1.6800361406316267 -3.2795076390454847 -0.18211173634199562 0.0 -0.7415543923332664 -1.1516883613860525 -0.037190463232308235 -0.9023844783418292 0.5690977614540625 4.115246119475972 0.22924405132771944 1.0756101148595036 0.0 0.46555367916792684 6.945660268193275 0.0 -1.1186151436234333 1.1438823854608857 -0.3399338731325327 -1.4027667377032162 0.5281180516772689 0.32975024634551736 -2.5821900468236336 0.0 0.0 0.0 0.4033118204945349 -0.9569502064370208 0.31360087197382314 0.3850777400219884 -0.7253943081486608 -1.6813666476247635 0.0 0.5335949665815004 -2.968032411424301 0.0 3.523707166864124 0.0 1.2391810455116734 0.5905405103019756 0.0 15.024849765959605 -0.45866918900284653 0.0 3.545193038841526 -0.07170438588352428 0.8996549378495929 -5.460453437297965 0.700688274017005 -0.4230815731821972 0.0 -0.5081026942625886 HOTAIRM1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3652376826821309 0.0 0.0 0.0 0.0 -0.3029049998819613 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.544421261626458 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7834554480777252 0.0 0.0 0.0 0.0 1.103253079610861 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HOXB2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4542763296345448 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4612064567304327 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.932460288231436 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HS3ST3B1 0.0 0.0 0.0 0.4814280609244232 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3932071663268491 0.415737290277113 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HSBP1 0.10329945877345023 0.10273132978188751 -0.18486512555629142 0.0 -0.18249746815274484 0.49311309282996973 -0.31707859932615795 0.0 -0.26929339932130086 2.6798281988715695 -0.7095327545967455 0.0 0.0 0.0 -0.725190282666308 0.0 0.0 0.46556917010849963 -0.8862734690082544 0.0 0.0 0.0 0.45134702924203207 0.0 -0.32417720872291905 -0.3801690588107754 -1.225787815572368 -0.6234207574596414 0.0 -1.363335275102626 0.0 -0.6360291425376932 0.0 0.0 0.649121885183116 0.0 0.0 -0.6174884662989842 0.0 0.0 0.0 -1.4067448378237066 0.1762981859999116 -0.7219921055893662 0.0 0.0 -0.6537328854294593 0.0 -1.0610235080313986 0.0 0.0 0.0 -0.2796858721745777 -0.9484204176149765 0.0 -0.9589872034585332 0.9108688487498586 0.0 -0.8098137164348808 0.0 0.0 0.0 0.655040397606086 0.0 0.0 0.0 0.0 1.0403476635159374 0.0 0.0 0.0 0.0 0.0 0.0 1.4309454374607002 0.0 0.0 0.0 0.0 0.0 0.0 1.4748780022586243 0.0 0.0 0.0 0.0 HSD17B10 0.0 0.0 0.0 0.0 0.21884113056677482 0.0 0.3436096011512767 0.0 0.0 0.0 0.2818807847165188 0.0 0.0 -0.33939209780519053 -0.7706602221119893 0.0 0.0 0.0 0.0 0.0 0.3861212672770918 0.0 0.0 0.0 0.7097979729745584 0.0 -0.4615364444827888 0.0 0.0 0.19644941583394873 -0.4350981170541724 0.0 0.0 0.0 -0.4724898775683499 0.5014863456067225 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7285942463412497 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8554535047956381 0.0 0.0 0.0 -1.1960640798795605 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HSH2D 3.9581858865387574 0.0 0.0 -1.0703786570077027 1.518026511479252 0.42707555614371406 0.0 0.0 2.8287121373430764 0.0 0.0 0.6768897960348937 -1.286523817266227 0.0 -1.2291570542009331 0.0 0.0 0.0 0.8658670160434176 -0.8882804192958302 0.0 0.0 -0.36023752508479095 0.0 0.0 0.13676779114644436 0.0 0.0 0.0 0.0 0.6971256653757613 0.0 -1.836769878120321 -0.5826076639980231 0.0 0.0 0.0 0.0 0.0 0.0 0.7980676699963278 0.0 0.0 0.0 0.0 -1.2957872492913687 0.0 0.0 0.0 0.0 -0.8646272901082022 0.0 0.0 0.0 0.0 2.567680430337275 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.4254480129281375 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HSPA13 0.0 0.0 0.0 0.0 0.9437235151569755 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.0389599248737666 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4101883407838812 0.0 0.0 HSPA1L 0.0 0.0 3.949276002544489 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0040599340882086 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.0886141223083916 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.461898183867989 -2.745048151242962 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HSPA2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0757845513292956 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0097549696190287 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.9251412658795177 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HSPA4 0.0 0.0 2.6085785525046794 -0.1605106264334588 -0.2098272911600634 0.0 0.0 0.42482798925198406 0.0 0.0 0.0 0.0 0.0 0.0 -0.36526755318604975 0.0 0.0 0.0 1.9030170874088073 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5663534172410761 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8394217422548561 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.82190313655586 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6673327291084431 0.0 0.0 0.0 0.0 -2.0995986318836217 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1993695395317452 0.0 0.0 0.0 0.0 HSPA6 -0.6364345467325704 -0.3626712713030541 20.635955532237055 -0.7753846863579491 0.4387695298088386 -0.0047914125530175156 1.0965028054681318 -4.594227576532156 1.0021324783439622 0.3780787677433482 -0.9716792842287263 0.4549491160284032 -0.9936394154578367 0.0 0.0 -0.31513016652958076 0.34501402255519054 -0.998025727679759 -1.866793044300971 -1.1607941880011574 0.0 0.512156852395832 1.8478749477392924 -0.413148767648393 0.43697048957210255 -0.6549702078819802 0.8782033507624628 0.6284992100398196 0.8631101317212732 -0.24901393117776954 0.0 -1.249712947163785 0.0 0.0 -0.7189254504795312 0.0 0.5860816596403208 0.5498850046409322 1.7826201799376553 0.0 -2.2215007000533036 -3.6327020353770836 2.5701625317998156 1.1585552415753688 7.816588392957832 -0.8489309830345769 0.21441336018840945 0.7115354645953383 2.279962397424165 3.0108209943271427 0.0 3.6936448250272287 -1.5610531701355501 0.0 -1.1784736216606664 -7.177317530236304 1.5960192128899455 -7.0263211076964085 0.0 0.0 -1.8757374148228896 -0.6446928271807914 -3.2230130078995374 1.187738358143682 0.24721195855017797 0.0 -0.7361735294244487 -5.169367888303181 -1.0167985404966393 0.1887351993111126 0.0 0.3208660392447076 -0.2888217769816093 0.0 0.0 0.0 5.763960749514989 -1.6457475952145646 0.0 -1.5262609752835785 0.0 0.0 1.650564620258887 0.0 -0.3490646286192786 -1.9162290891954996 HUWE1 0.0 0.0 0.026959626265644094 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0215431668085273 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IAH1 0.0 -0.14641447651426484 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3964777368389007 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9068458572537839 0.0 0.0 0.3526196266887321 0.0 5.945550116244465 0.0 0.0 -0.5830180890566108 0.0 0.0 0.0 0.5431666426799385 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9547449223288187 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ICAM2 -0.05155665008502217 -0.27706347933292663 0.0 -0.1632846341961553 2.8683496611053427 0.0 0.0 0.0 1.1507735367396559 1.955378582835856 0.0 1.7013688106317189 -0.7943047886149064 0.0 0.0 -0.32626136759395497 0.9010840322247076 0.0 0.0 -0.7738618278493347 0.0 -0.40913252698414154 -1.11894023769256 6.173523263660977 0.23966370847157922 0.0 0.0 -1.198605696038852 0.0 -1.0914529950092173 -0.8189807600819928 -0.556301138640206 -1.9446220857993608 0.0 0.0 0.0 0.0 0.0 0.15060353519133896 4.3197007329628 0.977389226298161 0.0 0.2957381839274105 -0.03739119981084433 0.25885433544825415 0.0 0.0 0.0 0.0 0.0 4.221664185440033 0.0 0.0 0.0 -1.1121684172254567 0.0 0.0 0.0 1.3173726972536473 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3897767103370607 0.0 0.0 0.0 3.757700164339591 0.0 0.34144991816778714 0.0 0.0 -1.4334027228106094 -0.5187380412153916 -1.4422883702934135 1.1898165034083017 0.0 0.0 0.0 0.3730398946312352 0.0 0.3198641994270514 0.0 ICAM3 0.24206145116613587 -0.1359810670774033 -0.3017556431719632 -2.5833089154930686 2.6378430773281476 -0.47376930709260495 2.0680058973900937 1.7973686928894579 0.6495843172122597 3.1386637770489454 -0.8791199599841347 1.1788508554521009 -1.116488621795361 0.3722171936718798 0.4404315187353283 -3.353211117645385 1.3116218056674944 0.9246082537727595 0.766926315777669 -1.552421729948507 0.8262074599211846 1.9612347209510383 -0.8681224805358849 0.0 0.0 -1.385012309681513 -0.9713806554149663 0.0 -1.276028537321966 -0.5642077064159294 -0.9739927391004461 -1.5062817676521982 -0.044532032627872906 -3.460553883318023 0.0 -0.6788667806766455 0.0 0.0 0.0 -1.3303159397209523 0.5203407890092667 0.0 0.0 1.3288423500443185 0.0 0.0 0.11605668461484304 0.0 0.0 0.0 0.09420715220000934 -2.392817162845578 0.0 4.549075191581479 0.0 7.178105314028243 -0.7262244086114514 0.7400541519183629 -9.636365955794643 1.1312726263811166 0.0 1.0647185220370823 0.0 0.0 0.0 -0.4974242754356177 0.0 -0.18788590101849892 3.1472246430964916 0.0 4.5158109275645 0.0 0.0 6.147004686504291 3.062021324867757 11.95909937698859 0.0 -0.7127006689205825 0.8840382242611493 -0.6767656237175421 0.0 0.0 0.0 0.0 0.0 0.0 IDH2 0.9654663450643778 7.12367514955903 0.0 -0.24584334797707655 4.020120127464883 -4.160717912687194 1.0021815014743114 -3.7538575953612563 -0.6408671475534833 0.4512152925080084 0.0 -0.6352925522123172 1.9963443990129968 0.0 11.51920379372701 -0.3977630231322824 -2.7588506028587068 -0.8969916693385268 -0.4201587113315055 0.0 -0.5397870901786486 1.0139991982086838 0.0 -0.8187125362155577 0.1533726094177758 -0.8313850711032872 0.0 0.0 0.600270590714134 -0.8386822879414436 -0.14807539376243792 0.0 2.7012828278932157 -2.9699078522392823 -0.7251619397443282 0.0 -0.24380953220181312 0.0 0.0 0.0 -1.876878178190453 0.0 0.8989913979848422 0.8491677699791221 0.0 0.0 0.6219139693808845 -0.6353062888927673 0.0 0.0 -1.3805038281898212 -0.8596291313117801 0.0 0.0 1.021499519593389 2.611763911708382 1.1819736609678417 0.0 -0.8457160669225187 0.7314876444850088 0.0 4.363737789770177 0.9931109272293405 0.0 -0.946053984912887 -5.966839129486455 0.0 1.1787773736794955 -1.3280725364077592 -0.33935414592166546 0.0 0.0 0.0 2.243698151571775 -1.023556874366257 1.5744185238447435 -0.384478478567741 -2.078798797394799 0.8049234797131941 -2.011267538179974 1.3565809232542048 0.0 0.0 -0.8303947056835848 0.0 -0.44741239030210406 IDH3G 0.11930993721515037 0.0 0.0 0.0 0.23535680145479762 -0.21896859571320487 0.0 0.0 0.0 0.0 0.23006475584218172 0.0 0.0 0.0 0.0 0.0 0.0 0.46217754039422576 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5588878540483454 -0.5468591257497646 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8901156298871346 0.0 0.0 -0.9149640372692885 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2879509970225161 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5120614941308295 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IDI1 0.008152583618050135 0.0 0.7781756379976316 -0.3992318325045235 0.0 -0.46494660482276695 0.0 0.568509904007668 0.04696385450969599 0.0 0.8653080052754125 2.1944350634119303 0.8148625018343044 1.1967303538819332 0.46981216005295556 -1.0108756123611626 0.04635719084531483 -0.5544850717862709 3.7502423017276274 0.0 0.0 -0.7600560868026461 -0.6083397859116979 0.0 0.14293084425347316 -0.40820884253868767 0.0 0.0 0.0 0.0 -0.44156695630171955 0.0 -0.4902541954283112 0.0 -0.597273857146642 -0.23820166731451842 0.0 0.0 0.0 0.0 0.0 0.0 0.5522255088003148 1.3855920073355903 -0.8140072031297605 -0.30041751404962663 0.0 -0.47701357380705384 0.8644122259239554 0.27087043312552417 0.0 0.0 0.0 -1.275490220316698 -0.5058645272373672 0.0 1.509646388814641 0.0 0.0 0.7119374855249556 0.0 1.157040908457873 0.0 0.2338316576348776 4.120511784340622 0.0 -0.250943821168642 0.0 0.0 0.48987800061565745 1.032634530452849 0.0 0.0 0.0 0.0 0.0 0.47227715911417045 0.2115379879016353 0.0 0.0 0.0 -1.2581101008466613 0.0 0.0 0.0 0.0 IER3IP1 0.13043400312070325 0.2258156546466921 -0.20761211872428964 0.0 0.541331825876285 -0.22736561908070052 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43765520960515086 0.0 0.0 0.0 -0.3606403791855541 0.0 -0.3728287117218605 0.0 0.0 0.5071276504242618 0.8610494176765777 0.0 0.0 0.0 0.0 0.0 0.0 1.1535738901752752 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6587924371252266 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5854661765470078 0.0 0.0 -0.7892494517300087 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5379654788052625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47781270996321024 0.0 0.0 0.0 0.0 0.0 -1.0589389378860308 0.0 0.0 0.0 IER5 -0.1597084334353332 0.0 6.061278630511767 -0.34418901155455855 -0.2362117422297779 0.0 0.6620342696064294 -0.16574257429296899 0.3195898892121299 0.42418009196194845 0.09540895984748074 0.0 0.0 -0.2917712652192997 0.0 0.0 1.0510408442236527 0.39462812431780925 0.05148140333089631 -0.27706153045068355 0.0 0.0 0.4831470413725573 -0.3797321638874808 -0.9019781691551527 0.0 1.2587159664145322 0.547466001778946 -0.965581228865081 0.0 1.5045362158267706 1.0104476972490934 0.0 0.0 -0.675533290113019 0.0 0.0 -2.8848048627253045 0.0 0.0 0.0 -2.3113244439457867 -4.110296099366979 0.0 0.0 0.0 0.0 0.0 0.9066594836838524 0.0 -0.8777544080124319 3.414370332876126 0.0 0.0 0.0 0.0 0.0 2.3865087647952916 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0.0 0.0 0.0 0.8298984667132991 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.498650448814896 1.0425645795669782 -1.0228248220014737 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IFI35 12.32907952612121 0.0 0.0 0.22666632126730268 0.2516895445618549 0.0 0.2857911086930367 0.0 0.45804896392908484 0.0 0.5169107368384629 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.08692743140922396 0.0 0.0 0.0 0.0 0.0 -0.4465561228566178 0.0 0.0 0.612224512209739 0.0 0.0 0.0 0.0 0.0 0.5117327766819213 0.0 -0.5763870273185344 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3189308516314097 0.0 0.0 0.0 0.0 0.0 -1.0420003126643775 0.0 0.0 0.0 -1.010203756047818 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IFI44 12.82916893983717 0.0 0.21657340949593934 0.25416025661569075 0.0 0.0 -0.5120178577544293 -0.22952053542932105 0.6506857797525649 0.0 0.0 -0.5984210135556144 -0.7847097922677979 0.0 0.0 0.0 1.6995749700804565 -0.40640728336941895 0.0 1.124231262576919 0.5027583610389965 0.0 0.0 0.0 0.0 -0.13559511625718831 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3727425283637453 0.0 0.0 -0.6059958467083194 0.0 0.7323066723746557 0.0 0.0 0.0 0.48739508633249 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3083701108375434 0.0 0.0 0.0 0.0 -2.028951738257534 0.0 -0.478996834824974 1.0841291339010353 0.0 0.0 0.0 0.0 0.0 1.3592451239947865 0.0 0.0 0.0 0.0 0.0 -0.6584134913920854 0.0 1.9276984334701563 0.6018482394785746 0.0 0.0 0.0 0.0 0.0 0.0 IFIH1 4.226755209156224 0.0 0.0 0.0 0.34984204683534686 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6316879600438519 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IFIT1 16.231575659448954 0.0 -0.38489221713548766 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.27508101696191234 0.0 -0.3602995704960112 0.0 -0.297550584289178 0.0 0.0 0.0 0.0 0.38556352472559613 0.0 0.0 0.0 0.0 0.0 0.43514705157713357 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.16448746553920487 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2850416615729354 0.0 0.0 0.0 0.0 0.0 0.0 0.32364674949769 0.0 0.0 0.0 0.0 0.0 -1.2729213063677842 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.47045816529199247 IFIT2 11.217756514762705 0.0 0.0 0.2914373622807503 -0.24262070076714556 -0.2123849681884834 0.0 0.0 0.0 0.346559511183593 0.0 -0.3057478383361466 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.12866716543803106 0.0 0.431094584604686 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.14249558900387227 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.24389125027799471 0.0 0.0 1.0915522763580976 0.0 0.29522935856679616 0.0 0.0 -0.23877236911154967 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9972311283171255 0.0 1.2357729589689987 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3180533731742942 0.0 0.0 IFIT3 18.396204762500187 0.0 -0.4112553731721112 -0.16615962393421563 -0.10440319691599387 0.0 -0.6020310533981504 0.0 -0.26043551399772796 0.3568887825612015 0.2556415480292286 -0.29485022850871223 0.0 0.0 0.0 0.0 -0.3653115365192864 -1.0817611046587476 0.0 0.5709804548557089 -0.12973951881572351 0.0 -0.4932155523498347 0.0 -0.16457471250771386 0.0 0.37722646659694736 0.5504169281437059 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.288275615774658 0.0 -1.0876581931745033 0.0 0.0 0.014937159944631073 -1.1693204828110804 0.0 0.31276913066236867 0.0 0.0 0.01617737256557768 0.0 0.27869995470643655 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.438285676667155 0.0 -0.47774149320659987 0.0 0.0 -0.7373375666820834 0.0 0.0 1.3285248900153466 0.0 -0.32574425612829433 0.0 0.0 0.0 0.0 0.07527880949895041 IFIT5 2.3519929987920305 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-0.7100455814596586 -1.5741524905415938 -4.712929738515164 0.16563782013989067 7.6999895495805175 2.2486236765464085 -0.23934872148116973 0.9418138784138079 -3.6617097356108617 1.0111417653962016 -1.384771329121989 -2.7633484286867747 -1.1660025095921298 0.9561724493256062 4.126485748575836 1.7622902524673556 -2.973710479249409 -1.0864955284091564 -1.5179299234049421 -0.9593092214692521 -0.9489556678841528 1.5020593961156348 -0.8582449867938587 2.293123839509053 2.8597341003227874 -3.053548743281427 -5.634904768775615 0.0 -2.2623479825360855 2.5832358998325637 0.19419873553313954 -2.88032408873518 2.5555942527038122 -2.761100582577616 -1.8693905014330974 -5.051359085769997 13.325088607459474 -0.7536107162895104 0.3983184792890796 7.408716344888016 0.23847809070009304 -1.3442185517006209 -1.07541334702315 -3.403819190886008 -0.05499296590406173 1.2416709494574074 4.435293758373549 IFNAR2 0.0 0.0 0.0 0.0 2.193224688429268 0.0 0.0 0.2511055926710971 0.28496453310071296 0.0 0.0 0.0 0.0 0.0 0.0 -0.41542996919420766 0.0 0.0 0.0 -0.443775898577221 0.3804047342810942 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.04165678925946485 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7163640048281417 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7342251235458117 0.0 0.0 0.0 0.0 -0.917118651814969 -1.137611456591802 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6920087040637708 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IFNGR2 -0.03636747764961375 -0.2769961150666859 -0.2322902085270093 -0.15103335140949004 0.0417487388400527 0.250300710760456 -2.6713638989637545 0.0 0.0 1.6177339836663376 0.0 -0.30645504725371386 -0.4625769165862333 0.0 -0.4981267440317314 0.0 0.0 -0.573463344394206 2.003485408449055 -1.7127599567467944 0.0 -0.31388629862374057 0.0 -0.3450820270388056 -0.125300003058375 0.0 1.2896355513657836 0.0 -0.35374521460393193 0.9142241342780152 -0.6264438246663632 0.0 0.5564675439307722 0.0 0.0 0.0 0.16598131684557896 -1.6248076388848323 0.0 -0.6483078039037163 0.0 0.0 0.0 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-0.4557501447054893 0.0 0.0 0.0 0.0 -0.14982668367908777 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.046391660503986 0.0 0.14136837329455762 -0.9128359517521913 0.0 -0.8340322217027224 0.0 0.0 0.0 0.0 -0.39481948745553613 0.0 0.0 0.0 0.0 -1.0267313172742685 0.0 0.0 0.0 0.0 0.0 -0.8230623118080015 0.0 0.0 -0.38567869270135785 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8649635503519567 0.0 0.0 -0.5239393580126223 0.0 0.0 0.0 0.0 0.0 0.0 IL1R1 -0.12680933505085246 0.0 0.0 0.0 0.0 0.0 0.0 1.738574962535429 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7540350354581761 0.0 2.6031110376858453 0.42599311319242295 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8663735758151246 0.0 0.0 0.0 0.0 0.0 0.0 0.4645426619136394 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38522231417688185 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IL27RA -0.3575172200989101 0.0 -0.1725080553854282 -0.1819095560220729 0.0 0.0 0.32671971512560966 0.0 0.0 -0.907191026559591 0.0 -0.3209727774103977 0.0 0.0 0.0 -0.2984532043797168 0.0 0.0 0.0 0.0 -0.8494064505923494 0.0 0.0 0.0 0.0 -0.5227762322938871 0.0 0.0 0.0 -0.5441986102190814 0.0 0.0 -0.687716669866987 -1.1654531877742211 0.0 1.2867765228810293 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7476758094943672 0.0 1.3676701526750517 0.0 0.0 0.9654449448983994 0.0 0.0 -1.0251368478882266 1.2978922030557962 0.0 0.0 1.445213739259894 0.0 0.0 0.0 0.0 0.0 -0.9683554511839316 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IL32 -2.9441854377949777 -2.9715149126103135 0.01776880434181998 -3.3558937304592926 -6.8415262901349125 -1.766266736915117 -3.489832748493241 35.146194943699186 -20.093444179787266 -7.1957780433850065 2.1821143274646655 -4.455495657361596 6.16208582614002 -10.05824773058949 -0.19095042488881758 0.12028295040823914 7.982834659145406 -6.219852069086001 -16.890836082161844 2.1692111699126473 -11.753486906443879 6.537919210692264 2.7323619889438295 -2.9677643954173383 2.43357825181338 -1.846665771109861 -3.253794316063795 -5.165400488141782 -2.025941455832814 -1.8898067530814606 -1.6776609696671585 1.706985109815356 15.969532782496136 -0.47995382033115225 -2.9944986648477316 -2.1944122994383424 -0.6695241926460164 0.04019552061350562 5.3650025318117525 -2.271432368926844 -7.428577879259648 -1.9783786557323777 0.012605856883457056 15.872002694417839 5.7104634730894315 0.973517366212633 0.6161584660635148 -6.90259399794695 24.6049270130537 2.6189705177087794 4.333761951914817 7.0957962985057454 1.7274363308596243 -2.9562023827486636 2.365513702318109 -2.574811633160449 1.361567853281963 -1.8751406496115495 6.930595026222643 0.4989477651857239 -6.430500789822666 -0.8463169358354475 -2.732653091468263 -0.012384927461486525 1.6417328587815083 -2.197884150346107 -1.470287516965083 -3.0507672207522 0.0 14.681733358219827 9.785836567626612 1.44822395317712 0.017973800046634736 -3.094241482901378 -2.68891787505998 -5.5147267101466255 -2.8434141432913522 0.9446587353274307 18.207559941844377 -9.86284999357809 3.661421741038148 5.4085057352047325 3.3218597318033742 0.541594416683847 -1.1892146486820814 -0.97930036840243 ILF2 0.006708076558209907 1.7152059834495423 0.43985301943023 0.0 -0.019566696993869037 2.160429979319781 0.0 -0.2557362012712491 0.2914213303537735 -0.2670406446007961 0.4465221557511447 0.0 0.0 0.11985418623239899 -0.480509990704479 -0.2668295615434228 0.7210833542928334 0.4584207320653138 0.0 0.0 0.0 -0.5575000181346502 0.0 0.0 -0.45611861918722135 -0.5683397495783296 0.0 -0.4669601031581905 0.0 0.0 0.0 1.0113349877642286 0.0 4.212708521731092 0.0 -0.49869544848782965 0.6582452448388703 -0.6566171320551258 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.717428444930831 0.0 0.29087444224744957 0.0 0.0 0.0 -0.6251705038426786 -0.21945574472882243 0.0 0.0 0.0 0.0 0.0 0.0 0.7523284916835058 0.9317122308324227 0.7785334579932427 1.1947956465825669 0.0 0.0 1.659157806072139 -0.20429617999162727 -1.0316678657780352 1.5161946450041928 0.0 0.0 0.0 1.0190717250523786 0.0 -0.9999780678066225 1.2616907054810949 0.0 0.867884930696507 0.0 0.64147843229173 0.0 0.0 0.0 0.0 0.0 0.41702110626139843 ILF3-AS1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2371540120830626 0.0 0.5586578297216791 0.0 0.0 0.0 0.0 0.0 0.523260103422749 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7490799466353526 0.0 0.0 0.0 0.0 0.8170938432746366 0.0 0.0 2.172790859456099 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ILF3 -0.27409083630260744 0.198469514107312 -0.01942729182179335 0.0 -0.3250049998791983 -0.817027819926257 0.33156549858315143 0.0 -0.2457666076291196 -0.3938955751651584 -0.735732635380065 -0.32273758537333475 0.40464066858205455 0.0 0.0 -0.30435891905663465 -0.5970619105891669 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6793325162317895 0.0 0.0 2.7298717491509796 0.0 0.7802089423857992 0.0 0.0 0.0 0.0 0.0 0.6910657070442804 0.0 0.8512686244227521 0.20064811697178825 0.0 0.0 0.1607061544321635 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.160851845291582 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1156012013720626 0.0 0.0 0.0 0.0 0.0 -1.386333966132228 -0.695094129897992 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ILK -0.1882510562263024 -0.10610681273358948 0.0 0.0 -0.23243416097972847 0.0 0.2718415924146059 0.0 0.5630453961359415 0.0 0.4614802313481216 0.0 0.0 0.13312859599073684 0.0 0.0 0.23203037616085886 0.4324027994871506 0.0 0.0 0.5026999625132846 0.4676389726206584 0.0 0.0 0.4074794382511278 0.6154722940380839 0.0 1.616305989055099 0.0 -0.09752314699552501 -0.5356748714893119 0.0 -1.3073519173193058 -2.0487587222742194 0.0 0.0 0.0 0.0 -0.5466122122807843 9.25503761601567 0.0 0.7570440731444787 0.0 0.0 1.411066149996079 0.0 0.0 0.0 0.0 0.0 0.0 0.8043015848167467 0.0 -1.40414618110247 0.0 -1.097279040083128 -0.8369492071472475 0.0 0.0 0.5756054600075687 0.0 0.0 0.0 0.0 -1.1241891860923565 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.32452282200041543 0.0 0.0 IMP3 -0.09872257168419103 0.0 0.0003557423517666715 0.0 0.1726820134660607 0.0 0.263417493467018 0.0 0.21418145998431629 0.0 -0.8600965171465543 0.0 0.362791362852215 0.0 0.0 -0.3163574094690957 0.0 0.0 0.0 0.6047758138683046 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3666369663688729 0.0 0.0 0.0 0.5679684130572805 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6037814248266572 0.0 0.0 0.0 -0.6831195385072777 0.0 0.0 -1.1560297455679236 0.0 0.0 0.0 -2.0207138963823117 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6392585601934908 0.0 -0.9942019429459693 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IMP4 0.0 0.0 -0.1651557062879492 0.0 0.6339596800177613 -0.8305242034406284 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5377995495505222 0.0 0.0 -0.41625203364149144 0.0 -0.17313534628755886 0.0 0.0 0.0 0.0 0.0 0.38599091428309545 0.0 0.0 4.698484142726476 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1663209954022828 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IMPA2 0.0 0.21290258791340622 0.0 0.0 0.0 0.0 0.21397972392780326 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6281255396291944 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7925433958472807 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IMPDH2 0.0 0.4228942356179306 0.0 -0.34832444648414934 -0.5370830547248088 -0.461614811109863 -0.2402224000685841 0.0 0.358408433567709 -0.4793871973585383 0.37010006557069536 0.0 0.011196472972398785 0.0 -0.6536680794743273 -1.1742540056054556 0.0 -0.3376459984007996 0.4324022762787459 0.0 0.0 0.0 0.0 -0.3673252677906988 -0.1363351881122963 0.0 0.0 0.0 0.0 0.0 0.33447764520349943 0.0 -0.658647849939524 6.4034912156951025 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8620142608788758 0.0 0.7231808735821915 0.8238542893999936 -1.3346692017487622 0.0 0.0 -0.04426686407055539 1.7660316715943534 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6000511291565523 0.0 -1.5221646328630705 0.0 0.0 0.0 0.0 0.0 -0.6643055748316364 0.0 INAFM1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39337897112735476 0.0 0.0 0.0 2.9522276376659833 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.21891766065703414 0.0 0.0 ING4 -0.10579798259964408 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2766192735768809 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 INPP4A 0.0 0.0 0.0 0.770356654028752 0.0 0.0 0.0 0.0 -0.21446628860468642 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4099914401478327 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.533631006113316 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 INPP4B -0.32613834126629937 0.0 0.0 0.0 0.0 0.0 0.0 -0.9672970991197548 -1.3439035290839498 0.0 0.0 -2.1874499481885037 0.5575839009255232 0.0 0.0 -0.5176737422885085 -1.6877377610287252 0.0 -0.467203715887199 0.0 0.452457813621493 0.0 -1.1712811159643068 -0.3955371651587552 0.0 0.0 0.0 2.238996549818801 0.0 0.0 0.0 0.0 -0.5888174997204263 0.9876070772884283 -0.46331371962569445 -2.3878326867267154 0.0 0.0 0.0 0.0 1.8929934131682673 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.8739821610228393 0.0 0.0 0.0 0.0 1.2719019214286664 0.0 0.0 0.0 0.0 0.0 0.0 -0.9662594972629849 0.0 7.232574389107256 0.0 0.0 -1.4919497341315089 0.0 1.2972468356574338 0.0 0.0 2.4786498996438278 0.0 0.0 0.0 0.0 0.0 0.0 0.0 INPP5F 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2441818725540034 0.0 0.0 0.0 0.0 0.0 0.407590153776748 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7369549708192589 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 INSIG1 0.6096259463940734 -0.40246604478185866 -0.1666791165128695 -2.0592930002414045 0.5936635138041824 0.9298138836283273 3.356568450770237 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-0.009102668888389865 0.0 0.21690503774965864 0.0 0.0 INSIG2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47324849596643687 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5371150801394659 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.8089757702549294 0.0 0.0 0.0 0.0 IPCEF1 0.2770537598608332 0.0 -0.3163455704326075 0.0 0.0 0.0 0.0 0.3666468052245292 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4792497296904818 0.0 -0.46584034185451273 0.0 -0.507133060510326 0.6111230064466555 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5467566310163978 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8362383991706192 0.0 0.0 -0.7970550127931751 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8758187176021361 0.0 0.0 0.0 -0.09923722113242779 0.0 0.0 2.8647635481750826 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IRAK2 0.0 0.0 -0.2606820180168341 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0130353813997646 0.0 0.0 0.3327199831058194 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IRF1 -0.20484893490164854 -1.0006317164323864 0.4502753599526714 -1.2014764222439547 -0.28064066387678416 -1.0472651637781276 -1.3887888213303858 0.28808015898530775 1.9380512134503864 0.4092235586924661 0.03001208163977144 3.3207656670711967 -1.5885209356148722 -0.7266911473796003 -0.3166503927343107 2.1395345472281004 -1.6272967881224982 -1.1587592197090573 0.4817983775384017 -0.013085308524628938 -6.618466855740313 2.573004900367977 1.258878836002281 -2.2183919740621345 -2.7761014728258773 -0.3872431902914595 0.7103651034240412 0.0 -1.2358215914793733 -1.580669965228188 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0.0 0.0 0.0 0.0 0.0 0.0 -0.36082895296928497 0.0 2.4711216359328865 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1171374392777973 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IRF3 0.0 0.0 0.0 0.0 0.34559010979990384 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3417532843224309 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2966295648819883 0.0 -0.569570175497257 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.815292892665671 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.17893847457800807 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ISG15 60.81904856818649 0.12337821896671017 -0.4433922170691011 -2.3893085735912107 0.5860716402171162 -1.676513568812102 -0.8337239219474337 1.0135199876864267 -0.42916161261134195 -1.6611549804382209 1.2678300044719792 -1.7472255904373726 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-2.713390185085336 1.1651232824203992 4.916911676600142 -5.839550875336377 -5.9305551449437015 -0.5049233935648291 -4.288877807867437 -0.21634591388892838 -0.6788570928301455 5.0116045186608815 -0.6653462649903196 -3.218362297728092 -0.9114996916371305 -1.869562407231124 5.8757972037729695 -1.17488224376298 0.7376436516711163 1.2627413683137778 -1.8706229433251182 3.680598505768559 -2.109343626232289 5.525043722172815 -8.376472802193344 0.41531055804179456 0.0 -1.178998521375053 3.0404902481859466 7.530664587284505 -0.5312721743418384 4.92792249856083 0.7820969993620231 -0.7928576941469725 -0.7834772684750323 0.8172928575738632 -0.06715160678018488 -1.1161804873091372 -4.6749246593203 3.4489685290091026 0.0 5.48227115791064 0.739036671523499 0.0 0.8390785368394635 0.11616635999674965 1.336392539749411 0.0 3.9713627434091223 1.127862028713065 1.1080968932130815 -2.7896371927469965 0.18346796247326713 1.150989054659024 0.0 0.9196251976843435 0.28616445681478825 1.766855048706244 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0.0 0.0 0.0 0.0 JAGN1 0.14766831596625538 0.0 0.1644981566519331 0.0 0.0 0.0 0.0 -0.24495459617124155 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 JAK3 -0.4017345896657001 -0.23466087487478235 0.48905807287431774 0.0 0.0 -0.435215463506217 0.0 -0.35585100093951594 -0.27561579099450023 0.0 0.5106450291492176 0.30679110782715374 0.0 0.0 0.0 -0.6241532870461634 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4818891533095963 0.0 0.0 -0.9057713713622982 0.0 0.596574089495958 0.0 0.0 0.0 0.0 0.0 0.0 -2.0659730499704505 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7918826944158789 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.071931476250914 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7409092690051071 0.0 0.0 -1.5040617493136734 -1.1913954321121494 0.0 0.0 2.3309453451741082 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 JKAMP 0.0 0.0 -0.16681406647424404 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3402056133074041 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.12134137162278703 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8948966405877058 0.0 0.0 0.0 0.7826153273386979 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9133800577747601 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8338181931439889 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 JOSD1 0.0 0.0 0.0 0.5225698064228405 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8767937185388511 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.44464300766448894 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9404519503184642 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KCNAB2 -0.13511626343112923 0.0 0.0 0.0 0.0 -0.21179935609956838 0.0 0.0 0.0 0.463284821351058 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 KIAA0391 0.09675128917239359 -0.13075680057344982 -0.3834400489042853 0.0 0.0 -0.2498931410572098 0.0 -0.25357793967107767 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5662782368338375 0.0 0.0 0.0 0.0 -0.760664180143191 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.1516271015812456 0.0 0.0 0.0 4.5089483809289925 0.0 0.0 -2.833383307097093 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KIAA1524 0.0 0.4647383586085424 0.0 0.0 0.0 0.5820936384179839 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KIF20B 0.0 4.775473247083574 0.0 0.0 0.0 9.774238014006238 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-0.39627886425225034 0.0 0.0 0.0 0.0 0.0 -0.7809462353699308 0.0 0.0 -0.749140198239274 0.0 0.0 0.0 0.0 0.0 -1.9740022065155522 -1.0240830145993582 0.0 0.0 -1.0408930222225936 0.0 0.0 0.0 2.359079485930196 0.9932269685909215 0.0 0.0 0.0 KXD1 -0.10943646025488211 0.0 0.0 0.0 -0.19792835965581476 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4544126154711838 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8960120861163743 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KYNU 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35560660023596813 0.0 0.0 0.0 0.8622502480957593 0.4387811868083197 -0.29411419100900515 0.0 0.0 0.0 0.0 0.0 0.0 0.4941847883161405 0.5129604952728518 0.0 0.0 0.0 0.9465247649952324 0.0 0.0 0.0 0.0 0.0 0.7115988607056941 0.0 0.0 0.0 0.0 3.5613913651679012 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.882855903553035 0.0 0.0 0.0 -3.922968070761774 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LAGE3 -0.09833339260876804 0.19507325085151336 0.0 0.0 0.22138409450957341 -0.8608685219670226 0.0 0.0 0.0 0.0 0.0 0.0 -0.40198957649968176 0.0 0.97233838692337 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.43456333355312043 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.22971618995166962 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LAMTOR1 -0.9663214291343831 -0.9307254467210309 0.2126546992305181 0.014700353026624419 -0.4343075562777252 -0.2291396404325205 2.756540210420101 0.0 0.0 -1.8799622803454754 0.4593785872956283 0.533143199254761 0.5460155914861883 0.0 -0.37509096434947703 -0.6307857882220219 0.0 0.978280370213243 0.0 -0.45762561934203794 0.0 -1.4694628361691264 0.0 0.0 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0.0 -0.7049937090228722 0.0 0.0 0.8703984667433737 0.0 0.0 LAPTM4B 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8127887992049405 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LAX1 0.11255646787022403 0.0 0.0 -0.18425106782067133 1.5235375161509903 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.6463350344572403 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.41294436519760747 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LBH -0.2448169681150235 -0.5965900343129988 -0.021975028076050167 -0.5258098276207313 -0.8881323936834792 -1.8500522744280004 -0.25753925711063813 0.5972818913116497 -0.6806106074523361 -0.273311964460852 0.30355915260807687 0.0 0.20101018641340182 -0.5570518275994244 0.7336668832648561 2.006743929310417 3.0803569876449592 0.4692012879287998 1.4876571648735621 0.43916766610860297 1.2213022025834521 1.2429704705652955 0.1695914776192076 -0.6952938471625837 -1.8729582783857357 -0.486705705548436 0.0 1.8453813822031346 0.3431876914751651 0.563141807639922 -0.9771001311115269 0.7696835151113363 0.0 -1.8497390331960832 0.1013515767846845 -2.113799893321918 0.0 0.0 -1.3332770992570013 0.0 1.663025641122358 6.148356960089638 0.0 -4.695400444111068 0.0 0.9198408692499719 0.0 0.519576441492448 1.8486900827707407 -0.23245875881806827 2.6645424362041337 0.982440149983631 0.0 -1.6527863288574987 0.0 0.0 -8.839597416950907 0.28898621486532433 0.0 -0.8233886423770523 -0.38218603418714187 1.6560565542456622 1.0668209649558842 0.0 1.6215101176603401 2.397373977705318 0.8752704534563652 1.4084086655613368 6.147825532094146 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0.0 0.0 0.0 0.0 0.0 0.0 LGALS2 -0.02115601889805201 -0.16554053521853085 -0.22366766510123245 -3.8762207107548337 0.21350846740101 -0.23622764120568934 8.21271887820849 -0.2251105552423193 -0.2375761018596677 -11.563017129138473 -0.9464586432161552 0.0 -0.3180345347489324 0.0 0.0 -0.45217124026926225 0.0 0.8705929039247121 -4.565989970829042 -3.99107694579005 0.0 0.0 0.0 0.0 -0.48933344543838936 0.0 1.0084712448000428 0.0 0.015309784688184246 1.4487360792157575 -0.0844881416649438 0.0 -0.5534748304462537 0.0 0.0 0.0 0.0 -0.6825100317078312 0.0 0.9058571445515856 0.8844790768168924 0.0 0.7435593564789885 0.0 0.0 0.0 0.6769052473488096 0.0 -0.9590307074374688 -0.46576025161089313 -0.7415311367966453 4.811995189157453 1.0655575344519959 0.0 0.0 10.10775552492798 0.0 0.0 25.106531414533425 0.0 0.0 0.0 0.0 -0.3446570819603134 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2668674584861856 0.0 -13.24083837743542 -1.7440425599176794 -1.2372275408769224 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LGALS3BP 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-3.121713767562196 0.7494908938572478 -0.6431248649100204 -0.5080558181973742 -3.2286329039628767 0.568768202383904 LILRA1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.49420009015584 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8930771458232682 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.263444043058951 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7174230230105187 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LILRA2 0.1706109624312253 0.0 0.0 0.0 0.0 0.0 -0.26351235238868853 0.0 0.0 3.106426438461148 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.016994766889446 0.0 0.0 0.0 0.0 0.0 0.0 0.2053227966054515 0.0 0.0 0.0 0.0 -0.44478063858455047 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43919774976454606 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4779934127883325 0.0 0.0 0.5067177001434522 0.0 0.0 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-0.6282728519882153 -5.323063927652658 0.23293259132059255 -1.1012235100647358 0.0 2.2574786925938013 -0.9936271226140441 0.0 1.0224127684153443 -4.394751889432603 0.5027143835446524 0.0 0.0 -0.7250294747238728 0.34888859648891446 0.0 0.0 LINC00493 -0.10696834741170795 0.0 -0.584969906736433 0.0 0.0 0.0 0.222079036094772 0.0 0.0 -0.3278219215978858 0.3583599831532352 0.0 -0.4395802136074899 0.0 0.0 0.0 0.0 0.04320771431812011 0.5194432343729599 0.0 0.0 0.0 0.0 0.0 -0.3626114842357359 0.0 0.0 0.0 0.0 0.14148744872793365 0.6689380428000743 0.0 0.0 0.0 0.0 0.2019554034702923 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.657203457177206 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1446780289240484 0.0 0.0 1.6160553730879 0.0 -1.0179842271815498 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LINC00861 -0.5130284783820617 0.0 -0.08047105081249671 0.0 0.0 0.0 0.47156698257717783 -0.25348253061890064 1.2624381505263909 -0.2938619283170865 -0.4084057392397357 2.2424413922964552 1.1414745983007426 0.0 0.0 0.0 0.0 0.0 -0.8563783437671922 0.0 -0.5064398564131284 0.0 0.0 -0.47942847326750054 0.0 0.14612989800724932 0.0 0.0 0.0 0.0 -0.44568092925022695 0.0 -0.5649825941000749 0.0 0.5238567658028267 -2.1565327222823196 0.0 0.0 0.0 0.0 -2.979251128621168 0.0 0.0 -4.3032779274563495 0.0 0.0 0.0 0.0 1.0003776601985896 0.0 -0.9173858824606759 0.0 0.0 0.0 0.0 0.0 -2.4595216067097154 0.0 -1.1118306064270091 0.0 0.0 -2.4808012878911914 0.0 0.0 1.273268013962859 -1.4352314299183886 0.0 0.0 4.712176502034241 0.0 -9.462231691896083 0.0 0.0 1.3367228174074852 0.0 0.0 0.0 0.0 -3.2249639086976734 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LINC00910 0.0 0.0 -0.06935081430226754 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7620189491874384 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9852585140845158 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.32121165601162954 0.0 0.0 0.0 LINC00937 0.0 0.0 0.0 0.0 0.0 0.0 -0.2647808768494968 0.0 0.0 -1.1096683580101052 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1580666215111108 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LINC00996 0.0 0.0 0.0 4.955030437242269 0.0 0.0 -0.31766852814417723 -0.24684813185386048 1.373836079151851 0.0 0.0 -0.7365010807125052 0.0 0.3742396547887665 0.0 0.0 0.0 0.0 0.0 0.4711912640922777 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6086017936729343 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8693709480681711 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.397095229567743 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LINC01272 -0.26683702313376234 0.0 0.0 0.0 0.0 0.0 -0.9797118116788611 0.0 -0.3106629278722647 9.30147633366494 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8975990215590062 0.0 -0.8775521069642853 0.0 0.0 0.0 0.0 0.0 0.0 1.1053693563531515 0.0 0.0 -1.8247388358363035 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.2470027503564065 0.0 0.0 0.0 0.0 -0.7723329279157867 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8514109765423967 0.0 0.0 -0.8887667199695984 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LINC01420 0.0 -0.1502710618240685 0.0 -0.20535118925806903 -0.23928651208544272 -0.8108565889722933 0.0 0.0 0.0 0.0 0.0 0.0 -0.6771508156112351 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39360288436774876 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38087694339884615 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.873851744840511 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LINC01480 0.0 -0.3894637512471455 0.0 0.0 0.0 0.0 -0.3074962714209717 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6806201558903922 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.971234127869187 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6929333033814603 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LINC01550 0.0 0.0 0.0 0.0 0.0 0.24037228077900738 0.0 0.0 -0.46989450071947153 0.0 0.0 0.0 0.0 0.0 -0.4155459675772083 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.5503688837928173 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.0885970178066557 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LINC01578 0.0 0.0 0.19372484220292657 0.0 -0.5317812775505679 0.0 0.2748148306760283 0.313724036552149 0.0 0.0 0.0 0.0 0.0 0.3877391759463102 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5259407611760808 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LINC01588 0.07560874366120132 0.0 0.0 0.0 0.0 0.0 0.0 0.9293283700758318 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.2377290067398725 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LMAN1 0.0 0.18687106734701533 0.0 0.23400824408716833 8.389776504498736 -0.3340484465003308 0.0 0.0 0.0 0.0 0.21306780734660624 0.0 -0.21598119025196988 0.34139869326048183 0.0 0.0 0.25687207953800145 -0.3868627338447017 -0.40571286182356525 0.0 0.0 -0.41540658793942126 0.0 0.0 -0.3965457503335564 0.0 0.5475138131791804 0.0 0.0 0.0 0.0 4.482111143118919 0.45825436751384974 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7016113875730985 0.2706712820595868 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6440421069129775 -0.7729307945193967 0.0 1.9086809302138128 0.0 0.0 0.0 0.0 0.0 -1.1074454924208252 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.903427920692172 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.4324620511022657 0.0 0.0 0.0 4.51748560773985 0.0 0.0 0.0 0.0 LMAN2 -0.2816261388242275 0.25058303719019476 -0.4493670256302441 0.2312240214018912 5.27265545799986 0.28046707803683074 -0.5796937736862126 -0.21076007142668787 0.5470997954611726 0.3221356415490125 0.2819293908183598 0.3901618809990815 -0.3929051141594436 0.7228657693176911 0.0 -1.6451370633343778 -0.32362514909570933 0.38610606192597385 -0.30517473263666145 0.07079857486791521 0.4222242031121055 -0.7270121959777887 0.46651867766888905 0.0 -0.5683902567855944 0.09325851073238411 -1.1336297409667224 -0.40875138050748494 -0.5154505966566826 0.0 0.5537918278720394 2.7373928170013526 -1.1820659260654165 -0.740114218088352 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8434363291282492 0.0 0.8032921241263468 0.0 0.0 0.5368679090015809 0.0 0.0 0.0 0.891280052546589 0.0 0.0 8.254934586988252 0.4642140375410045 0.0 0.0 0.0 0.0 0.0 0.18217823981836476 -0.7617433122582845 0.0 0.0 0.8662233676331996 0.0 0.0 0.0 -1.43663706545684 0.3482159169894224 0.0 0.0 0.0 3.8020520738311374 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LMF2 0.0 0.0 0.0 0.0 0.0 -0.2611491182793025 0.0 -0.23296187168199195 0.0 0.0 0.0 0.0 0.0 0.0 1.080017126788267 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LMNA 0.346368696964514 -0.771287631631586 -1.3325978559155764 -4.227077528190587 0.4728539423207387 1.6070311820912742 2.5201453374496983 4.471321823130112 -0.3251352594621797 -4.731212114321017 0.865551864705191 -2.5261291691834047 0.5821386196441414 6.43068500352345 -1.772524662209303 -1.839993710040966 -1.4541921000051568 -7.437909473755577 -0.42653895838493855 2.3402724507049553 0.40211317763324367 -1.383944356787816 1.293069564449337 4.750273436063783 -1.6818696555625834 0.5292660664166329 -1.6845373514570197 1.4997452803033788 2.0304724309736946 -1.777178570419671 1.8332002530350018 -1.151373362384779 -1.4629577564820733 0.0 -0.8437630484894518 25.397608968113794 -1.4231946926639278 -3.6120361735040563 -0.00568509470141354 6.178018512687633 -4.783503672308658 3.1852085290301813 -1.3683581452188895 3.4526894283028793 -1.4673999933526327 1.3940621265631792 -0.17522123267986814 -0.3384061439995248 -3.7615999281951877 0.48147561401572425 -0.6580968457645634 -8.280332300505085 -0.36346847851252034 -0.16853296426321837 0.0 8.109642971410672 4.064568384313925 -1.0397882945114978 1.2015717221816253 1.7803321747999146 -0.6712445345078567 -0.6623343595404979 -1.2661656681637148 1.1230313054474539 -1.4460713673069419 4.28731410205027 -0.03652130953675581 0.0 0.0 0.8490184147234036 3.1574973098306343 -0.39214613979758495 2.600220414123118 0.0 -1.0851167792756782 0.9861703945461509 -1.7555754656514542 6.806466596121832 3.6005065319328025 2.0496365311556914 -2.367424120214015 -7.6344235653412795 0.6496140946748226 -1.2840977599922705 1.7556646343026105 1.3767959856983976 LMNB1 0.16336591793834618 5.627658863679777 0.0 0.0 0.0 1.2048013089617078 0.21753985185601402 0.0 0.2575303391914049 -0.3550186929511514 -0.3195618365111283 0.0 0.0 0.5026621711197793 4.60566316049724 0.0 0.0 0.5258564559254884 0.0 -0.4039958171816262 0.0 -0.3102903491950568 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8313734065494301 0.0 0.0 1.0507101106941843 0.0 0.0 0.0 -0.8914917075049362 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6713697514994444 0.0 0.0 0.0 0.6600291278814152 0.0 0.0 0.0 0.0 0.0 1.1932229068265587 0.0 0.0 0.0 0.7811792183738323 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LMO7 0.0 0.19139644632439612 0.2380752883444202 0.0 0.0 0.5302125808602062 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1112940070681807 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0439858204929016 0.0 0.0 0.0 0.0 LPCAT1 -0.1926176164579339 0.0 -0.241421534709419 0.0 0.3809168646698525 0.0 0.0 0.0 1.1254296492520728 0.0 -0.37287914082724694 0.3347385192019267 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.33719806619671805 -0.3833587186364736 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.641730011146665 0.0 0.0 0.0 0.0 0.8256533093625741 0.895769078367961 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LPIN1 0.0 0.0 0.0 1.442728762438094 0.26849512917577745 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9157524558099563 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4723385779632858 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8362287464844343 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LPIN2 1.2097211643503625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6313973260118109 0.0 -0.7990186472734545 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5048739994372207 0.0 0.0 0.0 LRBA 0.12871760996630408 0.0 0.07309186014451921 0.0 0.0 0.0 0.0 0.0 -0.3680107644996522 0.0 0.0 0.0 0.0 0.0 0.0 -0.31720318380510704 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LRG1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8881560116498903 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6492607681325797 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LRIF1 0.0 0.0 0.6748624426665639 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34799439705437246 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.45007717589878915 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 1.1765414915791064 0.0 0.0 -0.7004037464933432 0.0 0.7464036119166365 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8760239295851441 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9173102950543062 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LRRC75A-AS1 0.12639741870072338 0.0 0.39377244675780354 0.2533504101827759 -0.5024615100595878 0.0 -0.31993728569613594 0.4138734451252158 0.0 -0.3103878344072491 0.0 -0.4616633509473752 0.0 0.0 0.0 0.0 0.0 0.0 -0.8319754535180044 -0.47644994955878717 -1.4408255189115613 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.08967368631845511 -0.4721324796274011 -0.5701501958665048 0.0 0.0 0.0 0.0 0.7490644067548218 0.0 0.0 0.0 0.0 0.0 0.0 -1.170965914438915 0.0 -1.7444861671840985 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.819044507042281 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.1759245354741816 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LRRN3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4608958975435293 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3676321944021102 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7516843906466422 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.797004655170894 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1221951060671416 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LSM10 0.12128269791339356 -0.5636560074851875 0.0 0.0 0.0 -0.22144780750363258 -0.24580566931426812 -0.2452933481044535 -0.20561099448536493 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3671334572100507 0.43531259245379783 -0.354159777937108 0.0 0.0 0.0 0.0 0.0 0.0 0.4679266336502979 0.0 0.0 0.0 0.16426344936265155 0.0 -0.7510547955386445 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.712970834598571 0.0 0.0 0.19231448562211045 0.0 0.0 0.0 0.0 0.0 0.9060256079817414 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7468682660679388 0.0 0.7638790243477396 0.0 0.2912253070758765 0.0 0.0 0.0 0.0 0.0 0.4188708357902011 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LSM2 -0.021112026974819974 1.7143588941801164 -0.13121127130306248 0.0 0.0 -0.2795800184446802 0.0 0.0 0.6128745590332362 -0.27259072529958434 0.29577375458882005 -0.5209496207721483 0.0 0.40217426753524327 2.673389344950868 0.0 0.0 0.0 0.0 0.0 0.0 0.4277535562463791 0.0 -0.3501943544218614 -0.43726314766653607 -0.39093658142147686 0.0 -0.5282450329034281 0.0 0.0 0.43829123944433734 0.0 -0.3618194318117435 0.0 0.0 -0.5154528110930101 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.3411180481509684 0.0 0.0 0.5327647118673483 0.0 0.9289862820007283 0.0 0.0 0.0 0.0 0.0 0.0 0.9708078637277201 0.0 -0.7120796900906039 0.0 0.0 0.0 0.6359242629984979 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.181683819911127 0.0 0.0 0.0 0.0 -1.1632623578837238 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LSM3 0.0 3.4869352679967003 0.0 0.19251597353450664 0.0 0.0 0.27271216844559254 -0.245954480026673 0.0 0.0 0.0 0.27237576693181814 0.0 0.0 1.8598204411658883 0.0 0.0 0.0 0.0 0.0 -0.45001794725102456 0.0 0.4766793176871167 -0.3875238307841754 0.0 0.0 1.1155073087502547 -0.4609372829850837 0.0 0.0 -0.37322510697430267 0.8612214560876547 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.273789300711798 0.0 0.0 0.0 -0.7799752010089511 0.2798919244716261 1.344247873949325 -1.1498847371352205 0.0 -1.3434293509452744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0041471724223097 0.0 0.0 0.0 0.0 0.0 0.0 0.2615483763981153 0.0 0.0 0.9530896663326222 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LSM4 0.009972189235338602 5.812349650372162 -0.45687831591977407 0.3046028619066114 0.10796223186629443 0.49907580847027055 0.0 0.0 0.2800496122538842 0.0 0.0 0.0 -1.2221895297506098 0.36635814419880147 4.616722774765058 -0.31313100291087126 -0.3448546438388737 0.0 -0.4425324143720687 -0.3313675710204604 -0.39973963866327605 -0.8920294611307317 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.47570734471298387 0.0 0.0 0.0 0.0 -0.5397338394656268 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.80735914428565 0.0 0.6437860667331942 0.0 0.0 -0.6994752669126009 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7315790242814582 0.9448598944849321 0.5741922253855186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1716613053269336 -0.4139222369220043 0.0 0.0 0.37244397558356096 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LSM5 -0.23680571067249226 3.717675701881579 -0.1679728688446056 0.19847805636512728 0.26856747612031867 5.372732640193478 0.0 0.0 0.0 -0.5710379047314816 -0.21282269333799878 0.0 0.341852736854354 0.0 -1.0503227070903531 -0.37600537140979057 -0.41558974417467087 -0.9079099170100982 0.0 -0.3333405020382227 0.0 0.0 0.0 0.0 -1.0298200270228184 0.0 0.0 0.0 0.0 0.0 -0.4304998839907347 0.5851915177235693 -1.2725287448329554 0.7468148043807593 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6239201179600712 -1.806319573320708 0.0 -0.7792827985845217 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8923446950897173 0.0 0.0 0.6771000612891153 0.0 0.0 0.0 0.0 -0.9223035033873318 0.0 0.0 -1.6322785795246535 0.0 0.0 0.0 0.0 0.0 0.0 0.8996157968368654 -1.4793766660410372 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LSM6 0.0 0.0 -0.09370063435350248 0.0 -0.1820768035075175 0.0 0.26043733434196537 0.0 -0.23658082166965896 0.0 0.0 -0.28561959110933416 0.0 0.0 0.0 0.0 0.0 0.43969497633616916 0.0 0.0 0.0 0.4813629082338264 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.49609656256619566 0.0 0.5993977150506933 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3080422104993503 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.7997327466151734 0.0 0.0 -3.4056405311859677 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3018837202500213 3.234260360298255 0.0 0.0 1.960536716510358 -1.1117711450390966 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LSM7 -0.4505066435459951 0.9196905288852086 -0.15251943789213995 -0.7531340278424588 -1.0016412574376945 0.0 0.38393233602087906 -0.46607597399901624 -0.713725618455654 0.060453257291097184 0.1065035366868905 0.0 1.57065389597425 -0.21398885783221974 0.0 0.5800652626708614 -0.28922408701625457 0.0 4.972762341726086 -0.8137343031405374 0.0 -0.4741455358250286 0.0 -0.42655458056392226 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0.41844532387937255 0.0 -0.4247340940547966 0.0 0.0 -1.3003893895447924 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0793595725038188 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7021989771615617 0.0 0.0 0.0 -0.8812935060396462 0.9192765216589046 1.4353713803488037 0.951972526411439 0.0 0.0 0.9613934546727697 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LTBP4 0.0 -0.1831734754159235 0.06873764993017965 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3374146348871332 -0.37924687645723143 0.0 0.0 0.0 -0.8596497066203073 0.0 0.0 0.0 0.0 0.6844845594047698 0.0 0.0 0.0 0.0 0.0 0.6994529976065326 0.0 0.0 -0.5918533279451421 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LTC4S -0.13481822588969106 0.0 0.17857790536485157 0.0 0.19436705262295195 0.0 0.0 0.0 0.2515727289614468 0.0 0.0 0.0 0.0 8.78067625559133 0.5098659992300475 0.0 0.0 -0.5949966605232458 0.0 1.1869629090205986 0.0 0.0 0.0 0.0 -0.3264027476005655 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -4.7668049552541305 0.0 0.0 0.0 -0.6915493616499663 0.0 0.0 0.401931390397233 0.0 0.0 0.0 0.0 0.24583041740422323 0.0 0.0 -0.26692245306271983 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5733630760659923 0.0 1.6810477936782255 0.0 0.0 0.6117536839100821 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.47440043004221444 0.0 0.0 0.0 LTV1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6366450368299319 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5660478586364349 -0.7543015211170899 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.979966517014111 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LUC7L2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3341549354740927 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5712120877855075 0.0 0.0 0.0 -0.917679675894499 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6822334613278455 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LUZP1 -0.2561041821156239 -0.16491053342267475 0.18096266891652807 0.0 -0.17826987928903806 0.0 0.0 0.31700390391006183 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5558389810280835 0.0 0.0 0.0 0.0 0.0 0.0 2.3743815205363084 -0.46716865220259834 0.0 0.0 0.0 0.0 0.0 0.0 -0.9764320255699935 0.0 0.0 0.0 0.0 0.0 0.0 -0.8723063499664038 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.16269441016695652 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LY6E 32.1038988443538 1.040986308402323 -1.777753214621294 -3.9726718654052786 -1.3167056559156138 -3.107497595390748 -3.8491485347026755 3.0412917086634357 2.559393645929353 4.873087096759743 -0.8514468333770204 0.7326482569424277 -2.3003850027357426 -1.3957507692277469 2.414408136479302 2.092480152655814 -3.4643018945493367 0.5298627145286211 0.7877326310695513 -1.360874041701649 1.4668137424997445 -0.3390537194699759 4.452763639713932 -1.9798524776347295 -3.3086076853089437 0.0 -4.553928238490076 -3.3267165055394936 -1.3456318082772114 -1.4855555073824382 1.2809740751582341 -1.384212227867923 0.9633758898450135 0.9591465795200225 0.47770447845555847 -2.047568798898176 1.010893422790047 2.4320920904895384 1.628759105401762 -1.682485821516192 0.26229737105149753 -5.158934486579884 -1.2673171434691977 -0.6780777602797871 -0.6278771679433326 0.0 -0.4916913280885224 0.13938131509122212 3.068263934312383 0.40052671045806926 0.6652333775942604 -4.578415244576773 0.6428313955277957 7.61475355530269 0.7098260427956999 -3.5820701232373318 -5.871971677778114 -2.5688264200513955 1.3648565322452495 0.7809503849098102 -0.6899155143829704 -1.9003645437831678 1.5471612884160721 0.5377455802825976 1.860737879558002 -6.624658372307219 -0.57723998192612 -0.5152031177131144 -2.0666157124221294 0.0 -1.404921429783166 -0.265374092807828 -3.579444417970754 3.3680102168426176 -7.060328401701041 11.373972471468981 -1.3314241467524697 -3.9564832930180662 4.037112706102296 0.4418682449065729 0.6086073900611524 1.4082200190016139 0.5418151889253298 0.25113274845193584 -0.8213247069452265 -1.1038171719911356 LY75 0.0 0.0 0.0 0.0 0.0 0.26145974577874587 0.0 0.8016748746839903 0.0 0.0 0.0 0.4223388612339375 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7869458197704592 0.0 0.0 0.0 0.0 -2.2299324509487484 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7916146219819905 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.627241471964653 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LYAR -0.15317396560309293 0.0 0.3464140535953887 -0.40877347549507304 -0.23183472681182626 0.0 0.0 -0.42880113510205387 -6.253267779598002 0.0 -0.7958018300815122 1.2404765779662446 8.050886842978429 -0.4164777366152877 0.0 0.0 9.541107833909832 0.4010737651170233 -1.7698505626566015 0.0 -1.5939875757340114 0.09779306582391702 0.0 0.0 0.5154946042849057 4.5119652448093825 0.0 0.0 -0.6360703629317408 0.0 0.7377825707148198 0.4917367712639223 0.9185077114008608 3.3539863118894244 -2.1297858491952204 -0.5212669607223577 0.0 0.0 0.0 0.0 -4.980116887620971 0.0 0.0 14.906168312815051 0.0 0.0 0.7131646831298405 0.0 0.0 0.0 1.5776267606314274 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.598642417112881 -1.087158291947116 0.0 0.0 0.0 1.344641091907161 0.0 0.0 0.0 0.0 5.721170847660785 0.0 0.0 -1.1287012528677125 0.0 0.551790482048687 0.0 0.0 -0.7333133434611903 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LYL1 0.0 -0.2082427691213291 0.0 -0.5360477293626719 -0.33621028165100575 0.0 0.0 0.0 0.0 1.2053962112702943 0.0 0.0 0.26664254020182904 2.008470122003891 0.0 0.0 0.0 0.0 1.1545920642054637 0.0 0.46831751538224897 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4799182275138948 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.89181202139471 -0.8185688277465023 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0478020240616328 0.0 0.0 0.0 0.8669090751866201 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.128621896559929 0.0 1.726359169953937 0.0 0.0 0.0 -0.9086502551303939 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LYPLAL1 0.11355225328595231 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3123460913721854 0.0 0.0 0.0 0.4982395936741094 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4481689127239799 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5525523355689965 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5705436441302671 -1.6628781804393362 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.816996267395535 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LYSMD2 0.4013730428708677 0.0 0.0 0.2796835279393464 0.0 0.0 0.0 -0.22910789828005101 0.0 0.0 -0.5010674038635243 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.094699458622161 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7633297147745242 0.0 0.0 0.0 0.0 0.0 0.0 0.2628484045912205 0.0 0.0 0.0 LYVE1 0.0 0.0 0.16978011225714493 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.48522462160238433 0.0 0.0 -0.4675924337005668 -0.5762641944704148 0.0 0.0 -0.8816766477795213 0.0 0.0 0.0 0.0 -0.5606472029501992 0.0 0.0 0.0 0.0 0.6904036743095578 0.0 8.487066018206805 0.0 0.0 0.0 0.0 0.0 -0.7951499062907208 0.0 0.0 0.0 0.0 4.09455970752769 0.0 0.0 0.0 0.0 0.752430273070828 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.009972350888952727 0.0 0.0 -1.016994774748226 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3191634229445957 0.0 0.0 0.0 -0.37848650197037925 0.6266040422421832 LYZ -0.8562958380563744 -0.29756732739611247 0.2755127544727337 -12.8868871207535 -1.1339332246339953 0.28920467079573275 8.876855647123012 0.0644723432514556 -1.4036034669508612 -24.750749703079048 1.077476413782499 -1.6022242095213448 -0.2079854364349829 -5.208599295686445 1.2952353668944894 -0.3855558405493343 -0.4227533258164729 24.780555799297634 -10.610085888646958 -0.8084374193950061 0.4670984953180952 -3.94469363299199 -1.8912863347778421 -1.5486024402164325 -1.160560331336065 -0.21430297368295304 -3.953637680169502 0.7210900482302735 11.33209982032024 18.909757187878764 -0.9750514644551228 -1.456860954720873 -0.9420458417982946 1.7420014527098562 -0.14706725764249778 0.0 -3.1548647504386116 7.235502550032842 0.0 -1.9916173968717132 0.0 -1.7161673336379129 -4.995187356045471 1.1073761951995469 2.8476992097109743 3.0636290090084524 0.04826477257861688 3.6517002524167905 -6.441094879012032 -2.333378393175177 -0.20686321310538197 -2.6527413376735103 160.85046481046143 7.101975731245065 2.416747910870155 18.616901933254255 0.0 1.3808346145695454 0.0 -0.8031363558967873 3.097289198784692 0.0 1.7338656769622185 -22.725166013548407 3.498066102071437 0.0 2.5260082887114916 0.0 0.0 0.3476592523158374 -0.9158542965401297 -1.3958256580487185 -3.9628806598738238 0.0 5.081512117696988 0.0 2.2857889621805567 1.8055108788043122 -4.1764671788087995 0.5699374366396827 -18.450238343963992 -1.4867814776635742 -0.7210585365052408 -4.638526566249795 -14.284992087772796 1.6129915385583042 M6PR -0.12207303380013763 0.0 0.0 0.2796592242188465 -0.23762267170113752 0.3058774252952372 0.2682891924948306 -1.451312254240335 0.0 1.0216134960190368 0.7425503065175122 1.2516374578825407 -0.5759542032612882 0.0 -0.3047493042139158 -1.3207035340978563 -0.7466374174466006 0.06992657678617897 -0.7053446010624305 0.8542828929216945 -0.08033639184876828 -0.3437658179924262 0.0 0.0 0.17791521748816572 0.0 -0.5092941599607107 0.0 -0.30557985491456 -1.1575751393198717 0.0 0.0 -1.2600762484600214 0.0 0.0 -1.0686992138886453 0.19569615212260394 2.9213437571112157 0.0 0.0 0.0 0.0 0.7463914053418901 0.0 -0.14868614254004697 -1.1141007565603291 0.0 0.0 0.0 0.0 0.0 0.0 0.25122975903155537 1.1660547499060336 -0.3065168258144204 0.0 0.0 0.0 0.9552331617697319 0.0 0.0 -1.9798902110109884 -0.5981025621986679 0.0 0.9142829461948635 0.0 0.5364847317870632 -0.9721700944242354 0.0 0.0 4.173687890770173 0.0 0.0 0.0 -1.1403486197076964 0.0 0.0 0.0 1.1837192052451353 0.0 0.0 0.0 0.3875708656859501 0.0 0.0 0.0 MAD1L1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5359696260169579 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.32411134713881645 0.0 0.0 0.48404881774256703 -0.3457235704001982 0.0 0.0 0.0 0.0 0.0 -0.42697143419353467 0.5427626964991168 0.0 0.0 -0.42839716339524236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MAD2L2 0.0 1.3327978509176115 0.0 0.0 0.0 0.26662126707650774 0.32530216697212083 0.0 0.0 0.0 0.20963038215999877 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4126358361025681 0.0 0.0 0.0 -0.33842674812642143 0.0 0.0 0.0 -0.3889674248635309 -0.45934217953194617 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.864957059415775 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0210125791977909 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.25628378993923645 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MAEA 0.0 0.0 -0.18903972791080867 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38229693439982865 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7119589004613724 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MAFF -0.11722915796860582 0.0 -0.5706666392764833 -0.6227086470621439 0.0 0.0 1.005247431187924 -0.2348560993514699 1.8922225880235228 0.0 0.9213389559871283 0.11284130136302509 0.3397125133748306 0.0 0.0 0.0 0.0 -0.4525254341536108 -0.35441424291828894 -0.41211791899911904 0.0 0.0 0.5471109183671479 0.0 0.21908533845598407 0.0 0.0 0.0 0.0 -0.29810533987351223 0.0 1.0874307914662906 -0.6024837022430335 0.0 0.0 0.0 -0.627869244403773 0.0 0.0 0.0 0.0 -0.3200350770115288 1.7017564282490023 0.8009352293092072 0.0 1.019394738643016 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.24677839379349256 0.0 0.9934238965628636 0.0 0.0 0.0 0.7650691132080533 0.0 0.0 0.0 0.9207392855723899 0.0 0.0 1.4432812007185236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MAGED2 0.13450461156793067 -1.041398586530631 -0.16506995509019534 0.0 0.0 0.26110082834443116 -0.43694913546879166 0.3348538121183893 0.2902064896912088 0.0 0.0 0.31712805822728457 0.39061529366942216 0.3364395647963269 -1.1318777453318896 0.0 -0.3663404977431853 0.0 0.0 -0.3755646119747231 -0.09629518731424593 0.4761373029821697 0.0 -0.28897330596750187 0.694997875562176 0.9439903942789768 0.35965294298908684 0.26043191002241933 0.0 -0.20160707370598904 0.0 0.0 0.0 -1.8370767184430299 0.0 0.5924935936330104 0.0 0.0 0.0 2.1641110996253468 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.37237906809564186 0.0 0.8509506166746289 -0.20816264393471076 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8501323041197321 -2.2997127017510777 0.7254206930452508 0.0 -1.6311654946263903 0.0 0.0 0.0 0.8908241110098725 0.0 0.0 0.0 0.6556955907352512 0.0 0.0 0.0 0.0 0.0 -1.1529771237124016 0.4255363089112009 0.0 -0.6927838152734449 MAGOH 0.16222774764832582 0.8221514269398913 0.19036906914357665 -0.1740200651078503 -0.2455104672027716 0.03623472407200793 0.0 -0.24772047797693963 0.0 0.0 0.3847813699695602 0.0 -0.549045707577403 0.0 -0.31991471598204907 0.0 0.3939890654719775 0.0 0.0 0.0 0.0 -0.5098916588610579 0.0 -0.445108823766953 0.0 0.0 -0.35622062390717524 0.0 -0.45667739122914563 0.0 0.0 0.42808630152080795 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5227039756976178 0.0 0.0 1.003226413121435 0.25806042766464604 0.0 0.0 -0.37153376571765195 0.0 0.0 0.0 0.0 -0.1916079530709086 0.0 0.4128320569667528 0.0 0.0 -0.3980992902925693 0.0 0.0 0.0 0.0 0.0 0.0 -0.8535680841075751 0.0 0.0 0.0 0.0 -0.3609705829614508 0.0 0.0 -0.5523325465991047 0.0 0.0 -1.1157727987844157 0.0 2.1416403863870492 -1.011819554995003 0.0 0.0 0.0 0.0 0.22629746904590758 0.0 0.0 MAGT1 0.0 0.0 -0.1482197358648393 0.0 0.23097218572073785 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4488689676249309 0.0 0.0 0.0 0.0 0.0 0.0 1.1247045168432621 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.200986181565583 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4622700436115356 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MALSU1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34899872625402273 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3445447734561599 0.0 0.0 0.0 0.0 0.0 0.275753622743233 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9167652632897667 0.0 MAL 0.0 0.0 -0.1592177740478747 0.0 0.0 -0.2611370479515999 0.0 0.3836524848753419 0.30369624188570227 0.0 0.0 0.0 -2.3867416206656 0.0 0.0 0.0 -2.812690863085564 0.0 -0.7655416882457841 0.0 1.664514208263537 0.0 0.0 0.0 0.0 0.43810540475971355 0.0 0.0 0.0 0.0 0.0 0.0 -1.5830921983189612 -0.6402751616940954 0.0 0.614466133169963 0.0 0.0 0.0 0.0 -0.5934642341392623 0.0 0.0 0.813923422422534 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8565032019263358 0.0 0.0 0.0 0.0 -0.8608638609781439 0.0 0.0 0.0 0.0 0.9283516425726018 0.0 0.0 0.0 -0.8452911336124367 0.0 0.0 -0.8868713535600257 0.0 -2.811885697859423 0.0 0.0 0.0 -0.9640974680548533 -0.7871175815373338 0.0 0.0 4.730321679587324 0.0 0.0 0.0 0.9767788470759866 0.0 0.0 0.0 MAML1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8296134655097753 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6138421249316633 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MAML2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2698291752754115 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MANBA 0.0 0.0 0.38842960081404726 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2879598980194269 0.0 0.0 0.0 0.0 0.0 0.0 -0.4463949073154533 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MANF -0.25088445554022415 -0.17009543494478682 -0.29428893482247903 1.2084983037425767 9.517463994912022 0.0734357936719321 -0.27154692042677514 0.0 -0.3940949500626177 0.0 0.0 0.0 0.7253070868582598 0.7166321354503433 0.0 -0.29933026450317907 0.0 -1.198576845532818 -0.705649976615675 -0.6969214008018314 0.0 -1.3955114478810253 0.0 0.0 -0.5620414030138366 0.0 -0.026913829976028314 0.0 -0.4202523868325885 0.0 -0.3604193160737835 20.728059798433414 0.0 0.6242142772305377 0.7332015401308665 0.0 0.7071897182041531 -0.9401440352452348 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6636713437881596 -0.5443803476852013 0.0 -0.7578027197180249 -0.19955482517504047 0.7966862968480944 -2.774273698971659 -0.3351240814564307 4.781918180531992 0.0 0.0 0.0 -1.7003473522260864 1.0670098950623546 -0.2524255464257797 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4122946909605456 0.0 0.0 0.0 0.7174133518592545 0.0 0.0 0.0 0.0 0.0 1.6761168990667077 0.0 0.0 0.0 0.0 0.0 0.0 0.4993184598213114 MAP1A 0.0 0.0 0.0 7.492612643577429 -0.22181912173972032 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.48884120452469126 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MAP1B 0.0 0.2538612251508083 0.02271423729403591 0.0 0.29252257702117274 0.0 -0.3148150507224296 0.0 0.0 0.0 0.2653318628682181 0.0 0.0 -0.5339544378353616 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5466253147393203 0.0 0.0 0.0 -0.47608317690267327 9.07660535200675 1.3761434514729123 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.713263890745581 0.0 0.0 4.9872948757787725 -0.6095899229805025 0.0 0.0 1.171666539833614 0.0 0.0 0.0 0.0 0.0 -0.8902386728563363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0045523122330997 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2874334529534583 0.0 0.0 0.0 0.0 MAP1LC3B2 0.0 -0.22960838137138898 0.22794364945076123 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.30353378207781434 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7729045452579181 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1819596660634581 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MAP2K1 0.0 0.0 -0.27918313239717124 0.0 0.0 0.0 0.4006013292763131 -0.25918433319154977 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9089945910557918 0.0 -0.42395792163806334 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3157519159612488 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3996653960630678 0.0 0.0 0.0 0.0 MAP3K13 0.13519421746190588 0.0 0.0 -0.2306625422037937 -0.19777229879810662 -0.24094042125789628 0.6748052952477045 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.40926045288883034 0.0 0.0 0.0 -0.42339560995963016 0.0 0.0 0.0 -0.41370720651025084 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7805560807870843 -0.5837137026883605 0.0 0.0 1.1196004279180156 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.24525362634202022 0.0 3.285230521803796 0.0 0.0 0.0 1.0855269739363835 0.0 0.0 0.0 0.6136923769041316 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9568869233155486 0.0 0.0 0.0 0.0 MAP4K1 -0.2073170929296348 0.0 0.4344694137754436 0.0 0.0 -0.2966617347125428 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4706685640552882 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4339293614172477 0.0 0.0 0.0 0.0 0.07938093898779876 0.0 0.0 0.0 0.0 -1.0236340703038966 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7973985204520542 0.0 0.0 0.0 0.0 0.0 0.8178077734782594 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3619462743497999 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MAPK1 0.0 0.0 0.0 0.0 -0.25188522776844074 0.0 0.0 0.0 1.7965924920559748 0.0 0.0 0.774974204642861 0.0 0.5544599457328896 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.17388789617225583 0.0 0.0 0.0 0.6317948386179055 -0.2306947801657899 0.0 -0.5142506460995188 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.792021301081172 0.0 0.0 0.6996229321858054 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.768029263132974 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MARCH2 0.0 -0.13821500573294923 0.24627939018323255 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.26380931922815315 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 8.126610833143994 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MARCH7 0.0 0.0 0.17514422941979452 0.0 0.0 -0.19367829307364187 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5058945185136103 0.0 0.0 0.0 -0.3910024249731927 0.0 0.0 0.0 0.6308667298731019 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6602182837928121 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.995564060107024 0.0 0.0 -1.5415374740938583 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47100925544147804 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MARCKSL1 0.1260779405407401 -1.2968588153942466 -0.24570051880897165 -0.6859248475665858 -1.3727388452425513 -1.0491799628143976 0.48722734470137713 -1.317606890978623 -0.2358768845591055 2.149086108124546 0.000536520259244296 0.0 0.15681322584701907 -0.05187829595281303 0.393549085829679 0.5826279883396146 -1.1669571988701946 1.203897280011436 0.8177945698090684 -3.794293684507537 -0.7265780804024856 -2.138010821702487 -1.9469799521192945 1.0606943790908123 1.5670611966268237 0.0 -1.1342109992746614 1.0057260907616399 -1.76125767317275 -0.7432427329312561 1.0796798559727072 -0.8940653234449387 0.42350883702477526 0.6424087560377207 0.7220802884751568 0.8378734403078286 0.0 -0.5457308127505304 6.72944105843882 0.0 0.6305831084899469 -4.682520817602915 -1.2617300485948624 -2.1719833514608764 0.0 2.041147176076263 -0.9400985129825561 0.0 -4.824755122257455 0.0 1.8783567817259375 21.379079027613223 0.0 -0.9706797923302041 0.0 3.431322754525906 0.0 0.9719474063331117 2.0657117276230967 0.6757111326991595 0.0 0.0 0.29035759200383315 0.0 7.077666972515369 -1.5882770942972373 -0.8019684937699525 -2.8266217209624522 -1.3496180967489817 0.0 0.0 0.0 0.6366062247786405 0.0 -2.160398006886719 -3.7312006128244932 0.9955480792503648 0.0 -0.42595348299745855 0.0 0.0 -3.4405602741828405 0.0 0.21127287943344153 0.0 0.6976400794748897 MAST4 0.0 -0.3103654818497438 0.27812892535892064 0.0 0.0 0.0 0.0 2.1540971370523945 0.0 0.0 0.0 0.0 0.0 0.5404332095024708 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6507225837608899 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0463344845301348 0.0 1.0805775966584157 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5911901341298279 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MATK 0.0 -0.13903094698030485 0.23813323653652865 -0.1923068904950074 0.0 -0.2110685831119877 0.0 0.0 9.325859483892938 -0.26447662125661897 -0.2417429932379377 2.919522057525257 0.004240830029287435 0.0 0.0 0.0 2.7501690341582212 0.0 0.0 -0.4553872457016337 0.0 -1.095816814997724 0.0 0.0 0.0 -0.17013753117250566 0.0 0.0 0.0 0.0 0.5471610042516234 0.0 -3.5503960559410404 0.0 -0.4572731438782994 0.0 0.0 0.8921903076808765 0.0 0.0 -1.5679379010079524 0.0 0.0 3.787970396857635 0.0 0.0 0.0 0.0 0.9145864608296573 0.0 -0.9713996381964629 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.545196008406287 0.0 0.0 0.3556170686785956 0.0 0.0 0.0 0.0 0.0 5.665776542025405 0.0 0.0 -1.370732407123595 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MAX 0.12048958822226019 0.0 0.0 0.0 -0.30071044908564765 0.0 -0.00675908769785962 0.0 0.0 -0.5974630597734831 0.0 0.0 -0.3338448484573854 0.0 -0.741016681443778 -0.2965897172721158 -0.49545938548523744 0.0 0.0 0.3918859694216383 0.0 0.809252191416664 0.0 0.0 0.0 0.5311786871169021 0.0 0.0 0.0 0.0 -0.5173509681430514 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 11.38779400254231 0.0 0.0 -0.5660329896215958 0.8402371785366735 0.0 0.0 -0.6909638065560467 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5299649583954817 0.0 0.0 -0.7701623007431889 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.9305777731655969 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MB21D1 0.0 0.0 0.6875261743914118 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.785526838570998 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MBOAT7 0.0 0.0 0.3714000385689437 0.0 0.0 0.0 0.9941913923648219 0.3273984082547867 0.0 -0.2889243833552086 0.0 0.0 0.0 1.119853168433372 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4021332312593856 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6272128490068016 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MCAM 0.24558989403136522 0.4081866358281963 -0.1284967928324505 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.8126198741324575 2.8147573995666284 -0.5363349321656574 0.0 0.0 7.2713760856907586 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.783215325187845 0.0 0.0 3.5477657050333833 0.0 0.0 0.0 0.0 0.0 0.0 -0.9731731134462297 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MCM3 0.0 5.546896486846603 0.0 0.0 0.0 -9.91431043942645 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 15.635217323420191 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.420481443457119 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MCM4 0.0 4.375912860462317 0.0 0.0 0.0 -5.525518050016671 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 9.534679780320007 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MCM5 0.0 5.9473131068078615 0.0 0.0 -0.42165514239580504 -12.194364027019123 0.0 0.0 0.0 -0.30560488957134635 0.0 0.0 0.0 0.0 16.415020661660183 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5111421238764003 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9272038983710769 0.0 0.0 0.0 0.0 0.0 0.0 0.3628647941715986 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0919607086012366 0.0 0.0 -1.04390037395925 0.0 0.0 0.0 0.2154159882081997 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MCMBP 0.0 0.0 0.0 0.0 0.0 -0.4725083027899882 0.22635647692138433 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4290924843773055 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3938902692430121 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1261944187771733 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MCOLN1 0.0 0.0 0.34768896059978677 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6384150392614584 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5583674465602881 0.0 0.0 0.0 0.0 0.0 0.0 0.2640685497471624 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MCTP1 0.0 0.0 0.12896588617922342 0.0 -0.17114238448066335 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4672270794755329 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.4316236515027074 0.0 0.0 0.0 -0.4914117282499529 0.0 -0.4479790872109786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.4009876186549604 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MCTS1 0.0 0.0 0.0 0.0 0.24602208287947838 0.03399946936514325 0.0 -0.2638183592647059 -0.25901983096101133 0.0 0.0 0.0 0.0 0.0 -0.3744338616877825 0.0 0.0 0.0 0.45731191684997413 0.0 0.0 0.0 -0.3120544316864404 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4616559821128554 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2978538541279754 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MCUR1 0.0 0.0 0.0 0.0 0.0 -0.27413402355176303 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3477778454315547 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8359258631350132 0.0 0.0 0.0 0.0 0.0 0.0 -0.5669416995479949 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MDH1 -0.23836729851009855 0.42949336333324906 -0.4954820212982021 0.027337726616129706 -0.20330588909340122 0.5350498696285881 0.0 0.12532982783024935 -0.19304569798198573 0.0 -0.7768879819711556 0.0 0.20843085139173623 0.0 -0.91708793914619 -0.3087834124671484 0.0 0.0 0.0 0.0 0.0 0.0 -0.3742699544626423 -1.004813746643579 0.38363283395653225 -0.37354387584848636 0.0 0.553109165939043 0.0 0.0 0.0 0.4860877978171533 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5409403735904299 1.100465483188181 0.0 0.49281293007813604 0.0 0.0 0.0 0.0 0.0 -1.2344276376293934 0.0 0.0 -1.9462096945148233 -0.8216449219861245 0.0 0.0 0.0 0.0 0.0 0.6872626917620153 0.0 1.4400128380009172 0.0 0.0 -0.9517806234658053 0.0 0.0 0.0 0.9038766928177212 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6537346055505469 -0.9872959102538257 1.1552858612758583 0.0 -1.434553969617096 0.0 MDH2 -0.3520606429029417 -0.38385712773092423 -0.33434966843802594 0.0 -0.3716792935323609 -0.708593469046592 0.7265311837903909 -0.5047505145613963 -0.0727884852477146 -0.38812221462563146 -0.3417377561380891 -0.6475835891318799 0.0 -0.36288372047591505 -0.1285051229452962 -0.28320440369635874 0.0 0.15445088973856633 0.0 0.0 -0.32139342889974526 0.9420962945634777 0.0 -0.912416313373104 0.49692135294706136 0.0 0.0 0.6033552409598418 -0.5134535402995783 -0.18713910547504664 -0.001146302578767123 0.0 -0.5076440141879537 2.333949205962932 0.1832538452517977 0.0 0.0 0.0 0.0 -0.5992190931212952 0.0 0.7048716095496179 0.6069226531193272 0.0 0.22563143259393986 0.0 -0.743997859833292 -0.2855914768456224 -0.8228563313168885 0.0 -0.62238242604562 -1.0130372258208526 0.0 0.0 -0.6148409102997631 0.0 0.0 0.0 -1.567250169589643 0.5623760132848491 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0625635456566678 0.0 0.0 0.0 0.0 0.0 0.0 1.3620903607669677 0.0 0.0 -1.7723900539510051 -1.054999253955313 0.0 0.0 -1.373017836454992 0.0 0.0 0.0 MDM1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2823093091038814 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.40988977975200863 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.753713167134717 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7279053037650748 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ME2 0.1632436726762042 0.0 0.07472517300815859 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MEAF6 -0.5709307062093408 0.0 -0.06141316587300215 0.0 0.0 0.0 0.0 0.0 -0.27870233702571096 0.0 -0.039407836236139734 0.3323809412014953 -0.2891826589407213 0.0 0.0 -0.34052240840174125 -0.5236308059175416 0.0 0.0 0.0 0.928400018600962 0.0 0.4593693132652732 0.0 -0.07014723100971258 0.0 0.0 0.0 -0.4070214211560359 0.0 0.0 0.0 0.0 0.0 -0.9837662896536439 2.095234347080236 0.0 0.0 0.0 0.4222483243303809 0.0 -0.8421093676592915 0.0 1.246964043540586 0.0 0.0 0.0 0.0 0.0 0.22703573445177128 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9532169664261928 0.0 -1.185439223482141 0.0 0.13882172164988807 0.0 0.0 0.0 0.0 0.0 0.0 1.5258089963517392 0.0 0.0 0.0 0.0 -3.5833975469649033 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MED10 0.10080841431834112 0.0 0.15854291339759574 0.0 0.2569816133818041 0.0 0.0 0.0 0.0 0.0 0.35917884070050293 0.4934197052682415 -0.34779709651657736 0.0 0.0 -0.2874131897396988 0.0 0.0 0.566556413418437 -0.35702328802803623 0.6582546334385093 0.0 -0.4109939117350091 0.6945651553322374 0.43619945841099406 0.0 0.0 -0.47226828273123306 -0.2957386146208461 0.0 1.1763609102240353 0.5014219246338422 0.5659962215621854 0.615173020433287 0.0 0.540967020893016 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4487032536040712 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.41219022373278286 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.060528617046002 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MED15 0.0 0.0 -0.19611467669534802 0.0 0.0 0.0 0.0 -0.24194885841722924 -0.284310279068803 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.9739827036471154 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7233664847656379 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9060744904391776 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.5073947861922448 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MED28 0.0 0.0 0.0 0.0 0.0 -0.22540179039362024 0.0 0.0 0.0 0.0 0.0 -0.3404737505849212 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2511455686338094 0.0 0.0 0.0 0.0 0.0 0.0 -0.5126312912412381 -0.6538128354193067 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0204339066696002 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.34044601869141 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MED30 0.0 0.0 -0.16972772379514378 0.0 0.0 0.4868762653158526 0.0 0.0 0.0 0.0 -0.3189648178246627 -0.274960107435897 0.0 0.0 0.0 0.0 0.3983678003664249 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.39966235571903835 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2736588475666798 0.0 0.0 0.0 MED4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.27703096257202736 0.0 0.0 -0.2823332096264392 0.3821113968354404 0.0 0.3735034094763083 0.0 0.0 -0.3254554679964837 0.0 0.0 0.48277365499940506 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5285075913598275 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.4123270473515777 0.0 1.0515634368754183 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3492484193657348 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MEG3 0.07788113693131418 0.2284915707019963 -0.08822526320127537 0.0 -0.4266509546234996 0.0 0.0 0.0 0.0 1.3070259495386136 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.346715223709532 -1.105696665064916 0.7141736075920532 0.0 0.0 -3.233686013769215 -0.6239040280187588 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6757905180547138 0.0 0.0 -5.266427791251803 -0.684014791574808 0.0 0.0 2.3558755019647757 0.0 -0.5834788179624135 0.0 0.0 0.0 0.0 0.0 0.0 0.43291722069790683 0.0 0.0 0.0 -0.7835155353059834 0.0 -0.2473572422329335 0.0 -0.4363062045737455 0.0 0.0 0.0 -0.8737052262935062 0.0 0.0 0.0 0.0 0.0 -0.5699354898806187 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9134289068414881 -0.25999792272192457 0.45778732875441097 0.0 MEI1 0.0 0.0 0.0 0.0 3.075580793701764 0.25503590548714783 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.1116637751327643 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.190357055687692 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MEST 0.0 0.0 0.0 0.0 -0.23455972777663905 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4325244176538408 -0.4133370990603333 0.19896980871215772 0.0 0.0 0.5435197386131126 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.790552769844473 0.0 -1.7899991556733847 0.0 0.0 0.0 0.0 0.0 0.5771240229461333 0.0 0.0 0.0 0.0 0.0 0.0 0.4636850572679998 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4622087668806178 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3664823577258792 -0.24608416581021192 -0.8767464944808449 0.0 METAP2 -0.104909064319283 0.0 0.0 0.0 -0.7454292886299679 0.26185276449188727 0.0 0.0 -0.33325988893633623 0.0 -0.45490832389228875 0.0 0.0 0.0 -0.2947875013136347 0.0 0.0 0.0 0.364228852083961 0.0 0.0 0.0 0.508930707500878 0.0 0.0 0.0 0.0 0.0 0.44695210034190747 0.0 0.6117427147598393 0.0 0.0 0.6170060266895747 0.0 -0.5874977829731832 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8839388474874956 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.946415534232974 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7071927713297406 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0838586975354694 0.0 0.0 0.0 0.0 0.0 0.0 -1.1501438570123588 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7394169487481753 0.0 0.0 0.0 METRNL 0.1300845973208591 -0.1806090489132489 0.0 -0.35110047873442896 -0.3836602522030555 0.0 0.44518961273721763 0.0 0.3631250856555224 0.0 -0.4426949565692488 0.5633465479621159 -0.3205485015917998 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6726882257837358 0.0 0.0 0.0 0.0 0.0 0.0 -0.4828351527838239 0.0 0.0 0.0 0.0 0.0 0.0 1.9493335813046597 -0.7109284357502553 2.1110101474632055 0.0 0.0 0.0 1.451836409608024 1.2421849065776647 0.0 0.0 0.0 0.0 4.231693484617289 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9902418226500721 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 METTL21A 0.0 0.0 0.0 0.0 0.0 0.2506702705568339 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9208578182377404 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 METTL23 -0.3727518221079956 0.0 -0.1820140873195534 0.0 0.0 0.0 0.0 0.0 0.0 -0.2358266700222826 0.2712025340655655 -0.170958115588025 0.0 0.0 0.0 -0.3600144434990105 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9121459586267356 0.0 0.0 0.0 -1.073821296293418 -0.3303476512111441 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.21845458301190585 0.0 0.0 0.2641165095920671 0.0 0.0 0.0 0.0 0.0 0.0 0.3228726844756354 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.44046743922296483 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 METTL3 -0.12238543343527089 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.41154673999129937 0.0 -1.1035194234858456 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 METTL5 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.11162370387376186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6196294895094707 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6107024451604771 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.136175599635531 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 METTL8 -0.10936621265640652 0.0 0.0 0.0 0.0 0.0 0.0 0.41656816479501735 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.2582767399753743 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7319924021988818 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.747925352645508 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.32402712611679 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3453168152238764 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 METTL9 -0.0036908877000984886 0.0 0.0 -0.25096874385983087 0.0 0.08443952009716407 -0.28632314180432467 0.0 0.0 -3.569203463698363 0.5167748368724189 -0.6536982095531696 0.34943640076273813 0.0 0.0 -0.24498161515326747 -0.3240842283559995 0.7566802348306109 0.0 0.0 0.0 -0.5620446534016525 0.0 0.0 0.0 0.0 0.0 -0.5421499225553336 0.0 4.510529998645276 -0.0993123381315311 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.318233986431378 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3698570854560683 -11.912310534389407 0.0 0.0 0.0 0.0 0.0 -0.9021303918014348 -1.2127262733732798 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.097610500139254 12.795598808042744 -0.21296480434449752 0.0 0.0 0.0 0.0 0.0 1.1753550053037292 0.0 0.0 0.0 0.0 MFAP5 0.0791206665027744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.3188730550462715 -0.7008930950379395 0.0 0.0 0.0 -0.5358667158973364 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7762915904556422 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6805772113147 0.0 -0.6937045477381371 0.0 0.0 MFF 0.0 0.0 0.0 0.0 0.483552638502254 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.344871377324522 0.40931646911987235 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6808530913325485 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9710201758074942 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MFGE8 -0.09082755615785615 -0.19191418670071467 0.0 0.0 -0.1570289001440217 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4195225628045033 -0.4742334741199773 0.0 0.0 0.0 0.0 0.0 0.0 2.781089390040014 -2.0829461511223504 0.0 0.0 0.0 9.407669290481524 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1140308902232925 0.0 0.0 4.373255775617725 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1593782865037194 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8330482037347092 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3356834567367909 0.0 0.0 MFSD10 -0.10871172718934678 -0.14644591539991897 0.0 0.0 -0.2228110246241715 0.25415697186046715 0.0 -0.5792676234702837 -0.24980284604576863 0.0 0.26612986337040073 0.7079461414482408 0.32202493648281455 0.0 -1.456598144241125 -0.32353825605007663 0.388700735601575 0.0 0.0 0.0 0.0 -0.48040824024305195 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.47226026886952516 0.0 0.9608225671777852 0.7968813799918797 0.0 -0.6137031486651052 0.0 0.0 0.7468088159173346 0.0 0.0 0.0 0.0 0.0 0.0 -0.749271847098483 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0997691733051076 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MFSD11 0.0 0.0 0.0 0.0 0.0 -0.29632216423632624 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6017447024187509 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9609092283187679 0.0 0.0 2.474416316936393 0.0 0.0 0.0 -0.3553483239188949 0.0 1.4716702171125726 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MFSD1 -0.2750905621190239 -0.15393232004611057 -0.38749074543433554 -0.1959302786619259 -0.26477673373024213 -0.20816759085094083 -0.2115039737560241 0.0 0.0 -0.8238515036403735 -0.8911121715997888 0.0 -0.21107041473025706 0.0 0.0 -0.2898465630409092 0.0 -0.5168234194895789 0.0 2.674750776887504 0.0 0.0 -0.38880278715532673 -0.34418348668953413 -0.9278754337141987 0.0 -1.1093565226966264 0.0 0.0 -0.24147205220219892 0.0 -1.540810558839875 0.0 0.0 0.0 0.0 1.145265945597079 2.350080031967889 0.0 3.287009393657428 0.0 0.0 -0.5940586532291007 0.0 0.6544298963468133 0.0 0.0 0.0 0.0 1.5899364330970625 0.0 0.0 1.2906960188833427 0.9084356282818921 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.27261917063254104 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3221546595142928 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0836226591837839 -0.4265143716007646 MGAT1 0.5936694949559994 -0.18282019884622572 0.5892139355783536 -0.642695752910222 0.8107070235805752 0.0 0.4188936520778087 0.4062701465955311 -0.30512726164797377 0.9340413923809654 0.0868039264014826 0.0 0.039739146597388364 -0.3330929484441952 0.0 -0.43309769555584143 0.8641459220074107 1.5516848037400452 0.0 1.1854487413667762 -0.9537115877742793 0.0 0.22226542665687335 0.0 -0.623852472465329 0.0 6.510434446492262 -0.509877932268129 -0.5857269334356263 -0.617878791693066 0.5054833333310443 0.8819013810462304 0.0 0.9260983234132609 -0.6198461379487054 0.0 1.4243211130979165 0.09682157990613971 0.0 0.0 1.5563434675710626 0.0 2.1411654208024795 0.0 1.0218430484338512 0.33637914439628286 -0.5759427057378668 0.0 -0.7115954928871864 0.0 0.7326663766398924 0.0 -0.21837769921270925 2.0921946855665303 -0.6631005709416115 -0.8895949194386458 0.0 -0.48987429452119846 0.0 0.0 0.0 0.0 0.0 -0.4327921357292881 0.0 0.0 0.4428732507559037 0.0 0.0 0.0 0.0 0.0 -0.3316706692710154 3.9708486614674285 0.0 0.0 0.9783300978628644 0.0 0.0 0.0 0.002704297322006344 0.0 0.9284985666903778 0.0 -0.4343187308396678 0.0 MIAT -0.431545312925282 0.0 0.44813732729893097 0.0 0.0 -0.8604905869471157 0.0 0.0 -2.4464150622000327 0.0 0.0 1.6139407722400028 3.2405159693364998 0.0 0.0 0.0 -1.8344788619167782 -0.40988802939210517 0.0 0.0 -0.5782366391517424 0.4141300683761054 0.5189077517704062 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.2352450700878412 0.0 -0.6084418192054064 -1.7143392050269997 0.0 0.0 1.785661199767845 0.0 -2.495431495666213 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.493617858448298 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7742982938492878 1.2061247782721407 0.0 0.0 3.8890770556160597 -0.4668754323427664 7.028978204196314 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MICAL1 0.0 0.0 -0.19706419898066987 0.33427742230769136 0.0 0.0 0.38811185762066125 0.0 0.0 0.0 0.0 -0.3621959330427589 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.47311075106582606 0.0 0.0 0.0 0.0 0.5312042821615384 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9189734787342966 0.0 0.0 0.0 0.0 -0.9238850058968694 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MICU2 0.0 0.0 0.0 0.0 0.0 0.0 -0.2191425981958786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34743179351587256 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.28592169055638345 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9411502402451802 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MIDN -0.2269186370470983 -0.33464606609994507 -0.8662188906148047 0.0 -0.02816746241535865 0.0 0.0 -0.2557161639977756 -0.5289558460771884 0.4546832879442318 0.476054580470668 0.0 0.3380466573980444 0.41828761569656125 0.0 -0.43236031496920574 0.0 0.0 0.0 -0.3870013181347837 -0.4474977601119559 0.12605927706797865 0.0 1.4015666931347235 0.0 0.0 -0.6704053162370633 0.7400593526632928 0.0 0.0 0.0 0.0 1.3327572272387864 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.032591115867464104 -2.010756236952683 0.0 0.0 -0.7991740418013743 0.0 0.0 0.0 0.0 0.0 -0.8693396023352997 0.0 0.0 0.0 0.0 0.0 0.8799886795949582 0.0 0.0 0.0 0.0 0.0 -0.27482768916701744 0.8538135981277956 0.0 0.0 -1.0216210901648441 0.0 0.0 0.0 0.0 0.0 0.0 3.009593327516739 1.0841135548167329 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MIEN1 -0.22048805079535855 0.0 -0.18259832089533426 0.0 0.2276265048464721 0.0 -0.2063073595434691 -0.23191821123808282 0.2699821151324296 0.0 -0.2600998488741666 0.6234494899040164 -0.332392408216481 0.0 0.0 -0.32106698663342104 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.25459066068724384 0.0 0.0 0.0 0.0 -0.3697009033919523 0.0 0.44640773352642943 0.0 -0.36879793036460484 0.0 0.0 0.0 -0.6385157750742543 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7617788177843748 0.5612729364807314 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MIF4GD 0.0 0.0 0.0 0.3387639178874955 0.0 0.0 0.0 -0.25196473714920126 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0907294675351098 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2785496431433529 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.49426112758865887 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MIIP 0.0 0.0 0.0 0.0 0.0 0.2300819881304478 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.29427767613581335 0.0 0.0 0.0 -0.3648707485953481 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MINOS1 -0.23803973001006237 0.6826467716767616 0.27613771290656686 -0.2570434815824537 -0.2618094830374533 -0.21093025869786014 0.49113114481320963 -0.6538857908984727 -0.9119108209026411 0.0 0.18171197319612586 -0.11774656246315054 -1.525000399731102 0.0 -0.5171168297581505 0.0 -1.582252123711974 0.4109175765437657 0.0 0.3967426972048958 1.6958673421431791 0.0 0.0 -0.8554043456507002 -0.7560131454381723 0.0 -0.9521005491039659 -0.03715470698998417 -1.3311346081882456 -1.2121008541713045 0.3919034761178579 -0.49580716758934856 0.6140113408826376 3.658537955034403 0.435138061206159 0.4282358962061036 0.0 0.0 0.0 -0.7458067359256931 -2.2401023829511697 2.511411317815991 0.0 -1.983072707811825 0.0 0.0 0.0 0.0 -0.7370708088918778 0.0 -1.2522513136209237 0.0 -0.4959274448040601 0.0 0.0 0.0 -1.3854075143304183 -2.500308457802745 0.0 0.8195250319593436 0.0 0.0 0.7783070388186405 0.0 0.0 0.0 0.0 0.0 -1.0185799226614358 0.0 0.0 -0.2644530121166954 0.0 1.567556948145523 1.6157137930171583 -1.1575900796102592 0.0 0.0 1.1311697228025985 0.0 0.0 -3.689384812947606 0.607024655421004 0.2555904617622305 0.0 -0.42072528258662817 MIR155HG 0.3334795336856199 -0.23331997363435786 0.2400561140614685 0.9650618689591036 -0.017327782948428332 -0.17129922835826555 -0.48758210069243596 -2.053896149116424 -1.151656768734504 0.3579322674672616 0.2926653706659968 -0.11332350666617164 0.0 0.0 -0.394292852160909 0.0 -1.242542008079839 -0.8128469001806607 -0.9292156759676686 -1.2973764258816767 2.0395583958432724 0.0 -0.45123728987281086 0.0 0.37926458809439945 -0.24187341729194625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.238718661932402 3.5580555736160075 0.5903305860965067 0.5578933443037489 -0.8743951993165721 0.0 0.0 5.928170081324275 0.0 6.989715612135338 0.0 0.0 -0.42640912272809395 0.0 0.13111357513470687 0.7401895846425368 0.0 -0.6928999348830696 3.578820283950029 0.0 0.0 0.0 -3.1018327540117148 -1.3699001430237383 -2.9492932429681815 0.0 0.0 -0.018213936353855414 0.0 1.462703133426329 0.0 0.0 9.545443247019278 0.0 -0.2892135506561046 8.32641807151138 -0.4326153841287149 0.0 0.0 -0.8827679149106142 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39509798054468415 0.0 0.0 MIR22HG 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.48061414269905084 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6097689140423224 0.4627711974773012 0.0 0.0 0.6459459658565619 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MIR4435-2HG -0.5755848583718379 0.41869183757586775 0.745000840973714 0.0 0.5574898818998324 0.3219030280387324 0.8279471251445671 6.836878546434196 -1.306942761849799 -0.2987261572950569 0.6533405383216162 -0.04634293424458193 0.4889305577331073 0.4094237743512958 1.8450587122093671 1.819780648084457 -0.4739219070470285 -0.8366266096429154 0.0 -0.8761264947449158 -4.480049380210563 5.121343047397204 1.4923417320935484 0.0 0.0 0.0 0.09499784549614487 5.638232742407226 -0.8775181668641244 0.0 0.26565689417169325 0.7149563230773415 1.025027205457676 0.6420335895893572 -0.4600788690564721 -0.15294663663496819 0.0 0.5355518724386826 0.1383224428239045 1.0982297674907828 -1.068775391621232 -5.900108249314446 -0.4813608188110936 -1.3183252870699171 0.0 0.0 0.0 0.0 -0.35246544889139475 0.0 0.8326815579343148 -2.8811194427262308 0.0 0.0 0.0 3.0405695040579803 0.0 0.0 0.0 -1.641547323353758 0.0 0.66415919061533 0.0 0.0 0.0 -6.71988974486036 1.8114331498777123 0.0 4.529866741257818 0.0 1.1478485127674807 0.0 -0.5802927170591012 0.0 -0.7220085886256723 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MITD1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3633747587592271 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3479971311470722 0.0 0.0 0.0 0.0 0.0 0.0 -0.5449895873330128 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2440816131977006 0.0 0.0 MITF 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7544295962134333 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.364777738477335 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MKNK2 0.0 0.0 0.2009393799078392 0.29498310795859944 0.0 0.0 0.554137272097537 0.0 0.0 0.0 0.0 0.0 0.0 -0.3417661071728702 0.0 0.0 0.0 0.0 0.36346735805804004 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0269781026666942 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.86013177535954 0.0 0.0 0.0 0.0 0.0 1.1419142325519736 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MLLT3 0.0 0.0 -0.1508260675146562 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.36140813418255086 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2880910689826492 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.206855113699366 0.0 0.0 -1.1664030096344329 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8062668666091437 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MMADHC 0.0 -0.14285519234811794 0.14194297081410154 0.0 0.0 0.0 0.0 -0.2652153639228457 -0.2525467785884891 -0.31201109801924487 0.0 0.0 0.4493899371819715 0.0 -0.4225697019979725 -0.8228258533687361 -0.49217503728880213 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.28892299321966447 -0.27823534633546265 -0.4335092402074405 0.0 -0.37716635229206175 0.0 0.0 0.689425993518491 -0.4847441826458483 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.21189542627864735 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1308002865536215 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2400182947401215 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4918931669804464 0.0 0.0 0.0 0.0 0.0 0.0 MMD -0.1207538990647657 0.0 0.0 0.0 -0.19817570717642755 -0.4374405911609567 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.505563193837781 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 10.059864467500498 0.0 0.0 -0.5976162751415626 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MMP14 0.0 0.0 -0.46808835050365866 0.0 0.0 0.0 0.0 -0.22237382245767828 0.0 0.0 0.0 0.0 0.0 -0.29626641935069264 0.0 -0.8805831628339822 0.0 -0.9564414366206737 0.0 3.354319374445051 0.0 0.0 5.431242741059604 0.0 0.5119644515537151 0.0 0.0 -2.343399129232724 0.2897043048071929 0.0 0.0 -1.2045018093642528 0.0 0.0 0.0 0.0 1.2537987620589024 -0.08278506801966412 -0.8488129411188674 0.0 0.0 -0.5751573782101594 0.0 0.0 0.0 0.876218976978322 0.0 0.0 0.0 0.3962478064983309 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.05727099442759957 0.0 -0.5381701675831927 0.0 0.0 MMP24-AS1 0.0 0.0 0.43048229886218425 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.36458475436097626 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5452918550728394 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MMS22L 0.0 0.2373928805826926 0.0 0.0 0.0 -0.20771159639080503 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0653213741725773 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MOAP1 0.0 -0.1801929468463684 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5573369756829676 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7045664934186561 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7066095720674912 0.0 0.0 MOB3A -0.25626832407997874 -0.313754778187406 0.6137396470743158 0.0 0.0 0.34419924179715855 0.0 0.4598131533870847 0.0 0.0 0.0 0.0 -0.2911979598168211 0.0 0.0 0.0 0.0 0.0 0.7633499707570678 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35047946056904317 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7566983263230777 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2982796971342008 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MOB4 -0.0909245316652157 0.0 0.6745274396556676 -0.19010715174199247 0.0 0.0 0.0 -0.3179885697014139 0.0 0.0 0.0 0.345564206850884 -0.8853390055964443 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6220282825374467 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9718551452130026 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.7576043950501585 -0.8310765080213282 0.0 0.0 0.0 0.0 -1.1576411736737264 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MOV10 1.1977386068089353 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MPC1 0.0 0.0 0.0 0.0 0.0 0.25167638176459767 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3924323520089296 0.0 0.0 0.0 0.0 0.0 0.0 0.39569371426172223 0.0 0.0 0.0 0.0 0.0 0.0 1.3819542089237706 0.0 0.0 0.0 0.0 -0.6517252387776746 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0608641065552495 0.0 -0.640201793822139 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.671995100870495 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6607073648313313 0.6069122744743917 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.45140108335479373 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MPC2 -0.36329625552899325 0.436165859799849 0.13581846466491473 -0.9853219347460056 0.18162788553682588 -1.2379227354456424 0.6722618909090845 0.27147812338916183 0.0 -0.35509156398460073 -0.08434483361933243 0.0 0.43078808577193695 0.0 0.9187532613313767 0.0 -0.3652193302433432 -2.3415298713760384 -0.4185024583320162 -0.43866738566834657 0.0 0.0 0.0 -0.5848390661482518 0.29759303403879594 0.0 4.174540681596184 0.35652508879542893 -0.5338862764492857 0.0 0.4678303486661294 1.3558688325669417 0.0 0.0 0.0 1.3667422498952426 0.6269344794467816 0.0 -0.707268588677595 0.0 0.0 -0.7957355097620212 -1.8628504046993657 0.0 0.0 0.8757699564051141 0.9616602096693762 0.24147813580392044 -0.5898774711725979 -0.3717408218357434 0.0 -0.9048336298450758 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.26543395703274736 0.8519422765586783 -0.25369306291687194 0.0 0.0 0.0 2.449391324983218 -1.4009975630032425 0.0 -0.574367319623265 0.0 0.4388915197051892 0.0 0.0 0.0 0.0 0.0 0.0 1.7474059012137921 0.0 0.0 0.0 0.0 0.0 0.0 0.4941154859246294 MPHOSPH10 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3924616456183901 0.0 0.0 0.0 0.0 0.0 -0.38845334821762467 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6509335518283229 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.774255473076045 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MPLKIP 0.0 0.0 0.0 0.0 -0.23983243165347265 0.07766088961642122 0.0 0.0 0.0 0.0 0.0 0.0 -0.31601027366544293 0.0 -0.4090297337552168 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8553774125253053 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MPP7 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.123424804413183 0.0 0.0 1.0580986807568142 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MRC2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.907786547257615 -0.3776854860701573 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7694402479774906 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1990580067643075 0.0 0.0 0.0 0.0 MRFAP1L1 -0.060304173251238144 0.0 0.08981079411237776 0.0 -0.10909300486829855 0.33787724258712865 0.0 0.2704199543591366 0.0 0.0 -0.5027808419201147 0.7264975026261176 0.0 0.0 -0.43887180521547886 -0.49345939080571805 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4189573803567954 -0.30514569825683613 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7632278094944879 0.5925416965729625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9609194382986391 0.0 0.0 0.0 0.0 -1.285812049807752 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MRPL10 0.0 0.0 -0.18122526644926343 0.0 0.0 0.0 0.0 -0.27302099777733707 0.0 0.0 0.0 0.2597997938857648 0.8414855626313767 0.0 -0.33840002526735186 0.0 0.3801497380598704 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7315565901965477 0.0 0.0 0.49723865276371815 0.0 0.0 0.0 0.0 -0.8810248488944566 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8671521975517237 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MRPL13 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6155713844775725 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5213502968862822 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MRPL14 -0.1400109605556614 0.21345961535746905 0.02065651235355797 -0.1959898593991584 -0.2545023089158323 -0.4352949661634755 0.0 0.0 0.0 0.0 -0.29815530983178 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31197744227644486 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.932728983423337 0.0 0.0 0.8843680608192711 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4487410635910849 0.0 0.0 0.0 0.0 0.0 0.0 -0.7922077481584866 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MRPL18 -0.04230570154262796 0.0 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0.0 0.0 0.0 0.0 3.247806416280134 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.04173041327919 0.0 0.0 0.0 0.0 MT1E 0.5292437076825698 0.2470670722138168 0.3575242138507697 -0.19532043943662797 -1.5548284872029488 0.35326085290079373 -0.40264086972151814 -0.23415232075296147 -1.9550540297425463 0.0 -2.138523524354652 -0.7269558855636631 -0.33842069546884634 -0.3588809516532166 -0.06496639241325836 0.12412492434225382 0.6916628338967904 -0.28605616729058514 0.0 0.045179392244236345 0.45188226854562674 1.0037805747032045 1.5528703482817752 -1.1500041228740043 30.633557807863166 0.0 -0.5254477945980198 -2.200402601174158 0.0 -0.16514483330700583 0.9185985335849332 -0.858681055732052 1.089952288977124 -1.3924680075887985 -0.7523362039712477 0.0 -1.4590821250605677 -2.1606952279897946 -1.8133444387788362 0.0 0.0 4.062461347781907 -2.4239968881451266 -2.763573646707477 0.0 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-8.565578312198449 31.01995037961832 -8.10302012966304 7.071869437484605 -0.21611943187440802 -5.786790756939192 MTA2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8872795606286543 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MTCH1 0.0 0.0 0.5390386285521415 0.0 -0.4657018753339159 -0.7314781219704833 0.0 -0.2376020145433786 -0.26085989451292074 0.0 -0.7255365282937283 0.0 0.0 0.0 0.4428474648943243 -0.7229184188986509 -0.3330626308356176 -0.40040434898301797 0.0 0.0 0.0 0.0 0.0 0.0 0.3946331601754116 0.0 0.0 -0.9604673805015379 -0.4202979594541317 0.0 0.0 0.0 0.5138581339126941 0.0 0.4504448401109806 -0.7338910197612565 0.0 0.7491910647669311 0.0 0.0 0.7879156619672903 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7134506412338179 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0638439866730998 0.0 0.0 0.0 1.017749128708236 0.0 0.0 0.0 -0.8169393019156775 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2547109074345522 0.0 0.0 0.0 0.0 1.168714576141173 0.0 0.0 0.0 0.0 MTCH2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.42590674491605063 0.0 -0.3776463746556518 0.0 0.0 0.0 0.0 0.0 0.0 0.37617006373668055 0.0 0.0 0.0 0.0 0.0 0.271632245297652 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7904326349460759 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MTHFD2 0.35166221794023145 0.993180918110146 0.15176784368682622 -0.9074399818419088 0.7884425935963923 -1.198516997592183 0.0 -1.1134869094729034 0.31589133506495853 -0.3785167620955282 0.30085749556918795 0.0 -0.7966406411007247 -0.33020668375273665 2.006851313150031 -0.2683683711577775 -0.4549522032195738 0.4260667827398632 -2.204096989615635 -0.4871327322267687 2.1798107403281466 0.0 -0.356157552698641 -0.8506039176036444 0.765985463557325 0.12227417456277218 -0.45607107075262293 3.5828156189148053 0.0 -0.8667667839813675 -0.3706422308195678 5.314785738264657 -0.4554482942139674 1.61203449616285 -0.5208980545738796 0.0 0.4044207959918384 -1.105018053005595 -0.6949440252400304 0.0 0.0 3.19770327081344 -1.1230172922365151 0.0 0.2166579745769903 -0.43951443736220536 0.0 0.0 0.0 -0.6487489972109649 0.0 9.272954419326341 -0.42311862554297064 0.0 0.2598801453955873 -3.32906591353172 0.0 0.0 0.0 0.0 -1.140796018839641 1.9917101068200485 0.0 0.0 1.1068731622571413 0.0 0.0 0.0 1.4015905804220448 0.0 0.0 0.0 0.0 -1.7361635871735888 0.0 -0.8557614451279539 -1.2456609664346343 0.0 0.0 0.3993578247401834 0.0 1.3207511034568404 0.0 0.4728901320733834 0.0 0.0 MTIF3 0.0 0.0 -0.3839083737814345 0.0 0.0 0.2358126870298875 0.0 0.0 -0.2698729541293385 0.0 -0.25054851299966274 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3525350975050379 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.42834796398758374 0.0 0.0 0.0 1.2295951927224096 0.0 0.0 0.0 0.0 0.0 MTMR11 0.0 0.0 0.0 0.0 0.0 0.0 0.517876296731023 0.0 0.0 0.5094716837251688 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3766189929104398 0.0 0.0 -2.5308494421845613 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MTMR14 0.0 -0.1071838302568443 0.0 0.0 0.0 0.3409011521332245 0.8006403429779758 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0615525904866714 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7141923441676745 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.36288156921421527 -0.36877639144139435 0.0 -0.31668561337759343 0.984306645323605 0.0 0.0 0.0 -0.13638283792629724 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.976825157147311 1.759717199250024 -1.0810164525452461 -1.7140980727921438 -0.7647276473807683 0.5136213835520572 0.0 0.0 -0.01034633861276213 3.192961379409461 2.8339251533706844 0.0 0.0 -1.578479355920555 0.0 0.0 0.9145355762724631 0.0 1.7254321133611048 2.720731274882158 0.0 0.0 -2.3839746961545805 -0.26386992367594664 0.0 0.6464953341493108 0.0 0.7878356570167264 -1.4847123309806318 2.9109165687773944 2.0578518514159057 0.0 5.089712769812243 -1.6317093356007397 1.338540457197006 0.059978051307346195 2.509621184696466 0.0 -10.384583464488468 0.0 0.8427267669164407 0.0 MTUS1 -0.18391147302888528 -0.20090180718949407 -0.1801531374782335 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35119422751645485 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.40360910661418636 4.092171900883196 0.5771197032261172 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1165563605776168 0.0 0.0 -0.9116657242968261 0.0 0.0 0.0 1.2400759682347022 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1737563877766681 0.0 0.0 0.0 0.0 MVD -0.14202101884959667 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3102719627110236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6919060845367987 0.0 0.0 0.5917399880190298 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8713887018266886 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MVP 0.5584195162716045 -1.416906326556695 -0.3751493122875544 0.0 0.0 -0.46414561708643576 0.3019630872610851 0.0 0.2871544283276779 0.0 -0.05971586498028428 -0.8896352145483248 0.0 0.0 -0.8481162629943391 -0.6253149766006492 -0.9645608975923068 0.0 0.0 0.0 0.5107347454030325 0.0 -0.3703067445638623 0.0 0.0 0.0 0.0 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0.0 0.0 -0.9984072432721615 -0.4273604182895208 0.0 0.0 0.0 0.0 -0.6173322123589199 0.0 0.0 0.0 -0.8050949318474778 -0.4914368117653387 0.0 0.0 0.0 -2.306179289216466 -0.17871991207861224 -0.47227245881574437 -1.0032593706560715 0.431394761206652 -0.28593522994029036 1.152004822858596 0.0 -0.5686791962316411 -0.2552566819090932 1.4637308234070185 0.0 -1.3782548700024118 0.0 -1.1370126371539067 -2.5427964027787597 0.0 0.0 0.0 0.0 0.0 0.24120817876148562 0.41485118739235016 0.0 0.40815183611621675 -0.41312694211762907 0.0 0.3959271187056733 MXD1 0.0 0.0 0.6269574045894283 -0.3376297306605452 0.0 0.0 0.018178499110966865 0.0 0.2577501765686139 -0.38919873405282196 0.0 0.0 0.0 -1.0552749889332522 0.0 0.0 0.0 0.5658073310822321 -0.49563132522587716 -0.9107301457795706 0.0 0.0 0.0 0.0 0.0 0.0 0.3966037684848658 0.0 0.0 0.6337317952419638 0.0 0.0 0.5057200311905801 0.0 -1.181453893054356 0.0 0.0 -2.060137873740707 0.0 0.0 0.0 -0.7539781345318295 6.270370553653686 0.0 0.3152357754778983 0.0 0.0 0.0 0.0 0.0 0.0 -0.7728817594513636 0.3564552426705247 0.0 0.0 2.33839070989645 0.0 0.0 -0.8373396845787746 0.0 -0.9920665284248993 0.0 0.6288670016072079 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31286847485964425 0.0 0.0 0.0 0.0 0.0 MXI1 0.0 0.0 0.06565651969178557 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3296510954182897 0.0 0.0 0.0 0.0 -0.3555472498119124 0.0 0.0 0.0 4.089229951846459 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6506444799895081 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.478827676256684 0.0 0.0 0.0 0.0 MYADM -0.26590527157160027 -0.13464166705376507 -0.15822076818985245 -0.4495666758135623 0.34367040211347927 -0.23801719693534115 0.8002455810744563 -1.2650425917428427 -1.6183531173969437 0.2410732087899018 0.7100397175891668 -1.2984052693621064 0.1264187336475021 1.7663129810708376 -0.3524980913223344 -0.7519320299196077 -2.0620922286680776 1.2480232065052401 -1.4635781487005173 -2.8824187450946392 0.0 -0.46768451827111424 0.23366852101526286 -0.3291894951381756 0.3545130280726479 -0.4995092647002359 2.2829853541149614 0.7149028666986795 0.3724985057017598 1.44298897328153 1.2461705121418838 1.8512449827892947 -0.7501549821776926 -0.671954221290119 0.0 29.69476454020069 0.0 1.174619379304066 0.8850986570132643 0.0 -3.023925931890141 0.7252186136600223 -1.8339955024206671 0.6745619704873526 0.0 -2.126000234942456 0.0 0.0 0.0 0.0 3.9592679836034956 -1.674389337648016 -0.19145637786304662 1.0891094451163463 0.0 -1.1101316531466559 0.0 -1.763061117489281 -2.9115857950917436 0.0 -0.7921846740065055 0.8806508046252014 -0.3175150881223024 0.0 0.6912077931653596 0.0 0.0 0.0 0.0 0.4342394488484449 -2.514443577700596 0.36744538119122494 -0.32578042125160656 1.426356092177052 0.39345880312199155 3.788478153166686 0.0 0.0 0.3211647224164425 1.3454661875878364 0.0 0.0 0.0 -0.3268074475854261 0.44627307313258324 0.5649799216200447 MYBL1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5198304934636289 0.0 0.0 0.7096952847372954 -0.28307258448021866 0.0 0.0 0.0 1.684252027128024 0.0 0.0 0.0 0.0 -0.9335248951791549 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.862943264405921 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MYC -0.3253351490342308 0.0 -0.6770068390861637 -1.1632575030856134 0.09037884172643514 0.16819472217526063 -1.0230145429801294 0.12361937540001963 0.574042642690207 -0.32274432249385243 -0.3626165597265444 -1.3180107047374259 0.01197210489268108 0.0 -1.4041524833582177 -0.8212900192955598 3.4242992564608903 0.0 3.029300282602726 -0.3443930092752435 0.0 -0.6172500148532769 -0.15781936924388462 0.0 0.4462477761058882 0.0 0.0 2.1479160723734347 -0.5698212794321488 0.0 1.0435234785880643 0.0 -0.7872576548640767 1.5376151712109452 0.0 0.0 0.0 0.7516724612591029 0.3186732209062836 0.0 0.0 -1.4933712801728491 -0.6625715950852624 -3.2815807507621053 0.0 2.2048203334816785 0.0 0.0 0.0 0.0 -2.8199981937391945 -0.6227945352843045 0.0 0.0 0.0 1.4216481970222423 0.0 1.3375690336229704 0.0 2.0145310934241976 0.0 0.0 0.29899848401452095 0.0 0.0 0.0 -0.6803231399297426 0.0 4.993534956214196 0.0 -4.583333949293613 0.0 1.305266864467018 0.0 0.0 0.0 -0.4893707370677 0.0 1.1324218581671117 0.0 0.0 -1.0280698637345584 0.0 0.0 0.0 0.0 MYD88 3.4331758801128958 -0.10522100347346693 -0.17170889449201074 0.28551944588184486 0.0 0.0 0.8903008523837318 0.0 -0.24015804890795853 1.6628762906856402 0.0 0.34176556405472713 -0.33000325172906375 0.0 0.0 0.0 0.0 2.102667886700736 0.0 -1.3386473798440426 0.0 0.0 0.0 0.4715938777617096 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6306398331250088 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4925297693665076 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-1.9166490856536227 0.0 7.158575672032832 -0.3930998620935376 -4.196521468688734 0.0 -0.8714124679611973 0.0 0.033368823801440385 0.20891581169441845 0.0 2.1151978499028123 0.0 0.0 1.4732370395596293 -0.2715982360069838 -1.4015820966233101 0.0 0.0 -0.9692060770820833 0.0 1.0581179289835434 0.0 0.0 2.03096164901742 -0.4191249144880646 -3.6119697223357887 0.791730507458843 0.24068948176649924 0.4862656155151213 2.845220924188049 0.0 0.0 -0.689790459065454 0.0 MYEOV2 -0.11565820106024179 -0.16652981204282338 0.3326934224969941 0.0 0.7689437265458369 -0.12557718325588366 0.0 0.0 -0.45070099367949096 -0.3836729186014414 0.28238040196251357 0.28327515892557853 0.016277070133257354 0.0 0.0 0.4540581372221111 0.0 0.16151844902763487 0.0 0.0 0.0 0.0 0.0 0.0 -0.40711898512005135 0.0 0.0 0.0 -0.9490174651267949 0.5325266455975859 -0.9598037588136205 -0.023787374568618257 0.0 0.7338095701900054 -0.5261571994729701 0.0 0.0 1.1058186878906093 0.7821882041693615 0.0 0.0 0.0 0.0 -1.214087215630318 0.0 0.0 0.5551966353157346 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.732993268299034 0.0 0.0 0.0 0.0 0.0 0.0 1.4065293194576407 0.0 0.0 0.9724853420576792 0.0 0.0 0.0 0.0 0.0 0.0 -0.15618231188959014 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6093253166944568 0.0 0.0 0.0 MYLIP -0.15645310845674631 0.0 0.5185986700546863 0.0 0.0 0.0 -0.3194312424620392 0.0 0.624506211339831 0.0 0.6214518639749658 0.0 0.38169909304307487 0.0 0.0 0.0 0.7355575863193035 -0.40869136970054426 0.0 -0.6230904978021226 0.0 -0.503403938725286 0.0 0.0 0.0 0.4697606926214424 0.5449309782034875 1.2448170271291357 0.0 -0.6864060408685088 -0.43894674803463046 -0.520751028830799 0.0 0.0 0.0 -0.6653851241816278 -0.31985009709190004 0.747398371812875 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7052290637591199 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.778787216091073 0.0 0.0 0.0 0.6324126090870504 0.0 0.0 4.464278631441819 0.0 0.0 0.0 0.0 0.0 -1.0867308937954916 0.0 0.0 1.9156067176629246 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MYLK 0.0 -0.15293880975199528 0.0 0.0 0.3103280296473701 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.05275309264773 -0.21409857444638236 0.0 0.0 0.0 5.429978541401742 0.0 0.0 0.0 -0.48341286826886903 0.0 0.0 0.0 0.0 0.0 -0.6610054566790295 0.0 2.592034842415043 0.0 12.623926217130437 0.0 0.0 0.0 -1.2441572642407532 0.0 0.0 -1.6535164492073011 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2399951149940696 0.0 -0.5118831847312431 0.0 0.0 MYO10 0.0 0.0 -0.19571244551916453 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34179049038982345 0.0 0.0 0.0 0.0 -0.4037394430153831 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8475278867101101 0.0 0.0 0.0 0.0 0.0 0.0 -0.7459583991437805 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MYO1C 0.1663758063575398 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4926163246395504 0.0 0.0 0.0 0.512141234554112 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6694923058068372 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MYO1G 0.13498580798939788 0.04112965988481579 0.25879979653826046 -0.7361409342681823 -0.26576753107121903 0.20630738638696666 -1.2699936679896278 1.3075697432743598 -0.30354320166925425 5.07414046115534 0.0 2.398221531338487 -0.5505015182357327 0.0 0.0 0.0 -0.8823634063587422 0.4060707222890582 0.0 -0.19635814887970168 -1.426014213875528 0.0 -0.8655272115307386 0.0 0.0 -0.5057198082908043 -0.4422076814823104 0.0 0.0 0.0 -0.30691673919246115 0.0 0.47374559955673645 -0.5517008563378415 -0.5351917588680428 -0.6837131627632332 0.0 0.0 0.0 -1.3198395934705633 1.125392483490907 0.0 0.9693909614085492 2.0706386609698684 0.0 0.0 -0.7788650806767656 0.0 0.7241394859965657 0.0 0.818200112575154 5.674543010238912 0.0 0.0 0.0 0.0 -0.9227989474250585 0.0 -1.5667580107783987 0.7843004427000061 0.0 0.0 0.0 0.0 0.0 5.346280316250318 0.0 0.0 0.0 0.0 2.151552652248445 0.0 0.0 0.0 1.6750845719141012 -4.3560556542571 0.0 0.0 0.8587163426387218 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MYO5A 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3102869441700648 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4300073986390585 0.0 0.0 -0.28544077521760064 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4816682212356675 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MYOF 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.787592241834765 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5381151374425516 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.930470006403643 0.0 0.0 0.0 0.0 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1.162622912248295 0.09072775208224293 0.0 0.0 0.0 -0.25615336178480663 0.0 -0.829831485342487 0.0 0.0 -0.47991215395047365 0.0 1.1217670759957667 0.0 0.4775825514978127 0.051230047276422754 1.5062351865638122 -1.2369671288235164 2.1050351302649672 0.0 1.5124436990667942 0.0 -2.5072196864832863 1.173120392298372 MZT2A 0.13528555759112376 2.9918335952094885 -0.3019535151984849 -0.44918536912295587 0.16854614678991842 -0.11240019808763667 1.9226371844542347 -0.2891648863277117 0.21907207935611508 -0.5926621863012971 0.5523146561539011 -0.7142460827683483 -0.4588952696224764 -0.4500250571656228 0.8518016834491831 0.0 0.3751927396273614 -1.1483065294503427 -0.34721340648941945 -0.33060701805499243 0.0 5.178094714161092 0.0 -0.5548267536943817 0.4558923139856934 0.4758322812205881 0.4668879188581028 -0.38574033645691697 0.0 -0.4240990069618771 0.6175540410055166 0.0 -0.4912811869378843 -1.1077794384787345 0.4436605070221843 -1.61055927733838 0.0 0.0 1.116797953724483 0.0 -1.5824305888022459 0.0 0.0 -3.662895436295731 0.0 0.0 0.0 0.0 0.0 0.0 -0.852770155788759 -0.7496588585440337 0.0 0.0 0.0 3.1852614189048882 -0.9146872588415618 1.2070281055863255 -1.041937725240681 0.0 0.0 0.0 0.6586271775025276 0.0 -1.8456953728715841 0.0 0.0 0.0 -0.9617163739381214 0.0 0.0 0.0 0.0 0.0 -1.6303526298917057 0.0 0.0 0.0 3.1969140716129028 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MZT2B -0.1227467600594703 5.419106628306492 -0.1697383648945825 -0.4055730557416817 1.2672784739296545 3.9696045432328937 -0.3801777564934732 -0.2738984398199427 0.3380771867956397 -1.1285896667174167 1.7744954087170333 0.0 0.8584157546315923 -0.8890674770014537 0.0 -0.45144936446015543 0.5438379133683889 -0.7615529912777506 -0.8907988290109738 0.0 0.0 2.285332711321211 0.0 0.0 -0.1558897390648084 0.4410091036672075 0.44709235237768946 0.0 -1.879354205603619 0.0 0.13711089237398796 0.0 1.1798594584781872 0.0 0.0 0.7456817945512648 0.0 0.05224551136387623 0.0 -0.6464973704148993 1.2065029539964127 -0.6563661227209648 0.7012007425697371 -1.5463716661148188 0.0 0.0 -0.7981648064656361 0.0 0.0 0.0 -0.8803101748690103 0.0 0.0 2.2453475960093967 -0.22248125300800262 0.0 0.0 -1.269317508301773 0.0 1.1560573395712945 0.0 -0.886993671926763 -0.30522406612529057 0.3413898842946232 0.0 -1.015611767946295 -1.0120780271994507 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0759947412829673 0.9667527119446536 1.07270286078186 0.0 0.0 -0.583611477584499 0.0 0.0 0.0 0.0 0.0 0.0 N4BP1 0.6178134671422638 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 N4BP2L1 -0.11577034501110786 0.0 0.0 2.5854062203423442 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35270175562710393 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1972915712628909 0.0 0.0 0.0 -1.2814969291330776 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8239601145385699 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NAA38 -0.3228560592985812 1.908238653047336 0.5902324525608765 -0.5272332779317508 0.4415640752942136 0.0 0.0 -1.0070607450230147 0.4080751731375196 -0.8698153752603192 0.0 0.0 -1.317221279673303 0.39549734933759256 1.0159081778402106 0.0 0.0 0.42760555860773325 0.0 0.0 0.0 -0.4286764718879611 -0.6102621200317856 0.5621741013212888 0.37990754478481664 0.0 -0.5759919442498241 -0.8863042119719114 -0.5524714099578012 0.6103591314338886 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6155656642572656 0.0 0.0 0.0 0.0 0.9083694297508279 0.09567548356581236 0.0 0.0 -1.345161026183209 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.0086900743209353 0.7832752185746455 0.0 0.6869908040815221 0.0 0.0 0.7496103485781084 0.0 0.0 -1.082022143053034 0.0 0.0 0.0 0.0 0.0 0.0 1.2758037116165954 -1.0214937179480743 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NAA50 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3245006560412295 0.391303085189084 -0.28700722738429857 0.0 -0.30187308315865324 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5170059496941456 0.5054225602137529 0.0 0.2978905606731783 0.0 0.0 0.0 0.0 0.5419383950091534 0.0 0.0 -0.6294168563675593 0.0 0.0 0.0 0.0 -1.6157743220013923 0.0 0.0 0.0 0.14513286569517111 0.0 0.0 0.0 0.0 0.0 -0.8403268077786853 0.0 0.0 0.0 0.0 0.0 2.6469374258914686 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3725505256250548 0.0 0.0 1.1154766530173421 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NAB1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3643043227863559 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6149317510576637 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6671005634344918 0.0 0.0 0.0 0.0 1.9214046257870967 0.0 0.0 0.0 0.15605225699754768 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8376805359705289 0.0 0.0 0.0 0.0 1.1144040025858553 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NACA2 -0.12052892597181097 -0.14725742868050698 0.0 0.6000966971883135 0.0 0.0 0.0 0.0 0.20992277499470952 0.7551879418433152 0.0 0.0 0.0 0.0 0.0 0.5614972146812807 0.0 0.0 0.0 0.0 0.0 0.0 -0.3415507631314584 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6547641869821432 -0.46192853331703876 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7489188985860441 0.0 0.0 2.232502658708736 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4889342969442376 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NAE1 -0.13855800105693214 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6696246183936002 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4712934655101911 0.0 0.0 0.0 0.0 0.0 -0.37802827641020953 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5683503958639319 -0.5774897683444671 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.39399917653887867 0.0 0.0 0.0 0.0 1.350854032153539 0.0 NAF1 0.0 0.0 0.2289479855639906 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3457900364848712 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8137455698279972 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NAMPT 0.20163356130431237 -0.36076574097039993 -0.9493988665233398 -0.9432073742622127 -0.4056001887071428 0.15545138904888148 -0.8995614851964974 5.746402152782417 -1.1268348087178846 4.204056406488415 0.8850472063319997 -0.3738046074664338 -0.618200634851034 -1.9779052278196936 -0.5853329783411304 0.7661725626010489 0.0 6.762803693480522 -0.47892103263629215 -2.699592148480478 -2.681569482051113 1.226404073899705 -0.5569959785934845 1.2362183648072997 -1.8076486203266524 0.0 -1.355062695395537 -0.9820045528377054 0.06869624351152441 7.382346300243008 0.020573356378612816 1.4508173231671264 0.3084302327130957 0.0 -0.9087282175848094 -0.8066457820692139 2.077847648943191 -4.485176074052452 1.4929279435692302 -0.7340458333719322 1.2118566617081563 1.5359158261762218 3.783889446560923 0.0 0.20181670750653008 0.7477440187804861 0.0 1.0622385514154833 -1.7371360815448373 0.3073754426913027 -0.6201287384091769 -1.2696887688449217 -1.541491340479609 0.0 1.1436261464342763 -0.0364130701518075 1.026395135810664 0.9099672237495914 5.444059053314416 0.0 -0.25014170749140013 0.9061145825081045 0.0 0.0 -2.1638804688062963 5.338857670687749 -1.6678387194511883 1.558499206664855 8.663303433191867 0.0 -1.7978184080372568 -0.26483388056912915 1.3725025700548052 -1.1273726846167467 1.491394862060343 -1.8615195008381122 -0.8015267020564784 0.23848471980178418 0.0 0.31145792785748183 0.230837319326554 1.8942957960801006 -0.5334901994867146 0.0 -0.785399769443875 0.3921702144890228 NAP1L4 -0.0761377123568949 0.5841923706366967 -0.23956661830257955 -0.42492543462629057 -0.11161834138109443 -0.5249190631551471 -0.2847344087247299 -0.3906052173068534 0.19961941700529853 0.0 -0.29264543540762605 -0.22766712306644457 -1.3984198366529497 -0.07223677989630056 0.6131596293682524 0.0 -0.7065922919507113 0.0 -0.518144193690144 0.0 1.74551610448646 2.308096704129077 0.0 0.0 -0.7617519937039147 0.19492603124437335 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6641776691618962 0.0 0.11959000777754092 0.0 0.0 0.0 0.0 1.963658981702466 0.0 0.0 1.9589444587275595 0.0 -0.20507657482959543 0.0 0.0 2.782804314557716 -0.30696263426200415 0.0 0.0 0.0 0.0 0.43158606573591923 0.0 0.9306661386241356 -0.29691406472863063 0.0 0.0 0.0 1.383080541048766 0.0 0.0 0.0 -4.635875575923886 0.0 2.240484672741785 -2.911782838092691 0.0 1.7666633153180875 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.09861181258373719 1.8212371118638953 0.0 0.0 0.0 0.0 -0.4221828428335514 NAPRT -0.14032152827238822 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3293082660858588 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5296437011749865 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.48438225122950457 1.378635595053877 0.0 0.0 0.0 -0.8145326535440035 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0394453710153742 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NARF -0.05553350373026478 0.0 0.0 0.0 0.0 -0.2588227369534727 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.13287316792561385 0.2727450200471218 0.8108120838050977 0.0 0.0 0.0 0.0 0.0 -0.6082641257201099 0.0 0.0 0.0 0.0 0.0 1.1235821563538289 0.0 0.0 0.0 0.0 0.0 0.0 -0.14878095557416735 0.0 0.19481373293703702 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9719869739873396 0.0 0.0 0.0 0.0 0.302560550427446 0.0 0.0 0.0 0.0 0.0 0.0 0.4078544162383511 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3109657607219822 0.0 0.7522555188793668 0.0 NARS -0.11845344924818761 -0.2492648081086431 0.0 0.0 0.0 -0.23710318905330624 -0.22840142922988746 0.0 0.0 0.0 0.0 -0.31371837487899296 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.546112705147795 0.0 0.0 0.5690170664976221 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8429372447596847 0.0 0.0 -0.700334537546473 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0738749738772368 0.0 NBEAL1 -0.22369710108950583 -0.9068921814629418 0.1936440958090908 -1.7737066491519555 -1.5495130195555724 0.4926113822711001 0.0 -0.41107497298497336 0.28109462410946834 -0.2945341491548088 1.1774720184462424 -1.7849617902867734 -1.2548986641317679 1.5446163557314445 -1.6328333585173997 5.75129455233999 -0.1515807870395032 -0.6386833327562516 0.7637686248166821 0.6670436553536866 0.7970531301979948 -1.8127561707367525 0.0 -0.8590910350918782 -0.01931167736989033 -1.4444484632855061 0.0727549327624158 -0.07824388574223888 -2.7086152712134917 2.205668327895253 -0.15370203272251298 1.4574587207294951 -0.5449470189857426 -0.5477299571306806 1.8305219813020004 -1.0104486691230394 0.0 -1.2463072199876768 1.236307439414878 -0.09825159868814537 -1.3548493052973796 -1.4055579255805273 -1.1136847515949226 0.08249280828536916 0.3703571974360866 0.0 0.3784960187285776 0.0 0.0 0.0 2.0536877313670017 1.8024537003826755 0.0 1.2635982200741522 -0.2728765957907258 0.0 -1.997688873410859 -1.880965326902279 -5.285055234440569 -0.7368125446856623 1.782624581325594 -2.9748689555687853 0.0 0.0 0.3133835519696673 0.0 0.0 -0.3673323577633987 -1.1080909958109402 0.0 1.1234884509905911 0.4578601430044184 0.7192315969389564 -12.230465098113616 0.028669740215258345 0.0 0.0 1.7237318039951908 0.0 0.7791042641346507 -0.7011094296747565 1.6260964794836377 0.10901591251439324 0.0 0.0 2.438970715163125 NBPF14 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.24813114355260862 0.0 0.32112226273076633 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.449020944325312 -0.5185754708657196 0.0 0.0 0.0 -0.675338088718134 0.0 0.0 0.0 0.0 0.3347737216468487 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9946924358345833 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NCALD 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3398849575942074 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3501867901329176 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.198750871222153 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NCAM1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.5949204134349153 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NCAPD2 0.0 2.4489927179766577 0.0 0.0 0.0 3.8743665457444036 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NCAPH2 0.0 1.5556786151704953 0.0 0.0 0.0 -0.5676586527223688 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.076717376543258 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NCEH1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2964223884411558 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7698124000593983 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NCF4 -0.11888171974466014 0.0 0.0 0.0 0.2825062393602849 0.0 -0.2331814769601553 1.2664059285887077 0.0 -0.3545944687039339 0.0 0.0 -0.4846669275119349 0.34681280301810324 0.0 0.0 0.0 -0.410822432454466 0.0 1.5240965505039623 0.5921195830184159 0.0 0.0 0.0 -0.3208235451736764 0.0 -0.3894382651221638 0.0 0.0 0.8138935146147851 0.0 0.0 0.0 0.0 0.4220858148957516 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5477964298560509 0.0 0.0 0.0 0.0 0.0 0.0 1.093400437343076 -0.7782698431813938 0.0 0.0 -1.9732793371063753 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6011662463168423 NDE1 0.0 0.0 0.0 0.0 0.0 2.1018365144579563 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1210849534191538 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NDST1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6763883949589459 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NDUFA10 0.0 -0.214753292711478 0.0 0.37008969060143004 0.0 -0.35721104504236284 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3486263259448819 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.426049797691306 0.0 0.0 -0.42109735514574204 0.0 0.0 -0.14201750921030876 0.0 0.0 0.5436554194250574 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.33470158271336664 0.0 -0.4225854198274686 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.489732504137824 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NDUFA12 -0.31774193633935566 -0.006941538066674191 -0.04540355663355232 -0.17268019058196005 0.0 -0.46848942600428706 0.9007407046713856 0.3650141813998983 0.2836248886248998 0.8897088920277868 0.36905755988509537 1.2204277794613125 -1.8950045897833947 0.0 0.0 -0.42180241442624183 -1.0853855577380684 0.008332766907711025 -0.35951131636951317 0.01161920514127633 -1.2947569774445322 0.5250940624201524 -0.4643609611825053 0.048973445539902835 -0.8629152187363026 -0.36361104017263907 -0.35597822973028753 -0.9702030725484376 0.0 -1.009792403951643 0.40002863407790273 0.0 0.5301934754891093 1.1637072012430383 0.0 -0.684454375117786 0.0 0.0 0.0 0.0 0.0 0.805519933520595 0.0 -0.7815412658155438 0.0 0.0 0.0 0.5700331017278838 0.0 0.5294633740742876 0.0 -1.036425153863178 0.798933890404987 -1.1856443275575235 -0.2733688635407378 -0.792589486799871 0.0 -0.7805193267010889 1.0203050767594097 0.0 0.19621981687197085 0.0 0.40855817441714604 0.0 -0.9196812554934378 0.9863153419673926 0.0 0.0 -1.0209091062895892 -0.27154612292987546 0.0 0.23244961370000078 -0.37813028966096 0.0 -2.1698528319664065 0.0 0.0 0.0 0.0 0.0 0.0 -1.5557144956855524 -0.22048123525051516 0.0 0.0 0.5427366666204574 NDUFA13 -0.6813168390329845 -0.45822299761825835 0.1137563340750526 -1.2424403490711158 2.3137546862753853 -0.4718112489822034 -0.8293669328221779 0.08974334327054301 0.0 0.4143284617119871 0.758557974307506 -0.42957640415559717 0.0 0.3850476655433088 0.0 -0.34746397742383656 -1.533082175581933 -0.3681864243853822 0.41041772024577955 0.0 -0.33208933758567544 2.738800096207295 -0.5491370231287568 -2.0310105249960935 -0.43671178312434433 0.0987151468618382 -2.1279078262548223 -0.3896486796069738 -0.979616387822427 0.690844458292498 -0.9493776919316127 -2.3564885832401603 -1.5318503924319706 2.1407720651786035 0.5827686231154672 -1.6675417506103907 -0.19006708203868145 1.3615383566244628 0.0 -2.576727422444419 -1.2476897071855424 2.282216096907225 0.9542893197514258 1.932900833469324 1.3293834879681738 0.0 0.0 -0.11865758219465215 0.0 -0.2972086968408208 -0.7987489608390544 0.0 0.0 2.5013634013047557 0.29876765656341714 0.0 0.9580143081283597 0.8401332741017778 2.53915908709468 1.720127078044275 0.0 -0.9072973484437418 0.5223174305925847 -0.030468468969289713 -0.6657704352713233 1.8677587453792184 0.33175133253100947 -1.1869149785668103 -1.9758973049648372 0.0 0.0 0.3376793136925267 -0.30050287849081264 1.2954849906979884 0.6271130065953117 -4.231948890408119 0.0807774140995325 -0.4055010790036688 3.4535016113083166 -0.5553151489053325 0.0 -2.4082687468039543 -0.9492699445711554 0.0 0.6900700824980992 -0.49957746715597534 NDUFA1 -0.3330720439746555 -1.1814144903622408 0.3856738640648502 -0.4858031678415051 2.328113062102214 0.24835012023532754 -0.92383577639188 0.27234317793845464 -0.9395042094418059 0.3969114399263394 -0.5176085498179026 -0.5737988280449644 1.050493407514899 -0.6784726177687707 -2.147646238037209 1.3667273869265588 -0.26977231237048044 0.8231241060781987 -0.43331296366661193 -0.12226090240323798 1.904503723046672 2.5071511627087966 -1.152915216992639 -0.5810318381748758 -0.5780851363320515 0.3440761023360801 -0.35360856569784943 1.6323373945553854 -1.0672820463506816 -0.950552321429269 -0.951762991415826 2.7057398247115434 -2.018881870393048 -1.4592136406343457 2.0411015635510164 0.759708301807597 0.0 0.6340292184263328 0.0 -0.5136660415100416 -0.5956778136677758 0.5780942871528953 -1.0151382785048022 -0.6445645934106279 0.0 0.0 2.356249970799373 -0.909110520583436 0.0 -0.06635759811226791 -0.9832818886090952 1.202325197490956 0.6024240496396281 1.1454794358830562 -1.1551689488375023 0.0 0.6441341426623852 -0.9497637291128668 -2.1953617759892956 -1.8287072161534343 0.18830279202618558 0.0 0.5242640521026832 0.2720311272328252 -0.9277299018090469 0.0 0.0 -0.7796503689191768 -2.614987796429141 0.0 0.0 0.0 0.0 0.0 2.644004460814842 -4.589310524843241 0.4433743797646896 -0.38847266068817043 -2.0935898101706085 -0.3813127111472038 0.3958619677719592 -1.0054647631871836 -1.2475547307239632 0.34069400416146756 0.0 -0.8655499410133182 NDUFA2 -0.6180575454191202 0.9792951565272605 -0.38608667003402825 0.0 0.0 2.0250622610649573 0.2346630691472864 0.0 -0.24082438650344723 -0.25219981376329437 -0.9809243015499027 0.0 -0.6041925511030802 0.0 -3.159389189294791 -0.32713850225491503 0.7318875572815696 -0.793363978363528 0.0 0.0 0.4416124683115136 1.4667982627223113 0.0 -0.35835340714706354 1.0409155168229496 0.2606531586953684 -0.9550470076653372 -0.47612261439847536 0.4482221880642362 -0.5787048598045245 -0.5393029303957927 0.0 0.5116135235744813 0.0 0.029667459212902553 0.0 -0.8639502018866725 1.3728686346302563 0.0 -0.5504449083288252 0.0 -0.009273187089067436 0.0 0.0 0.0 0.0 0.6298240385302506 0.0 1.0265494903057157 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.0713614348544405 0.0 0.0 0.0 0.0 0.3437400109515312 0.0 0.0 0.0 2.0197896939669433 0.0 0.0 0.0 0.0 0.0 1.2853307287351259 0.0 -0.9755338117491064 0.0 0.0 0.0 0.0 0.0 0.0 0.5937935529380213 0.0 0.0 0.0 NDUFA5 0.0 0.1842899086326179 0.3570731731536713 0.0 0.0 -0.21312294886896438 -0.2548635944407446 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3075971169689174 -0.5165363558979903 0.0 0.0 0.35486122321001007 0.0 0.4424097048365932 0.0 0.0 0.0 0.0 0.0 0.39066422324450817 0.0 0.0 0.0 -0.3075037667713285 0.0 0.0 0.0 0.0 0.526200499492078 0.0 0.0 0.11157457324900888 0.0 0.0 -0.6629539761523795 0.0 0.0 0.0 0.0 -0.5756406670962901 0.0 0.0 0.0 -0.8579039923465255 0.0 0.0 -0.8511768031566128 -0.5803044236331224 0.0 1.2265418800613064 -1.1597509033628406 0.0 -0.6551389995138542 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NDUFA8 -0.1327460177481226 -0.12548815014821543 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5050150601360716 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NDUFA9 0.2342984046512015 0.0 -0.08875643303528971 0.0 0.25091795739446554 0.0 0.0 -0.11430647425137015 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.25523168234054966 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9754247257920167 -0.9508589002839818 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.35545883228281155 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2949206742170692 -0.23422014742600755 0.0 0.0 0.0 0.0 0.0 -0.2745292085837988 0.0 0.0 NDUFAB1 0.0 0.2509605216965252 0.0 0.0 0.21772042142516276 -0.4902347418829151 0.26304995480641513 0.0 -0.2597374577391766 0.0 -0.014544243904913441 0.31090621568525373 0.0 0.0 -0.9140628669659709 0.0 0.47193896841855093 -0.4317078483921531 0.0 0.0 0.0 0.0 0.0 0.0 -0.304590808811116 0.0 -0.9939128890856811 0.0 0.0 -0.4972014557242874 0.05966308624312704 0.0 0.0 3.640687681173984 0.0 1.5102278070721087 0.0 0.0 0.0 0.0 -0.7564148378997488 0.0 0.0 0.0 0.0 0.7580308835304651 0.0 -0.24491794907344813 0.0 -0.3367158745828693 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.017449055283221 0.0 -1.0098471159075755 0.0 0.0 0.0 0.0 0.0 0.0 0.9395186359240647 0.0 0.0 0.0 0.0 0.0 0.0 -0.9548924268681891 0.0 0.0 -0.4563970790804596 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NDUFAF3 0.09244931757863054 0.0 -0.40162125159941187 0.5524158183722959 0.0 2.0705509912300566 0.04812800754863591 0.0 -0.2657911946812384 0.3333822379775358 0.42900866416528277 -0.3171694104331636 0.0 0.39940034636533 -1.0323026115037723 -0.2903098568472942 0.4601886068587504 0.0 0.0 0.0 0.0 -1.0439948635692113 0.0 0.0 0.6681528794909259 0.0 0.0 0.48020704189159674 -0.6689370470337948 0.0 -0.5586405731277476 1.3224032208176357 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.9659797339877456 0.0 0.0 0.0 -0.7667457448409346 0.0 0.0 -0.7352427891543968 0.0 1.070802127112254 0.0 0.0 0.0 0.0 -1.9866552452766204 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4536268087037847 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NDUFB10 -1.0731226720910683 0.6254465491061003 -0.47062903548876206 -0.19129157707281366 0.2575515701825864 0.3540435474168265 0.14685332188075007 -0.36261463892572215 -0.6800557210035795 -0.26136892281722296 -0.4001869134883467 0.259731696595558 0.3243399230062829 0.0 0.4652771980701219 0.0 0.0 0.6875074941198562 0.0 0.29519034757845636 0.0 1.3487084015886674 -0.491784059215855 0.0 0.4141194653666595 1.1110438701203966 0.0 0.6149973684930037 0.0 0.6300610791314512 0.28201572491967075 -0.282349946152468 0.5087625722457917 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.597768798811352 0.0 -0.7371011622260403 -0.8591487361833409 0.0 0.0 0.7008084909903697 0.0 -0.47954929859513057 0.0 -0.8880994036827452 0.0 0.0 0.08673331248526361 0.0 0.0 0.0 -1.0592806955067473 -0.41730418460424473 0.0 0.0 0.0 0.0 -0.5656229446860398 0.0 0.0 -0.2560812944289065 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1077107738000318 0.0 -1.3627049426625981 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.44378019060542523 NDUFB11 -0.3000309554225783 2.6791691737565477 -0.271787761486958 -0.23074599539390486 3.563183219452363 -2.2018128185326726 0.9687584838858526 0.031040958098658693 -0.3707195426463121 -3.015685732615786 0.40919194197027464 -0.029054747857427586 -0.14120626642483391 -0.3216409103328247 2.384422736165272 -0.7267326737996042 -0.4400957812300105 0.33791507074651017 -0.7730910188150669 0.7721632521380826 -1.0133479712576425 4.473263846425638 -0.5173882691794367 -0.49174785438814533 -0.48072713340915924 0.17670334913023056 -0.8854454426048264 0.5168115351812882 -0.6293099358670585 0.5870368615756166 -1.7516192201778658 -1.1005059745671946 0.0 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0.18981754200021658 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6257765395170604 0.0 1.0277009405995579 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NEDD8 -0.24649029717651985 0.7573112217922351 -0.16933154684077262 0.7640398245982422 -0.48013960931857014 -0.6991174514723305 0.12057918830501091 -0.061126370523851184 0.0 -0.24922686206708194 0.2817695812649432 0.7548258472378617 1.4381146443882222 0.671142878259749 -0.04347053773505814 -0.6087887053643535 -0.25982321979643513 0.0 -0.36440560289201834 0.0 0.0 0.0 0.4791148832085815 0.0 0.44766595929886205 0.9672975269930545 0.19690424844933663 -0.4182896916727243 0.4260091720757711 0.11569817079458228 -0.07140126123986254 0.17882931573379351 -0.5323290396293178 -0.09265121880392053 -0.3059126175129045 -0.9624109500736703 -1.0341670139470025 -0.66542906435155 0.0 -2.433163195902115 0.0 0.9028181654369754 0.7071260995923337 -0.009254416205375498 -0.828140902887684 0.0 0.0 -0.3965687676294925 -0.5056854340729642 -0.3048466340114288 0.0 0.0 0.0 -3.3044593627015324 -1.1629316350851788 0.0 0.0 -0.36992664040063244 0.0 2.2469555776843566 0.0 -1.937047408332507 -0.6774048650366593 0.0 1.7741675895539017 0.0 1.052094188917525 0.0 -2.9073866537457347 0.30734820527588286 1.1738700495842374 0.5224294508111916 1.4167546074061683 0.0 -1.9258475826219432 0.31201973472741945 -0.2996251552140216 0.0 0.0 0.0 0.0 1.3827755144721023 2.094963589464122 -0.5952060082306148 -1.1080858905897941 -0.7089295122635088 NEK6 0.13657364281397616 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4957617697359223 0.0 0.1523984175193854 0.0 0.0 -0.4718843840554945 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3552511743414204 0.8852598501516703 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2469113325127685 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2252024934695243 0.0 0.0 NEK7 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0708420220963033 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.52802125740527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7463954759989195 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NELFE 0.0 0.16977480743207554 0.0 0.0 0.47891797226570415 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3610774521994893 0.0 1.0407290035494232 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.522506589410871 0.0 0.0 0.0 0.5102346054698476 0.0 0.0 0.0 0.0 0.0 0.0 1.1393667481616 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5648109763906335 0.0 -1.0522045021155233 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6951984599506946 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NENF 0.12354081326876765 0.33790246862464224 0.0 0.0 0.9330655361835868 -0.18170141884693733 0.0 -0.27027916139836555 -0.47933307727213226 0.0 0.2950527481679341 0.32721821875453766 0.0 0.0 1.4839407847931558 0.0 0.0 -1.1221665059500698 0.0 0.0 -0.37025038177123426 0.08704863594408252 0.4661699042911345 -0.899358753877834 -0.7843462116581593 0.0 0.0 0.0 -1.1488971344038073 0.0 0.0 0.0 0.5645940916760697 0.0 0.0 0.0 0.0 2.065199734558234 -3.779257099012919 3.1519281729082183 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6071802321520008 0.0 0.0 0.0 0.0 0.9408340169789978 -0.3462366003349237 0.0 0.0 0.0 1.134434149728762 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NET1 0.09840761834994488 -0.17283066618201462 0.0 0.3042510696979223 0.0 -0.2508006439800558 0.895768091741456 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6411784423996291 0.0 0.0 -1.008636224592893 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.360630935226828 -0.5691299742316038 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.326182671338195 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NEU1 -0.2949263076798125 -0.2822184701969592 2.685879806225027 0.0 0.2723526310478705 0.0 0.0 -0.3949709960537743 0.29868449365013855 0.0 0.0 0.0 0.8742191243566486 -0.40247242160790697 0.0 0.0 0.0 -0.358281155555972 -0.37372661466188645 1.63861110612489 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9019495352644895 -0.7592578918729654 0.0 3.1238023004585695 3.0607855701108484 0.0 1.606481758216268 -0.8668466521728388 0.0 0.0 0.0 -2.1224401433916 0.0 -1.2457501582258022 0.469308059703419 0.0 0.0 0.0 0.0 0.0 -0.9660057890059051 0.0 0.0 0.0 0.0 0.0 1.1574868275526773 0.0 0.0 -1.5256132202802721 0.0 0.06980763734373759 0.0 8.769892747054874 0.0 0.0 -1.517523544977693 0.0 -0.22955982966796123 -1.2748701266013247 0.0 0.0 0.0 0.0 0.0 -0.40425095441050346 0.0 0.0 1.3933536132963558 0.0 0.0 0.0 0.0 0.0 0.0 NEXN 0.5768869303916786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8878096263799492 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7913817864522431 0.0 1.4492344438300437 0.0 4.004316846176085 0.0 0.0 0.0 0.0 0.0 0.0 -0.5230049730053189 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.0355551818516737 0.0 0.0 0.0 0.0 NFAT5 -0.11623523239900428 -0.24457209523044493 0.2953416023386089 0.0 0.0 0.0 0.26860588074504865 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31828153565493306 0.0 0.0 0.0 0.0 -0.8596844484830852 0.0 0.0 0.0 -0.3470729958678615 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4872247260185743 0.0 0.0 0.0 0.0 0.0 0.0 2.0356284085834098 0.0 0.0 0.0 0.9310421970177465 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.488037609728932 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2350041467161534 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NFATC1 -0.15792387685009907 0.0 -0.18882564944053123 0.0 -0.1522164440769422 0.0 0.0 -0.22299587592540918 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.40178200179326706 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5614875082959622 0.0 0.0 0.0 0.8114679461591521 -0.9774668038305788 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4235633824089886 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NFATC3 0.0 0.0 0.23461079840712268 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7168535693146931 0.0 0.0 0.0 0.0 -0.41793147104338724 0.0 0.0 0.0 0.0 0.45330956754934576 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7599415963891418 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2774279311452637 0.0 0.0 -0.8935289562057731 0.0 0.0 -1.0825119293750283 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NFIB 0.0 0.0 0.0 0.0 0.0 0.35617950553834093 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6731582538276868 3.6931194706887753 0.0 0.0 0.0 0.0 1.892441588996497 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.3232955620206215 0.0 0.0 1.6558061709762009 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NFKB1 0.0 -0.17574514414234144 0.14930574982487207 0.0 0.16337299049520007 0.0 0.1901651292947459 0.0 0.0 -0.565588122453402 0.07306073361841675 0.0 0.0 1.1048627526425245 0.0 0.0 0.7123516582298925 -0.880489684660399 0.0 -0.821559178282763 0.5903880782768748 0.0 0.0 0.0 -0.3972660165808954 0.0 -0.5274541429819447 0.0 -0.5150612979541938 0.0 0.0 0.0 0.0 0.0 -0.43352150498347297 0.0 0.5111568601065547 -1.0603560119499613 0.0 0.0 0.0 0.0 6.849593592661829 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.831901190708605 0.0 0.0 0.0 0.0 0.0 -1.0883313583009706 0.0 0.0 0.0 0.0 0.0 0.0 -1.0158275655307567 1.0878528935040779 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0202552753471723 0.0 0.0 0.0 0.0 NFKBID 0.0 0.0 -0.07056587592530894 -0.2235810992181467 0.0 0.0 0.0 0.0 0.47262332917566796 -0.2818461582645196 -0.08714396447602003 0.0 0.0 0.9822832642714961 0.0 0.0 0.0 -0.7091887762099894 4.160676439689037 -0.06237438024747689 0.0 0.0 0.0 0.0 -0.5506662014579692 0.0 -0.5319088867445217 0.0 -0.6345858142916604 0.0 0.6475153894115692 0.0 0.0 0.0 2.8881280236206757 0.0 -0.32283277556241874 1.1193573298557205 0.0 0.0 -0.9583397090101164 0.0 0.6508723401549446 0.0 0.0 -2.3796191979951127 0.3856253201606816 0.0 0.0 0.0 0.0 0.8833467936275949 0.0 0.0 -1.1346403848803674 -1.5756379199898427 0.0 0.9444548550569779 0.7454282932761416 0.0 0.0 0.0 -0.3816065701173197 -1.5052721286077524 1.2155555311041795 5.936299657377308 0.19679474812753917 0.0 20.921567817563933 -0.24246640149926102 0.0 0.0 0.0 0.0 0.0 0.0 -0.4510557617211842 0.0 0.0 0.7967092154168368 -0.5432881473185354 0.0 0.0 0.0 0.0 0.4140015296890548 NFKBIE 0.0 0.0 0.17420818147855027 0.0 0.0 0.0 0.30339130968060757 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6175783528289012 0.0 0.0 0.0 0.0 -0.2929541071493884 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8468027235103599 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NGDN 0.0 0.0 0.24346712428185943 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3467540886042794 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.62842688681941 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5499817720766673 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NGFRAP1 0.0 0.0 -0.04919145490492587 0.0 -0.7198099389771132 0.0 0.0 0.2938880836121875 0.0 0.0 0.31656605071051785 0.0 0.0 0.0 0.0 0.0 -0.3657312863323558 -0.4042489107504977 0.0 0.4504354184676028 0.0 -0.3583157295391056 0.4919919505873516 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6131888423238663 7.79291478935384 0.0 -0.7529982678349167 0.0 0.0 0.0 0.0 0.0 0.0 -0.9019612436709854 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.0068623418968707 0.0 0.0 0.0 0.0 NGRN -0.15425708865235116 0.0 0.6076496131859523 -0.21038777299922123 0.0 0.0 0.0 0.0 0.0 0.0 -0.35311969360991957 0.0 0.0 0.0 0.0 0.0 -0.32267098300707786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4565677377324676 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.608718344805888 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7960072752429537 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0973493677953834 0.0 0.0 -0.36705508141247933 0.0 0.0 0.0 0.0 0.0 0.0 -0.21407751026905167 0.0 0.0 NHLRC3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2899542820963146 0.0 -0.4865433884290241 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4957589076418459 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NHP2 0.19800272024518695 0.013099391918519832 -0.0922035529781481 0.22262601369652643 -0.17872394842013628 -0.6243973326610598 0.6181318029575955 0.0 -1.2454848737140747 0.3829860863105605 -0.05237508778062342 0.0 -0.32073833855454675 0.0 -1.3995644354746375 0.13155383338949095 0.0 0.4104304017408518 -0.39194008547445736 -0.43275819766359247 0.0 -0.39118831473549653 0.0 0.0 0.0 0.0 -0.5727485090646668 -0.7215929597113009 -0.03073787103962119 0.0 0.4673869990166883 -0.5593146097725079 -0.5536175689885595 13.728947762590147 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6239056783979559 0.7803796756766285 0.5724534544379136 -0.11415252567012955 0.0 0.0 0.0 -0.8978009558098821 0.0 0.8927914546885614 0.0 -0.7829491461519288 -0.8405878651005331 0.0 0.0 1.6047946689748402 0.0 0.0 -0.34035632117784637 0.0 0.0 1.178117268993741 -1.7759319873756283 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.579570647046104 0.0 0.0 0.0 1.0656819650474532 0.0 0.0 0.0 0.0 0.5349554249102488 0.7694925388854921 0.0 NHSL2 0.14127163524681755 0.2132783241944836 0.0 0.0 0.0 0.0 0.0 -0.22514534155107532 0.0 0.3453401145696689 0.0 0.0 0.33849564374307595 0.0 0.0 0.0 0.0 0.0 0.0 0.8711187628261501 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NIFK 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.26346092072761207 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.492172359414215 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NINJ1 -0.218179335228805 -0.5077190698792446 0.9901519891792695 0.17893641951335526 0.0 0.0 -3.4496249071164424 1.551578894322489 0.27568930948017034 1.6442138053685673 0.6054452367592689 -1.1684607414612769 -0.11105040087839474 -0.47980840224831434 0.3674813905582951 -0.3779821700058934 2.339320975904401 -1.4194370859729837 -2.852740124925045 4.487617031478321 0.6218138635446994 0.0 -1.0102004037430972 -1.3021911219803188 0.8273223253216654 0.0 3.518253075839862 -0.416023578729287 -0.32641685542658566 0.37247575325897647 0.0 0.054056742618502795 -1.071800611557053 -0.6438320065231261 -0.5018188476348683 0.0 0.725121126532224 -2.1872104768161824 2.3119180630678198 0.0 0.0 1.8355070011362602 5.707187405407827 1.7350782070339243 -0.7171682481180014 -0.978850646886248 0.0 -1.1180943689919798 0.0 1.2990389884483784 0.0 1.8537386655587957 -1.5461409958460193 0.0 1.3257834206367594 -1.2776649794541113 0.0 -0.5595087834960547 0.0 0.0 -0.2712087340293437 -0.24870316207164386 0.1894737955635947 -0.6582111958912934 -4.027040072579562 11.86793062688475 2.73581019952297 0.0 2.5887677827223863 0.0 -1.014807416969345 0.0 0.033525459293052104 0.0 -1.0095870523537378 2.8407561694241914 -2.0285961116976434 0.0 -1.115779705191154 0.6968417551924748 -1.213551602026125 1.6455086140198465 -0.5311631653030876 0.5911992367261881 -1.970119527045735 0.0 NINJ2 0.0 0.0 -0.14063767365337193 0.0 0.0 0.0 0.0 0.5313082356668266 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6282188520583682 0.0 0.0 0.0 1.2050462636302806 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7252211059874689 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.23861840116654032 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.138506022796955 0.0 0.0 -0.980834877281205 0.0 2.5440461229958045 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0708564158072242 0.0 0.0 0.0 0.0 0.0 0.0 -0.45356754885924044 NIN 0.0 0.0 0.0 0.5608824196662137 0.0 0.0 -0.2381570900869989 0.0 -0.4084602044925868 0.0 0.0 -0.7307291219859456 0.920868510735769 0.0 0.0 0.0 0.0 0.41642031453010864 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5173121206423188 0.0 0.0 0.0 0.0 -0.2840175652869004 0.0 0.0 0.0 0.0 0.4973594560982488 -0.43368742587015313 0.0 0.0 0.0 0.0 0.0 0.0 0.816773786763925 0.0 0.0 0.5116383182810703 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2418760083677527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NIPBL -0.38969138200337095 0.0 0.2076181616271787 0.0 0.0 0.24045553781046766 0.0 0.0 -0.2784941295046798 0.0 0.0 0.0 0.0 0.0 -0.33240565932017335 -0.7130235289409121 0.0 0.41177975707825476 -0.40053726526758116 0.0 0.0 0.0 0.0 0.5351266955343505 0.0 0.0 0.0 0.0 0.0 0.0 0.6894324237139289 0.0 0.0 -1.4145366729122677 0.0 0.0 0.0 0.0 -0.80910749236054 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7841129604882369 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NKG7 -1.4556222778676529 0.1963354885202464 -0.2157720584961669 -3.604187705331702 -2.16370452482482 -0.9932000880792112 -1.809278182004578 -6.61886636415331 20.305444765588476 -3.391369456832299 0.28202442320482685 30.908719934874814 16.21039826780566 -0.8348949887451494 0.0 5.498315258592381 9.362757376271096 -1.786502470488981 -3.4185569649549477 -0.4125190945106711 -8.55299082302826 -6.648264293829807 -0.3270792719524224 -0.04074666849933566 -0.4346202512270973 0.06199833252339104 0.9490379591648531 -0.6968343792284126 0.07184300729393846 0.5550122170465267 -1.5931795532098763 0.0 23.303912900923102 0.7124684280968159 -6.568446300639768 0.0 2.0103321445694435 1.567788555814297 0.0 -4.362237792939011 16.117416623684772 0.0 -0.9212684075351968 -7.060815648173478 0.211445608410788 -0.23410626460612707 1.087113493907452 4.726938159282377 16.87919817389276 0.26561619665443775 0.9397599897936691 0.0 1.0917505488219392 4.063513457420422 -1.880601087986853 -2.8548679640313126 2.5574909593377853 3.1947261290434334 -1.0283926528637963 -1.0625977907537012 3.1878998771452736 2.505897881166685 -0.4622781244884448 7.114199953484037 -1.2084918828901576 -2.107354796502706 0.3526594926285637 2.0973432894016577 -0.3184730815608411 -1.3991255119992805 1.1220954155091634 0.03777736802029787 2.1526828508827496 0.0 1.4613056379208973 9.501549566681874 -2.484191648853492 -0.3017457742955557 -17.54328183899422 -0.04353446484858523 3.493865938394566 0.0 4.708664233098122 0.9735748811210149 -2.634225675377315 -3.051653328190646 NLRC5 1.096913834788835 -0.20617027104305102 -0.08807603720932845 -0.27616283709838174 0.0 0.29564771362746667 0.0 -0.6224555377487727 -0.2641385112317569 0.0 0.0 0.0 1.1216946429257209 0.0 0.0 -0.36512091400063273 0.0 0.0 0.0 0.0 0.7167294687299951 0.0 -0.4605601343113509 0.0 0.0 -0.10321211103333204 0.0 0.0 0.0 0.6266403128252205 0.0 0.0 0.7489166223333433 0.0 0.0 1.01557972558793 0.0 0.0 0.0 0.0 -1.4422093725135279 0.0 0.0 0.0 0.0 0.0 0.0 -0.31539694554810804 0.0 0.0 -5.898330095663744 0.0 0.0 0.0 0.0 1.0366338515752458 -1.1063345658333636 0.0 0.0 0.0 -0.2409995452786009 1.4449661121929138 0.0 0.0 0.0 0.0 0.0 0.0 -2.0018055946736246 0.0 0.0 -0.711258119371177 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NLRP1 -0.14059118692076708 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38061288603684373 0.0 0.0 0.0 -0.26613825878256514 0.440616903849524 0.0 0.0 0.0 0.0 0.0 0.0 0.5279333534592469 0.0 0.0 0.4813264308648329 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.682875286318437 0.0 0.0 -0.5677426175464902 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7654162166806594 -0.8627805700529856 0.0 0.0 1.3812286123348338 0.0 -1.196779552286123 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NME1 0.3253742061418608 -0.3293638661530418 0.19600299574395738 -0.5081650144327315 1.244392945368844 -2.577461234213607 -0.17618819965732044 -0.24628757717011085 0.0 -0.2676700869314838 0.0 0.0 0.0 0.0 -0.19061216082983587 0.0 0.0 -0.33415616078910876 0.0 0.0 0.0 -0.9949504376187241 0.0 0.0 0.0 0.0 -0.40962205056307605 0.0 0.0 0.0 0.0 0.7042815500395367 0.0 11.223141895425607 0.0 0.0 0.0 0.0 0.6532615238964302 0.0 0.0 0.0 -0.4402574600324763 0.0 0.0 2.323428439154583 0.0 0.5223709966109099 0.0 0.0 0.0 0.0 -0.3701773448370098 0.0 0.0 1.2240706892727047 0.0 0.0 1.070231492574104 0.0 0.0 0.0 0.0 0.0 0.0 3.0644935872812553 0.0 0.0 -2.3690259728490433 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22432050565995731 0.0 0.0 0.0 -1.1136111884088504 0.0 2.0646249390282714 0.0 0.0 NME4 0.0 -0.1019243226949695 0.0 0.7889941699913074 0.0 0.0 -0.2646196086926471 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0164073274051004 0.0 0.0 -0.5579361463661153 0.0 0.0 0.0 0.0 0.0 0.0 0.5241187957444748 0.0 0.0 0.0 0.0 0.0 0.021355882067193136 0.0 0.0 0.0 0.0 0.0 0.0 0.7537524312248582 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7124952548480348 0.0 0.0 -1.5581631817238197 0.0 0.0 0.0 0.0 0.0 0.0 2.8465065913932293 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NMI 5.347753930749978 0.0 0.0 0.0 0.0 0.0 0.0 -0.4682482208695338 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.44692738038452134 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6236871714401676 0.0 0.0 0.0 0.0 0.0 0.8840962888909337 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NMT1 0.0 0.0 0.16090392154747254 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4033989324410903 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2602949107304915 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NOL4L -0.0948793346499242 0.0 0.2453099202775803 0.0 0.0 0.0 0.0 0.0 0.46612336857304604 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38669214036113975 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NOL7 0.0 -0.1714446505104033 -0.177454008940402 0.24188967385096205 -0.2553883023330043 0.49585125237907546 -0.21798463749896346 0.3346728071486109 -0.82043390124917 0.0 -0.5356960849698282 0.0 0.0 0.0 -2.9377416142046955 -0.29268052200484784 0.4323086695143082 0.0 0.0 0.0 0.0 0.0 0.0 -0.2233053120314177 0.0 -0.4088310746010804 0.0 -0.5719908684098971 0.0 0.0 0.0 0.6474764188636455 0.0 2.783756344081083 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7896477731770484 0.0 0.0 0.0 0.0 -0.3126878689938506 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8730832982030168 0.0 0.8225775947647537 0.0 0.0 -0.9692695355511199 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2390203665701232 0.0 -1.2036369648188634 0.0 0.0 0.0 0.0 0.3830618903657125 0.0 0.0 0.0 0.0 0.0 NOP10 -0.8652614546830311 -1.1307862213613662 1.599142967855002 0.8638759950116922 0.16537069851997202 -0.41045423150455085 -1.8695014853382275 2.1799985387840968 -0.2518709583182185 0.801699668712525 1.1488803684151416 -0.2904072964441136 -0.7679894329671711 -0.9575322524643074 -0.7185703728757967 2.5204557741088944 -0.4279102233217492 1.1982494931458656 1.3459281736211595 0.8727521652958339 -0.9199383149948032 4.613448775720288 -1.8980031675210076 0.5276349873284281 0.16452488813468777 0.0 -0.015870828441498046 0.0 -2.005103415798079 -0.20767680698679192 0.8687716302854444 1.0640166327932463 0.21843575197736262 2.5040022116322214 0.5734534372924275 0.0 0.2277761594463581 6.8621042182451415 1.091708915823808 -1.1407911614776998 0.0 -1.7667998584975368 -0.699548166330964 1.2269320304134868 0.0 -1.556789294674282 0.0 0.521642775949919 -0.9022740883336785 -0.7095216556086034 3.5470480294790803 -3.1330922784726463 -0.2516368962438514 -1.3135159987586957 0.0 0.0 0.0 1.1824580649472785 2.1014026968319013 -0.8464914141330008 0.30496869669894866 0.0 0.0 -0.37431035305519617 0.0 2.0208023364265952 -0.6066341141554726 1.5576710444856894 3.0925620289365736 -0.22260982961007375 0.0 0.0 0.3091224088452879 -2.8256997738023863 -0.01874845818534503 -2.5410129032886717 -0.3783809955939509 -1.3694100621360161 0.0 0.0 -1.1044527620245022 0.0 -0.35135949998169524 0.0 -0.9977660081659702 0.0 NOP16 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.466952250656094 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6423589628065361 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9871413917500865 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NOSIP -1.6506505893867147 0.0 0.20531205959236296 -0.8892112621103615 0.24761191249133732 1.0737584963190716 -0.3219134435174852 -0.36983639179358835 -0.1871542436355977 -0.9644266591641135 -0.2102413417026521 -0.6608431386587804 -6.109825602097849 0.0 -0.4800965931922053 -1.598904459528914 2.3239704370316514 0.0 -1.7465740590181749 0.0 -1.4192781265585772 6.723947338258584 -0.40524984918276985 0.0 0.0 0.0 0.0 0.0 -0.7853486151334838 -1.5155016887112582 -2.446644193637953 0.49444656216845884 -2.904818934524311 -1.5961562764049244 0.2153454136322386 0.5946013006676166 0.0 0.0 0.0 -1.0666452982564356 0.0 0.0 0.0 3.1329804259789 0.0 0.0 -1.2952547960238785 0.5841298191548951 0.0 -0.2492081535935147 0.5316478123295593 -1.622655960863596 0.0 0.0 0.0 0.0 -0.891321215391263 0.0 5.284156260661572 0.0 0.0 0.11843736886175193 0.0 0.0 -0.7633871722657369 0.0 0.0 0.0 0.0 0.0 -15.204930912504143 0.0 0.0 0.0 -3.332809334515433 -0.35835107047194 0.0 0.0 -3.6842806183076093 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NOTCH2NL 0.0 0.0 0.0 0.0 0.0 0.4098802361885129 -0.34384516385200503 -0.40606932770685505 0.0 0.0 0.0 0.0 0.0 0.0 -0.3152450724552921 0.5721888430006847 0.0 0.0 0.0 -1.0782862741165846 0.0 0.0 0.4569290393317272 -1.0172360746586748 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.469808123353199 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NOTCH2 -0.15815826390029214 0.0 -0.16765348814360878 0.0 0.0 0.0 0.0 0.0 0.0 -0.004065170003217094 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0389818722053153 0.0 0.0 1.6569398928534662 -1.1995212538010056 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.46616573206282064 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.693823451725429 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.373921790420886 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0096378963856145 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NPAT 0.0 0.0 -0.14554154564111693 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NPDC1 0.0 -0.11127984037987645 0.11574089824550296 0.0 0.0 -0.2782466645973488 0.0 0.0 0.0 0.0 0.22363014480106674 0.0 0.0 0.0 0.0 0.0 0.9456585243030179 0.0 0.0 0.0 1.5232797369418738 0.0 0.0 10.6123924116586 0.0 0.0 0.0 -1.1678334191626825 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -4.545312987581323 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9169360952788632 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.9017164572848473 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NPIPB4 -0.07298870625918537 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3061185267330914 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.186639589527538 -0.42304855513825906 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3412866364905824 0.0 0.0 0.0 0.0 0.0 0.0 NPIPB5 -0.054433531153908796 0.0 0.0 0.0 0.0 -0.21949996838011449 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2913516003247972 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.33703826226811384 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22427149616982184 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.40230469154224807 0.0 0.0 0.0 0.0 0.0 0.0 NPTN 0.0 0.0 -0.208983768898427 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0216012469471019 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NR4A3 0.37653714465555554 -0.4175612900217919 -0.1555300350443136 3.4024367679173877 0.22334489023687853 0.0 2.831264074479595 -0.22651770838503926 0.0 0.0 0.15542724920543838 0.0 0.3973913500242277 0.8156153231014845 0.0 -0.6634645412217121 0.0 -2.4374779049684396 -0.34106228645602865 -1.7017030434449336 0.0 0.0 0.0 -1.4669293798038352 0.0 0.0 -1.254221474039945 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8968561094763334 0.0 -0.5732812803464442 -1.256689886139073 0.0 0.0 -0.6987019602018306 -0.26467185400691484 2.2578190121692474 0.0 -1.0690071861153456 -1.1735955936103395 0.0 0.0 0.0 0.0 0.0 2.4713036259470846 0.0 0.0 0.0 0.24274995951276823 0.0 0.1867738127137105 0.0 0.0 -0.25930017051537085 0.0 0.5228891373516561 -0.6808219117761479 1.1358578971782867 0.0 -0.7198116085007173 0.0 9.441108999132954 0.0 0.0 0.0 -0.3375978054388521 0.0 0.0 0.0 -0.6478138746623799 -1.193961531235954 -1.0470035127670312 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NRAS 0.0 0.0 0.2840893104148166 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NRBP1 0.0 -0.3272924170829132 0.1845962669152738 -0.24721712714168484 0.0 -0.5323865842935566 0.0 0.0 0.0 0.0 0.0 0.36891596679283806 0.0 0.0 -1.2001164955752512 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6654993010068749 -0.38640821457561847 0.0 0.46270358316702337 0.0 0.0 0.0 0.0 -0.523751646790076 0.0 0.5700127104355124 1.5718379114257552 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5664942067828286 0.7471971312993881 0.0 0.0 0.0 0.0 0.0 -1.5087022343149137 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9401508618245616 0.0 0.0 0.0 -1.7604656723788472 -0.3514906851785432 0.0 0.0 0.0 0.0 0.0 0.0 0.42793030290619755 0.0 0.0 0.0 0.0 -1.0784791678877377 0.27673656786589257 0.0 0.0 0.0 NREP 0.0 0.0 0.0 -0.3001852980568635 0.0 0.2359446643067482 0.6321860452015731 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.473301043763703 0.0 0.0 -0.5033158264699404 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.3173192933368485 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9137665180734128 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0993745199982237 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NRP1 0.109421402120042 0.0 0.0 0.823192658801276 -0.20053646322426052 0.0 -0.24067781382360767 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2673018581272721 0.0 3.1878780493778973 0.0 0.0 -0.4252481049060837 2.782831476002328 0.0 0.0 0.0 0.5432088598570463 0.6246105581251441 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0253483779944157 -1.5107296859749662 -4.717199143864313 0.0 0.0 0.0 0.0 0.0 0.0 1.096273109265709 0.0 0.0 0.0 0.21313992457516556 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.39658710398510433 0.0 0.0 0.0 0.0 0.0 NRXN1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NSF 0.0 0.0 -0.18563607117893682 0.0 0.0 0.0 0.0 0.6744256982808863 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4789315323064397 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NSG1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.5998768076666081 0.0 0.0 0.0 -0.4522104340959648 -0.7899852593891459 NSUN6 -0.1483503611070073 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6123526101073273 0.0 0.0 0.0 0.0 0.0 0.0 -0.49116438545897806 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NT5C3A 8.515301985168664 0.0 0.2074624992136184 0.0 0.23889729944037918 0.0 -0.7702457018501415 0.4159596630450667 0.2929325389540666 0.0 -0.3615305923153806 0.0 0.28953339585598964 0.0 -0.3764963940734511 0.0 0.2748086463971895 0.0 1.2208789709036305 0.0 -0.11562915380770576 1.0008828564704237 0.0 0.0 0.0 0.0 0.5763661549729135 0.0 0.0 0.0 0.0 0.0 -0.5182457243876673 0.0 0.0 0.0 0.0 0.0 0.0 9.59464326022188 -1.0339724430748685 0.0 0.0 -0.8691798801451603 0.0 0.0 -0.6308651174120713 0.0 0.0 0.0 1.928160793125725 0.0 0.0 0.0 -0.27999753226718294 -1.396142682520705 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.820230204400171 0.0 -0.4165175798939696 0.0 0.6440516069947744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NT5C -0.15006562173961144 -0.1723750549090685 -0.1351315785022877 0.0 0.0 -0.2791019542146184 0.0 0.3143891625749684 0.0 0.0 -0.28912285363341694 -0.6516649215557626 0.0 0.0 0.0 -0.3885462863579406 0.0 0.0 0.9541082025727631 0.0 0.0 0.0 0.0 -0.7517971143561989 0.0 0.0 0.0 0.48079320078877785 0.0 0.0 0.4687968335786762 0.0 0.0 0.6603982923084951 0.5596449292463488 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6955160318536606 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5013074784460914 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4569118540588114 0.0 -1.0156006770694874 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NTRK2 0.0682341808074758 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6224731416056841 0.0 0.0 0.0 0.0 0.0 0.4750149891131618 0.0 0.0 -0.3739377262559597 0.0 -0.5511172328023873 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.791459350169365 0.0 0.0 0.0 0.0 0.0 -0.5485500153105052 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUBP2 -0.14418828082869187 0.0 0.0 0.0 0.2534400626355408 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38884941487280195 0.0 0.0 0.0 0.0 0.0 -0.0818627498490588 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2835850843013465 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUCB1 -0.2658011990785741 0.0 0.5881367177140586 0.2464141827135939 -0.2154535165284159 0.0 0.29695139636174966 0.31686055136607605 0.35137777034755524 0.0 0.8906643759420108 0.27861831481124527 0.0 0.0 0.0 -0.42886509088737435 0.0 0.0 0.0 0.4297711679976663 -0.5163751746162041 0.0 -0.33842331711263457 0.0 -0.5597921071630829 -0.3478836796124914 0.5872965543438632 0.0 -0.3872814766036042 0.0 0.0 2.08022726484826 0.0 0.0 0.0 0.0 0.0 0.0 1.8185717107056907 1.530732490199162 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.6382055687035972 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.338602750592688 0.0 -1.4357673228956611 0.10064437213797497 0.0 0.0 0.0 0.0 -1.142246125568038 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUCB2 -0.050096516066307994 1.3891596730313236 0.12354253652875306 5.804429118826626 7.131791087204827 0.8057566871204509 -1.2078800862953853 -1.9103701091021432 0.5369620581273626 0.0 0.3318789540148591 0.0 1.4046913570043118 0.09213043504767662 1.9628868858002062 -1.1860944326650513 -1.0404784432102057 0.4905495883956416 -2.1901920261721908 -0.37270044896708976 0.8672676272358655 0.994841529831127 0.0 0.0 0.0757771268096823 -0.8917035910621203 0.0 -0.34683705036353135 0.7528183811192968 -0.6458064522243936 0.1886927364901361 6.090675389113504 -0.6561352760196362 -3.5105950086795437 0.5904282873572402 0.5155440576888899 0.0 0.0 0.0 -0.6155097386470536 0.0 0.0 0.0 10.46219918341128 -0.19337915010426657 0.44666364052080176 0.0 0.0 -1.04704560894797 0.0 0.0 0.0 0.18503366305958693 2.772937687578892 -0.6805514965248319 -3.2744998309279603 0.0 0.9039233390784291 0.7357117638351011 0.3912895813759855 0.0 0.6236601642096807 0.9171446128958157 0.0 -1.549679770570726 0.0 0.0 0.0 0.0 0.0 -15.786155886655973 0.0 0.0 0.0 -1.1229211992121286 1.0619536477168565 0.0 0.43850395781809653 -15.083758163265951 -0.5234094955896118 0.41540245036150775 0.0 0.0 0.36941592922250177 0.0 -0.5399130001545684 NUDCD2 0.0 0.0 -0.24245348948261977 0.0 0.0 2.683513573397469 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.254295913369681 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUDT16 0.0 -0.09950143164264175 0.0 -0.1762903343195896 0.0 0.0 0.0 0.0 0.0 1.6322548323683046 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8088682965404244 0.0 0.0 0.9845040473685965 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9021030308312078 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUDT21 0.025970373018630567 1.2006947386003444 0.0 0.0 0.0 -0.4867432157078996 -0.26777618365368244 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.3943298001273035 0.0 0.0 0.0 0.0 0.41255740941140384 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6194234842896931 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1755152153756958 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUDT4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2622339017866621 0.0 0.0 0.0 0.0 -0.31415901517842126 0.0 0.0 0.0 0.0 -0.48862991781779125 0.0 0.0 -0.4508531182938617 0.0 0.0 0.0 0.0 0.9692099743881273 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.930441425144678 0.0 0.0 2.628033949038711 -0.7165434817534265 0.0 0.0 0.0 2.5493780931986523 0.0 -0.5388458363424902 0.0 0.0 0.0 0.0 -1.1340645377945433 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUDT5 0.0 0.0 -0.12553310958301148 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.538682881451137 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7933581941626928 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3359865844765134 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUP107 0.0 0.685521970943304 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4736301169037465 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUP210 0.0 0.9320362551573222 0.0 0.0 0.0 -0.6070317497700791 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.316183800146978 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35527220941306914 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6676490590405959 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8863421531877179 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUP88 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2721366802354833 0.2934859938605583 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUPR1 0.6360036798073667 -0.1265691625371755 0.22960048097723978 0.0 -0.6568352013991395 0.0 0.8622439921422 0.0 0.0 -0.1305659023791448 0.8546122714038675 0.0 0.0 -1.3346615004425126 0.0 0.0 0.0 -4.268117482591632 0.0 5.623291478342185 0.0 0.4692119935727857 1.9179728420056696 -1.864420165791014 -1.5197374222112396 -0.1377071680731516 16.789157637887737 -2.1186283026466426 -0.7024915299294512 -0.2381950520622258 -0.4215925522736677 3.2038011146732948 0.0 0.856206008460863 -0.44516286564821417 0.0 3.73582634241955 11.917528028171896 2.1134100295214053 0.0 0.0 6.896262225116415 -5.924448429571207 0.0 0.0 0.0 -0.38230259362246316 -1.2667689481197022 0.0 0.26241138281907966 0.0 -1.0822801217910338 -0.299224684464826 0.0 -0.543065666720063 0.0 0.0 0.6127074436264303 0.0 -0.5704068365947247 -0.3046155189468465 0.0 -1.3848752128459878 0.6264643551690828 0.0 0.0 -1.4656945086144166 -2.048746091061566 0.0 0.6536079132384829 0.0 -0.402584907330836 0.4588179102181481 0.0 0.0 0.0 1.3375881580122964 0.0 0.0 0.0 -1.371549027150605 1.4908263832796769 0.0 -1.2669615074300087 -0.06074701467041841 4.8276475962012455 NXT1 0.0 0.0 0.0 -0.18302030189878868 0.0 -0.1999694375808032 0.0 0.0 0.0 -0.5174074966004284 0.0 -0.26055598855862633 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9041555261235676 0.0 0.0 0.0 0.0 0.7735973009763443 0.0 -0.30431701444114645 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3681976358480668 0.0 0.0 0.0 0.0 0.0 -0.912709044019454 -0.7440580634510218 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9027845250678835 0.0 0.29563572112086633 0.0 -0.9469618396413567 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 OAF 0.0 0.19666853600466197 -0.14346622649073257 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5598026193856769 0.0 0.0 0.0 0.0 1.3126151721071107 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.485271647158929 0.0 0.0 -1.2582424869380946 0.0 0.0 0.0 0.46604314836509964 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 OAS2 9.549745017540149 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5392787438269377 0.0 0.0 0.0 0.0 0.0 0.0 0.816962886783636 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.24495563099921083 0.0 1.007069634545922 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9159931798078569 -0.8189692944962984 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.40607581840565155 0.0 0.0 0.0 0.0 0.0 0.0 OASL 10.85181525291974 0.0 0.2145288051419125 0.0 0.0 -0.17885519242853595 0.0 -0.31412891635593204 -0.5509785860223966 0.0 0.0 -0.7494716627458698 0.4663466674492383 0.0 -0.1244828877960158 0.0 -1.221612080166312 0.0 0.0 -0.4912463717069536 -0.13642381688169583 0.0 0.0 0.0 0.0 1.3740778772967916 0.49411101057175233 0.0 0.0 0.0 0.0 -0.5870529631612521 1.2340658888915725 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8845059807302817 0.0 0.0 0.0 0.0 0.0 0.0 0.1550531033046769 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.027133515215802 0.0 0.0 0.0 0.29928878768448197 0.7058158246310753 -1.056702426481454 0.0 0.0 -0.09882989615037092 0.0 0.0 -2.987257842732933 0.0 -1.3008040445553333 0.0 0.0 -3.550091436965515 0.0 0.0 0.0 0.0 0.0 -0.5624257688394416 0.0 0.0 0.7743630416507694 0.0 0.0 0.0 ODC1 -0.017099639354334874 0.0 0.0 1.87594891093411 0.6666822567589145 -1.2221820987013772 -0.2538462704040845 0.0 -0.7022502459915531 0.0 0.0 -0.46384615410828967 1.3890349135507196 0.0 0.7844218461389425 0.0 -0.11182160577246829 0.0 1.8055286225487617 0.0 -0.4597452310293846 0.1484922362122488 -1.002140695674758 0.0 0.0 0.0 0.0 0.0 -0.44784747601611996 0.0 -0.6220354902565564 0.25120354583876436 0.32368040987570856 3.359948026314335 0.0 0.8309434086211471 0.0 0.0 0.9310201958906298 11.068447615089086 0.0 0.0 -0.6166778970533973 0.0 0.0 0.7481712927647999 1.4282693591829274 0.0 0.0 0.0 -3.1577544131522264 -1.0663514973518036 0.0 0.0 0.0 -0.9189937445579455 1.2738715629600812 -1.1160680363530147 0.0 1.2315036857581825 0.0 0.0 0.0 0.0 6.349384517298723 3.396222304671879 0.0 0.0 0.0 0.0 1.4344415967679252 0.0 0.0 0.0 0.0 -0.8849471894876049 0.0 0.0 1.6525387489676642 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ODF2 0.0 0.0 0.0 0.0 0.0 1.5031531929646618 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39080967224838153 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 OGDH 0.0 0.0 0.0 0.0 0.0 -0.24273283657100622 0.0 -0.25636127478014825 -0.4619943298159156 0.0 0.0 0.0 0.0 0.0 0.46517753636776243 0.0 0.40751670235853793 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0622637355988878 0.0 3.554099557294949 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 OGFR 0.7405726641619241 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4100317666265626 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.44797589425510753 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 OLA1 0.0 0.0 0.0 -0.5311529396560599 0.0 0.0 0.0 0.0 0.0 -0.2412639530793753 0.0 0.0 0.0 0.0 0.8417427676080033 -0.3307391964524015 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.48131221027657956 -0.4750950285563656 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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7.980065620741664 0.0 0.0 -4.308953571757248 0.0 1.1202514437834956 0.0 0.0 2.9585427303378475 0.0 0.0 1.4690601279016589 0.0 0.0 0.0 0.0 ORAI1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3858792591908954 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9976931351840769 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2895349713848008 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ORC4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.222476897494948 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6040484448264068 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38613757950468075 0.0 0.0 0.0 0.0 -0.7364123245898186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8341155702901235 0.719146272949796 ORC6 0.0 1.4200930700475203 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.6413859736035517 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ORMDL2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2921656401361337 0.0 0.0 0.0 -0.7836058318425522 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.40608551509780666 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.281608868933761 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ORMDL3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.30041935274851234 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7886102251675929 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7381370227961507 0.0 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OSBPL5 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.37123820958700493 0.0 0.0 1.1866889742688875 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 OSER1 0.14058601288072056 0.0 0.435570409597236 -0.20712209598512854 0.0 0.2625164208021157 0.0 0.0 0.0 0.42134900507909934 0.0 -0.4205095919996299 0.0 0.0 0.0 0.44535682123191217 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0159956618970527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0484950692798083 0.0 -1.118411836103227 0.0 0.0 0.0 0.0 0.0 0.0 -0.7800147829465773 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 OSM 0.0 0.3244885948869784 0.0 0.0 0.0 0.0 -0.5176363008422326 0.0 0.0 0.0 0.0 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0.0 2.0572583745477604 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0931642911707085 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 OXA1L -0.6331147810136792 -0.1291556814989475 0.2040959076947682 0.23846565782844548 0.0 -0.2589455988412928 0.5172598188326496 0.0 0.0 0.42556637666147423 0.0 0.0 0.0 0.42375368690458476 0.0 -0.677167960633026 -0.35446406960952664 0.0 0.3493887508056299 0.0 -0.48002100540213904 0.5550529152265803 0.0 0.0 0.48241994049103076 0.0 -0.5395490827741561 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5697977329563172 -0.34287193963765855 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3722412046585186 0.16714981780718946 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8176364928055099 0.0 0.3118509122725842 0.0 1.4601531214526464 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PAPSS1 0.0 -0.12952870331008498 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.562467751607289 0.0 0.0 0.0 0.12905641460175976 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PAQR7 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7692243253399276 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PARK7 -1.004242810522278 -0.7963885992549722 -1.1458399426866832 9.114377220012713 -1.2209408079504567 0.6068423238790072 -1.1350846145977522 5.163885735323381 -0.9231419638141883 -0.6446078655683359 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PARP15 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3079272079696757 0.0 0.0 0.38143378672006223 0.0 0.0 0.0 0.0 0.0 0.0 1.58857438983329 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7151787173064823 0.0 0.0 0.0 0.8065287304701562 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PARP8 0.13373487341253604 0.0 -0.33928293026958894 -0.2742053094713241 0.0 0.6210580971219709 -0.24036040878876383 -1.3621898171269922 0.6107957445464006 -1.0347430561059352 0.0 -2.074015521917778 0.2999627125926454 -0.2882047769427956 0.0 0.0 3.940098279359932 0.0 -0.362746841940647 0.0 -0.9285013777281753 -0.4162681259271311 0.0 -0.7746405481217921 0.0 0.5759135533056586 0.0 0.0 0.0 0.7910944810032039 0.0 0.0 -1.0328774280833368 0.0 -0.42583859777037825 -1.1728985109010028 0.0 0.0 0.0 0.0 -1.2795069409901383 0.0 0.8535131981391928 0.7755665379950767 0.0 0.0 0.0 0.0 0.8550535763283506 0.0 -0.7217220172388169 0.0 0.0 0.0 0.0 0.0 4.746011799846041 0.0 0.0 0.0 0.0 0.0 -0.24027176503830736 0.0 0.0 0.0 0.0 1.8461327761566402 1.2197134789745532 0.48586327599072565 2.485248093367429 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PARVB 0.0 0.0 0.0 0.5128525941936882 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2997466174562915 0.0 0.0 0.0 0.0 0.0 -0.29645199328818084 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5031652490693377 0.0 -0.6591481870836549 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.870833030648791 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PASK 0.0 0.0 -0.4322869630962924 0.0 -0.31864506290480105 0.0 0.0 -0.9588811617476362 -0.5767500947454989 0.0 -0.24571515105088337 -0.28597805736035586 0.3856885164095371 0.0 0.0 -0.9105057340988367 -2.5270534845174146 0.0 -0.44373819266574593 0.0 1.1477832320318433 0.761048389395143 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5201741439605502 -0.5607607352376518 0.0 -1.440033545298333 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4843853659221151 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2107654260001663 0.0 0.0 0.0 0.0 4.022048892119329 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PBX4 -0.12329397277522207 0.0 0.0 0.0 0.0 0.0 0.0 0.5899150435565926 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3636678157612053 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.867820061911701 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.149585584431088 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PCBD1 -0.11266797632166922 0.0 -0.20936756151041247 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.44983688526024673 0.0 0.0 -0.41286493827199466 0.0 0.8385913294122828 0.0 0.0 0.0 -0.3429257552675852 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8883428378680117 0.0 0.0 0.0 0.0 0.0 0.0 -0.7610408109951582 0.0 0.0 -1.056825386058579 0.0 0.0 0.0 0.0 0.0 -1.1199245454778666 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PCBP1 -0.745972065462646 0.39570709370033674 -0.21825935647577252 -0.96142918109744 -0.08243090326090463 0.0039100159581460635 -0.046994969780124046 1.4591385057011177 1.2688471634181617 0.31279024658066173 0.49205414077210424 -0.08936112933583547 -0.5236016639855997 -0.46870952562984375 0.39397880928368584 2.61875983576929 0.4334013279541466 0.9153161750281245 -0.0787553718443569 -1.174761700826578 -3.3011634212534555 2.456674403745803 -1.2733415874706695 -0.42743980905824486 -1.7301913059639424 -1.2169336083150097 3.704605804761094 0.8790693137625928 -3.76435775704817 -0.1971818244227096 0.039823949713872715 2.8783825379073003 1.6362927061786752 0.6315467232067213 0.022037356904446033 2.328577126957484 0.0 -0.9318038414849811 -0.542831798055553 0.6247110889044953 0.0 0.2552894715221353 -1.257258345622237 -1.3522724839191933 0.0 -0.9063692954260489 -2.32150980336718 -0.2823187858711314 -0.8136608229219996 0.0 0.0 -0.5416612119625138 0.0 -0.713214358884798 0.0 0.0 -0.68399522140157 2.178067740311166 2.4060312465892317 0.0 -1.2346517313749816 -0.866125730004395 0.0 0.0 -2.234504022878569 0.0 0.0 5.4668234165794845 1.1751904198657348 0.0 0.0 0.0 0.0 -2.1736307719265904 0.7150603179809526 1.0674296608043323 -1.5879031367369805 1.3169018482565562 -1.876594557171113 0.0 -0.39676311516035623 0.0 0.0 0.0 0.3655071464392994 0.8320012687855464 PCDH9 0.0 0.0 0.04616045470474824 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6164949116747066 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6750131324185955 0.0 0.0 -0.9179615710331795 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5863527085212901 0.0 0.0 0.0 2.479949889343339 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PCED1B-AS1 -0.02707927179599475 -0.29913751655994175 0.4344769163798839 0.0 0.0 0.0 -0.2441618436387115 -0.2632666269139324 0.42841783831179253 0.0 0.0 1.3345921146551225 0.4521374602667332 0.0 0.0 0.799462979341435 0.0 0.0 -0.5529268104652305 0.5375902580553539 -1.4716196631621488 0.0 0.0 0.0 0.0 -0.09489191694502562 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8692196690901361 -0.5815945023193623 0.0 0.0 0.0 0.0 0.9402839260086617 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.75353347203046 0.0 -1.0331313779100189 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -4.194413087280878 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.39321418747744613 PCGF5 0.6022879676359576 -0.15819675479813136 0.0 0.31464242807258386 0.13568663345422693 0.0 -0.2774809666348459 0.0 0.0 1.0864438754181605 0.0 -0.2948701659328628 -0.2524908857283097 0.0 0.0 -0.3359180148258097 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.675390347481867 0.613494614809836 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.197369306872567 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.877347398523204 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PCID2 0.0 0.0 0.0 0.0 0.0 -0.41593279028125923 0.0 0.0 -0.2536792440555434 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4307242612624521 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7708811546101819 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6671614172541306 0.0 0.0 1.1027745498781074 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PCIF1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3701384649880554 0.0 0.0 0.5885766849488914 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5093602045106205 0.0 0.0 0.0 0.0 0.5210452659516672 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6732903758049306 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PCMT1 -0.16307279663921262 0.0 -0.17492826404270548 -0.6543675337195015 0.23299748017228442 0.24647853377673848 -0.4762506280573177 0.0 -0.18394049071517782 -0.2714984231434989 0.33687442719040667 0.0 0.0 0.7166945288557162 0.0 0.0 -0.4176556532155887 0.6343547541058224 0.5112491181834776 0.0 -0.1017154361876731 0.0 -0.4410224566527026 0.0 -0.7563845556031562 -0.5507249584518861 0.0 0.0 -0.3223292103679311 0.0 0.0 0.0 0.0 0.0 -0.407159198236398 0.6830773899430177 0.0 0.0 0.0 -0.5348482119323016 -0.7750329376127991 0.0 0.0 0.0 1.169700694822398 0.0 0.0 -0.291956503282825 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0807200593718937 0.0 -2.8355530575093355 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.032419196865217 0.0 0.0 0.0 0.0 0.394728194165672 0.3668758947679601 1.1394175260575883 0.0 0.0 0.0 -0.6577529753314737 PCNA 0.06547549498200506 14.420288071646942 0.0 -0.38757420239822093 0.0 -13.987618940566463 0.0 0.0 0.0 0.0 -0.29601243386821724 0.0 -0.3846725996648039 0.0 28.074799192458975 0.0 0.3517485185561164 0.0 0.0 0.0 -0.5995414193902361 -0.9022272892752217 0.0 0.0 -0.2819645893192867 0.6723598383051345 0.0 0.0 0.0 0.0 0.0 0.0 -0.811045455798381 -1.1830304571677739 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.862113763110455 0.0 0.0 0.0 0.0 -0.9349476946462056 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.21358229714340984 0.0 0.0 0.9250231065331392 -2.661589385516716 0.0 0.0 0.6264497629795313 0.0 0.0 0.0 0.4115844188704786 0.0 0.0 0.0 0.0 0.0 -2.1668495884760537 0.0 0.4855469606484818 0.0 1.5495198431185373 0.4763626412454419 0.3530356465633463 -1.3576836433296149 PCNP 0.7213175649119064 0.0 -0.22031757512022404 -0.8415017133832634 0.0 -0.11721322118082013 0.10526558412154641 -0.28218177483249046 -0.2541402046800243 0.0 0.036915255110853064 -1.3684855593183098 0.3845638501770694 0.0 -0.3093774753949507 0.0 0.0 0.0 0.0 0.0 0.11610922590767252 -1.3497862461364607 0.0 0.0 0.0 -0.09204356876680857 0.0 -0.9007310714108856 0.493823724661266 0.0 -0.6136151371935097 0.019389061697715614 0.2973030734996461 -0.4734823924017765 0.4635156901988781 0.0 0.0 0.7902341534504354 0.0 1.0119165505134256 -0.5603784962124645 1.8520919213810974 0.5385223309326952 0.9737284004328697 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8353411324146349 0.0 0.0 0.0 -0.7256989871562669 0.0 1.0385158716165885 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.36125172176084364 -1.3341802011762804 0.0 0.0 0.0 0.0 0.0 0.0 1.0239460569485825 0.6104064413245042 0.0 0.0 0.0 0.0 1.6518741179318817 0.0 0.0 0.0 0.0 PCSK1N 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2640554167573497 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9620214150568828 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PCSK5 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDAP1 0.20147897720016714 0.0 -0.3364116975205617 0.0 0.0 0.355941941820919 0.0 0.0 0.0 0.0 -0.221354982665439 0.0 -0.2757696028407352 0.0 -0.669889251056686 0.0 0.0 -0.4037267512452745 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5801923764902523 0.0 0.5591862980582823 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6846170575779625 0.0 1.267052119817235 0.0 0.9472265632485882 0.0 0.0 -0.8750696154357553 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7053339869264471 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.986178632269672 1.0016108804224728 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDCD10 0.0 -0.11555911027504122 0.0 0.0 -0.5092741863350673 0.0 -0.21004416149713553 0.0 0.0 0.0 0.0 0.38769403004955094 -0.7516760001354559 0.0 0.0 -0.3573588792570141 0.33155908967045006 0.0 0.0 0.0 0.0 0.6128189030154773 -0.41584534378043964 0.0 0.0 -0.1022419327241456 0.0 0.0 0.0 0.0 0.6154520251531213 0.0 0.4806099577247077 0.0 0.0 0.0 0.0 0.0 0.0 3.951312326114448 0.0 0.0 0.0 0.9279646528059071 -0.20950628564751697 0.0 0.0 0.0 0.0 0.0 0.7905825252704002 1.422431328917876 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5744556455908 0.0 1.0689302295273793 0.0 0.0 0.0 0.0 0.0 0.0 0.667373238323042 PDCD1 -0.110147981047324 -0.10830066702046393 -0.06759676041066845 -0.0970357397087592 -0.27858258911073297 -0.19411449413048534 0.0 -3.513852033230183 -2.3245746292367797 0.0 0.40172447408483836 -0.8210360409414809 2.1820024257844355 0.0 0.0 0.0 -0.4393821027771133 0.0 0.0 0.0 6.267473959205138 0.0 0.0 0.0 0.0 -1.2574367061673237 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.087803109563547 0.0 0.0 0.0 0.0 0.0 9.069540757463953 0.0 0.0 -0.8305479220993197 -0.2343644785059787 0.0 0.0 0.27869772978156365 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7806008870135592 0.0 0.0 0.0 0.1784419289382878 0.0 0.0 0.0 0.0 1.4443665516588053 0.0 0.25344301685540677 4.736523106768585 -0.4807254397917383 1.5083857890611234 0.22765230016091031 -0.41073721833174204 -1.0416530658179197 0.0 0.0 0.0 0.0 -1.398907337462775 -0.4442355211706281 0.0 0.0 0.0 0.0 0.0 -0.49921508800033 PDCD2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31327166100551185 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4563225145899457 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDCD5 -0.27393789351917947 0.0 0.17714946433893278 0.24014778172211698 0.3634446025869147 -0.2191294827592975 0.0 0.0 0.0 0.8281517394518245 0.0 0.0 0.0 -0.7868196754304856 1.2910042797045904 0.0 0.0 -0.3380701461392837 0.0 -0.7706345359697633 0.0 0.0 0.0 0.0 0.0 0.3930552037226773 0.0 -0.4612271893906919 0.0 0.0 -0.3658918086942063 0.0 0.0 6.080227907981355 0.0 -0.5393000670469186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7533110262654171 0.0 0.0 0.0 0.0 0.20481701643911152 0.0 0.0 0.0 0.0 0.0 0.33480360347128735 -1.0739456231385778 -1.2818617473307405 0.0 0.0 0.0 0.0 0.0 0.0 1.0962984117653463 0.0 0.0 0.0 0.0 PDCD6 0.007517289812218131 -0.7458575913652663 -0.1384061818083405 0.0 -0.22587018597066885 0.24620543854324575 0.27557937114158876 -0.25854739460284404 -0.30651972646728576 0.0 0.0 0.0 0.34607271885960755 -0.13993963591600386 -1.2513259787754294 -1.1623030061993684 -0.18491492300319287 0.0 0.0 0.0 0.0 0.0 -0.9336621641071852 0.0 0.0 0.0 -0.5328025357639724 0.0 -0.3614998190864858 0.0 0.0 0.3518520808143431 0.0 0.0 0.690965973116239 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7274496138091759 0.0 0.0 0.0 0.0 0.0 1.4009582268139245 0.0 0.0 0.0 -0.9239283998125415 0.0 0.0 0.0 0.9592103936069528 0.0 -0.6903019736553495 -0.21364979788129898 -0.1787210423125353 1.3114897540965111 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1941506439348244 0.0 0.0 0.0 0.0 0.24897723645362052 0.0 0.8786346749591669 0.0 0.2669469332258177 0.37889389170924753 0.0 0.0 0.0 0.0 0.0 PDCL3 -0.12313821766404924 -0.1208943324017148 -0.10011766193883379 -0.21875668960761172 0.0 0.0 0.31440893295455 -0.539660498650142 0.0 0.0 0.49330570002586627 0.0 -0.3273110009722836 0.0 -0.29358740802526023 0.15879534907720588 0.0 0.0 -0.35467604570574834 0.0 0.0 0.0 0.0 0.0 0.0 -0.17630205416317468 0.0 0.0 0.0 0.0 0.0 -0.9524937966008601 0.0 0.6043392376391894 0.0 0.0 0.0 0.0 0.0 0.0 -0.6029692741305137 0.0 0.6985837231081455 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22589419794221208 0.0 0.500615453462183 0.0 2.3926783913921486 0.0 0.0 0.0 -0.32326361264149706 0.0 0.5804382480617948 0.0 0.0 0.0 0.0 -1.0371098797318368 0.0 0.5728957777277256 0.0 0.0 0.0 0.0 0.0 0.0 0.3658128035722536 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDE4A 0.0 0.0 0.0 0.0 0.0 0.0 0.28800731621740805 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.45986434892245115 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDE4B 0.06604442181917777 0.1640981765883813 0.08380887262404359 0.5391980057855833 0.7007233643567404 0.0 -0.32584426083409984 1.3109987697922894 -0.8492240648570117 -0.36321384296012676 -0.6110968052396591 -3.2391506401966454 0.316331020476146 -2.2338705686107607 0.0 0.0 1.913559106960221 -0.9556447286093803 1.919761506967181 -0.5057829206533878 -0.43411957872869755 0.0 0.0 0.0 0.0 0.0 -1.5727675182964402 0.0 0.0 -0.13528768604937322 0.8656467021778156 -0.2831678636045488 -0.6006571270696708 0.8493186352636499 -0.5230193260875391 -1.6894474552150172 0.0 -0.8104521481983493 2.7407402413192425 0.0 -0.5715566855785491 0.0 8.88146987235972 -1.8689848938539362 0.14889101376370673 0.40951824363508604 0.0 0.0 1.4328614696566166 0.0 3.380343812692573 -0.6252191387113132 -0.40308479212300136 -1.0752676636940997 -0.9983016535947272 1.632722629241789 12.018628039293915 -2.637816758417625 0.0 0.0 0.0 -1.2683239423525186 0.0 0.0 -7.8722111360056175 -4.81341913054348 0.0 -0.7389398025027932 -2.101994415455669 1.0968305743694828 0.0 0.0 0.34565678918140313 -1.0333630923450245 1.4329844534306473 1.0823488080641823 0.0 1.574189710014211 0.8419136338152503 -0.03823650298337009 -0.3953642954068 0.0 0.0 -0.3488144667486528 0.0 0.47946645534187154 PDE4D 0.0 0.0 -0.594855966184868 0.0 0.0 0.0 0.0 -0.45716365450351065 0.9757942633556997 0.0 -0.5153042286777492 0.401767046170127 -0.7660122343662358 -0.432187722786827 0.0 -0.47909494457176577 5.208281361996389 0.7481947615382908 0.5848798528886755 0.0 1.0213324368424983 0.0 0.0 0.5462371108609957 -0.4858658738664284 0.6404091584760012 0.0 -0.5307194353032044 0.0 0.0 0.0 0.0 -1.8833946725721007 -0.7466938989663762 -0.4331502996285053 -0.48679972542776795 0.0 0.0 0.0 0.0 2.7424356708226574 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.500125216640896 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8299704770478077 -1.5082533544554069 0.0 0.0 -0.9736506062605438 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1510287778231476 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDE7A 0.0 0.0 0.1654971287310119 0.20259150382134838 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.33925187179976557 -0.303614849067857 0.0 0.0 0.0 0.0 0.48507383413070554 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5966239923710182 0.0 0.0 0.0 0.0 -0.7819509622263973 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1316243836697186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDGFA 0.2293209476896909 -0.3200276024096553 -0.14614129567957407 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5459624221550838 -0.6528514552366419 0.0 0.0 0.0 3.116189070747616 0.623397840110845 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9568052060784769 -0.44240659501973134 0.0 0.8700649435676306 0.0 0.0 0.0 -1.00163023522775 0.0 0.0 -0.9596009048323536 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDHA1 0.0 0.0 0.0 0.0 0.0 -0.20957708550616214 0.0 -0.27932327944361784 0.5787058375701241 0.0 0.0 0.0 -0.43261465629775425 0.0 0.0 -0.3376050094981075 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8442417345502699 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDHB 0.0 -0.11732822494276737 0.0 0.0 0.0 0.0 0.2868743162171255 0.0 0.3413161141454902 0.0 0.0 0.0 0.0 0.0 -0.3001554965500039 0.0 0.0 0.0 0.0 0.47792568051484446 -0.12564116925003946 0.0 0.0 0.0 0.0 -0.24179235103573102 0.0 0.0 0.0 0.0 0.0 -0.2874730670435073 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31941155230151874 0.0 0.0 0.5377138168999485 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDIA4 0.03945199957237215 0.0 -0.13124546755757502 1.0872739244283707 8.046364635578277 0.0 -0.6048538662262406 0.0 0.0 0.0 0.340042904337062 0.36883919773546125 0.0 0.6228818581432775 -0.6832802106181018 -0.3638448745054929 0.3819352229711133 0.0 0.0 0.0 0.6206641548109394 -0.9130318029384585 0.0 0.0 -0.47324920579623875 0.0 0.05313693224950122 0.0 0.0 0.0 -0.4517264844023513 15.540236704667304 0.0 -0.591208062044408 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.053326130209332 0.0 0.16868327816086795 0.0 -0.3048418131723945 0.0 0.0 0.0 0.0 0.3058114333846105 0.0 0.0 0.0 0.0 0.0 -1.3741601317719234 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1665257409724485 2.321870807129493 1.7163808640534473 0.0 0.0 0.0 -0.8241677005046858 0.0 0.0 0.43564133059554183 PDIA6 -0.5066862529246876 0.09834431759108103 -0.7500993712611098 -0.6838375812641131 9.885180089585651 1.1139204019521578 0.17004144710648295 -0.897264797947672 -0.1322607512805178 -0.2645836506399424 1.3881089828371584 0.0 -0.5238222759471773 0.43320974404356927 0.7976272633055442 -3.0488184461940375 1.0639148695773055 -0.5910747986426379 -0.2780396756590787 0.0 1.4373413484889792 -0.563161395030959 -0.6944232271804665 0.05189498532129241 0.6021647819183497 0.0 -0.3481770864030567 -0.22702843024929975 -0.6815903560309553 -0.5082810608317335 -0.41008602926010784 21.569093672877226 -0.12988976977541783 2.1758269501764964 -1.351195901816843 0.0 0.0 -0.7307235528257272 0.660317410223972 0.0 0.7019912417414389 -0.7411175816861054 0.2124328866005396 -1.9105845258128495 0.0 -1.8058924945098116 0.0 -0.5114126924641103 0.0 0.0 1.0882887468439062 -4.004907538594377 0.0 15.09767479797874 0.0 1.3027447917342514 1.1011626605928688 -1.4967859365652145 0.8050025039226455 -0.2741773391817223 -0.221629666704841 -0.6274269793494781 0.0 0.0 -0.821205642005312 5.398312699301022 0.2842605917116486 0.0 -4.538801272665447 0.0 3.291061703998514 0.0 1.7227791833388022 0.0 0.0 0.0 -2.7737098771248854 1.3429549767161761 5.297718247935262 0.0 0.0 0.0 -0.860714129559448 0.0 -1.791236039096966 1.0294219401014266 PDLIM2 -0.08717215782479575 -0.13052087142111246 -0.050285696736088945 0.0 -0.17325844424317496 0.0 0.0 0.0 0.0 0.0 0.256992211171742 0.0 0.29897207443974777 0.0 -0.7999768239809424 -0.3769684981354265 0.0 0.0 0.0 0.0 0.0 0.0 0.2906243469842097 0.0 0.0 1.0796807001958733 0.0 2.2212375169837926 0.0 0.0 -0.31990727695611937 0.0 0.0 0.0 0.0 -0.5750314020438508 0.0 0.0 0.0 0.0 0.0 -2.6842750953631955 0.0 0.0 0.0 0.7765494202855729 0.0 0.0 1.1805088005345563 0.0 0.0 0.0 0.0 -0.9103938036688711 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9642684268307495 0.0 -0.8435890048585095 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDLIM7 0.0 0.0 0.0 0.0 0.0 0.0 -0.2284070009335599 0.0 0.0 0.0 0.23489222815037347 0.0 0.0 0.0 0.0 0.0 0.0 0.40931735015260967 0.0 -0.6721660759701935 0.0 0.0 0.0 0.0 0.0 0.0 0.3783796694125197 -0.3704375043842962 0.0 0.449214769222927 0.0 -0.3829178576859925 0.0 0.0 0.0 0.0 -0.5800480512240611 0.7078673668210623 -0.5946510517752863 0.0 0.0 5.620877401138701 0.0 0.0 -0.5279080315748804 0.0 0.0 0.730141799284732 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.312004017461844 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6703457251751143 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.6052581420018774 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8463891614632827 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PLEKHJ1 0.14184775213603634 0.0 0.0 0.3176620224703186 -0.2386921236037067 -0.3282464318591551 0.03742340080259651 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5501316192963659 -0.2851446573586301 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5047226653111443 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4348596145726724 0.0 0.0 0.0 -1.4381738078733888 0.0 0.0 -0.7766049200545542 0.0 0.0 0.0 0.0 0.0 1.1545475075105616 0.0 0.0 0.0 0.0 -0.40904255026862524 0.0 0.0 0.0 0.0 0.0 -1.0738636305736207 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PLGRKT 0.14611072786643772 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 1.9298976194148514 1.1477519579710367 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.23138562928515585 0.0 0.0 0.0 0.0 0.0 13.75492182891942 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1986380276879331 0.0 -0.6448699718228582 0.0 -0.2943059116160746 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.20404205965437683 0.740989863479993 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PLSCR1 12.058809908377947 0.0 -0.267210606835437 -0.7955929725386487 0.019553006321499772 -1.1850000121644348 2.2107257822443738 -0.7369532662049734 -0.3841834804621752 -2.1071902744368365 -0.4906238614951317 -0.9543505016703385 0.0 0.0 1.1581750754769005 0.0 0.0 0.2949599904514967 -0.41876213935066453 -1.5702749119566641 -0.32786576246933136 0.0 0.0 0.6179958573607145 0.0 0.13645684844425668 -1.3466040393426681 -0.5531649381779875 0.0 1.8533707583704493 0.0 0.0 -0.2189602544597479 0.0 0.0 0.0 -0.13820100856219777 -0.853095041832487 -0.7572332387331627 0.0 3.9441360716185554 -0.6628374580663774 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-4.842095395929211 0.8170898947094702 -0.439944435852303 -1.0800553899658145 1.9384613073826635 0.2707673208383022 0.6262842404073947 -0.8612547188076226 PMVK 0.0 0.0 0.0 0.0 0.19227019828766978 0.0 0.0 0.8161697629404971 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2995505737698766 0.0 0.0 0.0 -0.43138943379433253 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5685016372570219 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9147635568739834 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.9791769423437646 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PNKP 0.0 0.0 0.0 0.0 0.2767562214132852 -0.27284569648381113 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4989498830724426 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9241471075985245 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PNOC 0.0 -0.13038738059653968 0.0 0.0 1.0824044242840039 0.0 -0.2210771956606381 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6325740244556102 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PNPLA8 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1444012779835862 0.0 0.0 0.0 0.0 -0.38922375552433114 0.0 0.0 0.0 0.5136299037341607 0.0 0.0 0.17845490794541782 -0.4885682603192503 0.6826865332628288 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.9518915413192783 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8246836510798919 0.0 -1.7397038818533719 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0252925741088226 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 POGLUT1 -0.0946545742712738 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.049035408797359 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7828363140648344 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 POLD4 0.18084125578554902 -0.47026989785935885 0.0 -1.010987135855706 0.0519383535104034 0.16597881801693976 -0.5007516202234048 -0.25560683151998864 -0.26766664493552117 0.4329725619798869 -0.01665518675625504 -0.4244181925707 0.0 0.4155492805503926 -1.3398019767046492 -0.764711816213105 0.0 -0.34408289511301243 2.4648554422840356 0.3622800935510342 1.0207912633861203 0.0 0.4853927189525796 0.0 0.33802786875288526 -0.8982030309776993 -0.45010324037712257 0.0 0.0 0.0 -0.8532652354018773 0.48215210172521383 0.0 -1.9546686311164028 0.3132226578882882 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6294063397519699 2.538634629327105 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1.8396195154104846 0.0 0.0 0.48004627489015966 -0.4386062196369008 0.0 0.0 0.0 0.0 1.1905352875405157 -0.5840560311689195 0.5549273251093442 -0.8832959794747349 0.0 0.0 0.6219930125909147 -0.5008916937884371 0.0 -1.0980833350329697 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7731365095642723 0.0 0.0 0.0 -0.9991225426790716 0.0 0.0 -0.9419874888534873 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3260253602440542 -1.1307892484741655 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3878655446160564 0.0 0.0 POLR1C 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.13639293378295142 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3183114059155872 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.45864881255044043 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 POLR1D 0.1920115003743364 -0.8104452435855283 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-0.40940666400379977 20.725195563439453 2.753754455212037 -1.8381619552811426 1.3107845824500821 0.0 -0.4155535450396414 -2.413272895024459 0.07248428205811275 -1.390290388005063 -2.5881758642160473 -9.253458302903667 1.451893809670688 -1.520380825282805 -1.8275045008302926 0.14029688603679105 -2.5971132747603045 -1.7561091812695275 -3.069633297438095 -0.6426554478850062 4.25767534282126 -1.922964634887586 -0.24912261816461637 17.351789411520656 -1.1143112274173745 3.0555527858614977 0.9260021102440273 -2.0329234806576775 0.0463123310713535 -0.24553798157406945 0.9284698830555639 -2.8920671394827564 0.8703048312153303 1.4429618586288473 1.0306650180029762 -2.704762291851489 1.1626347000856958 3.6914512816900498 -5.676455333738792 0.35091019126462875 3.7180251920494314 0.6233980834575401 0.5388599716615564 -1.0978386352209444 0.0 3.471610793339617 -1.7698223965819437 4.087787296881364 7.486687568380296 -1.8640680730847552 0.5667997859536327 1.440671554337648 -1.4588661775040814 0.32894065508003 -0.310363961902912 2.5031289512147006 PPID 0.0 0.0 0.569469169672872 -0.24552386811442506 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4078709250777143 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.42424437295397865 0.0 0.0 PPIF 0.10677993446210661 0.0 0.06430223802035008 -1.2015614307793094 0.044723082972795335 -0.27239429032722884 1.0566117661911227 0.0 0.0 -1.8172444956961182 0.0 0.42065799868237574 0.0 0.0 0.4160182192892561 0.0 0.0 3.4092048917699826 0.0 0.056928681424963275 0.0 -0.2935729024771107 0.0 0.0 0.0 0.0 0.4496397688457827 0.0 -0.3270623785925795 0.18598302755830573 -0.4397697259402811 0.0 0.0 0.0 -1.1724469368334285 0.0 -1.0054156541855466 0.0 0.0 0.0 0.0 0.0 4.40800965658934 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0737968152342878 0.0 0.0 0.0 0.9199185039303575 0.0 0.0 1.0814698898946669 0.0 0.0 0.0 0.0 -0.273813018062863 0.0 0.0 -1.5586805179051406 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PPIG -0.21628701238944678 0.19339861308608458 -0.16151044668722006 0.0 -0.2566110791896196 -0.661194483517495 0.0 0.0 0.0 0.0 -0.3198516668520158 -0.6390339510754797 0.0 0.35889583443601036 0.4359202515266219 0.04552669508410947 -0.8643881922870474 0.34676537516388795 0.8162346376641223 0.0 0.0 -0.3967524898971633 0.0 0.0 -0.6594295341211208 -0.02115690384237201 0.0 0.0 0.0 0.0 -0.2982704003593177 -0.46887523342181686 0.0 0.0 1.9201726857821602 -0.8245012840377853 0.0 0.0 0.0 0.0 0.0 -1.2668807184440671 0.0 0.0 0.0 0.6901770294771225 0.0 0.0 -0.8037254828762588 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8825741393733869 0.0 1.1982288606829852 0.9534125972061248 0.0 0.0 0.0 -0.7001137585380915 -0.8535936321680825 0.0 -1.07456566309135 0.0 0.0 0.0 0.34700710588502826 0.0 0.0 0.0 -1.2129797023318267 0.0 -1.7312879635224732 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PPIH 0.0 0.42521322341652323 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6750837217794914 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.27921564929876663 0.0 0.0 PPIL3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3325223808617945 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5491915291214093 0.0 0.0 0.0 0.0 0.46089764988592014 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9435437245646259 0.0 PPM1B 0.0 0.0 0.0 0.0 -0.18315898622243068 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.36906891370790657 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6486720324175493 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PPM1G -0.11917521778394946 0.5087870562562503 0.0 0.5226868348559162 -0.24005833520618894 -1.852120134491669 0.6454086436796668 1.820300864696882 0.0 0.0 -0.2140938939916106 0.0 0.6217679730427155 0.0 2.4268822808589894 -0.1982418897983962 -0.35697667988083825 0.0 -0.6193009529165563 0.0 0.61403403229877 1.4201066529587565 0.0 0.0 -0.7375095578232921 0.48260615011133784 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5325017904677231 0.5197681492115493 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9315849430337667 0.0 -0.8576170322336852 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4102174886379515 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.999657560461227 0.0 -1.90115410713902 -0.5083485524240241 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PPM1M -0.11977017451898384 -0.12607400662264376 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.29349772897954407 0.353370534793052 0.0 0.0 0.0 0.44219567528418136 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.601830269350524 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8866767297323385 0.0 0.0 0.0 PPM1N 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.7593771260059867 0.0 0.0 0.0 0.0 0.0 -0.27770613742856715 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PPP1CA -2.4235980532181465 1.7708056072811154 -0.6692026138137747 -0.3172517717075615 0.1619954139672218 0.5923281987178973 -0.9556459120962909 0.21694304131116335 -0.09759388259172 0.39777612924824673 -0.07346740785070265 3.4216650061107585 0.32368203131978784 -0.7738151375624985 -0.7954175480366213 -0.723343314238626 -1.2150725742391302 0.0 0.4060601384930586 0.0 -0.18382907349604027 7.485112268663517 -0.5897778971885395 -0.25502038310703656 -0.3127882065872867 -1.140620641401595 -0.969174916148563 -0.021651977727849585 -1.1788262435453976 -0.5866547338322764 -0.34989565153567753 -1.1240557960333821 0.9168088320628817 -3.477763408731426 -0.7057364907568677 0.3216885679859953 0.0 0.0 -0.617424579263672 -3.264624111720145 0.8283329768157944 0.6779808198503309 0.6737918245667883 1.3626027654980362 0.27514121890019255 0.3637630269199387 -0.5626533727178948 -0.22242642217522993 4.020616528558312 0.0 -2.14487275538895 -1.199353011811532 0.0 -3.861423836521947 -0.3397801517994621 -0.7873645200697417 0.0 2.4780686424850487 0.6017345845118927 -0.7271057909304415 -0.35131042733604306 3.790917092515322 1.363335809584506 0.0 0.0 -1.4636210290318183 0.0 0.0 -3.0600097066954706 -1.3416110886133397 3.0908206343363114 -0.6009979105870299 1.1711427835999935 0.0 -1.2398418488448766 1.5106532159685817 0.7331016603825483 -0.26054017472298513 -1.1784008865373068 -0.6353900961550162 0.2570803341038782 0.0 0.0 0.0 0.2282592519680625 0.0 PPP1R12B 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.33891672817765023 0.0 0.0 0.5510268570104281 0.0 2.2904128469582306 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.140574729144347 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PPP1R14A -0.34412419977892184 -0.23487198120613043 -0.1553854770809863 0.014317219190384449 0.3255691342512255 0.0 2.021016790211787 0.0 0.0 0.0 -0.40130273193304045 0.0 0.0 0.0 0.0 0.0 0.0 -0.4140658063184118 0.437982484360779 -0.35407658176803086 0.0 0.0 -1.1383404555878738 -1.0410824366999765 0.9252323787673135 0.0 0.0 15.230046520496723 0.0 0.5487334532938948 -0.38400731905137486 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1895372073281223 0.0 3.6173581577961573 0.0 0.0 0.0 -1.4442223970368482 0.0 0.0 -1.1587695263523519 0.0 -2.7695009341338848 0.07639532537221452 0.0 0.0 0.0 0.0 0.0 0.0 -1.2166236570394486 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8394456460375924 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5991897046064969 0.4413584726728512 0.0 PPP1R14B 0.07804448570081664 0.0 0.3261305521964318 14.861246854027875 -1.2664939057441311 -0.9417540886066057 -0.8029090386152824 0.0 -0.8068679756951808 0.0 0.6652234120303971 -0.3010267287472362 0.8337649936393947 -0.4207580384721219 0.0 0.5765155672363492 0.8463578610068022 -0.3303038374609479 -0.773682424035252 0.0 0.0 0.0 0.8157795524091358 0.0 0.5193231391133183 0.0 0.0 -0.5360433193888504 -0.7876761815397433 0.0 0.0 1.385505504015606 0.0 0.6477054655958734 0.0 -1.145194798336026 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8988988356067846 0.0 0.0 -1.6291866352799371 0.0 0.0 0.0 4.220162997451149 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1999015110035829 0.0 0.0 0.0 2.4135619422583967 0.0 0.0 0.0 0.0 0.0 -1.3911281364505677 0.0 0.0 0.0 0.0 1.8721658109957897 0.0 0.0 0.0 0.0 PPP1R15B 0.0 0.0 0.1610197223096189 0.0 0.0 0.0 0.26475407000380347 0.0 0.0 -0.2798439491715903 0.0 0.0 0.0 0.4755779004159043 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8409550888648993 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3433706392175395 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9617273853813618 0.0 0.0 0.0 0.0 PPP1R16B -0.12867841370198857 -0.13938485466122552 -0.16728425536572764 0.0 0.0 -0.2295033273301037 0.0 0.0 0.0 0.0 -0.24058788022108205 -0.6841216917199925 0.6255983281419962 0.0 0.34467631989173786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4747661966065726 0.0 0.0 0.8807683168067545 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1700101892291486 0.0 0.0 0.0 0.0 2.908013013533319 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PPP1R7 -0.14906352846701124 0.3865587839998784 0.0 0.0 0.2514284522062932 0.0 0.0 0.2877581658188982 -0.25424756971062074 0.0 -0.32178832161007176 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4013325292457154 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.540629777602517 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7731822928324176 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7026687484163155 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PPP2R5C 1.1673272637211567 -0.10519666934947415 0.0 -0.21381637791283434 -0.1432268486528622 1.6245119068479867 -0.3816567440170964 -6.04418630207397 -6.707661419677006 0.0 -0.09551923443683903 2.59015758949834 6.831982021723084 -1.7609671770413902 -0.38956672354242605 -0.20534268857602128 -2.39507730863698 0.582392037767077 -4.139077876414448 0.37654545883735796 1.0004890104886393 2.7800793913273214 -0.38636313864236527 0.0 0.0 0.49238222092585965 0.0 0.0 6.3629443143143645 0.0 0.4533123713927109 0.0 5.1401707676300035 0.0 -0.328706447751179 0.20965453812861265 0.0 0.0 0.0 0.0 -1.451668979615703 0.0 -0.5567662578135248 9.54185518966835 -0.1034974689569601 0.0 -1.3257151339223987 -0.5984472782839043 1.9328000816883286 0.295682581799527 -0.9061623234324075 1.8725287741280578 -0.42405945703666886 0.0 0.0 -2.426723853298712 6.623385468812043 -1.4964819957507043 0.0 -0.20408493856900126 1.0713589146605746 0.7833711815606299 -0.38272620604104074 0.707033812840284 1.4368080089684492 0.9159134091317952 0.0 0.0 -1.9810362175896323 0.9861604172880281 13.587516564664455 -0.08685390996260756 0.0 1.3357024262932151 0.0 -4.851923573195397 0.0 -4.4558129954843215 5.105311585933051 0.0 0.40478289432842907 0.0 -0.8160195013402929 0.0 0.0 -0.5645684034859124 PPP3CC 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.862512644529418 0.0 0.0 0.0 0.0 -1.1785193221362988 0.0 0.0 0.0 0.0 0.0 -0.347066440491277 0.0 0.0 0.0 0.0 0.5318549624780522 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7014835699261975 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3873711867497593 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7860993451865165 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PPP4C -0.4199481616314961 0.16329600444359937 -0.14113830034424515 0.0 0.0 0.0 -0.5367608158282273 -0.2380068182174447 0.0 0.0 -0.045246821063723255 -0.2586875359813541 0.0 0.0 0.0 -0.356068164024138 0.0 0.510234473116351 0.35716409609569943 0.0 0.0 2.3751029907325663 0.4786851785495829 0.0 0.583576493517569 0.0 0.9336235562494174 0.0 0.0 0.26093659881964093 -0.4836189445759878 0.0 0.0 -0.8672717502092478 0.5183978046151577 0.0 0.0 0.0 0.0 -0.7662227817760557 0.0 0.0 0.0 0.0 0.0 0.0 -0.5884107344981959 0.0 0.0 0.0 -0.8368521848439104 -0.9379322461102448 0.0 0.0 0.0 0.0 0.0 1.2717527629886758 0.0 0.0 0.0 0.0 0.9919405828453759 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2148965469840174 0.0 0.0 0.0 0.0 0.0 0.0 -1.1371279873728388 0.0 0.0 0.0 PPP6C 0.0 0.0 0.0 0.0 0.0 0.0 0.2449483688102372 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6469096611918153 0.0 0.0 0.0 -0.7820529292498444 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5150490128918489 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PQBP1 0.03080479583353246 0.09625358737704377 -0.20538694544787234 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.27765665644023857 0.0 0.0 0.0 -0.364222945972135 0.0 0.0 0.0 0.0 0.0 -0.5051065109214938 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3062560070532466 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7296385494411696 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7099304314721157 0.0 0.0 0.0 0.0 -0.8155497313862837 0.0 0.35888790583071284 1.0742420544714832 0.0 0.0 0.0 0.0 0.8910641328614387 0.0 0.0 0.0 0.0 0.0 0.0 0.25153620054878323 0.0 0.0 0.0 0.0 0.0 0.0 PRAF2 0.0 -0.10763857759847477 0.0 0.0 -0.1541397152102135 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.27129272907370294 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5840632860044265 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRC1 0.0 6.464693378984758 0.0 0.0 0.0 8.924447529999865 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRDM1 -0.3354983774998751 -0.16597315956409073 -1.2965973747751411 -1.134808543084488 3.8248507019029376 -0.36473833969146935 -0.1475486289772189 5.280471836916498 -1.6741022018838614 -0.837933855394117 -0.004505570392995928 0.8535568157274396 -0.1952253434339834 -2.0435454337941676 0.0 0.4645502880355819 1.5273940564068103 -1.909679669030353 -0.7902717261319276 0.8226322400015093 -3.0301930488223143 0.6205331126433459 -0.3642128275754698 0.0 0.0 0.0 -0.43304674209159927 0.0 6.187811120958424 -0.19649626267199 0.03343173448221934 0.0 -0.14843475735037187 0.0 0.8907854569122838 -6.950579710144125 0.8017708215825387 -1.4982042220184275 -0.621161501586006 0.0 4.3249674073724345 0.0 1.321592013060683 -2.7580152869295724 0.6303166226668895 -1.0537293544718882 -0.6109515478685816 0.15622931322122208 0.10633258915707991 0.0 0.0 -0.7689099913378902 0.0 0.0 -0.2642325698540694 -0.9546522194201593 -2.5428025881675684 -0.6774295079995843 1.4154800540145358 -1.2040763900949483 1.570434748585089 1.934043379304417 0.0 0.663456776119021 0.0 2.0671825661880168 0.0 -1.05418138317205 1.9339578143490814 -0.9628923431437268 2.7762188233752356 0.0 0.0 0.0 0.0 0.0 1.4729041154221114 0.0 1.7158003683431187 -1.0566070375420284 0.5549084442429157 0.0 0.0 0.0 0.0 0.0 PRDM2 0.0 -0.1239006949110365 0.0 -0.19000456697622464 0.0 0.0 0.0 1.4770966909445102 0.0 0.0 0.0 -0.3391813145870991 -0.31595762624811324 0.0 0.0 0.0 0.0 0.0 3.8252773287975033 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39551002778009564 0.0 0.0 0.0 0.0 1.1498355323577303 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5040677185930853 0.0 -0.6629258383255374 0.0 -0.7248936208303568 0.0 0.0 0.0 0.0 0.0 0.0 1.0176891892594753 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRDX1 -0.8574833219771192 -3.996876504186953 -0.061854567046271756 -2.089750463938059 1.7591032127573827 -0.8438958101265158 -7.432514157242446 0.19171874939131395 -4.587180204716201 0.31506289931154874 -1.6003155616527336 -3.069026243520679 1.3592837916610074 4.806141727987062 -4.287171896051717 -1.9905625118750787 -0.05143955854972163 -2.521857591488792 4.00979163630784 8.676002169543619 1.0124465174867647 -0.11511897506508512 -0.059631950601957515 0.6687751064247462 -0.4352567108585417 0.8515568124617747 -2.6020512702861414 -1.0030185592140928 1.2919740605459635 0.012067131652044871 0.2793567741223714 -5.298708313183487 2.478374289759685 8.667600945097632 1.8899286753035096 0.02190730921433885 -3.593179778212888 8.36161300401254 2.1463130459760493 -0.8380869624535946 -1.1381456115753854 1.9045735883871333 0.7722210785158912 -3.3261029038526755 0.7685765515482591 -2.2909350936464365 0.7486761571231085 -0.8055967856981106 -3.0612534988496156 0.6806599781283292 0.6749257757196497 -1.4187863855846312 0.7859058800398504 -8.953156343526427 -1.2337860257477804 -3.1453892548340563 -0.8192193741627415 0.2132448803965011 1.7951560225406398 -0.8398614713649727 -0.9358566195709631 1.0845420974069937 0.3946624210258341 1.04808126903756 3.7562214932921525 3.9985729112408115 1.3700088005205162 -2.9515011156657707 1.2188484768484682 -0.9122370382112915 1.887226556889266 0.2464968915150098 3.574533033633905 0.0 1.5351023500939627 2.515332568657887 -0.35765716938503106 -1.131729337008974 6.304386163252465 1.6115843434615464 0.0 0.10844253287077343 1.0040776477101574 -0.1251451274034628 0.15547234370519086 -1.8107716740727298 PRDX2 -0.6805420192360414 0.530057485959906 0.6003228462907554 -2.697477123058109 3.182253654771854 -3.458154021898224 0.6135720675651554 2.9680336882086005 -0.1865493911899386 -0.5896941449300707 -1.2049325737440126 0.06105970408958192 -1.342605268028059 -0.3903328032824643 5.188605945065763 -0.2615303165200149 0.0 -1.6071521537026092 0.0 0.0 1.2711097263752043 -2.294284922871496 -0.4513418456229713 0.0 -1.5108171498442404 1.7992709973162302 1.773258458596833 -0.38182249538023444 0.0 -1.03878212288338 -0.197503739285121 -2.322180061250818 0.6486895253278953 -1.8727677792931448 0.6391404855850357 -2.335370591076337 1.0433578670231773 -0.7824102126559618 0.7936893473195198 -0.05571195317743882 -3.5545144800188995 2.1107338986776667 0.0 0.04011524783123287 -0.7624774393959913 1.424653065587838 6.254665765793071 0.5315828710797457 -0.10867318182267395 0.0 -0.7633307956138312 -0.8652662632155165 0.0 1.0545724904985045 0.5280566519979256 1.1930040671973472 -1.0087539817983096 0.4493315200025292 -1.6745728185145474 0.5712651524157009 -0.3823850481970215 -0.19292295117438263 0.0 0.0 0.0 2.4873636754249793 0.03752487650504577 0.0 -4.312725181906659 -0.37709209248081577 0.0 -0.26894230393427465 -0.30272290880789793 0.0 -0.9398529442803764 0.0 0.0 -3.987211128913013 4.519261341240976 0.0 0.0 -1.7716144245307963 -1.0164087382397875 0.0 0.0 -0.3431959764023714 PRDX3 -0.1598242401962852 0.8882989702860876 -0.2259998485535059 0.0 -0.21909852816707906 0.1944966526432932 0.24922254069931657 0.0 0.0 0.4184821537033158 0.0 0.0 0.0 -0.4138569990945479 0.41031916010937747 0.0 0.0 0.0 0.0 0.0 -0.5278164492307643 0.0 -0.28827826641140564 -0.28057979445281495 0.0 0.9977413080033003 0.0 -0.5528136437456161 -0.9666770398677194 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5043993014644556 0.0 0.0 0.0 0.0 1.3120732711962066 0.0 0.0 0.0 0.0 0.0 -0.5359365392076201 -0.8922264188848218 -0.5110156309752927 0.0 0.0 0.799360777339404 -0.9722181472341628 -0.5251423905804952 0.0 -0.7855916911704016 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.29378335927779436 0.0 0.0 0.0 0.0 0.0 -1.1003397354354145 0.0 0.0 0.014913091859015903 -0.3672995404660696 0.0 0.0 0.40848774682027 0.0 0.0 0.0 0.0 0.0 PRDX4 -0.5553697479015056 -0.050346368399371094 -0.23623272131111334 -1.9148696683831554 15.248978832319798 -1.3838970836552367 -0.2148901905945146 -0.20643893455372614 -0.20355316028237222 0.0 -0.3045606648452143 0.0 0.7381846343738875 -0.461496378799744 1.44091887397825 -0.46005241957342474 0.0 -1.2382891013146495 0.5172945133013069 0.39454505365741255 0.0 0.0 0.946813065566266 0.0 -0.6625955205798707 0.0 0.0 0.0 0.0 0.0 1.8352728293840186 -0.6936149609457503 0.0 0.0 0.0 0.0 0.0 0.8459297055289429 0.9800399861776767 0.0 -1.2380932816673325 -1.623757909564794 0.0 0.0 -0.6456389691248876 0.8345437385396605 -0.6851117689090976 -0.9018960068304697 -0.9116410454664877 0.0 0.0 -1.2173674306517401 -0.2661827179452892 2.888152071650858 -1.0876656129001416 1.2640787662446569 0.0 0.0 0.0 -0.28062982871182346 0.0 0.0 0.4960599959419054 0.2743328058336972 -0.4761592871720753 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.42876580219847477 0.0 0.0 0.0 0.5513396536338182 -3.0696202023992862 0.0 0.0 0.9372498826424127 2.5915031170218183 0.3579012396629033 0.9396597391768035 0.4887874451378811 0.0 PREB 0.0 0.0 0.0 0.0 0.2529503469335646 0.0 0.0 0.0 0.0 0.0 0.23910311427327693 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8685515516208795 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRELID1 0.5024990214868186 -0.3433886977262986 -1.0919058471560315 -2.435187792813227 2.7994826330636244 -2.910089155039384 0.34999316659769303 -1.4438423166673768 1.930634413675974 4.179845693417281 -0.15277327952368777 -0.39624816473095154 -0.03818673730825106 -0.5577645074987867 0.6499128309081276 0.5123739537658089 -0.8032069335055293 4.143847742744538 -1.1354273159607151 -3.113825636192242 0.0 -1.3960209122266096 -0.5690158024408896 -0.6663932349606518 -0.09497031878708229 0.1518810041453721 -2.6061378802063007 -1.8457906025772217 0.32685498749169994 -0.1819887771018536 -2.312242694825176 -0.519108008920489 -2.4714956873331397 5.846542422276772 -0.6214374396878639 -0.697883685101116 -0.9402515520342242 -0.9409711373544045 1.2085048543779806 -3.9385850030819474 0.4694986888967444 0.0 -0.8081875828693693 1.744614368339835 -0.5997564710304033 1.5939552827772012 -0.09129977462570363 0.0 0.0 -1.081392485756004 0.0 -5.885098992284752 0.0 -1.271282587573243 0.36809940520311707 -5.0723625769173575 -1.3603180574013518 -2.3174140197729503 9.55400162763459 -1.6362370797219958 0.4527674915013195 0.43991413673320695 -0.25624632040501055 -0.297213382377916 0.0 0.0 0.0 -1.2005806797865417 0.0 -0.40501390817539135 0.0 -0.3456530331993707 -1.5303804540362156 0.0 -4.835505431071972 -2.566303575631346 0.0 -1.1567372092383539 0.0 0.0 -0.6521308737891172 0.0 -0.364311110358655 0.0 0.5096324626334253 -0.0482917541917411 PRELP 0.0 0.0 -0.162947953687852 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.2181608245337197 -0.3343849981749116 0.0 0.0 0.0 -0.6754389183421017 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6523652618363658 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5259946826196489 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7035742989366773 0.0 0.0 PRKCA 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.28502637763500327 0.0 0.0 0.0 -0.7401382280656736 0.0 0.0 0.0 0.0 0.0 -0.45477969825304493 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRKCH -0.7987919385336122 -0.33100306105114397 -0.4855036530558598 -0.09520333121919514 -0.36929088752834066 0.8989232354673425 -0.463693039992962 0.0 1.026674703912497 0.0 0.0 0.8401470224928346 2.1979474913541286 -0.39118662731385323 0.0 -0.628776736552593 0.15639424463876095 0.0 -2.2891697653564367 0.0 -0.17495130509773033 1.113068275186661 -0.34137020435359394 2.9596094854160295 -0.3480674574522163 -0.7123431678732665 0.0 0.0 0.0 0.0 -0.4476001387819254 -0.6835148278164898 0.0 -0.5415109241890302 1.345013811128417 0.5567065175548411 0.0 0.0 -0.5835120305384693 0.0 0.0 0.0 0.0 1.7391865978041885 0.0 0.0 0.0 0.23656073630172614 0.0 0.0 0.0 0.0 0.0 -1.3893996541809408 0.6285688905946366 1.0359953993203164 -1.4060859730605422 -1.334829056337283 0.0 0.0 -0.2329513576268606 0.0 0.0 0.0 -1.0496263519287878 1.6635046044086088 0.0 0.0 0.5984636061329855 0.0 1.7184625565685032 0.0 0.0 2.570215334149379 0.0 0.0 0.1839477329851212 0.0 -1.4036073405393137 0.3290993034994575 0.0 0.0 1.1028579884312033 0.0 0.0 0.0 PRKCQ-AS1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3500676778514882 0.0 0.0 0.0 -0.8585972909806778 0.0 0.0 0.0 0.0 0.0 -0.37668542902417607 0.0 -0.7775951421666991 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.46334031993493435 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -7.942514949681112 0.0 0.0 0.0 0.0 -0.8432718188730284 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRKCQ 0.0 0.0 -0.19743278241565135 0.0 0.0 0.29283029407501515 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.703235999335557 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9507959053745662 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRKD2 0.5355094237243471 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3662207050421252 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRKDC 0.0 1.5452788359975604 0.0 0.0 0.0 -2.6528490402975664 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.0542564321265244 0.0 0.0 0.0 0.0 0.0 0.0 -0.3928442267164479 0.0 0.0 0.0 0.0 -0.41604308622854197 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8669932179788331 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1169283514782855 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRKRA 0.0 0.0 0.0 0.0 0.0 -0.20377631728336992 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.32164630259787985 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.253107795498917 0.560618151551111 0.0 0.468740383346615 0.0 0.0 0.0 0.549742255751698 0.0 0.0 0.0 0.6255738670818837 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3714094487125006 0.0 0.0 0.0 0.0 PRMT1 0.0 -0.38771379407755974 -0.571297983620184 0.0 0.31578553537069165 -0.2152459480656595 0.30948103506462127 -0.22633100439209128 0.0 0.0 0.0 0.0 0.0 0.0 -0.4192870343768532 0.0 0.0 0.46297843963764873 0.0 -0.8338595197758684 0.0 -0.41762543013519504 0.0 0.0 0.3799949295306239 0.0 -0.39620277006951715 0.0 0.0 0.0 1.445595911440507 0.0 0.0 8.960560045954326 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6525046813211156 0.0 0.0 0.0 -1.021265591891362 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.7921139009383538 -1.1912389709636273 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8442974981590128 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRMT2 -0.5583944408515393 -0.13910812125911026 -0.7333691576400325 -0.39233055202388045 -0.2586663030148823 1.4044331154621252 2.3233712172283156 -0.22192247650426666 2.4384031513451676 0.0 0.6362801180882652 3.2282178567157938 -2.922835172970447 0.0 -2.140927168183522 -0.8956437122189844 1.7662408404230463 -0.8880813433360532 -2.9499127488336803 0.0 1.1340701489342528 0.8168616794082099 -0.30903436621757885 0.0 0.0 0.26333407137162435 -0.4371053988048104 0.0 0.0 -1.2837594675967947 -0.48868925696152227 0.0 -0.21505062181577816 -1.7339469256537523 0.45595985419457097 6.242608757641311 0.0 0.7382078131695188 0.0 0.0 -2.585826116646049 0.0 -0.607553964294472 1.5445288536058221 0.8481585518868621 0.0 -0.5860269618854534 0.0 0.0 0.0 1.1400431823532307 0.0 0.0 0.0 -0.4958292645445808 0.0 -1.8911045771953023 -1.4542594256526338 -1.3476190872615659 -2.8244035493780157 0.0 -1.4824041412578242 -0.24970642118961747 0.0 -1.2418352814630789 -2.388267843890685 0.0 0.0 -1.4734882784657466 0.0 -14.233240625322185 0.0 0.0 -1.6849444744061635 0.0 0.0 0.0 0.0 -3.096668692171898 0.0 0.0 0.06482763837031022 0.0 0.0 0.0 0.0 PRMT9 0.06816090995670396 0.0 0.2188182679012912 1.8011444138364672 -0.06628876084048439 -0.2487421747386227 0.6455666037034248 0.0 1.4284335755224598 0.0 0.5772421040932808 -0.6203066808915443 -0.25752194183111454 0.0 0.0 -0.37481121239055654 0.0 -0.5929457784576808 0.0 -0.8843055437729668 0.0 0.0 0.0 0.0 -0.3808260994662937 0.0 0.0 0.0 -0.4388760307656183 0.0 0.0 0.0 0.0 -0.6296653774373449 -0.4174357836398418 0.0 0.0 0.0 0.0 0.0 -0.895644651656902 0.0 0.15269084298190094 0.6998030634580761 0.0 0.0 0.0 0.0 1.143063064908575 0.0 0.0 0.0 0.0 -0.8173050877357464 0.0 -1.8994081068450495 0.0 -0.5067508003399802 0.0 0.0 0.0 0.8078421603802081 0.0 0.0 2.0151929242010396 0.0 0.0 0.0 0.0 -0.42007357606601003 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PROX1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4080890755999236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 12.060872198448063 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRPF4B 0.0 0.0 -0.23365208908296445 0.0 0.0 0.31365448930739864 0.31016048258458456 0.0 0.0 0.0 0.0 0.3347761936234196 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5492358666414148 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7222524216445212 0.0 0.0 0.0 0.0 0.627461207125436 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0489731687194948 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.44896125258659897 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9921256419912845 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.824601273624913 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRPF6 0.0 0.0 -0.24020364621728363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.36407145184044565 0.0 0.4250305241872498 0.6932800273085428 0.0 0.0 0.0 0.0 0.0 0.5420670548504212 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3175054256116232 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8619437669447052 1.2200774720678542 0.0 0.0 0.0 0.0 PRPS2 0.0 0.21056079223623325 0.0 0.0 -0.23162651012365262 -0.20718797640341693 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9645293463280561 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRR11 0.0 1.4718820289098937 0.0 0.0 0.0 4.7726997839785925 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7217497829409228 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRR5L 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.21633438662626517 0.0 0.0 0.0 0.6355126007958593 0.7583699609417263 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4255108066918253 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8453308468248699 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PRR5 0.1591725409944888 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.961396081453619 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9682834654419874 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9736532522225596 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PSAT1 0.0 0.0 0.0 0.0 0.0 -0.328609693448587 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4108406669991525 -0.3411431389063507 0.0 0.0 0.0 0.0 0.0 0.6749060253700392 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.564061639904655 0.0 0.0 PSD4 0.0 -0.14874606612120017 -0.1545694337693763 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 1.8040001496108689 0.2503414826823847 -2.5519848990228806 -1.2326961720533025 -0.4024752598058053 0.0 0.0 0.34416431780579215 -1.3961122170839786 0.0 0.0 -1.7368619132686085 -0.003489068311020027 -1.0224497351636466 1.5251702659741666 0.0 -1.3274592801632425 0.0 -1.0561527514406572 0.0 0.0 0.8695399611788199 -0.563131530071484 0.0 PSMA2 1.2578700186569503 0.4549558754750016 -0.383469784056867 0.05004619071180866 0.2164208343898045 -0.6317531835685944 0.0 0.2976607029793449 0.2225571495581317 -0.6813151143179407 0.36511461619016594 -0.29742478656864624 0.0 0.0 -0.32399242661954075 0.0 0.0 0.0 -0.36408242721390344 0.0 -0.13839714225998953 0.670796505150143 0.0 0.0 0.0 0.0 0.0 0.0 -0.7909932266313396 1.5449177520268556 -0.5490419045662006 0.0 2.7453146268639883 4.381136370876672 0.0 -1.0616320069630267 0.0 0.0 -0.5314629224730394 0.0 0.0 0.0 0.0 0.0 0.2871891063324675 0.0 0.0 0.0 -0.6184654906474176 0.0 0.0 0.0 0.0 -0.8931169702548972 0.48530009030344123 0.0 -1.0272322765224717 0.0 0.0 0.0 0.0 0.6954591518792431 0.0 0.0 0.0 6.753175835599766 0.0 0.8415427191024243 -3.935244365893085 -0.4373184504666424 0.0 0.0 0.0 0.0 -1.21643891243127 0.0 0.0 2.4528121387948336 0.0 0.0 0.0 -0.9866942061076008 -0.2694576195259809 0.0 0.0 0.0 PSMA3-AS1 -0.325808747878604 0.0 0.0 0.0 -0.434931028935101 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.34924854023337426 0.0 -0.38510171535207055 -0.156192367625124 -0.4032214830159736 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5219092368180541 0.0 0.0 5.108328635896876 0.0 0.9600946490673024 0.0 -1.49119376900796 0.0 0.0 -0.9850170313864568 -0.3639040193089744 0.0 0.0 0.0 0.0 0.0 0.0 -0.815526129426417 0.0 0.0 0.0 0.0 0.775755893535653 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22362394380372055 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1566684209712563 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PSMA3 1.5036843266456068 0.09454093382331989 -1.158176033829679 0.46109089568609873 -0.2564471427236835 0.0 0.29319244639756276 0.28718486349362476 0.07747885989497816 0.0 -0.2754831854991042 0.0 0.0 0.0 0.0 0.6056353513428527 -0.5849528537000859 0.0 0.0 0.0 -0.4089877551994817 0.24187446037484867 0.0 0.0 0.6731676842784098 0.0 0.0 0.0 0.0 -0.597276542690174 0.0 2.3805593598224313 -0.6003000306636291 4.486541725520228 0.584524964411497 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7274987377747434 0.0 -0.2935612938535823 -0.7557254682733673 0.0 0.0 -1.8245616824222068 -1.2559963284800892 0.0 0.0 0.0 0.0 0.0 0.9028755557890644 0.0 1.4698222459567851 0.3288984577060734 0.0 0.0 0.751755398109371 -0.27512249833046687 -1.01008970526096 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3729489610662797 0.0 -0.715074585904787 0.0 0.0 -1.6765004504152141 0.0 0.49405022683774985 0.0 PSMB1 -0.5555036075811888 -0.8496111150545194 -0.35489077595131224 -1.440003089184105 0.09016181091074212 -0.2682572742446738 0.913097107972659 0.7468792936520112 0.526787749442926 -0.27716306694463344 0.3942484036851013 -0.4037806591909449 0.31054142877949525 0.0 -0.11828530521530183 -1.6475504135577452 0.24340269685259244 -0.3725205822864677 -0.36785939863863887 -0.7554498330887472 -0.387522811707129 1.7800655689271259 0.9761638798960455 -1.3108370891409975 -0.29678580335398036 0.6552294697330013 0.0 -0.7615675854994249 -0.10866218013812459 0.50435548030892 -1.2725553718859175 0.896381323835894 0.29613206215331705 2.4748503308441308 1.379332215810856 0.503059116245081 -0.35313024005098687 -1.5245732022449716 0.0 -3.6470177301513846 0.0 -0.9303612476168992 0.7393212571282926 -0.10391941398160195 -0.03488287753921826 0.8770962538718824 0.0 -0.8896110527307753 0.0 -0.7769965340159299 -0.818402505224615 -1.0480833272266783 -0.49301145788692396 -1.3969704275324337 -1.215169176371143 0.0 0.0 0.0 0.0 0.0 -0.9112500405732514 1.6940626972167747 -1.0583121782411526 1.1131735095078568 -1.3555396422422632 0.0 0.0 0.0 -1.1650105633805237 1.0870582193529092 -1.364879538261724 -0.26851984751241076 0.04161170858644159 0.0 0.0 0.9407099687437824 -1.8704116520757057 0.0 0.0 0.0 0.5816944009266011 0.0 -0.8166758239709495 0.6068567224539763 0.5147620767366616 -1.0568786986060477 PSMB2 0.19744005029997197 0.5918867214395123 -0.2722101128518882 -0.26261216576725976 0.41279554795967055 0.28346222805492294 0.28407589033619723 -0.2233598037112848 0.0 0.0 0.538423239676701 0.0 0.3985704737205197 0.0 -0.36592835038854105 0.0 -0.41319829167850974 0.0 0.43237510723652095 0.0 0.0 0.5214581522935233 -0.4699540000009935 0.0 -0.4193307034052504 -0.40880607650250034 0.0 1.0906937502132459 0.0 -0.1190067202770765 0.4478409690431034 0.0 -0.5357108975009522 0.743509289061393 0.5724898153740892 0.0 0.0 0.0 0.0 -0.9056946861240645 0.0 0.008900160814699576 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0122516840124047 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1767608200825674 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5946027377205888 0.0 0.0 0.0 PSMB5 0.20422519954007715 0.0 -0.0630990969116649 0.0 0.0 -0.3010023890100798 0.0 0.0 0.0 0.0 0.20378687342491855 0.0 0.0 -0.335995747131731 0.0 0.0 0.0 0.0 -0.6533195027838656 0.0 0.0 0.0 0.0 0.0 0.11914636301661742 0.9118684860440675 0.0 -0.4985144567728264 0.0 0.0 0.0 -1.4024912243299241 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6548480928181092 0.0 0.0 -0.5517764071872958 0.3009302066926535 0.0 0.6236703140233509 -0.7923329537949858 0.0 0.0 0.0 0.0 -0.8549996727020474 0.8352109275079367 0.0 0.0 0.0 0.0 0.41902411629753405 0.0 0.0 0.0 -0.4537890561607192 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.24605884987990137 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.36892139600349294 0.0 0.0 0.0 -0.769331545263021 0.0 PSMB6 -0.3443784989922098 0.19377886534174793 -0.9069362512875909 0.0 0.9680377188706716 0.6572396025538865 0.1404116947036633 0.37278218876143593 0.4373915392885625 0.5691518521667365 0.5159976425882254 0.053483745398420296 0.0 0.0 -1.1473228033037264 0.0 0.0 0.4504480906710899 0.0 0.7691378969641749 -0.6877843811979759 0.4713309428172041 -0.3057020581832174 -0.4014459384206403 -0.5267633214586147 -0.09206882838015185 0.0 0.0 0.0 -0.1517720098049004 -0.050953193035378756 -0.9374539426641441 0.0 0.6892467501286462 0.528156022846561 0.42627712500950676 0.0 -0.631509398790914 0.0 -0.6783754671477072 -0.5276856106410113 0.0 0.0 0.0 0.23209274146829842 0.8914101016774121 0.0 0.0 -0.9237961646118951 -0.7949653912614589 0.0 0.0 -0.129394384511342 -4.551648992440126 -0.8705848130122641 0.0 0.0 1.151673562283913 0.0 -1.0443942461363533 0.0 0.0 0.0 0.27279698536428193 0.0 1.0612562621243264 1.3876682420573239 -0.8843065677703998 0.0 0.0 0.0 0.21513254775507645 0.33557593156975274 0.0 0.0 -1.4271603956611576 -1.7375916632630364 -0.5295656556035958 -1.3792329383009263 0.0 0.37775620864816445 -0.9890683738376497 0.0 0.41519979251294015 0.0 0.0 PSMB7 0.5847103736168484 0.14723222511888454 0.42760062216326294 -0.4480069094449023 0.0 -0.024154466319310314 0.26373650030971785 0.0 0.0 -0.6744750708275998 0.0 0.0 0.0 -0.5719170079356751 -0.2896008050273879 0.0 0.0 0.0 0.36017020260998656 0.0 0.0 1.0470236685865104 0.0 0.0 0.0 -0.45345609184850216 -0.39126006488827003 0.6189198249282574 0.0 -0.5261995071527789 -0.004903290816720827 1.2118590913964278 0.0 0.0 -0.5660134424835895 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7173081904318461 0.0 0.0 0.0 0.0 -0.6592629669603268 0.0 0.0 -1.8165426481351625 -0.5770668246793617 0.0 0.0 0.0 0.0 -0.718260833006001 0.0 0.6567187349350011 0.3122720823677384 0.0 0.0 0.0 0.0 0.8688712748085636 0.0 0.0 0.0 0.0 0.0 4.042426196199365 0.0 0.0 0.0 -0.27458810849245 0.0 0.0 0.0 1.3719168621199669 0.8227525701015004 0.0 0.0 0.0 PSMB8-AS1 0.0 0.0 0.19505711535917358 0.0 0.0 0.9893235578893801 0.0 0.3971837073311694 0.2152689114929867 0.0 -0.37808832496646355 -0.4020713530047284 0.0 0.0 -0.9907208564499961 0.0 0.0 0.0 0.0 0.0 0.5181545469353259 0.0 0.0 0.0 0.0 1.097073587114045 0.0 0.0 0.0 0.0 0.4020740823680821 0.0 0.0 0.0 0.0 -0.6021884833579387 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7998993262815012 0.0 0.0 0.0 0.0 0.0 0.0 1.8751680066953835 0.0 0.0 0.0 0.0 0.0 -1.9184549250830643 0.0 0.0 0.0 0.0 -0.8732458255186505 0.0 0.0 0.8457247983180111 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0447368904049439 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PSMB8 8.447942497573603 1.1263219907840072 -1.0782212966901759 0.3263964435494747 -0.4638762283518667 0.5225830182900092 -0.9876659815068585 1.8927908438480086 -0.7954797264310038 1.4304708744612045 0.10523864062592508 0.7484899216264368 0.04391686801148842 -0.11354414226574279 -0.4017165837381283 -1.0712652940421457 -0.520031379916323 -0.39340494570152756 0.08829473382872553 -0.40210558733980023 -0.334898906651433 6.668225402721662 0.509896991097052 0.6605916137483578 -1.4516127554037446 -0.017804564479190654 -2.866358233186295 -1.2841235754531675 0.6195462426480751 -0.20284388558764335 -0.5343600511009163 -1.5538821458989502 3.0269676009364357 2.7324728199622053 -0.6881783514763631 -1.210034619704768 -0.32508857224665866 0.0 0.7814914978826334 -3.1580738563543838 0.9892609030442895 -1.457560319350515 1.0221377555537783 0.0 -0.2809198637331721 1.1977615184941721 0.0 0.26408010029258233 0.863393501954888 -0.38531302030126086 0.9478550175008981 1.0107339939215783 1.2530940953070444 -5.0579053502305 -0.7291700387198917 0.0 0.0 0.5801309416682466 -0.8644243594583779 0.0 -0.3533043717206163 2.626550191994977 -1.1842590159401272 -0.009541838634146075 0.8108680784307195 0.0 0.2654642888439382 -0.5190006725993213 -3.7713074629030046 -0.4354709491066669 0.0 0.0 1.2973916258033342 1.6720365088449842 -1.3460223124712298 0.0 1.957077056228298 -0.2425466281140322 -1.9707151785794008 -0.7175498265059941 1.5463316347414615 0.0 -1.8378983423829756 0.29886863169994515 -0.8554140134935592 -1.3872130753253509 PSMB9 11.708602822305146 2.7295574618285685 -1.4361400040683054 -1.6673471807692448 -0.3521235412852131 1.2427375066055384 0.7182507190121713 -0.47529905548573115 0.515620138171129 1.6505666669099588 1.5991659902811202 -0.8716186064223826 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-2.0236817458254905 -5.5857411179649175 1.184381965171522 0.0 0.553364932074784 -1.9278226576121917 -3.863667136743854 -7.823926870931163 0.0 3.0032808182272754 -5.09589717350156 11.631770659630842 -0.13622346963331503 0.23822236624832413 -0.9685469938451032 0.5702049233543935 0.3389063964514113 -1.636958522937417 0.3689803129150291 PSMF1 0.0 0.0 -0.3023268633469684 0.0 0.0 0.2806866663286565 0.0 0.0 0.0 0.0 -0.2515977715639385 -0.349766828390768 -0.34114145224941245 -0.3653377150887955 -0.9703130905429432 -0.2964135976790476 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5752962508054448 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.01604978293784 0.0 0.0 2.1517753560247734 0.0 0.0 0.0 0.9431280445763998 0.0 0.0 -0.9089549034778138 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1175207227956265 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PSMG1 0.0 0.0 0.0 0.0 0.0 -0.6132773793775678 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4302746987493053 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PTPRS 0.0 0.0 0.0 6.641827135679225 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3426747653052435 0.0 0.0 0.0 0.0 2.8271218755705365 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PTTG1 0.14969013572153203 11.181816903171358 0.0 -0.19498946900618502 -0.46556056896278447 21.787818604707684 -0.4382914612040492 2.686252567220822 -0.6118582707005551 0.0 0.7288243907317484 0.0 0.3954259301158308 0.0 -10.443485327278838 0.45431563760919536 -1.436584181550057 0.0 0.0 0.0 -0.879350768844009 0.0 0.0 -0.679336959039843 0.0 -0.6179752124771428 0.0 -0.40356422499008665 -0.3663556597590707 0.0 0.0 0.0 0.0 1.0183310034957618 0.0 0.44588306259329713 0.0 0.0 0.0 0.0 -0.6523951771865745 0.0 0.0 -0.6811987089250013 0.0 0.0 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-0.776212697278094 0.0 0.0 0.0 1.0523214514396975 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.20743371505923927 0.0 0.0 -0.9070825669565818 -1.2821101220121986 0.0 0.0 0.7651641888044364 0.0 PUM3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3470735462381145 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.227132834768091 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PVT1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.26544064170025233 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5467077361516497 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.312987888144988 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8831525475185036 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PXN 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.22442898340228778 -1.339206349967605 0.0 5.046790533773408 -1.231840504207611 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7372201267119528 0.0 -0.6919697678999099 0.0 0.0 0.5106478113822502 0.0 0.0 0.0 0.8178129472544726 0.0 0.0 0.5455257238683844 0.0 0.0 -0.7529728025558611 0.0 0.0 1.0398448162551892 0.0 -0.9588546126145334 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0306898997051839 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8211349799664502 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PYCARD -0.3576187000705453 0.0715895012281492 -0.29725248789266523 1.2928653388466287 -0.4638476318987416 0.0 2.368440222201929 -0.5127019942718247 0.28483684827842914 3.797844029029692 -0.5103533883369489 -0.3054961414648123 1.4177847496768292 0.0 -0.7481139860761945 0.0 -1.1493038750132227 2.0220324958357883 -0.27669452557747437 0.18737754104049106 -0.45878347193543756 0.46838200926023627 0.6437785332293532 -0.33488138785460553 0.18198202485340573 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1.0770801262298138 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PYURF 2.1314037023059833 -0.14362982326566404 0.16971747788879868 -0.3958175659879427 -0.4086350303974456 0.0 0.4853568993424738 0.08513003320128798 -0.0034609036442561666 -0.29527980311223423 0.0 0.47507401404085714 -0.9349467721344071 0.0 -1.1700743665214677 -1.198570523420703 0.3657411747821385 -0.35370316217340747 -0.369729389571531 -0.5217443071120244 0.0 0.10725682042490345 -0.56346744340997 0.0 0.0 0.0 -0.11062572030980711 0.0 -0.10143211354366187 0.0 0.0 0.0 -0.8942612844587146 0.6318329946731851 -0.5081641777291512 -0.45816574222463685 0.0 -0.5836323986511575 0.0 0.0 0.7973014058580433 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8332690195235622 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.132776201782772 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1121831230945547 0.0 0.0 -1.1350432537919017 0.0 -1.5229693248222407 0.0 0.0 -1.228868648640218 0.0 -1.2777967062197075 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 QPCT 0.0 0.0 0.0 0.0 0.4227952768566287 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.6574807334515259 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1593214716066524 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4487120076761593 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 R3HDM2 0.11640945625049799 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.7164280977129356 0.0 0.0 0.0 0.4781552770361871 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 R3HDM4 -0.25096573394147365 -0.31521506954295686 0.0 0.0 0.0 0.0 0.0 0.31812766568799544 0.0 -0.6098887726037411 0.0 -0.278188161256891 0.0 0.0 0.0 -0.16708170673086006 0.0 0.0 0.0 0.0 -0.8453325719701604 0.47103891037401957 0.0 0.0 0.0 0.43431781307602657 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5436582310047322 0.7310254481363115 0.0 0.0 0.0 0.029351024748119903 0.0 0.0 0.0 0.0 0.0 0.0 0.7549668810831787 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7220027972681325 0.0 -0.8534409171298715 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAB11FIP1 -0.1526936269001307 -0.19701634543973992 0.25688828382008605 4.308704779886484 -0.4560043211886857 0.0 1.6777991765877835 1.6474734138282903 0.8215374486714954 -0.8855131407061154 -0.07187341088824607 0.0 -2.0332526248087692 -0.6050366809562207 0.0 0.0 0.0 0.0 0.69998760252055 -0.7072557317440976 0.0 0.0 -0.4470376225395084 -1.5642499138794337 0.0 0.5767122524396568 0.0 0.0 0.0 0.7532448332260295 -0.5818081135844021 0.0 -0.5959812444905058 -0.6562189113338012 0.0 1.0635666335576497 0.0 0.0 5.7178384039554295 0.0 -0.5510026076638023 0.0 -1.3591898255389316 0.0 0.0 0.0 0.0 0.0 0.8996615053554099 0.0 0.0 0.0 0.0 0.0 0.0 2.9317958247009273 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.4890257107954366 0.0 3.4316735302465924 0.0 0.0 0.0 0.0 0.0 0.0 0.9041570826919096 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAB13 -0.04229476302066184 -0.18774445282160632 0.13867130923678433 0.0 -0.4685564526363457 0.0 -0.2265411206193462 0.0 0.0 -0.25270180059104336 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0292743067906245 -0.4384658070917804 0.5251910946046003 0.0 0.0 -0.05924472418484205 3.5261515793041713 1.443663453120358 0.0 1.9495028168945518 0.03668407532151866 0.0 0.0 0.0 0.5330793132639611 0.0 0.0 0.0 0.0 0.13219354673245756 2.2765081434547025 -1.1664038653514806 0.0 0.0 -0.48121971187952184 1.0212207721506998 0.0 0.0 0.0 0.0 0.0 0.0 0.2197700401555375 0.0 0.0 0.46471597871782416 0.9197357577658284 0.0 -0.784128707960167 0.0 0.0 0.0 0.11959814439169965 0.0 0.0 0.0 0.0 0.0 0.0 -0.3079442756827462 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAB18 0.0 0.0 -0.14717447154941987 0.0 0.2553162697450964 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.4505420518356 0.0 0.0 0.0 0.0 0.0 -0.3256883954322788 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5381804208952351 0.5604284707436046 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.39659286713449 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAB1B 0.0 0.0 -0.28895802433379286 0.0 0.0 0.5396279290951109 0.0 -0.28547416849339674 0.0 0.0 0.0 0.0 0.0 -0.25049149955187955 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3262856201102369 0.0 0.43214992052454165 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9030356423741291 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAB24 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3141407585404194 1.4329063310627257 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1669252056473474 0.40685804425424693 -0.4205925344044177 0.0 0.0 0.0 0.0 0.0 0.10449251598859281 0.0 0.0 0.0 0.2446516758548756 0.0 0.0 0.0 0.0 0.0 -0.47534877864909814 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.697769625773363 0.0 0.0 -0.6625303459058617 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAB29 0.12186717247250689 0.0 0.0 -0.4048068325140532 0.0 0.0 0.0 0.0 0.0 -0.27917994035020494 0.0 1.1592986379714978 0.5533810260237688 0.0 0.0 0.0 -0.4590112886821402 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.6669793443888445 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAB2A 0.09023878434095571 -0.20448868174137805 0.0 0.0 0.02977664490302301 -0.11068073457043794 0.3025893239258074 0.0 0.0 0.405995044180852 -0.004573588634336791 0.0 0.0 -0.3648384388383067 0.0 0.0 -0.34732825821017405 -0.4621686144482651 0.0 0.0 0.0 -0.5895543283679513 -0.14752890923845094 0.0 0.0 -0.5315776953658474 0.0 0.0 -0.9259994879086065 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9802623041245229 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9399094246162227 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAB30 0.0 0.0 0.25046486590697564 -0.17436601307781385 0.5925627828172831 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34630861794899187 0.0 0.0 0.0 0.0 0.0 0.8386407339880942 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9579256647003771 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.23352150251913395 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31314788287174095 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5283868438116395 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAB33A 0.0 0.0 0.0 0.0 0.0 0.19708749004435983 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9162917855065572 0.0 0.0 -0.92400451726302 0.0 -0.9624982395599465 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAB34 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.44517052429534104 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5888897429271853 -1.1535777256054123 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6291541349356025 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.28215846199704414 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.32159541746655984 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2138625794451263 0.0 -0.40497939908092057 0.0 0.0 RAB37 0.0 0.0 0.0 0.0 0.0 0.185653957361591 0.0 0.0 0.5343475553526935 0.0 0.0 0.0 0.3394548771710972 1.0296473365559484 -0.3224588720299063 0.0 0.0 0.0 0.0 0.0 0.6232965107900577 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6861572156236562 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3521316647626888 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6907203126691553 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.42639206026004645 0.0 0.0 0.0 0.0 0.0 0.0 RAB4A -0.1337381697798236 0.0 -0.24457001556834904 0.0 0.18031399629205344 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4759872307195898 0.0 0.37226826462672546 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7297173478752037 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAB5C 0.2341683596715601 -0.12184048494493416 0.6823644168255448 -0.4305329650598365 -0.3917903718815776 0.5953655879180019 0.617294316523504 -0.25940352751349466 -0.3053789814799119 0.316579260108615 -0.13665999899636608 0.3086890726713487 -0.4645039282969523 -0.3929207209832805 -0.6879441426163808 0.44420068888886566 0.0 -0.44792443786747876 0.0 -0.3522468619319986 0.0 -0.38652716152172784 0.0 0.5386238392073286 0.4251103423299171 0.0 0.0 0.0 0.8731764940455513 0.0 0.0 0.0 0.8691940040643491 -0.6198903497457476 0.0 0.0 0.0 0.8544349878237828 0.7650600518414661 0.0 -2.101773140638721 0.0 0.0 0.0 0.0 -0.9146437151642252 0.0 0.0 0.0 0.0 0.0 -1.0501520717815445 0.0 -3.403440673819876 0.0 1.0296383092165406 0.0 -1.621549375201596 0.9546518893073695 1.3490856787026704 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0892360766341018 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4494360836731136 -1.1663063094165709 0.0 0.0 0.0 0.0 RAB8A 0.6879211420609822 0.0 0.0 0.26439005851374187 0.0 0.5189713746679078 0.5888064206069211 0.0 0.0 0.9991598311347762 -0.2526814930334735 0.0 0.0 0.0 0.0 0.0 0.0 0.40482201017180247 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.524462443866499 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAB8B -0.10570958041604986 0.0 -0.18987622371027313 0.0 0.0 0.3006273734402103 0.32310608151538484 0.5270880647902073 0.2792129077167518 0.0 -0.19701300382629297 0.42688801334863685 0.0 0.0 0.0 -0.3214660653164191 0.0 0.9196229907685167 0.5027459995898889 0.0 -0.48943740705283756 0.0 -0.3379029367460026 -0.34968671715064886 0.0 -0.3751133352778082 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.581525077700967 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8233254219440342 0.0 0.0 0.0 0.0 1.1789757767739635 0.0 0.0 3.4379107931366577 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.759960490501874 0.0 0.0 0.0 1.439830686708378 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2008933400157233 0.0 0.0 0.0 0.0 RABAC1 -0.6835138344910947 -2.5722164715423133 -0.25003615959541314 0.2766514986500946 8.92080222702223 0.7244439688541731 -3.244266971995344 -0.585561304856216 -0.353237218133647 -0.6975742047096336 0.9200225291007088 -2.0256770716166876 -3.281335893258903 -0.4121656275607373 -4.769047949180942 0.30684521032471357 -1.1805352152651654 -1.6320627659405271 0.5300708282030098 0.628193854105544 -2.2239955855905884 0.5757890351546716 1.3520438047841457 1.2039874826594927 0.5421017053467642 0.5260127008917718 -1.5732924390488778 -0.3141043599178533 -0.7883163007502333 0.0 -0.8750019836608228 2.6720804219701373 2.389275029505826 -2.2499850922254154 -0.13303595206178828 0.03037208279774717 0.6427616417732478 -0.7213175143839761 0.0 0.6438230721956922 2.6294500401950067 -0.420064132637182 0.0 0.0 1.2846656452835603 -1.2380136606022665 0.12066304783219424 0.3155077399847402 0.8332606465208424 -1.100976275519717 0.9549545779154497 0.0 0.0 3.963763593637862 0.0 1.3088944674452663 2.673163310941222 0.0 -1.0258789750608226 -2.3664063418882937 0.2086954446439453 -0.3895230066158832 -0.19806332738688204 0.0 -0.07910018959756411 -1.479306678742329 0.07836894658941855 0.0 1.6800359664349638 0.0 -1.4962420915653138 0.0 -0.2991068329024201 2.3080142668346406 0.6062892962439635 0.0 -0.45317147819028536 -5.348897237124085 -2.6243223282331227 0.0 0.837815313582638 0.0 0.3700987369412566 -0.7341548471917225 0.0 0.0 RABGAP1L 1.3636181172287973 0.0 0.0 0.7421425999804703 0.0 -1.0475465882144948 -0.22123761585823445 -0.4265167503477012 -0.2533952586041396 1.8258696043332547 0.0 0.3488698870598257 0.0 0.0 0.0 0.0 -1.729822027290732 0.0 0.0 -0.32504653769436376 1.2592380329477064 0.458954343717859 0.43093610790054415 0.0 0.0 0.5022902048514544 0.0 0.0 -0.4430321333288724 0.0 -0.2805690943997231 0.0 -0.09403249229994035 0.0 0.0 -0.9176796956029077 0.0 0.0 0.0 0.9506646277740265 0.0 0.0 0.0 -0.7410391496522036 0.0 0.0 0.6171450854849795 0.0 0.0 0.0 -1.420769970415861 0.0 0.0 0.0 0.0 0.0 0.9210909119296719 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.3857987590770366 0.0 0.0 -2.618156234696363 -0.48505200171480334 3.730593976839509 0.0 0.0 1.7409293754176705 -1.3691081775776408 2.2926269483838833 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RACGAP1 0.0 2.6307314127995336 0.0 0.0 0.0 6.892343901267489 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAI14 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.1497732902352917 2.0414801046855584 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.4139250673952324 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RALBP1 0.0 0.0 0.0 0.0 0.0 0.28967328363454353 -0.330257447613656 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.40472284254771734 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3386242931498688 0.0 0.0 0.0 0.0 0.0 0.0 -0.5451935641992116 0.0 0.9316501593068741 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RALGDS -0.27289894816920224 0.0 -0.19673893856834934 0.0 0.0 -0.24166686656772474 0.0 0.0 0.0 -0.3618208584820538 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.1524860596214366 0.0 0.0 -0.3642776601905637 0.4771180951742047 0.0 0.0 0.0 -0.36485207953684284 0.0 0.0 0.0 0.0 0.0 0.0 -0.5516482644864495 6.415791484778237 0.6870966465269279 0.0 0.0 0.0 0.0 0.0 0.9128401855470833 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8795266625675643 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RALGPS2 0.0 -0.22549882045323127 0.0 -0.6944362436042002 0.0 0.0 0.0 0.0 0.0 -0.2451642341767104 0.0 0.0 -1.2677346789454584 0.0 0.0 0.0 0.0 0.0 7.4682695131068675 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9297473472990238 0.0 0.738265256958705 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3215167262085897 0.0 0.0 0.0 -0.9146477455350267 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.95870685551822 0.0 -1.1900754282221764 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.0903874561873432 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RALY 0.16681140172842934 2.830974892369165 0.0 -0.1948003834659115 0.7483676688470257 -1.0745799400867833 0.2672827884410935 -0.28862481535385587 0.9484301925631526 0.3213711451486073 0.2576815913031146 0.7347640173581577 0.0 0.11899568081356898 4.360794932353953 0.0 -0.3257778899594356 -0.35933342605680024 0.0 0.0 0.0 -0.4381859274821202 0.0 0.0 -0.4619525589077936 -0.37826743316438294 -0.4298686710395447 0.0 0.0 0.0 0.0 0.6800744592113155 0.0 -2.5681445146626656 0.9862323006953082 0.0 0.0 0.0 0.0 0.0 0.5318642439694798 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7789636980824126 0.0 0.0 0.0 0.0 -1.3178415775498606 0.0 0.0 -0.921051664064869 2.4231001288460794 0.0 -0.14023908037886187 0.0 0.8833781284142465 -1.1567696866846562 0.0 0.0 0.0 0.0 -0.8160567601572437 0.0 0.0 0.0 0.0 0.0 1.4377063588227084 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RANBP1 -0.4521254084759553 9.102275977378824 -0.29528222638011814 -0.39211295609731833 -0.990896445439491 -8.767477460112817 0.09824337107948912 1.164040737534332 -0.13725287225203422 0.05507441442848441 -0.23044771604942105 0.0 -1.4062215842733012 -0.3796045172856169 14.930854815950548 0.4491389035716874 -0.2430615381150464 0.0 0.0 -0.908575480767536 -0.4715844009761107 -4.241799695343581 0.0 -0.32912516361377325 -0.5025083005940728 -0.32654186733148305 -0.4763519797971618 0.25591294758813504 -0.911433109038743 -0.13196574260332275 -0.8606370174627684 -0.5084656305091746 0.0 5.8264352755925435 0.0 0.0 0.6345500907952929 0.2377011012416389 0.0 0.0 0.7241264902896843 0.0 0.0 2.279974855747551 0.0 0.0 0.0 0.19383942418873135 0.9817266366712518 -0.3487485921283997 -1.8351311912896766 -3.880895610112806 0.0 0.9978185054410917 0.0 0.0 -1.0030886015336302 0.8409721171804924 2.4309259120033007 -1.313292404889419 0.0 0.0 0.0 0.0 0.0 4.331068284984146 0.5794591322036106 0.0 -2.379882215794326 0.0 0.0 -0.26126490947715203 0.0 4.184814880810209 0.0 -2.2452585829605995 1.2125953140174648 -0.2201448237118202 1.184575977214655 0.0 0.0 0.0 0.2611886477154123 0.23698721171043263 0.0 -0.40804331948820616 RANGAP1 0.0 0.6116455744577076 0.0 0.0 0.0 2.3876207479932225 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.821855221696207 0.0 -0.33428375755725465 0.0 0.0 0.0 0.0 0.0 -0.3526191061061151 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAN 1.1686623472591813 7.623020783630761 -0.11494822024189745 -0.2529136106018394 -1.9098124791685782 4.817109554072298 0.46821533411842053 -1.7604545499318653 -1.0649601823581776 -0.8136747132859203 1.8915432318569185 -1.0352742197385225 -0.17714267329183608 -0.8700751919550498 0.397929899865905 -0.1985579681090341 -0.2891576088401899 -1.4391531820279038 1.4155257185672732 0.15243894590019696 2.0774395660072877 -6.240125599199814 -2.669698701974027 -0.44277921579088303 -0.4352436334281508 -2.2880551148757218 0.4321536444854734 -1.283334675752866 -0.8401179465177642 0.0 -3.28305013912429 -0.708010789002713 1.8417073507867503 13.899152829867399 1.0882673995173666 -1.3428495498826822 0.5120972436196358 4.0756350855408225 -2.255817124029338 -0.8005235204839075 -2.14143896392843 -0.6562164138291747 0.1502979316250187 -2.0075939549249453 0.5426687777185679 -0.9823115197697146 0.0 0.4422681745933842 1.5969406889458104 -1.5183413024144987 -0.29511884467807725 2.992362916683525 0.335678877305154 -1.7309620432295494 -0.7473341885936672 -0.7842189154579416 -1.3912491157686449 4.2974226957335935 1.362270648436959 1.8942418978596798 -1.2068220991831653 1.9446210132307835 1.2478991666825587 1.3546098743584167 -2.5003995145989233 6.555452584072022 0.0 -1.0229124274520869 3.76057047409268 -0.8809796631013466 4.0056010947087675 -0.3645098928388681 -0.6338535336388592 -5.313460057019323 -1.3394471569729876 -0.6909276758909577 -1.6617225967487759 1.6137452723734114 5.49070969677161 2.660282589306141 -0.050193209141461505 -1.571160520245534 0.42856494762205244 0.5611411268415313 1.2988345619844996 -2.072611741931503 RAP1GDS1 0.0 0.0 0.0 0.0 0.0 -0.26253251390902294 0.29548976222200724 0.0 0.0 0.0 0.0 0.07592262406328253 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6713499400493078 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAPGEF5 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3670315457256766 2.224388739184055 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RARA 0.0 0.0 0.0 -0.21177109050260767 0.0 0.0 0.0 0.0 0.0 0.7274867225256093 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.9373453826706983 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RARRES3 3.4513438136304933 -1.393111032138451 1.152210442566634 -3.364036522249945 -1.7053847946679639 -0.9563167820531774 -2.5766874305551006 -10.965687709301472 2.6467617048441228 -1.2334639037065354 -0.7814529580644535 0.5820731825143739 4.264791216662065 0.10168536575011859 -0.2397982073154856 3.2141367819042936 -2.796484213162848 -1.5809394531112293 -3.0592154565662306 0.10738292115792188 1.8734249854196838 4.848344149052867 2.259928066029544 -1.4063634228116824 -1.4140382722059182 -0.907740805204846 -0.9557041211754614 -0.4320607466589752 -0.6897155215116637 -0.2004351462891707 -0.298945899644232 0.0 1.3562266963291634 -2.8649858313263463 -4.309863656250599 1.907229511724359 0.0418050451088518 -1.6495130792724466 4.035301943114003 -0.7090909594582929 -3.3838815548224144 -1.9021084008405955 0.5821962134354004 0.736501251009878 0.6798714015208811 0.0 -2.0967371999599314 -1.2646116364128166 9.51022503797599 0.29955715014348705 -3.349313855803008 0.19318086769886467 0.32885352984922533 -5.966873453616884 0.4783005082425604 -1.9610039765664282 1.5892414720256165 -2.630869546391378 3.1354486343248333 0.8001574089051563 -2.3605463890500107 -1.5173815219511504 -1.5597437577551736 0.33510706924620837 -1.265636775069935 -3.14411475754029 -0.84482056232586 0.686256635375765 -3.9849538158957727 0.03182509913177682 1.6433482403026403 0.015162342121789551 0.0 3.4492570062139905 -3.4033306915441486 -3.9086894017151037 1.9115311445190961 0.0 0.9860685799850473 -0.6870538120803299 1.6427849074644634 -3.264602958876993 0.0 0.0 0.0 -0.6820435498515877 RASA3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4180482011388817 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6336333348699187 0.0 0.0 -1.3681697411743199 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RASA4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3326436977191466 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3221590571814585 1.4763015320930495 0.0 0.0 0.0 0.0 0.9890556458657426 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8130872159129293 0.0 0.0 0.0 -0.5963198240189079 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.124394053038344 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RASAL3 -0.399476656414735 0.0 0.0 0.0 0.0 0.2447442043942497 0.0 0.0 0.3192132561012498 0.0 0.0 0.4221559718786916 -0.4436046189213949 0.0 -0.36256219035055187 0.0 0.0 0.0 0.0 0.0 0.22538793614902397 0.0 -0.45792337747200546 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7139865170291294 0.0 0.0 0.0 0.0 0.0 -1.2274381912065702 0.0 0.0 0.0 0.0 -1.0620155506375097 0.0 0.0 0.9791107702889028 -1.880074298322447 0.0 -1.1473249484309576 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RASGRP1 0.0 0.0 0.20344757345129638 0.0 -0.24973030540605767 0.22298228569364872 0.0 0.3507379119191097 -0.49512951240959113 0.0 0.23848060439648444 0.3976188563873007 0.8125917159878928 0.0 -0.6527750111098818 0.0 0.0 0.0 0.0 -0.33619621439513286 -0.7347241983075332 0.52391061252228 0.0 0.0 0.0 -0.3630949726905583 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3748012951047837 0.0 -0.8675761850021163 0.0 0.0 0.0 0.0 0.0 0.0 -1.0762596920763412 0.0 0.0 0.0 0.0 1.2415606868388027 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RASGRP2 -0.7850087993203346 0.18150766669970703 0.0 -0.25109391535868597 0.034437122742222694 0.0 -0.921550081490227 0.0 -0.26641071908306196 0.8850560008958693 0.21329186880793757 1.4928314612714186 -1.2272528200519464 0.0 0.48964003392184813 0.0 -0.3355458918645816 0.4495232264994874 2.0882836824136164 -0.4557540028914996 -0.5238519069603516 1.5681819366755563 0.0 0.0 0.0 0.0 0.0 1.111030399088938 -0.5131308138653053 0.42029966843856476 0.6045494126723018 0.0 0.5061741174873596 -0.8297850448524313 0.0 0.0 0.0 0.0 0.0 5.1314056809097295 -0.9114643553778722 0.0 0.0 -1.7542800199793318 0.0 0.0 0.0 0.0 0.0 0.0 2.4052594542895123 -0.6753793980518129 0.0 0.0 0.0 0.0 0.0 0.0 1.847041068726494 0.9068685348040785 0.0 -1.248527351692563 0.0 0.0 0.0 0.0 0.0 0.0 -1.104379811186781 0.0 -6.411498520598343 0.0 0.0 0.0 0.0 -1.220135774369864 0.0 0.0 -1.0878500817680954 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RASSF1 -0.0827367892528926 0.0 0.0 0.0 0.0 0.0 0.0 -0.5007673069134543 0.6903951275561344 -0.3300635403358909 0.23145075635723414 2.0361430910712732 -0.337252364189631 0.0 0.0 0.0 -0.31610939230303137 0.0 0.0 0.0 0.0 -1.3210122190827707 -0.5182108344015007 0.0 0.0 0.0 0.0 0.6604252940166012 0.0 0.0 0.0 0.0 -0.6587098459915415 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9361312044593131 0.0 0.0 1.936174961361289 0.0 0.0 0.5221360732043153 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6531613500050845 1.511975203566933 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2513222798442833 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3980057881350746 0.0 0.0 RASSF3 0.0 0.0 -0.21183921264700503 0.0 0.0 0.0 -0.23610357801812726 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.053451357410964 0.0 0.0 0.0 0.0 -0.6369258832227268 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RB1 0.07536061025012017 0.0 0.0 -0.16736011507181112 0.0 -0.22710819432592363 -0.7159467394314845 0.0 0.0 0.0 -0.28179675222601985 0.0 0.2810476993793849 -0.39519287271181797 0.544979205376436 0.0 0.0 -2.094044975443179 0.0 2.106005420900455 0.0 0.0 -0.2963114169772259 0.0 0.0 0.0 0.0 0.0 -0.38905660691793514 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1462433328910553 -5.870567168089368 -0.5330572046820997 0.0 0.0 0.0 1.0320951845926196 0.0 0.0 0.9103028029995759 0.0 0.0 0.0 0.3250207400693828 0.8728179132627665 0.0 0.0 -1.458027943132203 0.0 -0.9498974981776732 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8029595669093249 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RBBP4 -0.002877970692594478 1.9189290211021652 0.25497875999248576 0.0 0.25919065434944505 -5.8268370630447635 0.0 0.0 0.29371986175031667 -0.2624583955164963 -0.27517843204672965 0.0 0.0 0.0 6.125176071427237 0.0 0.0 0.42330286348349455 0.0 0.0 0.0 0.0 -0.3181908316465613 0.0 0.0 0.0 0.0 0.0 0.5536800195741194 0.0 0.3363339591211698 0.8292210239192356 0.0 -1.3173393007247256 -0.5042391816766496 -1.1660022284810996 0.0 0.0 0.0 0.0 0.8272366366740589 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.052469932355075 0.0 0.0 0.0 0.0 0.7721155360307005 0.0 0.0 0.0 -2.5303819382290293 0.0 0.0 -1.098503555010038 0.0 1.5975893025073977 0.0 0.0 0.0 -1.1120304959414744 1.1851123806617216 1.1965906843278948 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RBBP8 0.0 0.8665853726952814 0.0 0.0 0.0 -0.3107068459434245 -0.2533841195446001 0.0 0.0 0.3437720247243499 0.0 0.0 0.0 0.44340250632707345 2.9370194825788993 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RBKS 0.1518333473085222 0.0 0.13873745428533757 -0.3596245682495768 0.0 -0.35302012634732405 0.0 0.5677025391650921 0.0 1.0636774449212905 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.43509098877652597 0.0 -0.4564184249260888 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7319613564459124 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.055566794643295 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9979539438481092 0.0 0.0 0.0 0.0 0.0 0.0 2.7545317403238196 0.0 3.7158644062321944 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RBL2 -0.7653991375150365 0.0 -0.2610644182297911 0.0 0.0 0.0 0.0 -1.029160967186723 -0.04654066014402498 -0.3995024448196361 -0.23681391344889585 0.1290538166405066 -0.4679588027726305 0.0 0.0 0.0 2.825889192596669 0.0 0.0 0.0 0.0 0.0 0.0 -0.3413909216698574 0.0 -1.2159098673958213 0.0 0.0 0.0 0.0 0.0 -0.6065613488786155 0.0 0.0 0.0 -0.03024950227080847 0.0 0.0 0.0 0.0 -1.3985656618849702 0.0 0.0 -0.7960342788910492 0.0 0.0 0.0 0.0 0.8913800402087318 0.0 0.0 0.0 0.0 -3.429090008578601 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.612954318981879 0.0 0.0 0.0 0.0 0.0 0.0 2.3820662660474845 0.0 -3.8391301020471844 0.0 0.0 0.0 0.0 -0.7709324862741654 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RBM12 0.0 0.0 -0.019400110847751475 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.45833099388543047 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RBM14 0.0 0.0 0.0 -0.2577501827251025 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6377736139664237 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7893092244471513 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RBM17 0.0 0.8860443304212011 -0.41071583208983403 0.0 -0.26909563809685494 -0.5823853021405521 0.291005654339151 0.28671165065696225 0.0 -0.2800483341165258 -0.39173031951522386 -0.39069104826612683 0.0 0.0 0.05146846146572941 0.0 0.0 0.0 0.36037386481947115 0.0 0.0 0.0 -0.3530570087052969 0.5106600747951835 0.0 0.0 0.0 0.5660830599890165 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8065039519612113 1.0581063572672182 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.804603675262239 0.0 0.5396806925065082 0.0 0.0 0.0 0.0 0.0 0.0 -0.8736310262322956 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.3658042244350206 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3373303156922745 0.0 0.0 0.0 0.0 RBM23 -0.11531776588916332 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.17189323553411615 0.0 0.0 0.0 0.0 0.0 -0.5636352837842897 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4952414539457903 0.0 0.0 -0.5735610035279822 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8028164266282476 0.0 0.0 0.0 0.0 0.0 0.0 1.526914148285133 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.833552029480086 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RBM33 -0.1271097507606555 0.0 0.0 0.0 0.0 0.35827092559685364 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5040407159001206 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RBM34 0.0 -0.16233382987628603 0.16998804949514046 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RBM38 -0.2598895648349574 0.0 0.0 0.0 0.0 0.0 -0.2665549573469932 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9285945154990143 0.0 -0.3932996928572067 1.5169489948798354 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4639044994658347 -0.5537745462896914 0.0 0.621942783226517 0.0 0.0 0.0 0.0 0.0 0.0 -0.1331573523146956 0.0 0.0 0.0 1.8584309275533328 0.0 0.0 2.218489031022303 0.0 0.0 0.0 -0.6594527380461981 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.3562243714350584 0.0 0.0 -1.0670289640764714 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RBM42 -0.1566054665913026 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31741462509390816 -0.3496378808390139 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43315481639204345 0.0 -0.5610726340085467 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RBM47 -0.16708814226167443 -0.15109794713625527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.44663264192271157 -0.6864198945336318 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5090659775009165 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3865012546497603 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4750684644310959 0.0 0.0 0.0 0.0 0.6862810814797612 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RBM4 -0.2099626828776373 -0.5565143086696659 -0.8511578551802845 0.0 0.0 0.25700447350940664 -0.25654152484291387 0.0 0.0 0.0 -0.4879303122649012 0.0 -0.3586464641377306 0.0 -1.4288895523680454 0.0 0.45416472225259236 0.44234986935255943 0.0 0.46107955783422544 0.0 0.0 0.0 0.0 -0.28340842426799034 1.0988025215349593 0.0 0.0 -0.3214329299473386 0.0 0.0 0.0 0.8332627830888397 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0431310903443598 0.0 0.0 0.0 -0.5176347503754198 0.0 -0.029683328258972946 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9528495256943196 0.0 0.0 1.2670226996216092 0.0 -1.469995055427579 0.0 0.0 0.0 0.0 0.0 0.49573643852857907 0.0 0.0 0.0 0.9421233895553591 0.0 0.0 0.0 0.0 0.0 RBP7 -0.152836833714003 -0.1450685547602793 0.18734712841159 0.0 -0.1736437254767206 0.0 -2.3573440989792043 0.0 0.0 0.0 0.3883786161766982 0.0 0.0 0.0 0.0 0.4569840275994302 0.0 2.481203178570771 0.0 0.0 0.0 0.0 0.0 2.6291025474558114 0.5205570738247464 0.0 0.0 -0.622897428206759 0.0 2.7291440425550335 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9523665280722673 0.0 0.0 0.0 0.0 0.0 0.0 0.8596911470100971 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2995788277773965 0.0 0.0 -5.447540225821623 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3789505942885957 0.0 7.445633952623126 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RCAN1 0.11161762583047388 0.0 -0.2217403270678415 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.44906248421440836 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.7745171490097564 -0.12460351454144081 0.0 0.0 -0.6365216267646812 0.6298620059094384 0.0 0.0 0.583257597688674 0.0 0.0 0.0 0.0 0.0 -0.7679570664529141 2.242154199054757 0.0 0.0 0.0 0.2350950532590757 0.0 0.0 0.5891590546064853 0.0 0.7891695408885434 0.0 -0.6277970209469687 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.33008670174408256 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4270857486327341 0.0 0.0 0.5295748134658592 0.0 -1.2150082761985266 -0.8384650735074628 -0.2349931323450551 0.0 0.0 RCBTB2 0.0 0.0 0.0 0.0 0.0 0.0 -0.2661151455204437 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6567873779494777 0.0 0.0 0.0 0.0 -1.0310737343446612 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5174841367952849 0.0 0.0 -1.4194938271992181 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7914390359276267 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7999983108810815 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RCC1 0.0 0.0 0.0 0.0 0.0 -0.20400732273685188 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.44002073957552024 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3747488996139416 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8865061453699218 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RCC2 0.0 0.20086486361637662 0.0 0.0 0.0 0.0 0.26634937848656465 0.0 0.0 -0.28846052396019867 -0.40315652639946137 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4188678592260084 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6522143080678873 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RCN1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.368613327278936 0.0 0.0 0.0 0.0 0.0 0.0 1.711177962302115 0.0 -0.2410559917880404 0.0 0.0 -0.5138641354970571 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6093992425141685 0.0 0.0 -1.334125441832548 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6987364362441362 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4782950683165295 0.0 0.0 0.0 0.0 0.0 RCN2 -0.08063135525095597 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7217594251341225 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0591121114814075 0.20564502431017667 0.0 0.0 0.0 -1.0670055659324222 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9741258495678252 0.0 0.0 -1.1692259892770447 0.0 0.0 0.0 0.0 REC8 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.27710475909377025 0.0 0.0 0.0 0.0 0.0 0.0 0.40265693256562146 0.0 0.38283268369749834 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RECQL 0.0 0.1962664005226415 0.0 0.0 0.0 -0.43943683466358385 0.0 -0.24572218051628744 0.0 0.0 0.0 0.31977223172510555 0.0 0.0 0.5112899264212672 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7523567023628828 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.25611302184499 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 REEP4 0.0 0.0 0.0 0.0 0.0 2.9460546744431526 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6465389797779616 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.32301335139627735 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6829906930105001 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RELB -0.13860061961763065 0.0 0.0 0.0 0.0 0.0 -0.5377958439712638 0.3209059926292128 0.0 0.0 0.0 0.0 -0.2991988071278699 0.0 0.0 0.0 0.0 0.0 0.0 -0.5152548286671196 0.0 0.0 0.0 0.0 1.1455365310142385 0.0 0.0 -0.6697603063258133 0.0 0.0 0.0 0.0 0.5739980259452026 -0.8283365110465871 0.0 1.0804797291687158 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5105618160479205 0.0 0.0 0.0 0.0 2.7958257538758815 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.524292888272553 1.1248172655848263 0.0 0.0 1.8077514150903469 0.0 1.2588026303196052 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2172589243378442 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RER1 -0.10688238909942974 0.0 -0.6329247852794474 0.0 0.6841266541776586 0.7033124968819073 0.0 0.0 0.0 0.0 -0.24322078913627795 0.0 0.0 -0.6650579652600092 0.556028431782984 -0.9788536831910126 0.0 0.0 0.0 0.3882844602046362 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38912901059411914 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6948937967266141 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6420015101996983 -0.5978011024161518 0.0 0.0 0.0 0.0 0.0 0.0 1.0127663107244393 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.62582765722194 0.0 0.0 0.0 REST -0.0961785911728943 -0.2583406186564944 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0938109952598661 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4471472341383932 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1758742074379351 0.0 0.0 -1.0762196021918837 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 REXO2 0.0 -0.2616443899626373 0.0 0.0 -0.15062522760922087 0.301131213566372 0.0 0.30538162854270184 0.0 0.0 0.0 0.0 0.0 -0.6979953154322192 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2632769298873668 0.43427530448629376 0.48494154440862464 0.0 -0.4554592277520852 0.0 0.0 0.0 0.0 0.0 1.6943836331459885 0.0 0.6098389572167496 0.0 0.0 1.5215136017287603 0.0 0.0 -0.9332542936351148 0.0 0.0 0.0 0.0 0.5170095766629902 -0.4977653924385465 -0.6597706501400048 0.0 0.0 0.0 0.0 -1.1932165410864057 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RFC2 0.0 0.9977496447648623 0.0 0.0 0.0 -3.4893304344939065 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 8.364663708426132 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RFC4 0.0 1.933542799376192 0.0 0.0 0.0 -2.36243626041646 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.050197602878731 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 1.2081822752587206 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3088186658049028 0.0 0.956908220609732 -1.0484511723306562 0.0 -1.6400378204039145 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RGCC -1.1577970572231038 -1.4471649347054047 -0.12805161768260714 -3.6314262772756845 1.9829095187126817 -1.9105295276388559 4.11499155485769 -1.3748469746824756 0.28605157202856685 -3.622589401688796 0.8489784363874382 -6.235186628236335 2.477509003510771 -7.424536016146763 1.3977870055682888 -0.8085077254844873 -3.815778335202129 -4.235032868563618 -4.68954183788317 -5.649570442302482 -0.7647383065872657 -0.5235571964017536 -1.3717370126048336 0.37044298207541476 -4.609473099973287 -1.6817598861697423 8.855870302474019 -5.304626798180277 -0.34141065934157794 -0.5044866185919185 0.30611771574109575 0.9296048457696353 -0.3711303807272233 0.8114097498034969 9.389820600016527 22.590683006092014 -0.3218006844709273 6.8001373124051545 -5.437824287569924 2.343361218893212 0.1812469570922577 1.0846742873321453 -4.2581299905101355 6.006167655835165 3.0530565894582247 0.5825222077775629 0.4145461775568756 -3.206040594896787 3.112390394157557 -4.651657254347948 -1.2590215397463607 -7.423403965927142 -1.0308836306061677 3.3184699825011363 -1.260571586732507 29.69758940082879 1.740701553230678 -1.6620806866035132 5.67693167021137 -1.1987113037331758 -0.24673305156816971 -1.4057529130355235 -3.1073312542621374 -0.5506158545617951 -4.624799682472348 -8.219114095681853 -0.25173239207609815 2.4068922435565043 13.657347516273475 -2.356247610733102 -12.478533830901693 -0.0567602522320946 -0.9103426102757733 1.715543365387822 -2.3207698884402395 0.863857793019681 -0.7568300720840715 2.032438270528867 2.980111490589062 -1.8986349781503247 -3.2689805895750106 -3.5970213596238443 -4.374654105179934 0.26805552375299657 0.3907884572291403 2.9169322149937225 RGL4 -0.16427203133300214 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.29764216311029407 0.0 0.0 -0.22878474285197742 0.440898860957486 0.0 0.0 0.0 -0.29717395277460046 0.0 0.0 0.0 -0.6078600185789447 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5716327510817625 0.0 -0.5042985070195501 0.0 0.0 0.0 0.0 0.0 -0.7316905083430859 0.0 0.0 -0.6063483945783089 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RGS10 -0.6507251161782055 -0.5546418196388926 0.7560137785372361 -2.462491454441603 -0.6733656676009508 0.30646342082987466 7.895994918878739 0.6678547371565833 -4.516071366158608 -3.0798720525351584 1.4492954023608742 -4.856526856513751 -0.29414803001062007 3.9806300871113742 -0.3125472287755116 -0.3979374656422554 -3.6570814603600406 -8.186486803804701 -10.478957006978078 2.5304558368071315 -1.8435247680983895 10.657118766273864 -0.921292729724568 -3.5424127284198 0.007923957103590876 1.613625230474249 0.30466185002482743 -0.5998553217134804 0.0 -3.7626460794506986 -2.880638815372525 -0.30771658488902764 0.7917698636856093 -1.3754017194295423 1.5007003612219771 -0.5549986885646121 -0.16013178342884016 -4.7603315473934575 0.0 18.7643848166485 1.795305960253321 -0.6818891511232342 -0.6924117731888495 -0.969335394232955 0.0 -0.6463859610500909 3.3771757105244 1.3312839387272655 1.438478170735294 1.5021618221433481 -0.8577020903407219 -2.270196205421884 0.2932618331971945 -1.091338558635912 -0.10083704833185521 9.901364399153309 -1.6921909818455967 -1.0340213992575307 7.252624179745833 0.0 -0.5803041570109421 1.3488026522630807 1.253223613490333 -0.6142214936980626 -2.1606375241308062 -0.8017101266235743 -1.0786015649528629 0.24469329719833458 4.190298252083655 0.0 -15.08390008664033 -0.31367046180155145 0.048804650332340674 -1.6949948801220294 -3.2474691767551462 -1.756825220129961 0.0 0.0 -9.194270277583357 0.0 0.0 0.0 -0.40333988971427204 0.24237996045572854 0.0 0.0 RGS14 0.0 0.0 0.1627555475718562 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4495297680163168 0.7337508775718872 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0379073934114649 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RGS18 0.0 0.0 0.0 0.0 -0.47384165941015494 0.0 1.5278463626876737 0.0 0.0 0.37602430036089696 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.43836124160339285 0.0 0.0 0.4335389385779664 -0.41033113020222794 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 16.119799797655364 0.0 0.0 -0.550166353596438 0.0 0.0 1.156239823856204 -0.721156256453112 0.0 0.0 0.0 0.5233033022023709 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9799400220969242 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RGS19 -0.098848262563694 0.0 -0.2308498503101392 0.0 -0.16720182960411104 -0.30840814369287495 -0.2726007256881488 0.0 0.0 5.21867645768767 -0.3499704405155543 0.715303825077748 -0.08635960748531868 0.0 -0.36703563021540264 -0.3398613437905261 -0.4175262821760272 0.3753702409168119 0.38589059206395987 0.44539357599009743 0.0 -0.3579241720777884 -0.30991448930378895 0.0 0.0 -0.36048905436889006 0.0 0.0 -0.5335959537042683 -1.6696683767959883 0.0 0.0 -0.2699291192087611 0.0 0.0 -0.604709929752686 0.0 0.0 0.0 0.0 -0.5620553291860592 0.0 0.0 1.0267936413516985 0.5813877089081417 -0.17957929184040497 0.0 0.5731044697592667 0.0 -0.5627232032026908 0.0 -0.7180179663065536 -0.31111213356432316 -2.065750145985642 0.0 0.0 -1.2009268610822077 0.0 -1.9504242468542798 0.0 0.0 0.8560534731974235 0.0 0.0 0.0 0.0 0.0 0.8787292025123191 0.0 0.0 0.0 0.0 0.0 0.0 0.8361037014345204 0.0 1.097307657059295 0.0 -1.0239709521246898 0.8391832195845963 0.0 0.0 0.0 0.0 0.0 0.0 RGS3 0.08372011186122585 0.0 0.0 0.0 0.0 0.29934357194442446 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5284118719398668 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0255221841610787 0.0 0.0 0.0 -1.7304397837461976 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.06629137276713826 -0.9230047120511934 0.0 0.0 0.0 0.0 0.0 0.9599206906844475 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8512242315275854 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7531765728725797 0.0 0.0 0.0 RHEB 0.11701697493445198 2.4844239890147994 0.875673021205085 -0.17815563263323322 -0.25690919576401633 2.420249986318301 0.06091233393704892 -0.2608592862593393 0.0 0.3725676915506495 0.400995598165405 0.0 -0.322353075657748 0.0 0.9953365545880956 0.5212119997777861 0.46267843372384493 -0.3618110893515754 -0.4712736198663444 -1.3157376574918598 -0.9415505046854561 -0.5049127455584947 0.0 0.0 -0.5144927623031986 0.0 2.6781431419220283 0.0 0.35125713207139425 0.0 0.0 -0.6312705995060567 -0.5640263778687554 -1.3369715309351813 0.3183177889434805 0.0 0.0 0.0 0.0 1.7783008596040304 0.0 2.0247338886548767 1.6901263655903658 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.8747934651808187 -0.24462180465302596 0.0 0.0 0.0 0.0 0.0 0.0 -0.8258194298429742 0.0 0.0 0.0 0.0 -1.7902530441608946 0.0 0.0 0.9782329021441033 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8258000891033395 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RHOBTB3 0.0 0.0 0.27664137788878224 0.0 0.0 0.0 0.0 0.0 0.28188210426050614 0.0 0.0 0.0 0.0 1.4666102643184973 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0580131376843587 -0.7903460195812434 0.46752467914495693 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6787991690031635 0.0 0.0 0.0 0.5949756147276133 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RHOC -1.033091199887435 -0.9320123324931657 0.4098227211681748 -0.6345506229010317 -1.1780145053833009 -0.36742228284460965 1.9122046640567774 3.4468472989707704 7.471256083259572 14.803433506832413 0.0 2.467383399485687 0.06970775868120332 -1.0398694741704526 -0.7765486306691931 0.5048915042990495 0.722218263382741 -1.5483928203856105 -0.49445753698428513 -1.0889717680812103 0.9296911010041504 -4.044747626876218 -0.5471414960342542 3.4832794127631836 -0.3955420990306235 -1.0868357270486795 0.9481182102832134 2.1311259844317862 0.0 -6.554489669565576 1.1287190073918174 -1.9684118205645305 -4.648961172517963 -3.222800803902684 0.0 0.0 0.8254117133655375 -1.9037454721722453 1.041656666427092 0.0 0.8844789260952514 -1.7545759578819582 -0.5667855629312503 -0.7478441767463526 0.0 0.0 0.0 0.3016629401864947 1.3956210150162924 0.0 0.0 2.018026492630868 -0.21134549296569383 -2.019175601733074 0.0 0.0 0.839560899277286 -0.319850953759552 0.9302294192293226 2.36076837834005 -0.3902835119759451 0.0 0.0 0.0 0.0 -3.6659627013305696 0.0 -0.7697626586443183 -1.3781647388482374 0.0 0.0 0.0 0.0 0.0 -3.61056697410094 -0.08015333281709439 0.0 0.0 0.0 0.466885240799809 0.0 0.0 0.0 0.0 0.72820673295021 0.0 RHOH 0.8275544778726933 -0.5254268958410511 0.37509756667057603 -0.8117479375793905 1.0039854722971089 0.4548754583182673 -1.025680087881481 3.4657625557461866 -2.187034420209701 -1.972072227690251 0.7252700780952454 -1.9570743349713022 1.187262099857495 3.0882779263449867 -0.9171206409532754 0.7565324505795279 -6.537363101613196 -2.3185431617312595 4.811431857782078 -0.44198188159311214 0.12439509761783984 1.554199342855994 0.0 -0.8020785951309216 0.2410161795647241 0.30238642897857176 0.0 0.0 0.7015226798022316 0.7517749796835228 1.7715776972150707 -0.7803275997164814 1.1801127191372722 -0.7103039245027992 5.406112089014467 0.18514451879725857 0.0 0.0 0.0 0.0 -2.466600342934358 0.0 -0.7368336945772092 4.001018141886795 -0.45315916588709093 0.0 0.0 -0.3507679951477557 2.2172687100443875 0.0 4.745995527123711 -0.9780495522538263 -0.40639966721416987 1.1191483100805273 -0.40495194385005884 -2.3231036608183793 0.0 1.349736611197166 0.0 -0.6580973205915296 -0.2761126185213483 0.46844294524229113 -1.6960023263097266 -0.7080041879273676 -8.843307993808848 7.057893104887728 0.0 -1.5004371450622487 9.5382090885557 -1.0684199819866869 -2.711689063435326 0.0 0.9667151074574315 0.0 0.0 -3.6878700061077168 -0.3177539820456514 -1.358072231910832 0.0 0.6850860035915766 -0.5642396618596043 0.0 0.0 0.0 0.31965237205922054 -0.6241213241863526 RIC3 -0.2352130211544743 -0.10759378682844138 0.0 -0.2594997954387649 -0.4725187480962317 -0.30900352261320696 0.0 0.0 -0.4539414686920797 0.0 0.0 0.0 -0.6608259330554829 0.0 0.0 0.0 -0.530955901989798 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.404493778798738 0.0 0.4483969455847102 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.016240793119585 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RIC8A 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.722622510936276 0.0 0.0 0.0 0.3980754708060091 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7689275739383233 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.299840436229788 0.0 0.0 0.0 0.0 0.2528054449469533 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RIN3 0.0 -0.18744489878949247 0.2644333683123344 0.0 0.0 0.0 0.0 0.0 0.5844658539787917 0.0 0.0 0.0 0.0 0.4475146112255514 0.0 0.0 0.0 0.0 0.0 0.17031513188716346 0.0 0.0 0.0 0.0 0.0 0.0 0.12786604425787615 0.0 -0.563160205775817 0.0 0.0 0.0 -0.640744681932666 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7700795016473259 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RIOK3 0.0 0.0 0.11013036869761736 0.0 0.0 -0.21945687816683437 0.0 0.0 0.3253977164521427 0.3936193783090897 0.0 0.37999266136571525 0.0 0.0 0.0 0.0 -0.34135401732552306 0.0 0.0 -0.49261745451187544 0.0 0.0 0.0 0.0 0.0 -0.49301840637627015 1.1945515491982783 0.0 0.0 0.0 0.0 0.0 -0.7448774630125861 0.0 0.0 0.0 0.0 0.0 0.0 0.7803038570958889 0.0 0.0 0.0 0.0 0.0 0.0 0.7410331115259178 0.0 0.0 0.0 0.8813202030662705 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.887748437850879 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RIPK2 0.16374029772295332 0.0 0.16518470570157864 -0.26118784747768475 0.17183076688843316 0.0 0.5537133670257656 -0.46387838476786375 0.0 0.4958414232421631 0.0 0.0 0.0 0.3964694551149311 0.0 0.0 0.0 0.5421532805065381 0.0 -1.334838495331231 0.0 0.0 0.0 0.0 0.0 0.0 1.08231196429536 0.0 -0.4449898265718257 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.7735334024084897 0.0 0.0 0.21852170458289155 0.0 0.0 0.0 0.0 0.0 0.9826594557945171 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7445162809440047 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RIT1 0.0 -0.14784006131443153 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.27735099799592133 -0.38563134437951035 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4812549135265089 0.0 3.4902167918048863 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6568054178325616 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RNASE4 0.0 0.0 0.0 0.0 0.0 0.3634463793422719 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5639164348978574 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2790473168337924 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3361904671545204 0.0 0.0 0.0 0.0 RNASEH2A 0.0 2.8848135484471724 0.0 0.0 0.0 -0.5822554938580475 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 8.535123564009162 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RNASEH2B 0.0 0.2514889306950666 0.0 0.2579115324148592 -0.27697877320462866 0.0 0.0 -0.3800320586626816 -0.19337604567670294 0.0 0.0 0.0 0.0 0.0 1.357138163679569 0.0 0.0 0.0 0.0 0.0 0.0 1.3330614070113387 0.0 0.0 0.0 0.0 0.0 0.0 0.9133341719417523 0.0 0.252863455115255 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5081662261178101 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RNASEH2C -0.16593594786970572 1.8619736491401648 0.0 0.0 0.4991065682659889 -0.12343828248082517 -0.201084910580356 0.0 0.258128989402723 0.0 0.31214563501967313 0.0 0.0 0.0 3.4504387115614636 0.0 0.0 0.0 0.0 -0.35464689865365623 0.0 0.0 0.0 0.0 -0.3125165699316841 0.0 0.0 -0.6342360855558792 0.0 0.0 0.4832514416591342 0.0 0.6718376774253334 0.0 0.0 0.0 0.0 0.0 0.0 -0.617675659123941 0.0 -0.6538041257464507 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8905268680345123 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9604297223046896 0.0 0.0 0.0 0.0 0.0 0.0 -1.1390752998698903 0.0 0.0 0.0 0.0 RNF11 -0.14565470393434765 0.0 -0.23006662719995633 0.5524638216704605 -0.2962938995764606 0.0 0.0 0.0 0.0 0.0 0.0 -0.34116051952838633 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6639000864597908 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.324965598390586 0.0 0.0 0.0 0.0 0.0 0.0 0.6370498350901972 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RNF126 0.0 0.0 0.0 0.0 0.0 0.0 -0.2220560182626181 0.0 0.0 0.0 0.0 0.32215486746731314 -0.4944527700700177 0.0 0.0 0.0 0.5713978401299791 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4413297959547862 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.725744922979139 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RNF139 0.13689943509183045 0.0 0.0 0.0 0.0 0.30471547952342065 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5667299295131348 0.0 0.010354273150128067 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0601384561665361 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3557962932843957 -0.6972357802349968 0.0 0.0 -0.9668233485232264 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RNF149 0.6037819900510201 0.42225225562111446 0.09836388579491875 3.2793614618406632 -0.23230151091892007 0.0 -1.094833655094255 -1.187449504333822 -1.8627744999320344 5.822624334624661 0.3987303309457088 0.30052919350161 -0.3647196373170626 -0.3935400032105019 0.0 -1.2184387128200789 0.5422706004014115 0.8811578208672459 -1.824182032212661 0.4117867588538154 -1.2999855363128094 0.0 -0.3595664048393677 -0.9429067685664345 -0.25514914164473 -0.3652337320151287 -1.5540453443082882 0.0 0.0 0.23968260538071381 0.0 0.0 0.14540993265721197 0.0 1.343464012542926 -0.9385859320650916 0.0 -1.4281622578925122 0.0 0.0 0.8782700053219021 0.0 -0.7919325737318806 0.0 0.0 0.0 -1.1348365350023142 0.0 0.0 -0.21135713011392357 0.0 0.0 -0.3337770973646588 2.8438967158934787 0.5175643477139334 0.0 1.332327447380057 0.0 1.0930713781586907 0.0 -0.2492925874841628 -1.31566875175598 -0.730315299225842 0.32978596782521413 -0.8919726608079886 -1.3920379567624241 0.0 0.0 2.0667767933654417 -0.32052346227519696 2.76672362449141 0.0 0.0 1.3726767212247197 0.0 0.0 0.0 -0.902162458581459 1.7581214583596103 0.0 -0.7753722285121556 0.0 0.0 0.0 0.0 0.0 RNF168 -0.14861588880357707 0.0 0.21775846651614564 0.0 0.0 -0.004278688294617972 0.0 0.0 0.0 0.0 0.0 0.0 0.375230242912633 0.0 0.49638825356079846 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-1.021355181183084 0.0 0.0 0.0 RNF213 12.80308038475583 0.08574190296734521 -0.06594606651505044 0.4968944415890087 0.33996485333024323 -1.7695629078532942 -2.672031224159599 3.836006385684101 -1.3735672717033844 0.005125776543269832 -0.38867723213784783 1.365875793666758 3.9642470556796074 -0.6466430580392005 1.104412667652078 -1.2430583015593448 1.9092669261679467 -1.1179143318675002 -0.6643511972204293 0.03902941644220074 -4.308807581809004 0.5537740157458957 0.0 -0.41341581168112873 -0.47088049130920745 0.0 0.0 -0.4687612347652967 0.0 -0.49174768914736516 0.0 -0.45533155895506666 -0.25808859796810896 3.0920669943828103 -0.742902434728739 -0.729304296336064 0.0 0.0 0.0 -0.7599918120613142 -5.092388629080831 0.0 -0.5526475145762242 -1.7706786781713697 0.0 0.0 -1.667001331843157 0.0 0.0 0.0 0.0 1.180441847528407 0.0 1.0521284153985817 0.0 -3.5515606701922873 -1.7896743490566165 -1.008524042439735 1.4560519202774698 0.8859546600898119 0.0 -0.7358529130699433 0.0 0.0 2.0634610566473572 -6.621605776224204 0.0 -2.183651099383261 -3.6873429139046663 0.0 0.3196892088497595 -0.20860262004935293 1.0484060063186884 1.5642568969539277 5.2632348599155465 1.2858314370718156 0.0 -2.4594684758744227 -0.37241229635822215 0.0 0.3264004723731093 1.1666855823746842 0.0 0.0 0.0 0.649472744509971 RNF214 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5792448489534315 0.0 0.0 0.0 0.0 -0.34517966079185497 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.570034973278311 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.804469208891251 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.9376594923172603 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RNF7 -0.24683705685835394 -0.6742436693422758 0.43560233192165854 0.0 -0.41477635721439743 -0.07101612017574889 0.0 0.2912511842110351 0.3575604293340348 0.0 0.21903868035899968 -0.4422787875055566 0.3160112282167508 -0.39624400240493013 -2.985974035372524 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0.0 0.0 0.0 0.0 0.0 0.0 RNMT 0.15112822197253636 0.0 0.4322432462994147 0.0 -0.8823412783315776 0.0 0.0 0.0 -0.3124565997376252 0.0 0.0 0.0 -0.6946472450697232 0.0 0.0 -0.3465731651871001 0.0 0.0 0.40325452900871944 -0.3595544547950123 0.0 -0.4496536218248117 0.0 0.0 0.0 0.0 1.6236079667442145 0.0 -0.7427872466216637 0.5355995905103267 0.0 0.5389578860002195 -0.592157032163636 0.0 0.0 -0.8673729226548732 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9577151286509302 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5627598418316664 0.861536404560786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.024885789445628 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RNPEPL1 0.0 0.0 0.0 0.0 0.0 0.0 -0.24211484861030108 0.0 0.2526853594143571 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9227237241557468 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RNPEP 0.0 0.0 -0.18155720819404436 0.0 0.0 0.0 0.0 0.0 0.0 0.3918353576605817 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7863675148770729 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0278975790809517 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RNVU1-19 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.40362955496390135 0.0 0.757781452149763 0.0 0.0 0.0 0.0 0.0 0.0 0.3671390727006458 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6119676283142078 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.0054852496850555 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ROMO1 -0.5264727385421686 -0.3303461521933483 -0.5454833289242311 0.0 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RP11-1143G9.4 -0.5221835201466465 0.0 0.0 -1.4804726490041489 -0.5030603949428919 0.0 1.1278836232668465 0.0 0.0 -5.236179306293904 -0.7792714739391873 -0.30830913576457664 0.0 0.0 0.0 0.0 0.0 2.4566542890789242 -0.8432148222324736 -0.5833395571152263 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.720699673764996 1.299119403898591 0.0 0.0 0.0 0.0 -0.7136159651208789 0.0 0.0 1.6410538040588545 0.0 -0.5062212501268175 0.0 0.0 -1.2504825949978684 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9840665755254786 0.9928003357143095 1.2147447112801892 0.0 1.3275706942996972 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9107454401233055 0.0 4.197277153781505 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2167384767399647 0.0 0.0 RP11-117D22.2 0.0 0.0 0.0 2.0712486748684054 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 1.8520794892275039 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7597195866845645 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RPL12 1.2378436586356139 -1.8433422489190574 -1.0759785798922024 -0.7270215759195279 -3.135596342660341 0.0 -0.6883862239401866 0.3674207455646056 -1.2818739620012487 0.0 -0.07356569797713425 -0.21304764599010634 -3.0594946179391496 -0.1714852423134752 -0.5084953331084856 13.528919078174606 0.0 -0.35251349131420623 2.9390450724312864 0.5122062530834712 -1.1231693633301094 0.0 -0.4487756104266803 0.6978280095926208 0.6076544724026046 0.4961046751126652 0.0 0.6523333992597847 -0.358129857245583 -2.2921439166014395 -0.5514922025342776 -0.034247412997009175 0.5303783050188439 0.5938363283684032 1.5691052577610274 0.0 1.0228686892804255 -0.8559134626971195 0.0 -4.158206493055834 2.065234780485706 -1.8640336862254556 1.371137300165287 -2.08412024055859 5.638825161092202 0.076846841305327 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0.0 0.0 0.0 0.0 1.496243554683893 0.0 0.0 0.0 0.0 0.0 RPL22L1 -0.1352522402262116 0.04094141622425418 -1.334411883617194 0.1317741414667179 2.1873459434465103 -0.7736228709637799 -2.9681335951125276 0.345423485778415 0.3106849458854859 0.0 -0.9611328830298499 0.0 -0.8581058550340435 0.0 -0.9791341707257547 0.0 1.9159118471764216 -1.10445470555819 3.786621453744513 -0.6927569832199764 0.5011357895558883 0.0 0.0 -1.0176496416274279 -1.6590981950913133 -0.39882512341215404 0.0 -1.112847413312313 0.1466171772344177 0.5997040369103284 -2.6143262408236736 -1.173791211379763 0.7106094014174698 13.88145095677235 -1.765503711005495 0.2511782534296237 0.0 0.0 -1.8287872267617011 0.0 -2.5124474835252997 0.043404555185048155 -0.9133494770168564 0.0 0.0 0.0 0.0 0.0 -0.5490173426300525 0.0 0.11571854785623399 -1.0911286661202255 0.0 0.0 0.0 -3.779649788598222 0.0 2.6107446050504217 2.2408723920903246 0.2344971183474581 0.0 1.769855306318601 0.0 0.0 2.6102445005651753 3.5610724717205287 0.0 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-1.157878652275863 0.0 0.0 0.0 0.0 0.0 -2.547194461825417 0.0 -0.3163396865325391 0.0 0.0 SCARB1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4186566867864358 0.0 0.0 0.0 0.0 -0.5462774738805886 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6480931743098941 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SCARNA17 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.26117307328774436 0.08814908228856426 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6850310415056278 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.30716511577822264 0.0 0.0 0.0 SCD 0.0 0.0 0.2902473219484047 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.134018808644514 0.0 0.6710607284758211 0.0 0.0 -0.42335147991500693 0.0 0.0 0.0 3.9558899839100814 0.0 0.0 0.0 -0.36208148669241297 0.706049224436651 0.0 0.0 0.0 0.0 0.9910071311611014 2.9442979221022814 0.0 0.0 0.0 0.0 -0.5804117862460487 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6451755100583483 0.0 0.0 0.0 -0.4669543968062915 0.0 SCFD1 0.0 -0.26018627525367394 0.0 0.0 0.2983020982665125 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3542779684242314 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5387142942868635 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9662545500510175 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SCLT1 0.0 0.0 0.0 0.0 0.0 1.0790966278351808 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3792274944513018 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8431218527820598 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SCML4 0.3451500335272352 0.0 0.0 0.0 0.0 0.0 0.0 -1.6660815405050786 0.43648962047702566 0.0 -0.2842464842236314 -1.029521357897032 -1.6702631699300894 0.0 0.0 0.0 -0.4877928543811884 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.617917846634641 0.0 0.0 0.0 0.0 0.0 0.0 0.6050921870979455 0.0 1.3444482879211155 0.5044197673701185 0.0 0.0 0.0 0.0 -2.044922996725918 0.0 0.0 1.031848866786365 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.382754454269066 0.0 0.0 0.0 -0.24800714512853017 1.0998997866573357 -0.22463524091538067 0.0 0.0 0.9700594055784664 0.0 0.0 -1.1705201612190126 0.0 -1.1566998419844452 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2562807302229613 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SCO2 0.5669646567696394 0.0 0.0 -0.18090809540586567 0.2647990135430876 0.0 0.0 0.0 0.0 -0.33061258363254065 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1022643745168983 0.0 0.0 0.0 0.0 0.0 0.0 0.6472892775305411 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8494639570407617 0.0 0.0 0.0 0.0 0.0 0.0 -0.7987252579261458 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1975833129994389 1.038828962335408 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SDCCAG8 0.0 0.0 -0.18963997564802287 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.32550255473420114 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5500918641028413 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SDF2L1 -0.2270950725362299 0.1420101084285464 0.0 -0.21366745200317547 13.16669014434301 0.26305098153991285 -0.4888730234342508 0.0 -0.26375099857736234 -0.5993626940633631 0.15052649765810427 0.0 0.0 0.11236359073947084 1.2965128840760844 -0.5344060853999172 0.583958555769908 0.0 -0.3348727653328937 0.0 -0.8819836578741314 -1.7583228217749072 -0.3979691877887656 0.0 -0.0981882753658098 0.5007299291905392 -1.0382365311875885 -0.36953242453005136 -0.6229184677082412 0.0 -1.560482959758775 17.595260425435434 0.0 1.0048692626994664 -0.4253144448220562 0.0 0.6704429556358097 -0.13745057584972042 -0.7035005764631298 0.0 0.0 0.0 0.0 0.0 -0.37332273317839715 1.0939225647843351 0.0 -0.2413594658219273 -1.9418168652561099 0.0 0.0 -1.0372161899402512 -0.18794311825679974 6.447988590021274 0.0 0.0 -0.8994311476474416 0.0 3.4961147743539187 -0.30034493418147906 0.0 0.0 0.0 -0.10859142471502625 0.0 1.7677041825234427 0.0 0.0 -1.119134618642962 0.0 0.0 0.0 1.9465660025228384 0.0 0.0 -1.0014047346329853 -2.769526273504986 -2.1088453414107593 1.0597611381042986 -0.43073550427078333 0.0 0.0 0.0 -0.20174836431620005 0.0 0.4802685984329808 SDF2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3339933264385994 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.1306490094950598 0.09235764614349053 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.34133220935415015 0.0 0.0 -0.4879950358575073 0.0 0.0 0.0 0.0 0.0 0.0 -0.5640439438611068 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.287268715061393 0.0 SDHAF2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8062885628541457 0.9920916650169531 0.0 0.0 0.0 0.0 0.0 -0.7445291385593128 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7310690561830007 0.0 SDHA 0.10980017846135862 0.0 0.18998244650423154 -0.2433509782325271 0.24767766213722972 -0.501765264842835 0.0 0.36404297469937275 0.0 0.0 0.0 -0.5282144194036583 0.0 0.0 0.0 -0.4063307496052603 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5624663134722673 0.0 0.0 -0.5461137888116538 0.0 0.0 0.0 0.0 0.0 0.8177235260860495 0.0 0.0 0.0 0.0 -0.842281550764413 0.0 0.0 0.0 0.0 -1.5069602249117142 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8793562653498036 0.0 -0.8704511759002928 0.0 0.0 -1.4970933358511493 -1.1296462542851176 -0.22650678627311474 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SDHB 0.11420475476922123 -0.12197982295894998 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.34333273169304473 0.0 -0.27249248464693887 0.3986401476348697 0.0 -0.3851935102068774 0.0 0.45320152457967317 0.0 0.0 0.6955558948447431 0.0 0.0 0.0 0.0 0.26585846673317637 0.0 0.0 0.0 -0.4810331051045155 0.0 0.0 -0.5786304396073955 0.0 0.0 0.0 0.0 -1.18298764359254 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6644719122829426 1.2067409531831976 0.0 0.2446320064043111 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3377268454804679 0.0 0.33008167946122147 0.0 0.0 0.0 -0.7006424182480195 0.27209845137083943 -1.0690951480365478 0.0 0.0 0.0 0.0 0.0 0.0 -1.0432900176925979 -0.4296226218182511 0.0 0.0 0.0 0.31934404605503197 0.0 0.0 -0.49772763733743447 0.0 -0.4719711093688764 SDHC 0.1333178783064053 0.0 -0.20332511992519928 -0.22005316937732577 0.0 -0.22153677716150263 0.24839888471562313 0.0 0.0 0.0 -0.3423197645878671 0.0 0.0 -0.3850758374122304 -0.29132586237041436 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5856337940390307 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5926752217803859 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8207181814307473 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SDHD 0.05692827730131182 0.0 -0.15530327614175432 -0.2634289319577755 0.0 0.4494267108931322 -0.34824640181118344 0.0 -0.30450658418041937 0.0 0.0 0.0 -0.3924276373171217 -0.3455991376126806 -0.3773372186964724 -0.3360022744859657 0.34327124143053894 0.0 0.0 0.5246521608727637 0.12635056241013215 0.0 0.0 0.0 0.0 0.0 0.0 0.4398009293555844 -0.42841487322067434 0.0 0.0 0.0 0.0 0.0 0.6356536631466713 0.0 0.0 0.7747142745223924 0.0 0.0 0.0 0.0 0.7441638197068886 0.0 -0.19416930975671703 1.0142958760088299 0.8052493439792452 0.0 0.0 -0.20431014080923418 0.0 0.0 0.6296515917450455 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7412431211036403 0.4788651117359297 -0.5341503797665027 0.0 0.0 0.3316754038011823 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3562605048095627 0.0 0.0 0.0 0.0 0.0 1.4209387929422528 0.0 0.0 0.0 SEC11C 0.4106819962949075 -0.5124365313211661 -0.7934303515749085 0.5962195533100033 20.163939677441167 0.7191823507113908 -1.0791905879865882 0.0 0.0 0.0 0.4000274857776011 0.6807976776164277 0.0 -0.623333105877795 -0.4376231969640252 -0.3124418396712781 0.7825050474407875 -0.8826829208028583 0.052900591007629484 -0.39495021826657817 1.013857628866808 0.0 -3.1734198895999666 0.0 -0.5134682687554178 1.0421565280382759 0.0 -0.3964578563496755 0.47051592127687164 0.0 0.775428691537345 7.858077299041318 0.0 0.6770446513969082 0.0 -0.5271187694048773 0.0 0.0 -0.6506789429154807 0.0 -1.60786138714653 0.0 0.0 -0.6902642204428873 -1.1480888458978524 0.0 0.518891989298653 -0.13855911758326864 -2.0274722992597556 -0.48662409365141085 -0.6172785409626711 -2.2531401384097034 -0.3023170032166053 4.757156398843352 -0.42389760299986784 0.0 0.0 0.0 0.0 -0.8339039427535937 -0.4392492223853007 0.0 0.0 0.35832114017855105 0.0 1.1211462768544138 0.0 0.0 -3.5332671933853996 -0.2732849419182547 3.809098979308763 0.0 -0.3290035568965165 0.0 0.0 -0.8821083845729529 -0.5752273644697665 2.2136799580625905 2.5078266578122665 -0.4354674899897308 0.6674401330425878 0.0 0.5996940487915569 0.0 -0.6378658824791114 0.0 SEC13 -0.13935298324815915 -0.17514445489313776 -0.16234595452207326 0.0 0.8407592160872516 0.0 0.0 0.0 -0.24984663110739608 0.0 0.0 0.0 0.0 0.0 0.0 -0.2847286288145492 0.0 0.0 0.0 0.0 0.0 0.0 -0.31632324599940487 0.0 0.0 0.3731312702579716 0.0 -0.378770259566668 0.0 0.0 0.0 1.915164206056076 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3578659462071867 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3227354823982108 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SEC22B 0.0 0.0 0.0 0.0 0.0 0.0 -0.30961700514430546 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.156249605695288 0.0 0.6358425436570605 0.6900083800544455 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6136982286292612 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SEC23B 0.0 0.0 0.0 0.0 0.29026818930987996 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.734643683024044 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 4.313555212858818 0.24922104618459678 0.0 0.0 0.0 SECTM1 0.44272906895394326 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3463443019270719 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5115320855496247 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.2733591768022423 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.256004541521792 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SEL1L3 -0.151504092653078 0.0 0.0 4.607884711513801 3.098173180617407 -0.1835335317688666 -0.2401537463884219 0.0 -0.40406767250569625 0.0 0.0 -0.2778692001043851 -0.41574544662875973 0.0 0.0 0.0 0.0 -0.38011501858739777 0.9288727466109281 0.0 0.0 0.0 -0.5629543626005802 0.0 0.0 0.0 0.0 0.0 0.9584121254591218 0.0 0.5969445691856883 0.0 0.0 -0.6237864808958753 0.0 0.0 0.0 0.0 0.0 0.0 0.715061594903938 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.30961553054517155 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5471502809388176 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3878709148516448 0.0 0.0 0.0 1.938779545113808 0.0 0.0 0.0 0.0 SELT -0.45271559975090625 0.0 0.0 -0.20982145993132445 0.7571835342209251 0.0 -0.47440227582408095 0.3895541717446302 0.2735058504665845 -0.9095290307214149 0.0 0.8133190429108753 -0.6822195649474291 -0.32247135947553923 -0.34319613486093226 -0.9133086603373158 0.40299354461816533 0.4471012946609964 1.1344664893790308 0.0 0.0 0.0 0.0 0.0 0.0 -0.4541228451401183 -0.42781067404495476 0.0 0.5325605238014424 0.0 0.0 0.0 0.7484500157889549 0.0 -0.8073454243550142 0.0 0.0 0.0 0.0 1.381319613537517 0.0 0.0 0.0 -0.823737407070365 0.0 0.0 0.0 0.0 0.9260863413380234 0.0 0.0 0.8643142127041897 0.0 0.0 0.0 0.0 0.9053766116745293 0.9308614632293111 -0.9901287618286165 0.0 0.0 0.0 0.0 0.0 -1.1396689118661858 0.0 0.0 3.6291259506130933 0.0 0.0 1.6161058566725557 0.0 0.0 4.08170512085915 0.0 -1.3801754530232435 0.0 -2.6115143440629818 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9034106077612971 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SENP7 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38671292230170895 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0720092033757869 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SEPHS2 0.0 -0.13924995788407102 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35488157787200064 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4303376920500294 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38769349642934803 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SEPT1 0.3121708229765762 -0.07990712833904118 0.0 0.0 0.30117723347504455 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0.0 0.0 0.0 0.0 6.531119559221569 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SEPW1 -0.17967642126857428 -0.38397053155967453 -0.11413699102661844 -0.278295004276669 -0.9513929861942705 -1.3519137797365206 0.0 0.0 0.0 0.0 -0.46137359584301024 1.2909738113199973 0.47231196083994315 0.0 0.3913761465700843 1.0365343528831543 -0.29416401690899324 -0.8346338977069426 -0.8413054226254948 1.173371404607136 0.9840861129812196 -0.3763099480512159 0.0 1.7792321803000877 0.0 -1.300163248094796 0.9815935112028603 0.0 0.0 0.0 -0.10411851169045311 -0.5558528608969968 0.5324784602508059 -1.3052578926790488 -0.04175325033342977 1.0430692485932749 0.0 1.0621035883120105 -0.9840951604756207 0.0 0.0 2.8259012681489857 -0.4373094659063504 0.0 0.0 0.0 -0.7995083009248779 0.0 0.0 0.0 -0.6230343766103558 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4848263352556688 0.0 0.0 0.0 0.0 0.0 0.0 -1.2458989875072977 0.0 0.0 0.0 0.0 -1.380956053573728 -3.7307715415581297 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SERINC3 -0.4615724789689869 -0.2763574197643385 -0.1904846980761823 0.0 -0.48517219839156117 0.38746093199193155 0.0 0.46169398009180396 0.0 0.0 0.2723108033646574 0.28995786630478454 0.835394611078978 0.8396723812098102 0.0 0.0 -0.5782184258979066 0.0 0.0 0.42125066826281193 -0.08045329353433944 0.0 0.0 0.0 0.11582260329462207 0.0 0.0 0.0 0.0 -0.1815623656648933 0.0 0.0 0.0 0.0 0.0 -1.7581761380214347 0.0 0.0 0.0 0.0 0.8958241230055899 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0374575611247685 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0045555786927967 -2.4362578651903846 -0.26470722974514777 -0.2708540976115227 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3702137945416576 0.0 0.0 0.0 0.0 1.7218434571245773 0.7707471761679667 0.0 0.0 0.0 SERINC5 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.43825689090772 0.0 0.0 0.0 -0.30301860517611834 -1.3825055634184273 0.0 0.0 0.0 -1.7170308890700798 0.0 -0.35244965447573323 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4720243503653394 0.0 1.346935787415101 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7550249655181012 0.0 0.0 0.0 0.0 0.0 0.0 0.475478333034142 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SERP1 -1.0717715876306988 -0.6501784938780728 0.3981785480257199 0.738211582557328 8.940110328069332 -0.49398403773307625 -0.9602650329511957 -1.3516349944678574 -0.7511694742757268 0.6588577109152912 -0.7216107528750038 -1.39537037235467 0.13264013780058848 0.31160592859061986 -0.4009529838661941 0.07290016289543809 4.2870387491252915 3.878957275781595 -1.767186013013418 -1.3038998793839947 -0.3779119521334732 -1.5076535955918982 -0.28269118660673026 -0.7644122673328311 0.7019020870822635 2.9687336431144864 -1.7034034378835605 -1.3431395127795618 -1.456699208177323 -0.5102121871653291 -4.341672857413665 13.19601172937548 -0.7088815709978096 -1.7594291041555745 0.5603656523008121 -1.7340610023204397 0.8450474249995682 1.703290387815827 -4.074530462767979 0.0 -1.0796578217732455 0.3335059391917259 -0.9301307246955408 -3.7048055926408847 0.39895804393191 -2.651443652337576 -3.2339216583255923 0.0 -1.5155793955444745 -0.5961314218038377 0.2418348075225772 0.0 -0.2611960424326313 -3.1300058921812166 -0.5725668140806008 -1.8677352864422592 3.5754523484813237 -0.309780682405053 -0.2662973783118729 -2.8611188015834124 -1.4097522303017327 -2.372331265513513 0.0 0.0 -0.6051335395242743 0.0 0.0 2.8611199199608315 0.0 0.0 0.0 0.0 -0.5206493981865348 -4.854378404673559 -4.172137455395061 -1.4374633065753875 -1.4092803743314672 -1.3408004824600201 -0.36448907681231013 0.0 0.0 -0.24639153466522767 0.0 0.22900765601800205 0.8802838233872107 0.3628364444497672 SERPINB1 1.0787205265631519 -1.0133590012448268 0.015643861921283437 -1.7779574042257023 -2.675189254416123 0.5064511738091325 4.375292089909714 -0.7774079300399344 3.35777605704439 -2.8158717461201115 0.24521988096928699 0.6077024050972833 1.163086265229638 4.053269912797061 -1.0128395594245214 -1.2972687511482195 -1.3007655580395607 6.2254768153975375 -1.2766832756329658 -1.7404615206632108 2.668508420938522 -0.8856960751944125 -0.7113886802955071 0.0 0.14260157118237035 0.0 -0.17039583468643107 -1.2158241856337524 -1.2430459224083144 5.611042827406898 -0.24422885249546153 0.0 -1.1677686775186285 -0.7268954497327578 -1.0599552200014069 2.0040939895956558 -0.730354863500088 0.9908726565343687 1.4833277148368293 1.0515827659532186 0.5211191458460547 0.0 1.6431574767832582 0.7166295533442065 0.0 0.8121719619342558 -2.2214054554767673 0.0 1.5199014372209145 -0.5382197976052613 -2.2006629974957694 1.5981915746679394 -0.30304478619918346 -1.3564170449626578 0.2980633878119962 5.445118323013826 0.0 0.7600089571582282 -13.792027870240084 1.4102809957513909 0.0 1.1239715218573503 -0.781663190794216 -0.7215314716355333 0.0 2.0778414439185995 0.9331272043670009 0.0 -5.1817136146794 0.0 -1.878672800435032 0.2632855709228956 0.0 -2.720086705977147 11.397888652634578 1.187020735873434 -0.920905201854873 0.0 2.453219418075783 0.0 0.4361061294372247 0.0 0.0 -0.32422378400414853 0.0 0.0 SERPINF2 0.0 0.0 0.0 0.0 0.0 0.0 0.25247897588747353 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.44311688585202486 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.9254076856529831 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SERTAD1 0.21380021833954727 -0.584447548821493 -0.30383334654530586 -0.38797050016744955 0.0 0.0 -0.2237406635938142 0.27645447696149045 0.2664637666876784 -0.33901406178262683 0.427371504252165 0.06222074520346032 0.4246718328363918 -0.3324901393803864 0.0 0.0 0.0 -0.4677379069553398 0.0 0.38275821412942296 0.0 -0.7379829739947268 0.0 1.5969366147690398 -1.5708648209112608 -0.5680965148777962 0.4261127183516755 -0.46081139566448037 0.0 0.6246355520559956 0.0 -0.3850579422432404 0.0 0.0 -0.9806610241951945 0.6816701270627492 0.0 0.6421744385089859 -0.5484928050330984 0.0 0.0 -0.26392086806805937 -2.1118598205575276 -0.8427251385622749 -0.9358771024603535 1.5979678212938382 0.0 0.0 0.0 0.0 0.0 0.0 -0.31046313234708334 0.0 -0.5960521862171996 0.0 0.0 3.0191962670790695 0.0 0.0 0.2885927696891366 0.9144390122974985 0.8495416585679895 0.9884025380150101 21.342260202733385 0.0 1.9152473943133599 -2.0901240786383726 0.0 0.0 0.0 0.20130129183459178 0.0 0.0 0.0 0.0 0.514230057621046 0.0 0.0 0.38012451167303535 0.0 -1.1838846789009632 -0.6874685963556326 0.2477797391279853 0.0 0.0 SERTAD3 0.0 -0.12102763895003338 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2520759217594654 0.3678597394459043 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SETD2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9483213906315106 -0.5269418719028766 0.0 0.7263099232870475 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8328157180892496 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9460221808738559 0.0 1.0416201757991526 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SF3A1 -0.12457850291862557 0.0 -0.15069952973998652 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.02320518467981773 0.0 0.0 0.0 0.0 0.0 -0.41275426149505284 0.0 0.0 0.0 0.0 0.0 0.0 0.4865973016579126 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5020702316357248 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0908516237036145 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.42935529971792374 0.33554126505975235 -1.0588842634796594 0.0 -0.3091642849572442 -0.5974838531044355 0.0 0.0 1.5966352823116332 0.0 -0.6042075829449358 -0.5391467626650469 0.08709443450043813 0.6105590965625892 0.24342953574199241 -1.008136494826625 -0.4795252624488038 -0.6771057838208666 0.4369369146887025 -0.33935996953883146 -2.0549001444883213 -0.5932415239396742 0.5550073838082458 7.2946802377409155 2.1464788445570857 0.6396426513353994 0.13262053613270608 0.0 0.0 0.15447061712389754 0.0 -1.0452358803635389 0.7878667990572735 -0.6564662571887193 -0.8313485705315897 0.0 -0.14297372169884978 1.2711484667621205 0.0 -0.26453567753921997 1.1897954201894836 0.3586570261145872 0.0 0.9877030124735998 0.0 0.0 0.570529468889973 0.0 0.0 0.9226312815505334 3.7591412503033426 -1.5132121542534571 1.5005129517711986 0.0 0.0 0.0 0.0 0.0 0.8835696141911676 -0.9049822492245709 0.0 0.0 0.0 0.0 2.5304815339332576 1.3063183226669999 1.1754059909328196 0.0 -1.0986818440305823 2.797916271809765 0.0 -0.3682552484682558 0.0 0.0 -0.9918429072427241 0.0 0.0 0.0 SFI1 0.0 0.0 0.0 0.0 0.0 -0.23429289834385308 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.39445623097198934 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SFXN1 -0.21110584619358225 0.0 -0.13235444833627658 0.0 0.0 -0.7924197754348095 0.0 -1.0330356011983792 0.0 0.0 0.23928499005450832 -0.5568104614873335 0.0 0.0 1.8493825732204168 0.0 -0.6763689069303849 0.0 0.0 0.0 1.8334913206625965 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7802166873463225 -1.9007795861619607 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.30735278413615286 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4253925526491267 -0.4695892845248976 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SGOL2 0.0 0.6012608089521668 0.0 0.0 0.0 3.3208865801385783 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4180569612281532 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SGSM3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.10388299774083037 0.0 0.0 0.0 0.0 0.0 0.0 0.5031823694040066 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.25741064355260285 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SH2D1A 0.06104305222966844 0.0 0.19221920928572395 0.0 0.0 -0.49106466051709363 0.0 0.644689892344293 1.205144704523251 0.0 -0.08910365891750338 -2.17809272803458 11.767997388495674 0.0 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-0.3246753700154917 0.0 -5.101007809832597 0.0 -1.242636722032293 0.0 0.0 0.7541620153044416 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SH3BP1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5339089833906198 0.0 -0.31303420386106434 0.0 0.0 0.0 0.0 -0.41179004246594036 0.0 0.0 0.0 0.0 0.0 -0.3255671854719129 -0.3273640645536039 0.0 -0.6724795265225417 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.782810985058893 0.0 0.0 0.0 0.0 0.8871060586026545 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8508309022760866 0.0 0.0 0.0 0.0 -0.8507824311339004 0.0 0.0 0.6992565564250408 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.126654546332721 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SH3BP5-AS1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7768518902139692 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6863773609981775 0.0 0.0 0.0 0.0 -0.6035448934991956 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6793363028772728 SHMT2 0.0 0.403542660202358 0.0 -0.7400141258589108 0.2689017334986987 0.0 0.0 0.08709484754611167 0.277626988002727 0.0 0.0 0.0 0.0 0.0 0.6525548541565154 0.0 0.0 0.0 0.45124024873677976 0.0 -0.39928125599890996 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4842288514878969 1.4211031240233267 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8661640007920527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5854794582098343 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SHOC2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.26482332253079044 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.35524072539110035 0.0 0.0 0.0 -0.38502322486767326 0.7167931103041554 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7375111614047541 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SIAH2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3104411548815449 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.749344574109989 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.544034457834334 0.0 0.0 0.0 0.0 0.7731753076020722 0.0 0.0 0.0 0.0 0.0 0.0 0.5301895849391316 0.0 0.0 0.0 0.7897484834954395 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0546767550939202 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SIDT1 0.12252829744296982 0.0 -0.16123410622270118 2.395114812933533 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SIDT2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.9483675012472526 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4382007461934754 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SIPA1 0.0 0.0 0.0 -0.16670088457321108 0.0 0.0 0.0 0.0 0.0 -0.32939514763404576 0.33958195608768316 0.49807135638794653 0.37673093907069966 0.0 0.0 0.0 0.0 0.0 0.0 0.5632122216574263 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.189357610783828 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7816544399863405 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SIRT2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.37848810787591264 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5063488781952857 0.0 0.0 0.0 0.0 0.0 0.0 0.6609457172423198 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.23109401570036822 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9500077176218917 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SIT1 -0.8820444074973931 -0.7655345197896845 -0.24170636668003737 1.186608863217844 -0.4209955569951737 0.0 -0.2199807471513222 1.7314558269855629 -6.496750619678367 0.0 0.0 -2.8721638086220445 0.06697977148234546 0.0 -0.42941421495884297 0.0 -1.5441215575024028 0.0 0.522279656485809 -0.332686289559933 -3.0138643721123732 3.5420194415214445 -0.8584571783322388 0.0 -0.435975729018903 -0.5992847597592676 0.0 0.0 0.0 0.0 0.4432056954018067 0.0 1.1352256367753277 -1.9300063480074976 0.0 -2.4795870824804203 0.0 0.0 0.0 0.0 5.039984548684588 0.0 0.0 -6.747609016987499 0.0 0.0 0.0 0.6576750752343701 1.0350894542318354 0.0 -1.9525247025068961 -0.9887010952409678 0.0 0.0 0.0 -0.9086387606666725 -6.201402746471419 0.0 0.0 0.0 0.0 -0.7866692634747113 0.0 -0.25075650974464725 0.7999954263911068 -1.972211193958983 0.0 -1.0555663745764394 0.0 0.0 3.271062394581363 0.0 0.0 2.275224700672732 -0.9571571591084973 0.0 0.39520485625202406 0.0 2.901487849117397 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SKA2 -0.1108571616794154 3.5094631780796446 0.0 0.0 0.0 4.501769362017505 0.0 0.0 0.0 0.0 0.0 0.0 -0.13340849804705301 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3959009561590952 0.0 -0.3544309570472325 0.0 -0.4637599764149246 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7796278625163501 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLAMF1 0.0 0.0 -0.07804246244077324 0.0 0.35348785719930054 0.27865846184235765 0.0 4.673445162303173 -0.6270512675707316 0.0 -0.24879714616253773 -0.024146244084844257 -0.8828206790006369 0.0 0.0 0.0 2.6570294760442796 0.0 1.4144724186837057 0.0 0.0061611829511881286 0.0 -0.31971489971434813 0.0 0.0 0.40650781277113257 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4284251257809177 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.635373952608694 0.0 0.0 0.0 0.0 0.0 0.0 0.8658007002043345 0.0 0.0 0.0 0.0 0.0 -2.5746224843848857 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 SLC2A3 -1.6777599519185427 -0.5858869249780885 -0.44887534488022535 -5.809925864195955 -1.2888638993295156 -0.14348170611047042 0.6985083833859568 -3.9182711813826097 -1.1477181558648222 -8.675589244416152 3.734739731043296 -0.8534419066476079 -1.6511936746560085 2.4252764809421645 -0.36347875065603763 -4.022896944439826 -2.6512789917758224 -0.3175885576293063 3.8309532540185254 -2.4435192856935424 -1.0583312230119426 1.55179434134779 0.9508090801318969 5.540313714753894 0.34990379803838983 -1.1888811187534116 12.1990087936274 2.946737904917305 -0.6756025157283425 7.140838921111608 0.49594902727640167 0.0 -2.0945978200014785 -3.8565758508156995 -0.8719617604395381 -4.8936781070859485 2.658110610603388 -0.44867903686684196 -5.920515808745197 1.0978812824973434 -1.5703012238389622 -5.1194633384107435 0.4649588768547644 1.0291992889158466 -0.8447802054177709 0.8612520563370224 -1.0574090205946927 3.15551199747211 0.7689156720015421 0.052896208781734844 1.124689894410873 -7.973887129823958 -0.9056397389791638 4.327358083454224 0.00043677648844516376 -3.561930425602766 4.085512068965674 -0.6487191601246041 -11.7342510064586 -0.7375691122425035 0.0 3.789468345431828 -2.0443545540106256 -1.176184352299666 -4.815173791451179 -9.47816110597519 1.5780175356698225 -0.8675054354189575 4.349188202814974 -0.8254359041932086 -1.2631722567217682 -0.9692862481597029 1.2513897588025782 -2.375772138663769 12.138568141157752 -2.9389878841469357 -1.6298999602226243 -2.515195878156072 -0.10296228012800661 -0.4140208661701247 -1.0984961885656361 2.509298586203157 -1.5837691256885815 0.899380545443997 -0.6409520940772648 2.954467528349023 SLC2A4RG 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.26553615802340813 0.0 0.0 0.0 0.36158065074710977 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.33388101262086595 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7285531981671655 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLC35B2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.76394287243963 0.0 0.6191797634135441 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.35210909491897563 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLC35E1 0.0 0.0 -0.22590962042156632 0.5039712798442543 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5793773323428475 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLC38A1 -0.10186919009192255 -0.552827248380639 -2.0006055375423797 1.2342747481671885 0.0 -0.17238102447192571 0.5574117580576697 0.33458164254171024 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1.0170128192046852 0.9380824227378634 0.0 0.0 0.5738191133561146 -0.4790918147841481 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9795315844824473 0.0 0.0 -0.873998240881093 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLC7A11 0.0 0.0 -0.19363392916046 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34994790216440125 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6035511318049285 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7298654780558004 -0.8783269904209277 0.0 0.0 0.0 0.9649989133556451 0.0 0.0 -0.6470394189909795 0.0 0.0 0.0 0.0 0.0 2.8253109179255214 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLC7A6 -0.1807027338170613 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6961948734025072 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38480599162508466 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.231727692304315 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8050320104335865 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLC9A3R1 -1.3351101420373461 -0.2530268348235236 0.1303370281075261 0.0 0.19597093864561746 -0.5167098884423365 0.0 -0.2597615730052273 0.42938072810534994 -0.43502203884333007 0.0 2.0638595071329924 1.573012867972189 0.0 0.0 -0.3496452997982605 -0.11943954940439319 0.0 -0.40731657784096026 0.0 -0.8563766736846047 0.3944061519164241 -0.44724565214364104 0.0 -1.2788739875421713 -0.30849766457485694 0.0 0.0 0.0 0.0 0.0 -0.5654480352377247 2.427544600685243 0.0 -0.503180728199484 -4.153246888019908 0.0 0.0 0.0 -1.570979884259191 0.0 0.0 0.0 0.8912701493861339 0.0 0.0 0.0 0.0 0.9271178853446235 0.0 0.0 0.0 0.0 -1.2329442654691942 0.0 -0.968564763146284 -0.89772255599379 0.9245885635220598 0.9817453801398335 0.7610093839399049 0.0 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0.0 0.0 -0.7530464428659807 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.2174064381372074 0.0 0.0 -1.0798443494410723 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLIRP -0.21884364134850437 0.0 -0.22259739664123027 -0.005556394999956602 -0.04895424206271848 -0.2835931145769606 0.3023063987754713 0.0 -0.26681514920745075 0.7875372602533841 0.3170318613573795 0.01866011707140443 0.308227548284613 0.5736123108883705 -0.7863488550156386 0.0 0.0 0.7984907006205245 -0.33844166240726686 0.4617098247645516 0.0 -0.4564460860004147 0.0 -0.2266149008326526 0.5012616766606909 0.0 -0.6261365829351799 0.0 0.511223508000776 -0.7350266736959458 0.6544957680099593 0.0 0.0 7.026150393507341 0.0 0.0 0.19096439804249984 0.8002890905714206 -0.7519517216191847 0.0 -0.577135644633615 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.1665280207255972 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5386303873136027 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3777684720074197 0.0 0.0 1.5518110526057876 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLK 0.0 0.0 0.0 0.0 -0.18196116882537136 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5649561849626393 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5820271192606246 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SMARCA5 0.2606705658530588 0.0 0.0 0.3337785965761933 -0.2813767439157284 0.0 0.0 -0.21256476505870103 -1.0434882896882995 0.0 0.0 0.0 0.0 0.0 -0.42173488975276535 0.0 0.0 0.0 0.0 0.0 0.0 -0.3837047962121823 0.0 -0.5665802558956119 0.0 0.0 -0.7454168470637956 0.0 0.0 0.0 0.0 0.0 1.107431366962016 1.458734428740566 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1526438044834053 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6964182833973414 0.0 0.0 0.0 0.0 SMARCB1 -0.1326245733369811 0.5731851106843304 0.0 -0.31455503449044814 0.21532395688602435 0.0 -0.3842789117642084 0.0 -0.6774821157615434 0.0 0.0 0.0 -0.42637582124209883 0.0 0.0 0.0 0.0 0.0 3.342892248157471 0.0 0.0 0.40342059537237035 0.0 0.0 0.0 0.0 0.0 0.0 0.33050287624047975 -0.6315178238674357 -1.0083277450369954 0.0 1.3424068049023758 -0.8165974062125267 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6498707134700366 -0.654631725150036 0.0 0.0 0.0 -6.702923144221346 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8391946126220349 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.359195904581388 0.0 0.0 1.334396873430287 -2.7886641597901676 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SMARCC2 -0.22232804323915928 0.0 0.0 0.0 0.0 -0.20762981314107815 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6012268848937622 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SMC3 -0.14407762144729075 4.478022658796213 0.2727853965553109 0.0 -0.19006361243034234 -1.266024269016001 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.729467338524807 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6254392154161346 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.391720373562286 0.0 0.0 1.0213432555436375 0.0 0.6885364614977482 0.0 0.0 0.0 0.0 0.0 0.0 -1.0154325916153142 0.0 0.7638814714226928 0.0 0.0 0.0 0.0 -0.8079150849504398 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9588467054254283 0.0 0.0 1.3194399448885301 0.0 0.0 0.0 0.0 SMC6 0.0 0.0 0.0 1.4094557299632522 0.0 -0.23836175771336462 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.40930215608858284 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3530717838564306 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.041822448348159 0.0 0.0 0.0 0.0 SMDT1 -0.29754799160296386 -0.34956585471266277 -0.14347358446620792 -0.7305476053230027 2.437848704707337 0.049282960752496247 2.0781515096014465 -0.6255391716103147 0.6740877854269071 -1.0344428213869645 -0.569004505683306 -1.528023347747829 0.0 0.0 0.0 -0.8255968652923549 -0.34094257962584357 -0.7735114478875863 1.6167258066853223 0.0 0.801756152229477 2.8559443513031795 0.4796562794733472 0.0 0.0 1.0803432218401776 -0.38380205433264125 0.0 0.1019929447537117 0.565299243587538 0.15308924118777642 1.865667583339981 -2.7076640297448398 -2.7063035429495264 0.0 0.07864685270794386 0.0 0.0 0.7903015484318541 -1.234764391497602 0.0 0.0 -0.8214918973478634 2.4060960189840372 0.0 0.0 -1.2779365797810567 0.0 0.0 0.0 -2.620414081067127 0.0 0.0 0.0 -0.3015784290165834 0.0 0.0 -1.245776350270964 -3.0385644124175233 -1.7369639126739411 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3757521952885408 -0.987898613895171 0.0 -2.2240331355227556 0.0 0.0 0.0 0.0 -1.2975482568118752 0.0 0.0 0.0 0.0 0.0 -1.1939553518215757 1.110316308618699 0.0 0.0 0.0 SMIM14 -0.25039724392536494 -0.14965875335857404 -0.13647850142727389 0.8879371842546798 -0.5601061930181284 0.6491772722824994 0.00884843469247047 0.0 0.44621255205542865 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 10.4394421999539 -0.7558771294118157 -0.3834076320900914 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5032179393484741 -1.7514060832593346 1.9307918841638305 -0.8899880698698285 -1.6361012426960309 0.474519221211126 0.0 0.0 0.0 0.0 0.0 -0.8705012404300074 0.0 0.7371250438963395 0.0 0.238496538939408 0.33091843016893757 -0.4989584877053929 0.0 -0.6990963318042801 0.0 -1.064897853177781 2.2885455345938936 0.0 0.0 0.0 1.5717219001741418 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8647589376703063 0.0 0.9264796557225289 0.0 0.0 0.0 0.0 1.3936570115998936 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7883310952304198 0.0 0.0 0.0 0.0 0.0 1.1166864451371818 0.0 SMIM3 0.2906388511197833 -0.15157107551273216 0.0 2.1869776515811146 0.0 0.0 0.0 0.0 0.0 -0.4221096320992246 0.0 0.0 0.0 0.8228261983986255 0.0 0.0 -0.4447041230160941 0.0 0.0 0.0 0.0 0.0 0.9970046122951619 -0.47936369761151754 0.6915938708566446 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.4150298997796096 0.0 0.0 0.0 0.0 0.0 -0.3382146332387581 0.0 0.0 0.0 0.0 0.0 -0.688475349819823 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.441922839901882 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.823617732812749 0.0 0.4861949802018003 0.0 0.0 SMIM4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5693036309765941 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.11187170479629882 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SMIM5 0.0 0.0 0.0 2.1876520080449557 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2562606385910533 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SMIM7 0.0 0.1866397560293878 0.0 0.0 0.0 -0.21709069415978555 0.0 0.0 0.0 0.0 0.21302821531551158 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5095984335877307 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.45238418049834084 0.0 0.0 0.0 0.42343775226154534 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7383596099070264 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.27567404545853497 0.0 0.0 0.0 0.0 0.6412679906907027 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2856875767105387 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SMPD3 0.0 0.0 0.0 9.14331497230479 -0.17566973915909653 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNAP23 -0.44766578507809285 -0.21734861324149393 1.9161854221968941 0.0 -0.565341527043728 -0.20887959628155173 0.2860236236291028 0.0 0.0 0.35249229721724423 -0.5719414415900932 0.0 0.0 0.38901207398258 -0.3268428779306252 -0.35592590903955823 0.0 0.0 0.0 -0.41516857301830024 0.0 -0.4101586314894385 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.0246643677152467 0.547201490091348 0.0 -0.5749267590259666 0.6147258864090511 0.0 0.0 0.0 0.0 8.838368768471053 0.0 0.0 0.0 0.0 -0.6471570043276106 -2.0984367836995337 0.0 0.0 0.0 0.0 -1.601506344035641 0.0 0.0 -2.048713340556367 0.0 0.0 -1.0883795692089346 0.0 1.0394942095331732 0.0 0.0 0.0 0.0 0.0 0.0 -0.9147994872820413 0.0 -2.4350476963038474 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNAP47 0.0 0.0 0.0 0.0 0.0 -0.45111809318185914 0.0 -0.4770117466383901 -0.39668007387612986 0.0 0.0 0.0 -0.39038238165903044 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.12479776351685 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.204427077772177 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.20556198971285192 1.328654512279081 0.0 0.0 0.0 -1.1615178489986215 0.0 0.0 -1.0722509150335235 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.41093604176187987 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.373621802876272 SNAPIN 0.0 0.0 0.0 0.0 0.0 0.0 0.28937932821081574 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3546611498459049 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.32030240697131634 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNCA 0.0 0.0 0.0 0.0 -0.38646039839436114 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7785228668046176 6.211023729407529 0.0 0.0 0.0 0.0 0.0 0.0 9.608293973160219 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.070415958197997 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNHG12 -0.016296253941434812 0.2097521022697581 -0.04235816589452657 0.0 0.0 -0.7779516388822647 0.0 0.0 0.0 0.0 -0.2015361972333343 0.0 0.0 0.0 0.0 0.0 0.0 -0.3822608913595101 0.0 0.0 0.0 0.0 0.0 0.0 -0.4501663814434473 -0.36934243118058974 4.562242564377209 -0.4846877470023106 0.0 0.3260760312793724 0.0 -1.0974835100447968 0.0 1.5373569949287849 0.0 0.0 1.8381010004996636 0.0 0.0 0.0 0.0 0.0 -0.749454843655355 0.0 0.0 0.0 0.0 0.21822045289248684 0.0 0.38515652174946374 0.0 0.0 -0.6349915639678382 0.0 0.0 0.0 0.0 0.9961766101915533 0.0 0.0 0.0 0.8109311206208365 -0.23975392224501405 0.28987037991301534 7.788949207569375 0.0 0.0 1.5133670168571127 0.0 -0.5748347771092601 0.0 0.0 -0.410802365354611 0.0 0.0 0.0 -0.47758729764134805 0.0 0.0 0.2831846007623292 0.0 1.3251901898635972 0.0 0.0 0.0 0.0 SNHG3 0.0 0.0 0.0 -0.2903288588621007 0.0 -0.24732826073369926 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5443929145837482 0.0 0.0 0.0 0.0 0.39639078015176765 0.0 0.0 0.0 0.0 0.0 0.0 0.5706723775835988 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0406297566820917 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNHG6 0.2955070978181905 0.656695668926197 0.0 0.7624538775605018 -0.3587421781602386 0.0 0.0 -0.2785385379756627 0.0 0.0 -0.33816663134597913 0.45436307850865837 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4532472029957578 0.9379375506999211 -0.6722412095360318 -0.8457876168432226 -0.3577553101917701 0.28381533908870504 -0.3429786145805027 0.0 0.0 0.0 0.0 -0.3466410846887165 0.0 0.0824176110407909 -0.809687059619152 0.0 0.0 -0.30574887612008317 0.0 0.0 0.0 0.0 -0.7386448182644937 0.0 0.0 0.0 0.0 0.8101782350149368 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.33496493028454416 0.0 0.0 0.0 1.4577794370297428 0.0 0.0 0.0 0.0 0.0 1.148746168289254 0.0 -0.649131850994754 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.621854007873376 -0.8951687151259662 -0.229149201078413 0.0 0.0 0.0 2.6187255533035234 0.0 0.0 0.0 0.0 SNHG7 -0.8221775228671216 -0.46781906806804885 -0.04320987785643863 0.5432693237031218 0.0 0.0 -0.9269299776726647 0.0 0.05592224003489156 0.018048396542984218 0.2512301621121151 0.0 -0.8264213447125224 0.0 0.0 -0.9785184527699347 -0.8042180363773406 0.0 2.270036309245695 0.0 0.0 -0.01967981072831375 0.0 0.5205844031019891 0.0 -0.5491385274236166 0.0 -0.4150030533953144 -0.33079517349822996 0.0 0.0 0.0 0.0 -0.647717203371468 0.0 -0.5058398661098166 0.0 0.0 -1.3673489605008025 0.0 0.0 -1.0877965052605196 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5478991686938071 0.0 0.0 0.0 0.0 0.0 0.0 2.5499612388806923 -0.8499155124577631 0.0 0.0 1.1192382742944056 0.0 0.0 1.5186224266683288 0.0 0.0 1.1963194897971257 0.0 0.0 -1.5263714421351842 0.0 0.0 0.0 -2.2256832227463788 -1.2575013951141172 0.0 0.0 -3.749345545553461 0.0 0.0 1.8551642615731847 0.0 0.0 0.0 0.0 SNHG8 0.5137230981777611 -1.0008400429614153 -0.13938697978509937 -0.2847901669874232 -0.09253975382564283 -2.369347258248313 -0.8395159907787769 -0.04536150949765403 -1.6544294735114529 1.619379797630622 0.5972554504381672 0.08505560530466681 1.3129847372027639 0.99178854435287 -0.3570459906432933 -0.47048639047824725 0.4510334228421357 0.9741660490271554 -0.7807522134795085 0.8302556547398969 -0.41208778483225866 -2.1768077295761765 -0.6605813924594864 0.0 0.6591854612213419 0.0 -0.820724368913221 -1.009142533177437 0.7962721054293588 -1.1303844494457909 -0.9719560648539158 -0.9083517507570373 -1.6576476583692668 5.807763082750547 0.5717124566613332 0.11320862229364684 0.0 0.6791473320788904 -1.6650776555153253 0.0 -0.5539623838002865 -0.6577825075240115 -1.8777125606992224 -3.9373091831566134 0.0 0.9107393855539468 1.0175654466067297 0.0 -0.8404563685043626 0.0 2.6479835894122723 1.5130858336918416 0.0 1.9061074212975513 0.0 0.0 0.9257822277604909 1.2702708276847272 1.2233178971171015 0.8594890235626016 -0.9328340591584253 0.4774525354584835 0.0 -0.6800289253713889 7.4491974847491305 1.186345592769589 0.8389617973278587 -4.054671397630439 0.0 0.0 -2.5384297218718475 0.0 0.3475313254391782 6.054329706598769 -0.0109761273160208 0.0 0.6610250983091982 0.0 -3.172132461136166 0.4520710242528539 0.0 2.046302427677469 -0.48466686184154567 0.0 0.7187418228623219 0.0 SNN 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8478343753256316 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.406896382913794 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.840700681675865 1.7287325098216235 0.0 0.0 0.0 -0.9532732480083784 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNORD3A 0.0 0.0 0.0 0.18145175643466938 0.0 0.0 0.0 0.0 0.0 0.0 0.8578470125487838 0.6234877270079334 0.0 0.0 0.0 -0.2293416856560115 0.0 0.0 0.0 0.0 0.0 -0.5934003541748643 0.0 0.0 0.0 0.0 -0.736728126340162 -0.4150548222063711 0.0 0.0 0.8335502707234514 0.7879274201003182 0.0 0.0 0.5135630804032381 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3920039728232901 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3606812914216432 -1.6272714559437957 0.0 0.0 0.0 0.0 SNRK -0.1062792296441859 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.33815500145841937 0.0 0.0 0.0 0.0 0.6791263838870397 0.0 0.0 0.0 0.0 0.0 -0.4666181747012033 0.9716544578280715 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8698510716247927 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.2801073539397634 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNRNP25 0.0 2.3762460366393983 0.0 0.9454019920338982 0.0 -0.7588089622015811 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.990715662196755 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNRNP40 0.0 0.0 0.0 0.0 0.0 -0.19893506406841482 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.44357352215847373 0.0 0.0 -0.36659840157899176 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.231294381412777 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNRNP70 -0.1086004279110383 0.19287210262669846 0.1307490989968177 -0.47929609529682027 0.0 -1.0662122316423148 0.0 0.0 0.0 0.0 -0.5852528541752264 -0.3479120500305894 0.0 0.0 0.899055193371426 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7198576781639279 -0.601271408304104 0.0 0.0 0.5613404555304198 0.6754055192974016 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9470204298324999 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.92313170099795 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4483087154800356 0.0 0.0 0.0 0.0 SNRPA1 -0.12375407354873875 0.0 -0.2288098684681323 0.0 0.0 0.28148787851168144 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4334629080526782 -0.5559691930616915 0.0 0.0 -0.3636909043009579 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8118687582449333 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.945930556955158 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4398239951815935 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1980342567985072 0.0 0.0 0.0 0.0 0.0 0.0 0.9380264691324915 0.0 0.0 0.0 0.0 0.0 SNRPA 0.0 0.20538868668829924 0.0 0.0 0.0 -0.43614625805337126 0.0 -0.28313944517190176 0.0 0.0 -0.3661235656838373 0.0 0.0 0.0 0.0 -0.26154865075235606 -0.4069394642456955 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4544900395490292 0.0 0.6579478231224114 0.0 -0.4950002824539718 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4447013481254003 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNRPB -0.22911037129226033 7.939936367565749 -0.2689785685936264 0.3311912296943491 -0.057718528344228935 -3.735130231504812 0.0 -0.6032132183742724 0.025950376524912125 0.4558286149915342 0.5960696859191293 0.8954986511590797 0.7502896575807567 0.0 7.361375837340957 0.4217831388435403 -0.41100923383561333 0.0 1.3509362526560043 -1.877169786662193 -0.7700389970796724 -0.9204276038577236 -0.80593011584575 0.0 -0.3586177040732637 -0.5178318583739315 0.0 0.499485726328088 0.4501579500207076 0.6600359899739859 0.12755602885791853 -0.25347228422469736 -0.8639570441591639 4.031642940028663 -0.652557906333289 -1.3133267264392008 0.0 0.653724030419226 -1.625972774374949 0.0 0.05006708427814732 0.7609618275222363 0.0 -1.1288028265016892 0.0 0.5240980960538134 0.0 0.4434038524170427 0.703573138481813 0.0 2.3680472556134604 -2.387396645407514 0.0 -0.8468792653821717 -0.2622378614855805 0.0 0.0 -0.9511881007408309 0.9538615769631059 0.0 -1.3920037769686224 -1.6827872646495365 -0.4100532024468224 0.0 0.0 0.0 1.6870779975674683 -1.7734315299426004 0.0 0.8730664718274757 0.0 0.0 0.2275419400151278 2.5412408759951317 0.0 0.0 -0.8605610994685773 0.7343982810478968 3.069718410637525 -0.9826120047815821 0.479805892915103 0.0 0.0 0.9009638707769781 0.5833985103925347 -0.9140163222101967 SNRPD1 -0.033910630670290674 3.406802565998085 -0.353143132742128 -1.1144850181405381 -0.1981708015470455 -0.49414437201104133 0.8827482243873017 0.0 -0.4738481640547385 0.0 0.07764526292062908 0.0 -0.17538461638861363 0.0 3.2239230055309163 0.0 -0.41398070282297406 0.0 -0.7778389839521166 0.0 0.0 -0.4987470786617119 -0.8085305382026656 0.0 0.0 0.0 -0.8371148373266616 0.5543700467324318 -0.3894825570941711 -0.587334002251188 0.352422952543631 -0.6137035642146629 0.0 6.24060337146163 -0.11152790048485065 0.0 0.0 0.0 0.0 0.0 -0.7604552061189782 -0.8104857952499861 0.0 0.8503732514411848 0.0 0.0 0.0 -0.4210043510779494 0.0 0.0 0.6057970724934112 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1240345919719246 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0380712872910562 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNRPD2 -0.1211394847588038 2.0357762639928927 -0.16035313964308345 -1.699864768618208 -0.5410424784279143 -0.3297538999393568 -0.526903669817618 -0.3782809719821212 0.5279577620407846 -0.2676406769769849 0.9110149494797373 -0.007169870320497442 -0.12792811069611865 0.36508634236509035 0.0 6.541896078115641 2.6237106490553224 -0.6506156275632737 0.6395778249823177 -0.46647823543804323 1.0225463268765016 3.016786317520263 0.7842733758486513 -0.8971621744757079 0.44116221992356014 -3.591509748528423 0.5978256717494999 -1.0081954381009648 -0.9930206792380157 -0.6242373278740279 -0.3058966374867655 0.23774683958642062 -0.9753169879648163 3.349124933053106 -1.888273439229053 0.0 0.15710768763300134 -0.7158871488853796 -0.6183526418924298 -1.2742216366326478 -0.6902985674818325 0.14197617812589203 -1.8100224535257756 -1.1253714484641772 0.0 0.0 -0.23202183052816036 -0.22353994564939358 -1.2787147779897265 1.6806250627058543 -0.33654251012090136 0.0 0.0842554439675618 1.0268847538686827 0.5585246498004872 0.0 -2.746285420822088 1.2782041268047888 2.4564856562878084 0.0 -0.42228376551114066 -1.8539589895610327 1.180370700360787 0.0 -1.714843052611374 0.9486797010402221 -1.0904046843168167 0.43905933789808316 0.0 0.3212547308866278 -1.7295075013200567 0.0 -1.4845987239236482 -7.879852119254435 -1.3338912528806204 4.356520390182483 1.309573241407892 3.9201530708434023 1.2928411804644218 -1.3885142893471383 0.0 1.1960510637840822 -1.5213286674986306 0.0 0.0 -1.5900282113361066 SNRPD3 0.0 0.822126216521763 -0.36694496575898367 0.0 0.0 -0.33350062361317045 0.0 0.0 0.0 0.0 0.0 0.3567324765344303 0.4244131961153656 0.0 0.0 0.0 -0.4770544909239683 0.0 0.0 -0.41102963574976364 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4771771891598729 0.0 0.0 1.0393542370823876 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9627124078654624 0.0 0.0 0.0 0.25369528562421517 0.0 0.0 0.0 0.0 0.0 -2.058454297301927 0.0 0.0 0.0 0.0 -0.863923151111289 -0.9974590664429478 0.0 -0.9546044680142729 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8829869343245328 1.4807590756955693 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.332844189686725 0.0 0.0 0.0 0.0 SNRPE 0.18678494861173497 1.4862196461774755 -0.34907441969945996 0.1877100752107339 -0.3155081697781734 -0.3067948371448134 1.0705694232415446 0.0 -0.4141112966179404 -1.1985480346245272 0.0 0.0 0.0 -0.3608336831592553 0.8762318982021715 -0.6745867463344715 0.0 0.415731967094177 0.0 -0.3502832837673237 0.0 0.3110609381563425 0.0 0.0 0.0 -0.17357156452605538 0.52649023156364 0.0 -0.495820383625672 0.0 0.01879525962859714 0.0 -0.4730192164717829 10.641547187350515 -0.46614501700457656 0.5385029409687933 0.0 -0.00881820364465824 0.7631067741794242 -0.8225416128767482 0.7076116382090363 0.0 0.0 0.6666088918737187 0.0 0.926884966418906 0.0 0.0 -0.9462936059894561 0.0 0.7354076505551005 0.0 0.0 0.0 0.0 1.2665396138421368 -1.0458818770123945 1.444624359522301 0.0 0.6796259789899595 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2037568210084855 0.0 0.0 0.0 0.0 3.836062871255507 -1.1520258820186826 0.0 0.0 0.0 -0.7478594414306088 0.0 0.0 0.0 SNRPF 0.27976447252079506 1.758750324765613 -0.18341329885353266 -0.07764883691189244 -1.6646200906810547 0.0 1.0302565773728671 0.0 -0.24271054448881893 -0.6658930743784769 -0.4290725126381902 -0.6146791551213852 0.22025271084089726 -0.4790409647722326 0.6637394496826915 -0.4066103954241246 1.6398376262063394 -0.3336027559692209 -0.6955306572291934 -0.5662567751187647 -0.5709955789619205 0.0 0.0 0.0 -0.4965302539302478 0.0 0.0 0.4735824592075135 0.0 -0.5269367809917659 1.6863400992062074 0.0 0.6625418472797869 3.719781106081078 0.0 0.0 0.0 0.0 -0.899660203982551 0.0 0.0 1.0066954167681377 0.0 0.0 0.0 -1.0711900776967247 -1.350628667271048 0.0 0.0 0.0 0.0 -0.7895648873256172 0.0 -0.9938101076758894 0.0 0.0 0.0 -0.8529388127117921 0.0 -0.06887064853403253 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3348070078987564 1.8212655558877002 0.0 0.0 1.0389481969106829 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNRPN -0.17494574619269207 -1.2464601713261152 -0.26114669595872125 1.6897006390233784 0.0 -1.0521405884081279 -0.507852229964206 0.649771238258177 -0.06828495473750464 0.0 0.27833577929480957 -0.8215283149713595 0.3771726987012429 0.0 0.0 0.0 -0.4314055668794984 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.596552042435745 0.4333909254643648 0.0 -0.5638951263903774 0.0 0.0 0.3678421335311771 0.0 -0.620152410097146 0.0 0.0 -0.2273335573329981 0.0 0.0 0.0 3.037408155756555 0.0 0.0 0.0 0.9752593973376221 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0091625867865341 0.0 0.0 0.0 0.0 0.09199931876263756 0.0 0.0 0.0 -3.201786902505512 0.0 0.0 0.0 -0.38406171855350135 -1.1550944966132481 0.0 0.0 0.0 0.0 -1.4035716036567039 0.0 -1.2051223050462336 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNU13 -0.27600068819187795 -0.7647203124328605 -0.26997697497781337 -0.2711218806673833 0.20761511868786375 -2.597794640448965 0.0 0.8991763647055 -1.4384980555835878 0.0 -0.7920236050813761 -0.19667840337978806 -0.3284199913276043 -0.39584007053544396 0.48545204494394145 -0.4203889682199807 -1.0240354473301922 -0.8483776646554845 1.749100670270767 0.371016917619386 -0.3399645378835227 0.0 0.5213494364052073 0.4573439988706476 0.2735219691380425 1.2428564501191681 -1.56828257307013 -0.019979253351507742 0.6730536149567485 0.0 0.31962253498770377 2.61770450295381 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0.0 0.0 0.0 SNX1 0.0 0.20992964319272664 0.0 0.0 0.0 0.0 0.0 -0.28267888016965487 0.0 0.0 -0.26248467723974245 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43108090156074635 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5630323308746165 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNX20 0.0 0.0 0.0 0.26527389039655574 0.17931665708141079 0.0 0.2632497867202822 -0.3061195929693718 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7103718129585065 0.0 0.0 0.0 0.0 0.0 0.0 -0.8068319145645403 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.42133790137009763 0.0 0.0 0.0 0.0 0.0 0.0 SNX22 -0.14609431755098948 -0.15750661503054397 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-0.9969633797810845 -0.3069034098973349 0.0 0.0 0.0 0.3945039636422835 0.0 0.0 0.0 -0.44540925303484674 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1953583793043032 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9466018666137394 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.14245549742784 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPG11 0.1392950175691474 0.0 0.0 0.0 0.0 -0.1732929659185024 0.0 0.0 -0.3305200349719494 0.0 0.0 0.35912134806166207 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6656010657304773 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8496054833935865 0.0 0.0 0.0 0.0 0.0 -1.0571037197080342 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPG21 -0.13246820807881182 -0.29993945709267056 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3631448715836492 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-0.42223140734722286 0.0 -0.7810205889851215 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPIDR 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4863180362075325 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5917579466857377 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPINT1 -0.14775391352843512 -0.13827875150460797 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4413897933052704 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6265253594841987 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9487186414008006 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPNS1 -0.10934725175173383 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5541564205138041 0.0 0.0 0.0 -0.27764300323438434 -1.582126954529192 0.0 0.0 0.0 0.7001621336630064 -0.3034636703776185 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8842708096453804 -2.4654028636627165 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.025388119369606 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPNS3 0.0 0.0 0.0 0.5806555748464862 -0.3239315284598203 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4277011091418442 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9184211603884461 0.0 0.0 0.0 0.0 0.0 -0.7199648957816301 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPOCK2 -0.24475080661293278 -0.31941886879536 -0.2481645601252 -0.624146453588792 -0.9445311624464418 1.5137504978432659 -0.39098916200759426 11.417908469786852 -2.3358329787783396 0.0 -0.28242538615585255 -0.20171783450630904 -2.783765315930749 -1.3731411784543643 -0.47076105094667586 -0.1955440603930483 16.820204374143227 -0.8761445544438423 -1.7506837488182956 0.0 2.4202304951699203 1.0731394272525532 -0.4182332457899397 -0.4225492294522384 -2.75555077662259 -0.4754095464940251 0.0 0.0 0.0 0.0 0.5119608949912023 -0.5949869800829446 -1.2561996195787746 -2.129806548534493 -1.0471523571760935 -2.516481727778658 0.0 0.0 0.0 0.7042990269426099 -1.8207640412206751 0.0 0.0 -2.7265494118387927 1.1311296644726547 0.0 1.0536079428941834 0.29321986324289157 5.675644578815009 0.0 0.0 0.0 0.0 2.0311858680541452 0.0 0.0 14.104245765390582 -0.8115824131299902 -0.8850556552244645 0.8629161614692946 -0.27196961989698687 -3.089019674207485 0.0 0.0 -0.9279514589355937 2.985414952290338 0.0 0.9234147295276782 -1.6430929250462938 0.0 3.8507460057305165 0.0 0.0 -2.5945911415323537 0.0 -1.2096538814803819 -0.5063202083210596 0.0 2.652896356754403 0.5761366153486537 0.43167441419338715 0.0 0.0 0.38121433255454046 0.4335336348764745 0.26489067875590333 SPPL2B 0.0 0.0 -0.164697431020507 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47475688987927434 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5900237081021928 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPRY2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4204839266920205 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5322244140287183 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.20584203177086483 -0.30465236310769467 0.0 0.5141197047516406 0.0 -0.23098409775098022 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.615392745299553 0.0 1.1601651310978631 0.3149682712280191 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPSB3 -0.354872876500096 0.0 0.0 0.0 0.0 -0.013465698697400828 0.0 0.0 0.0 0.0 0.2600312158163801 0.6945772307237451 0.0 0.0 0.0 0.0 0.43804950429142553 0.0 0.5557394382095863 0.0 0.45000102503214123 0.4995259191074642 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4886015203872675 0.5598652779769644 0.0 0.0 0.5006033371852844 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8023275865983078 0.0 0.0 1.1842209256127647 0.0 0.0 0.0 0.0 -0.983244007128998 0.0 0.0 -1.2235945010448346 -0.4671941446890915 0.0 0.0 0.0 -1.2354614590221071 0.0 0.0 -0.9541900835871117 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPTAN1 -0.41990959455403176 -0.1426579208909746 0.32217573151821544 0.0 0.0 0.0 0.0 0.0 -0.2617781670758945 0.0 0.28893539555432085 0.0 0.3464841859775351 0.0 0.0 0.0 0.5339623120342888 0.0 0.0 -0.3606551788449454 0.0 0.0 0.0 1.0298290190846289 0.0 0.0 0.48488824139199305 -0.5633548023905998 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6054046640145195 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1279094038723525 -1.1148569808726427 -0.9270207691108395 0.0 0.0 -1.0694993246706357 0.0 0.0 1.1215087938467367 -2.124055314986752 0.0 -1.0654417334277708 -1.2793508041650359 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPTBN1 0.0 0.20124225425686335 0.0 0.0 0.0 2.757227667839794 0.0 0.0 0.0 0.0 0.45137698829990136 0.0 0.0 -0.27837359650146154 -1.5719201773112457 0.0 0.0 0.0 0.4071349534227157 0.0 0.0 0.0 -1.2283451681177615 3.815615071119873 0.0 0.0 0.0 0.0 0.0 0.0 -0.3543170571451469 0.0 0.0 0.0 0.0 1.0383958120933594 0.0 0.0 5.272575829490382 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.056363003900136 0.0 0.0 0.0 0.0 -0.9692246462455226 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1887168160855404 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPTLC1 -0.1349549617539188 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPTSSA 0.0 0.0 -0.19417659083027192 -0.27793446819703704 0.343017373569364 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3459143493133391 0.0 0.0 0.0 0.0 -0.42062036244302253 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6806006037840385 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SQLE 0.0 0.0 0.0 0.0 0.19499831696772962 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7905718389482598 0.0 0.0 0.7597978703541658 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5107659372880025 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SQRDL 0.7877748532224977 0.0 -0.18471006108195745 0.0 0.0 0.0 -0.558151700608641 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SRA1 -0.011302485813125629 -0.16101205449639708 0.14266215801671314 0.0 0.5588400127049757 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5485891642212333 0.0 0.0 0.0 0.0 0.0 0.0 -0.47164421211358737 0.0 0.0 0.6082086674377309 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8507829306312783 0.0 0.0 0.16185496500510863 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7937559925818056 0.0 0.0 0.0 0.0 0.30009495154253085 0.0 0.0 0.0 0.0 0.7992584499956595 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SREK1IP1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.28997157372230964 0.0 0.0 -0.33216396469955184 0.0 0.0 0.0 0.0 0.0 0.0 0.4059162527288625 0.0 0.0 -0.40156317607457426 0.0 0.0 0.0 0.0 0.0 0.0 0.13928965266979482 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6519013706560686 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SRGAP2C 0.0 0.0 -0.21829254541133963 0.0 0.0 0.25870615729141205 0.0 0.0 0.0 0.0 0.0 -0.3357528966978397 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.33002523075687357 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5759974951637186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.007573442448112 0.2973355281639531 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5512521264232841 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5836783333205506 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5548861598249099 0.0 0.0 0.0 0.0 0.0 0.0 SRGAP2 0.0 -0.07177210358834031 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3319074983552274 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2952507881940925 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3479983299109761 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.32356178693004256 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3960159256977306 0.0 0.0 0.0 SRGAP3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3897892071250395 -0.21420065353370277 0.0 0.0 -0.18280896796687882 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.5928177182337326 0.0 4.4091006813157385 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8862645924459891 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SRI -0.02477523348247581 -0.27698716227716685 -0.7176815871488851 0.0 -0.2234150834765134 -0.12372678414553635 0.0 -2.0140104629549738 -0.4861716267840337 0.7202971114482803 0.7024004785550235 -0.23736338306915983 -0.9656313015059623 0.7102317448014526 -0.9724157228685228 -0.4459665979526275 0.977522963007292 0.37674118251539657 0.0 -1.234668916482672 2.280607123056463 0.0 -0.41450699519414697 0.06683902055334208 0.0 0.0 -0.48154976759465434 -0.5128713423178691 -1.1179383743251134 0.0 -0.6442615504387569 -0.5507465184118241 0.0 1.6450403676158765 -0.09098976478551221 0.0 -0.9120129063046731 0.0 0.0 0.0 0.6929345056076057 0.7492558526660206 0.0 0.7815421200355575 0.2847458439317126 -0.7544932527477999 0.0 0.0 0.8907056405563766 0.0 0.0 0.6082142704974681 0.0 -2.2042954485475854 -0.530291290000799 0.0 0.0 0.0 -1.045592488758392 0.0 0.0 0.9374866265850947 0.0 0.0 0.0 -1.0010347977174423 0.0 -0.8957290461062708 1.40761368059986 0.0 0.0 0.0 0.0 0.0 0.0 0.8272721235858684 0.0 0.0 0.0 0.0 0.0 -1.0728094817455982 0.0 0.0 0.0 0.0 SRP19 0.017949109824333998 0.0 0.1288462997006945 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.05908422984863318 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5291060817439158 0.0 0.0 0.0 0.0 0.0 0.0 -0.5174038071391469 0.0 0.0 0.5796854821802896 -0.6670556389632305 0.0 0.0 0.0 0.7373434048799756 0.0 0.0 0.0 0.0 -0.7681732111688068 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7470236904307372 0.0 0.0 0.0 0.0 2.2372097568243734 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8196978040753137 0.0 0.0 -0.7848625704532038 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9340285175465018 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SRP72 -0.41321483606999454 0.0 0.0 0.0 0.8910977321098819 -0.0016489076672661085 0.0 0.0 0.2858194815465443 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5481100062984676 0.0 0.0 0.0 0.0 0.0 -0.34776516320458994 0.0 0.0 0.0 -0.40349820862020835 0.0 0.39960435929784466 0.0 0.04642334617914099 2.7897931534550433 -0.5740709227474511 1.1186331613756828 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6016104149310416 0.0 0.0 0.7163994018084179 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.30652218403138604 0.0 0.0 -0.7316691726911887 -1.6830657193153014 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9779149592590866 0.0 -1.0159111765110125 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SRP9 -0.009523976407283863 1.1685755132321416 0.03816676388664101 -0.2968317655002842 -0.14376780473416798 0.05915128622290566 -0.5163341699785087 -0.015303651132934146 -0.008267930979785591 -0.26426370263195564 -1.3090244498251242 0.6502493586357019 -0.7175489755761018 0.0 0.40057282636990493 0.0 0.32406334186052843 -0.4944724562641201 -0.4653132320271521 0.7288677137761088 0.8229176083278238 -0.35917472523729643 0.0 0.0 -0.5465726656299807 0.04400163759907253 -1.524194266734514 -0.41298289230979784 -1.9443782400297762 -0.5990859435648425 1.8140073676574657 0.4553331417571336 0.672534092280897 -1.398517347009935 0.5060081219395184 -1.5270654985907721 -0.13755900305906946 0.0 0.9014319039119423 0.6691730160691005 0.0 0.8955134356996487 0.0 -1.3487693805883698 1.2602098205168306 0.5624711825179677 0.0 -1.455776560242234 -1.1339061386709424 0.0 0.772839854223444 -0.9577754937267001 0.0 -2.011261989124183 -1.0237026339823148 0.0 -2.058556199107945 -0.9827795880743948 -1.8802356513819554 -0.7844750560637355 -1.0359732872171683 1.8204698184043122 1.3120257082083133 -0.2913837336880108 0.0 0.0 0.09185486215175447 1.0354681971330288 0.0 0.0 0.0 0.0 1.3614400924226928 1.153016484841274 0.0 0.0 1.090218425262251 0.0 1.7627692175290481 0.0 0.0 0.0 0.2871052149051705 -0.6258774040392036 -0.9798283586829493 0.0 SRPK1 0.0 0.0 0.0 0.0 0.0 -0.21229897333726583 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3994821000880654 -0.30174439134021075 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6173570408892123 0.0 0.0 0.0 0.0 0.0 -0.820995274800846 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SRPK2 -0.10615260108134521 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.341726911445984 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3796868492607676 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SRPRB 0.0 0.0 0.0 0.0 2.8353663653376433 -0.23590818741058564 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3986036032367555 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5522568367075938 0.0 0.0 0.4093841030034849 0.0 1.1352669985824861 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1662407435532358 0.0 1.0757027725949944 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SRSF6 -0.1864262221288058 0.0 -0.05965295704459913 0.32942938492962276 -0.19633157059678727 0.0 0.3559569957564095 0.44383081422885845 0.3728253305377322 0.0 -0.3070486727429835 -1.080797123201808 -0.3679204931985508 0.3244914534245954 0.0 0.5108149865136644 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9766224765918511 0.0 0.0 0.0 11.027967637680785 0.0 0.4040359148962804 0.0 0.0 0.0 0.0 -1.117317066545885 0.0 -0.7064368115736991 0.0 0.0 0.0 0.0 0.0 -0.7492860476626139 -0.390425173389627 0.0 0.0 -0.4347569568585891 0.0 -0.23488400138930926 0.0 0.0 0.2987752270935835 1.1960662575177106 0.15159411907214718 0.0 0.0 0.0 0.0 0.0 0.0 2.0643722249046346 0.0 0.0 2.2702159408835336 1.824138633899336 1.2888021953413007 0.0 -1.9055824708455984 0.0 -1.6701686117707877 0.0 -0.8045190294724757 0.0 0.0 0.0 0.45524623718540996 0.0 0.0 0.7445064247241412 0.0 0.0 0.9581216633671226 0.0 0.5619672828043865 0.0 SRSF8 0.0 -0.18808286106337146 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.30858714486050864 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4181926037545431 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.18541071976319198 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.167767295609273 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SRSF9 -0.3800094353049162 0.1933160115089415 -0.3690497589079241 0.0 1.4392674003772525 -0.2745038550168239 -0.25205878077502436 0.0 0.28967476524816105 -1.0801071335301526 0.5135352348253597 0.6348947668595069 -0.142498855444325 0.08113963802159065 0.0 -0.0244789348486389 -0.7794851882288406 0.0 0.0 0.0 -0.3577492277264326 -0.46342553987276447 -0.35213467973148493 -0.38790531161746944 0.14569742984515055 -0.36171697571309297 -0.23623712105599992 0.0 -0.557110292924725 0.0 -0.2901202673407131 0.7240462375962435 0.0 1.2001997427786772 0.38443967774079857 0.0 0.0 0.0 -0.6312566527977104 0.0 0.7303154883654417 0.0 0.0 -0.9177415274180899 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8408859483729472 0.0 0.0 0.0 1.000635256802877 -2.2878781819761826 0.4558231544423193 0.0 -0.3691368250166867 0.0 0.0 0.8353599203525995 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3704090660134685 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SS18L2 0.19109498728265797 0.0 0.1611445608726847 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4999356121621979 0.0 0.41707823000613903 -0.34843870271171024 0.0 -0.35236520618132694 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5818635677886518 0.0 0.0 0.45535291932682576 0.5468531368726586 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7798544069974662 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6822513597340144 0.0 0.0 0.0 SS18 0.0 0.0 0.1868477388776228 0.0 0.0 0.5489522995961459 0.0 -0.26745667489093394 0.0 0.0 0.0 0.0 0.0 0.0 -0.33832041709349936 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5894815172528168 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.690332932722707 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9642938660404936 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SSBP1 0.1213521422121907 0.16647186568781625 0.5424290659094718 0.269081371133667 -0.4463041646697341 -0.2942344588949614 0.746365716132733 0.0 0.0 -0.8052440329560014 -0.3206178377516913 -0.09069538227551215 -1.315286191440089 0.837947363662844 -1.120816383235733 0.2382926636379489 0.43312298288201795 0.0 -0.48112040938616923 0.0 -0.41524388399764073 -0.41465442752207643 0.0 0.0 -0.1727179300233259 0.0 0.0 -0.9546969859556107 -0.33453971689204826 0.0 -0.40025564718573653 0.0 -0.510127091257919 5.9767078980446025 0.5230162665918167 0.0 0.41901230209999 0.0 0.0 -0.5681706922161507 0.0 0.0 0.0 1.461210882915143 0.9668458302447128 -2.7663482905992223 0.0 0.0 -0.6788003459148058 0.96910897693995 0.0 0.0 0.0 -0.8861001600846258 -0.6229973639967565 0.0 -0.7516255716422696 0.0 1.090776279529946 0.0 0.0 0.8436763784813159 0.0 0.0 0.4967360782212569 0.0 1.4475809332267133 0.0 0.0 0.0 0.0 0.0 0.0 1.9626855648613897 0.1795992668864642 0.5160651106885829 -1.8205814202889967 0.9935601113704063 0.0 0.0 0.0 0.0 -0.383389889344553 0.25839660189162444 0.0 0.0 SSBP2 0.0 0.0 0.0 -0.19310302845632354 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.44406041321220246 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3761365115818803 0.0 -0.42200007861302696 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SSBP3 0.0 0.0 0.22185795872874473 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.575712897040784 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5199466216177273 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0256274597000348 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SSBP4 0.0 0.0 0.0 0.0 0.0 -0.3109275774987604 0.0 0.0 0.0 0.0 0.0 0.0 0.32927601636829484 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39979908293982747 0.0 0.0 0.0 0.0 0.41152610386819205 0.0 1.200451978903836 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2318252556693328 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9123852945580126 0.0 0.0 0.6954610353354949 0.0 0.0 0.0 0.0 -0.8451318398170818 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SSNA1 0.06796298266984582 0.0 0.0 0.0 0.0 0.4803071292441621 -0.2804225219693604 0.0 0.28404296717788097 0.0 0.0 0.0 0.4526382382987755 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6246360959586218 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5892460153486622 -1.124162088167504 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0341127013380083 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SSR2 -1.4168905999879944 -1.1972599166592433 -0.1432509287155809 -0.9050195956947771 8.500974249565614 2.0465149925041466 -0.4794249344745125 -1.2726167587677872 -0.46176977304413747 0.0 0.4996735674651684 2.946459693952665 0.8211112983475879 0.8089433261525679 -2.419762560081391 -3.4386649962035842 -1.4250847224288172 0.16572089726662678 -1.8232869106541105 -0.7619008910093223 0.7218976296797853 3.910068933124351 0.2733868977926998 0.0 -0.6501397471111506 0.917889777705066 -0.7282261692421318 0.6196203262530177 -1.175166659161524 -0.05421166366657613 -0.11292836161261927 12.602947831631516 0.1545616595147755 -4.891457733755389 0.0 0.963208807355864 -0.9009231755458255 0.022307494124682137 -0.10727748424839523 -1.3980863968906323 0.0 -6.108144492579983 0.0 -0.8424465318606167 -1.643806603773293 1.3876588440645519 -1.65837958745291 0.0 2.8218852950972697 -0.20411447485380857 -0.9774879856470521 0.7422630574153674 0.0 7.029405458097918 0.3014318178695592 0.0 0.0 -0.5034464972777556 -1.0706469473399893 4.189169535980397 -0.12543966198784087 0.019948502391876843 -0.8097414557611579 0.0 0.0 -1.1897295369543897 -0.5556523435107653 0.3430920879063469 0.0 -0.4665616555290958 0.0 0.3036430686725273 0.0 0.0 -3.5766152546008327 0.7300717346731371 -1.6071916464215963 2.0860247114591397 1.3540679681857708 -1.7295650590591882 -1.0857260106846547 0.6725407754588624 2.7574404491664577 0.0 0.0 0.5228151114767253 SSRP1 0.0 1.3870580263986725 0.0 0.0 0.0 -1.011328346513827 0.0 0.35234493904306546 0.0 0.0 0.3852922248795273 0.0 0.0 0.0 3.9255625561445995 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6472773544223434 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3263739301893858 0.0 0.0 0.0 0.0 ST14 0.0 0.0 0.0 0.2851896502401937 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3661871563572771 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.42827939046233937 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ST6GALNAC4 0.0 0.0 0.0 1.4361704253673844 1.5706092909527607 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31403710276873353 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9728968318222176 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7409570084784776 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ST8SIA1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22868755660522538 0.0 0.0 0.0 0.0 0.22455615152934993 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9107048333238675 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8109462623206615 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8806220186571742 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 STAG2 -0.13590827499041197 0.0 0.0 0.0 0.0 0.0 0.0 -0.31258438631697993 -0.2542051355973758 0.0 0.0 -0.2909605690142474 0.3762306720348924 0.0 0.0 0.0 0.37476703402858974 0.0 0.0 0.0 0.0 -0.42914528870811564 0.0 0.0 0.0 0.7125417059347451 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5680272726299034 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9291789617752433 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8213493703305612 0.0 0.0 0.0 0.0 STAG3 0.0 0.0 0.0 0.0 0.0 -0.17578805472590356 0.0 0.0 0.0 0.0 0.0 0.0 -0.29754733183200416 0.0 0.0 0.0 0.0 0.0 2.1228484401970915 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7914752083800873 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.156406761600482 0.0 0.0 0.0 0.0 0.0 0.0 0.0 STAM 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.044279549313326 0.2864526745542935 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9532678441857031 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.496998011884381 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 STARD3NL -0.13809035554800314 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1331539037472895 -0.22654148488189005 0.0 0.34368482266732814 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.09969706216761774 0.0 0.0 0.0 0.0 -0.3860142968920494 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.506035954763403 0.0 0.0 0.0 1.1212022558907841 0.0 0.590998816121119 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.295648591123544 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3875495178877896 0.0 0.0 STAT2 5.252381886766905 -0.14414816535490418 0.0 0.2783433274776388 0.25063182420733865 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.48894570937015913 0.0 0.0 0.0 0.0 0.0 0.44927934729206265 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.919887914819458 0.0 0.8210600186891366 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.20172499949194 0.0 0.0 0.0 0.0 STAT4 0.1375658809679301 0.0 -0.20121729794606955 0.0 0.0 0.0 0.0 0.8158661447576583 0.6516643555070738 0.0 -0.32029741293026104 0.44801618098620155 -0.017690550977944475 -0.5550158435028103 0.0 -0.19608809542469546 0.6602144415797557 0.0 -0.35265901223180157 0.0 4.9180122037298055 -0.3795986872053828 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6346390212167223 -0.552650971214197 0.22953679853193623 -1.0196030317095033 0.0 0.0 0.0 0.0 -3.3905090205685586 0.0 0.0 0.0 -0.1607227867786069 0.0 0.0 0.3131092378957943 0.0 0.35758458838473406 0.0 0.0 0.0 0.0 0.5066899869633255 0.0 8.093009092532858 0.0 0.0 0.0 -2.020320270050443 -2.2937479670728878 -1.4176067529132979 0.41620124417872684 0.0 1.564337847387223 0.0 0.0 0.0 0.0 -6.013637568401264 -0.3847936679061502 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.29565963110890175 -0.589814148026893 0.0 0.0 0.0 0.0 -0.48826232378339063 STAT5A 0.1952377270770113 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3785965720081606 0.0 0.348933527258734 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3496198832753688 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5719845100324217 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.516371316180909 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.403234909921071 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 STAT5B -0.10082595359362423 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.260803255498679 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6012837609053898 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 STAU1 0.0 -0.13506805898001398 0.2353394111758806 0.0 0.2768259142070751 0.0 0.0 0.396733428439679 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6060161190993063 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 STEAP4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.49772841021199404 0.0 0.0 0.0 0.0 3.5379656218373277 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7068266128118972 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 STK17B -0.49056528573310343 -1.1127698568123843 -0.983003365168803 0.42751169794020183 0.07333102185736488 -0.27573153502658576 3.3794442858469496 8.462288794726183 -1.8454389801721247 2.8282566512692155 1.914056944471464 -2.6975226882078265 -0.21550516538147535 0.9560028115734733 -0.7513471052018355 0.212461931780805 -1.5702404930310057 2.964471787922639 -1.0554055052913807 -2.6575405219279125 -5.741711741296746 -1.8715284596684212 -0.47001566353276725 -2.296710333490829 0.35413810642703775 0.10755163052481653 -1.605108331731176 -0.4621198145132017 10.869585572227704 0.7821749785677838 0.6652182758635806 -2.158068808560761 1.1081759388993533 -0.7452900389418545 1.5758336031905502 -0.832831642642885 0.0 -0.7278314291109328 -0.8142579340177025 0.0 2.367730158029966 -0.6978346890931193 -1.499558780584561 0.7539056582662162 -0.3065071423416833 1.088625679946581 1.327855216653669 0.0 7.105332483130018 -0.3774564929518779 2.086034734952786 -1.08324335634425 0.0 -1.2475763005459755 0.0 -2.204021398767377 6.277862270839396 -2.708869051833022 -0.4015123899697226 0.09510820577511876 0.016446077785764308 0.7486520181431424 0.0 0.0 -3.576361984098698 2.2492818855190477 -0.3612749471842665 -0.13868527259159508 -3.652028128688072 0.3665790722902871 -9.447565150436834 0.0 0.37022427860998536 4.997549207613352 4.565302327009128 -1.4780965119270952 -0.46164932903924294 -1.9748490849489844 -3.0057430397881313 0.0 -0.8336674671422939 -1.3809712089736568 0.4302143718499892 0.0 0.6942642539882228 -0.8404543105806941 STK38 0.0 0.0 0.1669864209039656 0.0 0.0 0.0 0.0 0.0 0.26689852183504365 0.0 0.0 1.5274046938827244 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5491377884282058 0.0 0.0 0.0 0.0 -0.6901755363844942 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.003668355531625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.184031262259992 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 STOML2 0.0 0.0 0.0 0.0 0.011865448845179816 -0.47261230108756536 0.0 0.0 0.0 -0.3067432635201105 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.29068674447400994 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6026684460049212 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4720502242007643 0.513655525253481 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6963704264328346 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.32415574398343616 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5902888542382473 0.0 0.0 STRADB 0.0 0.0 0.0 0.0 -0.25155253792609183 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8856516109850275 0.0 0.0 0.0 0.0 0.0 0.0 5.702577407370606 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 STRAP -0.3084716858230819 -0.2909152087949232 0.3839631485983344 0.0 0.0 0.42179580853570725 0.3784534963437848 0.0 0.0 -0.4165721461107956 0.0 0.0 -0.4681868210202597 0.0 -0.6932072837160985 -0.4913269703159889 -0.42778777128016765 0.0 0.3750668265990131 -0.6844798838250254 -0.3188970155992466 0.0 0.0 0.4701008794150839 -0.22248994546560033 0.2725895018784794 -0.5099900211223115 0.0 0.0 0.0 0.3597759994781929 0.0 0.0 0.0 0.4256096135920566 -0.6238053253720941 0.42071704968903306 0.0 -2.3715003830566004 0.0 -0.5979572781881936 0.0 0.0 -0.8828896747145201 0.0 0.0 0.5336681078607667 0.0 0.0 -0.5061473782954736 0.0 0.0 0.0 0.0 0.0 0.0 1.3730937975894202 0.0 0.0 0.0 1.058072610227326 0.0 0.0 0.0 -4.226231909114151 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8959946231845448 0.0 0.0 1.0382738709003045 0.0 0.0 0.0 0.98105975896926 0.0 1.2231627812266355 0.0 0.0 0.0 0.0 STRN3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.43079502748193865 0.0 0.0 0.0 0.0 0.0 2.998039053642128 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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1.005409877043543 0.0 -0.34591895909160214 1.0493988199429127 0.0 6.937480173321156 0.0 -2.712523141292472 0.0 -0.5955555658542078 0.0 0.0 -0.4262765032664438 0.0 0.0 0.0 0.0 3.4671600317274693 0.9331035471805044 0.0 -0.5446432265552708 0.0 0.0 -0.5172991539324269 0.1747388567641795 0.0 0.0 2.431151010447818 0.0 0.0 0.6496030006637521 -0.8579036698721756 0.0 0.0 -0.8278670001708613 0.0 0.0 0.0 0.8062255484646561 0.0 -0.4382968640897435 -0.843431260447451 0.0 -1.0233147346664713 0.0 1.4497120019484067 -7.964673450695753 0.0 0.0 0.0 0.6947891683569765 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.149242551522773 1.8804820935645985 0.0 0.0 0.0 0.0 0.0 0.0 -0.6066320329791821 0.3688570691494801 0.0 -0.4643414497313428 STXBP3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3678408317652288 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4216018196953236 0.0 0.0 0.5047157308688018 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0178410915375453 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.971479921451737 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1484562662418287 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SUCLG2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.46783030842850387 0.0 0.0 0.0 0.0 -0.15365663898436066 -0.28380707846720743 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9039888832101121 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.354785169778785 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SUMO1 -0.7315662817793271 0.0 0.43298935510909964 -0.653808301780629 -0.2904644302485054 -2.6747216520503176 -0.23924952558299023 -0.3046421195153703 0.5613234414153441 -0.0521464858749333 0.14573769074915235 0.6400167091734074 -0.38365156632155345 -0.42137610192263497 0.47646393706212076 0.0 -0.4553560823028327 0.0 0.0 -0.3996800583365772 0.4059183004746791 3.1521949002754104 -0.7360968392607384 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-0.715783182619556 0.3142683282561585 0.32681216878417113 -0.5824926285213569 14.460059244342728 0.0 1.7427523141765104 -6.412245524456966 0.1285165462323393 2.915388897777315 0.0 -0.6089255666193185 -1.1583570427820173 -2.39161313290725 -1.7162658040122025 0.0 0.0 -0.9864706690748527 1.064453325314337 -0.10384987852661362 0.0 0.0 -0.4558508867495944 0.6945583997612448 -1.08796440106942 SYNJ2 0.0 0.0 0.20628486083756206 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6601396434114174 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SYNRG 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3050236213597969 0.0 0.0 -0.3411467788000717 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.13233968366934906 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-1.1094252143318397 -0.8575962238025481 0.5635604562721954 0.0 0.0 SYTL2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4800474849328675 0.0 0.0 0.0 0.36271315511305036 0.0 0.9486528494723007 0.0 0.0 3.105427057321543 0.0 0.0 0.0 0.521605109496366 0.0 0.5549986918840483 -0.44788978484185243 -0.37179061719205014 0.9588562701834062 0.0 0.7394544806463926 0.0 0.0 0.0 0.0 0.65276607217882 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7641280867730122 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8144646321212358 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.2061092655369627 0.0 0.0 0.0 0.0 -1.2108902046169179 0.0 0.0 -0.8195505848907384 0.0 0.0 0.0 0.0 0.0 -1.1973497079059363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SYTL3 -0.13123808374499413 -0.12517013716035297 -0.7648850558675576 -0.37144384970051164 -0.9838960515561905 0.0 0.11295907203308055 0.681142039016587 1.0897481664097732 -0.1619075302421146 -0.4896669798828117 3.4787826616899022 -0.17568689924489192 0.4930239791888745 -0.29351213794205794 0.4280873306382036 -0.3868298210184479 0.0 -3.902813528618304 0.0 -5.133615646931379 -1.655368068353029 0.0 -0.5871022063710926 -0.9671192706048647 -0.15056837627229003 0.6533968735922443 0.0 0.0 0.0 0.0 -0.7488198958992827 0.0 0.0 0.0 0.5991353930253118 0.0 0.0 0.0 0.0 1.2604410025298036 0.0 -0.6434414136295209 -0.6915598363429378 0.0 0.0 0.9904975461949075 0.19259555400210096 3.6432202506164195 0.0 0.0 -0.747246623324607 0.0 0.0 0.0 0.0 20.889024918290946 -1.192287447832311 0.0 0.0 0.2501792106563892 -0.24037805485569044 2.5291175061307323 0.0 -1.140690161635507 5.2198593896327745 0.0 0.9577755979863243 0.0 -0.43568156816560444 0.0 0.0 0.0 -3.1879995341662224 0.0 -0.9760430588166127 -0.4557150278149888 0.0 0.0 1.5042368377894018 0.0 0.0 0.0 0.0 0.0 -0.34139323952176903 SYVN1 0.0 0.0 0.0 0.0 0.9016220351226739 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.41761099604535035 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4044920230687888 1.8178042116908952 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SZRD1 0.14796617104970813 0.0 -0.17769116563223292 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.37650228735858515 0.0 0.0 0.0 0.0 0.0 0.0 -0.3993781888274665 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TACC3 0.0 5.0662099008501515 0.0 0.0 -0.24840833031946374 6.120721311094955 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5531921691460154 0.0 -0.6284055332949745 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5993041461940145 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.1477630304998295 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TAF15 -0.1374438741482004 0.38898473322649524 -0.19114849566793946 0.0 -0.18931399356735265 0.0 0.0 0.0 0.0 -0.3016497327724712 0.0 0.0 0.32305709068397753 0.0 0.0 -0.19273820210151135 0.0 0.0 0.0 0.0 0.0 -0.3303961781101792 0.0 0.0 -0.4045451869586165 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8784739283779173 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.409790362061553 0.0 0.0 0.0 0.0 0.0 0.0 -1.146034743635191 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TAF7 0.6121004218266599 -1.1003670017650977 1.7166363886139104 0.0 0.012616142147118592 1.441239862795584 0.0 -0.24479649703779108 0.6727365093039354 -0.39047687141559007 -0.13538047102533218 -0.2698200287532646 -0.863799454624665 -0.721287491322506 -2.437943114051577 -0.3583756636917478 0.7311972138001706 -0.36464845857635686 1.7978832810527405 -0.31497335372205226 0.0 -2.1364109679077976 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-2.0527376023156436 -1.2252644792189684 8.000755738346156 -0.4636184865315836 -0.9248431885423375 -0.5198427476471894 -0.035791529892963476 -4.4421198623240805 0.23689766434897472 1.7074982522935431 4.181245837498425 0.42460361719888806 -2.7185219943401946 -2.6446258275241123 13.313283427386784 -0.9721518426297259 0.699751187277597 6.713146053282155 3.6339218635622363 -0.7704785165131792 -3.9021795796796277 0.4776946521758174 -1.0287723610513222 -2.356996378270269 2.5690851843425926 -0.6028770220245295 -1.933861762365875 -6.604295958801222 -0.18637079284009483 4.086168308313349 0.20857614982264144 0.4118555344537772 -3.7609569842431156 -14.98470402804646 15.825110182772118 -0.6252472335799508 4.092191773276072 3.3648210933843905 4.750241374474703 -2.049978090046482 2.1993694433068303 0.7153397191357058 0.73794260385325 1.0263402119497709 -0.39578354590025794 TALDO1 -0.34619538350768614 0.71023815124442 -0.8581263124759381 -0.3408025150747911 -0.6992434928116195 -0.2403662062961059 0.3938300592764397 -0.22255217871098884 -0.1695810392330825 -1.3593140075181556 -0.6443146988889327 -0.9568674719612055 0.6270543478443267 0.36094835705238437 2.3032629439943615 -0.5204599233284628 -0.3625795543531253 4.541907577718387 0.0 0.0 0.5439730179617575 1.2517548773613443 0.0 0.0 0.45045816158317664 0.11987001301186123 -0.06662835062117327 -0.6727889761361506 -0.5286387234456428 5.349933012988378 0.3749731307728235 -0.3322244828273929 -1.5349242074736043 0.0 0.0 -0.5557091097116934 -1.032415747759113 5.897932981628006 -2.46567451324217 8.147830669393723 -0.6846243407867995 0.0 -0.2375909984440521 0.766585062410897 -0.41192320081519096 0.7186172702997993 2.197364669984395 -0.08604573350753861 -1.7558706927922552 0.0 -0.8183452158990896 1.3913722240642736 0.0 -1.1472297768766393 -0.8152732530384927 -1.5392357279387214 0.0 1.1985833332459839 -11.123782303303711 -1.0219568482169683 0.0 0.0 -0.2912173360852428 0.0 0.0 0.0 0.29536829023059236 0.0 -1.0070346059712685 0.0 0.0 0.0 0.0 0.0 10.8069228145301 0.0 0.0 0.0 0.6948321584582053 0.0 0.5730728046441529 0.0 0.0 0.0 0.0 -0.8721726487254408 TANGO2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.39541347351177175 0.6188308835976901 0.0 0.0 0.5196684735197131 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TAP1 8.054111275896096 0.32729389041165063 -0.3237851799083578 0.6927008334173399 0.29939620761187347 0.9773324992613838 0.5365794772199746 0.26665256507320134 -0.6702572365640919 -1.5055188445319643 0.6279152265255818 0.285475764213901 0.2985508752713904 0.0 0.0 -2.1551612797606254 0.9279000899079742 0.05063228855050499 -0.4642819472222946 -0.24924385168837176 0.6705544624123214 2.7579985945495817 0.0 0.38274574439893805 -0.40967709839873945 -0.19231129509925463 0.6553204829882032 0.0 -0.888220069157498 -0.277603858240644 0.0 -0.23171402259479318 0.7724809058380526 -0.5829033274697817 0.0 0.0 -0.26888061459397705 0.0 -1.1621764672469268 0.0 -2.4106159839861685 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6110356698182031 0.0 -0.6420817396393635 -0.3382137173918582 0.0 4.5479175111805885 -0.1657086983919379 11.45188025631883 -2.580394109537559 -0.9691724857298082 0.0 0.32142939004574717 -0.27354595426448647 1.0609117524752114 -0.8855413930683825 -0.16120856867681957 0.0 1.1223585818657476 0.0 0.44409090546661745 3.6017102818788116 0.0 0.0 0.3532219590008344 0.0 3.7904074148446276 0.0 0.0 1.7376566310690653 0.0 0.0 -0.5807330997840501 0.44862164834419727 0.0 0.0 0.0 0.0 -0.5290440736865121 TAP2 1.04120249977215 0.0 -0.2793704747652728 0.0 0.0 0.0 0.32758979690422924 -0.46397513068813734 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8095893986737215 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TAPBPL 0.0 0.0 0.0 0.0 1.5684853408560366 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7142606966255886 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TAPBP 3.262200213511818 -0.26098793457880204 -0.8075594699055317 0.8716862567136939 0.9501532560567804 -0.38949699874712906 0.29073490381405825 -0.889455965314095 -0.14381583959976685 -0.882690798113651 0.519422140356196 0.6657454019143461 0.6532492392994206 1.1781347698081297 0.0 -1.4949591217807963 0.5753485341396438 -0.3482187959419049 1.282618384090187 0.38909032023585194 0.44084279671717286 0.0 0.5336257314912557 0.49753308567299104 -0.7274507013168422 0.07579768979057722 -1.4081199561056057 -0.39141516869086207 -0.34673261373638375 -0.18990006989573985 2.3107799498732393 -3.2167956932912376 -0.6033205786071305 0.6390028803281045 -1.3367197505839978 0.0 0.7966931013409678 0.7183247413257918 0.9130802627975092 -1.9645209262914822 -1.3979831246379515 -0.838767603385441 -0.5157635187383167 0.0 -0.455285183708114 0.6515877200161276 0.0 0.0 0.0 0.0 -0.9251101078978777 2.937940976574187 0.27421701865905274 6.83689126263529 0.42438636728369145 0.9382230088614184 -3.1966649856161653 0.8550024888803155 2.2260690354949424 0.350299850479835 -0.2524082008367345 0.4013067468970357 -0.3089920970657458 -0.9346573974105764 0.0 4.359545564332611 -0.6101538837281927 -0.31798438785566324 1.1882531697737897 -0.945564276660901 1.6977342877547694 0.24116627834833415 -0.42276200592648916 3.0401878886388918 -1.0869464158175215 2.530976818551731 1.2801039073055906 0.0 -1.5442606402680714 -0.776264883079984 0.0 0.0 -1.0768509477626025 -0.4560757642768352 0.0 0.3994361834021824 TAPT1-AS1 0.0 0.0 0.0 -0.2923351727608573 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7831459438939039 0.0 0.0 -1.021031229826614 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.175262862682285 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TARS 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2789330121138712 0.0 0.7618365849635174 0.0 0.0 0.0 0.0 0.0 0.0 0.5140774242434264 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TAX1BP3 0.0 -0.124753112398967 0.22260619323019076 0.43887957457540705 -0.41381119130324123 0.0 0.26166454415175033 0.0 -0.2141283149773857 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35661141957121334 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.45591419783277787 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7120932340384454 0.0 0.9052456794330985 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1068727039186583 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6744933501596508 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TBC1D10C -1.590613697976764 -0.663897754847641 -0.400999711442004 -0.6381577847843548 0.0 -0.29681264204584673 -0.7495708646526761 0.01390427504740315 -0.20727498175820835 0.35796348153564383 -0.3027821049089104 0.0 -1.012752632573615 -0.06795527738981903 -0.7552318304603095 -1.1094097563975522 -0.04793495336755571 -0.3925306178513251 1.0437063091461727 -0.4665870837245012 -2.0184344173115703 3.9184206415589804 0.8101679548482212 0.0 0.0 -1.579177968901151 -0.7465216663323965 0.0 0.0 0.0 -0.053946142406721395 0.0 0.0 -2.98136191103978 -1.0279700681552195 -0.6637006779493635 0.0 0.0 0.0 -0.6564429167385539 0.9650006962387455 0.0 0.0 0.0 -0.20243864840128428 0.0 0.0 0.0 1.2811599376245655 0.0 -1.1884924258195775 -0.7925216860319201 0.0 0.0 0.0 0.0 -4.493336552026144 0.8336518987829487 0.0 0.0 0.0 -0.6616450035993955 0.02728622762517885 0.0 -1.1311464059066128 -3.630703600126149 0.0 -1.4376814565309466 0.49126264916104195 -0.5417400998591589 -3.710464119726545 0.0 0.0 4.677072285169762 0.0 -1.2893635063495816 -0.4054722314232294 0.0 -1.3186866480710009 -0.6557422387552402 0.33405865680887353 0.0 -0.4571635947234184 0.0 0.0 0.4532988318633738 TBC1D8 0.15792565017432753 0.0 -0.16927609249761405 0.0 0.0 0.0 0.0 0.7092829752233459 0.0 1.5176004337684779 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.40018622942228305 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5450219297617145 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TBCC 0.0 -0.14891974789432258 0.0 0.0 0.0 0.2663096356335954 0.0 -0.2373320594658694 0.0 0.0 0.0 0.0 0.3819724084659255 0.0 -0.45329821935934306 0.0 -0.3358371666560154 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6342575020450736 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7517352630577733 0.0 0.0 0.0 0.0 0.0 0.2354582994584129 -1.5910695555648278 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2253815669601313 0.0 0.0 0.0 0.0 0.0 TBCD -0.10428260412937077 0.0 0.0 0.0 0.0 -0.506928994964622 0.0 0.0 0.1919903097728193 0.0 0.0 -2.3643070310321708 0.782875233347317 0.0 0.0 -0.17647543219956802 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6981404662439462 0.0 0.4129310999928293 0.0 -0.3784288693558831 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8112623503959989 0.0 0.0 0.0 0.0 0.8020059341494847 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0945178954294674 0.0 0.0 0.0 -0.3104702120433928 0.1864556379693972 0.0 0.0 0.0 0.0 0.0 0.0 -1.0101453543364725 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.30142623093862125 0.0 0.0 0.0 0.0 0.0 0.39450318104634896 TBPL1 0.0 0.09087037407260691 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8080854671215931 0.0 0.44075135981749763 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3734393400257489 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9839318429892362 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.08789631602346903 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7065943472444033 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.216345720321519 0.0 0.0 0.9128766434259548 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TBRG1 0.0 -0.11001541679609435 0.2244542923279536 0.0 -0.24497514045375093 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.02433027671469512 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4704231057301542 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TC2N -0.12941949820688667 0.0 -0.22507009918583978 0.0 -0.31517382920055365 0.0 0.0 -2.826068783627706 -2.1396573470378706 0.0 -0.5832252751278242 -1.9036189490082005 4.139282470342044 0.0 0.0 -0.49446783731904353 3.609343616969234 0.0 -0.9479381388420048 0.0 -0.388113107826773 0.0 0.0 -0.7765196391530371 0.0 0.8576915163864997 0.0 0.0 0.0 0.0 0.0 0.0 -0.5355703187648856 0.0 0.0 -5.418076468631854 0.0 0.0 1.3968791756408478 0.0 -4.303516491903752 0.0 0.0 -2.694309306738411 0.0 0.0 0.0 0.0 0.8160597994409143 0.0 -1.9032603223509985 0.0 0.0 0.0 0.0 0.0 1.1572373091499684 0.0 0.0 0.0 0.0 -1.0226822192136273 0.0 0.0 0.0 5.022420611313074 0.0 0.9512583817106254 0.0 0.0 0.0 0.0 0.0 4.244910700095396 0.0 0.0 0.0 0.0 4.606897750674981 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TCEB1 -0.12006985590642912 0.0 0.35125838997560904 0.0 0.0 0.27171230389975076 0.0 -0.24810094262542093 0.0 0.0 -0.5694913637647363 -0.2889722509071899 0.0 0.0 0.0 0.0 0.0 0.0 -0.3401628927903707 0.0 0.0 0.0 0.48041311622775557 0.0 -0.648581512368469 0.0 0.0 -0.574091922879901 -0.5183745584489471 -0.13161986258383276 -0.3067612712180805 -0.524289206192293 0.0 0.0 2.0542080562694642 0.0 0.0 0.8348091470164624 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3171498194107765 -0.5627117599088998 0.2329296862258676 0.0 0.0 0.7305830722757843 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0068871467082439 0.0 0.0 0.0 0.0 0.0 1.4717535365098575 0.0 0.0 0.0 0.0 0.0 0.0 -0.9897962742351518 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8156496064290153 0.0 0.0 0.0 TCEB2 -2.187407377921189 0.16019540736888252 -0.5031685330890479 -0.6066448437423894 0.2215818616343196 -0.7280522390340599 -2.1249373807690053 0.0 0.21737502853006413 0.3462782906829188 -0.21926323990196778 -0.13505194441285973 0.42520504887219995 -0.5057596584362106 -0.6909611455393486 4.468319324673808 0.42708190546655345 0.9883798880809457 0.46724267505475275 0.0 0.9384940810664962 1.357870366985042 0.7437300681545037 0.0 0.1417116217663911 0.406423193999837 -0.5810674847104795 -0.9077114011839873 1.555210590476461 1.8787975904308503 -1.2141888208497449 -0.5184827930064793 -0.5831359730331238 2.040068430763964 -2.0059322950283462 0.0 0.0 1.228312044880556 0.0 -2.001010949829263 -0.9052242105958425 0.9248451631845918 -0.734112845215398 2.67036559125814 0.0 0.0 -1.676327968006172 0.0 0.8506270209002086 0.5474672352926891 0.0 0.9831349965550412 0.0 0.0 0.4107720085782491 -0.820372832145492 -1.0496687610775337 1.0200480937158394 -3.076750404095192 0.0 1.193043852519405 0.0 0.0 0.22632163682089643 0.0 0.0 0.0 -2.9498835525904346 -2.176402890543299 0.0 1.2783269626667475 0.302075551022256 0.0 -3.3616989232993753 2.9196602314927693 3.5311789622813725 0.0 0.0 0.0 0.0 0.0 -0.1389663970697926 -0.8481803013728783 -0.3279762718562013 0.0 0.0 TCF25 -0.5849682923973768 -0.4105820106273941 0.13806574848943814 0.24737276063882654 0.34761031380505947 -0.4138691357959124 0.6724735012216801 -0.23781618513379935 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-0.29356301382245326 0.0 0.0 10.006088937401008 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.40578167971191814 0.0 0.0 0.0 0.0 0.4087871621938092 0.0 0.0 0.0 0.0 0.0 0.0 -1.2953304816040088 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TCF7 -0.5509245647418181 0.14175546878743608 0.17743647913823019 -0.22635795355980956 0.0 0.0 0.0 -1.772698502751154 0.3316718819322072 0.0 0.0 -2.289833671780432 0.3526785571089347 -0.24835005961074508 -0.4731310734009018 -0.7985057141837998 -1.5230491888819984 0.0 -2.5645884014469544 0.0 4.108446144695179 0.8072732440284199 0.0 0.0 0.0 0.7813578351837007 0.0 0.0 0.0 0.0 0.31325138819330506 0.0 -3.2971154370927693 0.0 0.0 1.7944733096268146 0.0 0.0 -0.5652481908143648 0.0 -2.387389536735327 0.0 0.0 6.285496368936001 0.0 0.0 0.0 0.0 1.1365262082434193 0.0 -3.5490420082993492 1.2577778652083964 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2325537546725517 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TDRD3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6269404662515872 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.247610369859347 0.0 0.0 0.0 0.0 TERF1 0.0 0.0 0.0 0.5711978698180534 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3156301046346804 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6792726088260636 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.918003774856999 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TESC -0.36085334028221305 -0.38895805693323376 0.0 -0.8099460689820084 0.0 0.0 -0.22128624620285836 0.0 -0.23690109432288173 6.140049527789902 -0.4841754125416341 0.0 0.37578077924445874 0.5996826304764187 -0.5453678908103899 0.0 0.0 0.0 0.0 -0.28751555448559757 0.0 0.0 -0.5629664727288547 0.0 -0.36094743405433677 0.0 -0.39804505006459295 2.0549369058193157 0.0 0.0 0.0 0.0 0.0 0.0 -0.572729372818491 0.0 0.0 0.0 0.0 0.0 0.0 -0.6779283031787436 0.0 0.0 0.0 0.0 2.324503171195698 0.0 0.8769213712739672 0.0 -0.8559579832285633 0.0 0.0 0.0 0.0 0.0 1.2790703266203893 0.0 -1.8126992982282368 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.660768204615144 0.0 0.0 0.0 1.0305618284648883 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TES -0.14187356172515686 0.0 0.2918217576982503 -0.6033933750854069 0.0 0.0 0.5502083671323859 -0.2301116128313032 2.675444504127371 0.8145412741492759 -0.22427004623463148 0.5476347093203267 -0.32901486135109526 0.0 0.0 0.0 0.0 0.0 0.0 -0.3017885039703033 0.0 0.0 0.0 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-0.8093852577659816 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3853651991296362 -0.9009928758979384 0.0 TGFB1 0.12964456882286515 0.05715060655385665 0.0 -0.07133559324049867 -0.9082864832088138 -0.2551294400916541 -0.19650661293898058 -0.4691042898645345 1.3210348174955302 0.0 0.5881854084526296 0.4037493814416071 0.7113004159760191 0.44439106144944396 0.0 0.886739991966942 1.9300937726800262 -0.4062102137937197 0.0 -0.7390421855294612 1.59684658285278 0.130130815963662 0.0 0.0 -0.5645958801945462 -0.36676121990225236 -0.7767766395924504 0.3813067876427676 -0.5112424325457069 -0.5444127321185964 0.8227645098042444 0.5547586239541642 -3.483706527566542 -0.5995080487701878 0.0 -0.6706749595098617 0.7332626191929645 -0.7034698077185453 0.0 6.2782463476734875 0.0 -0.7678010675085711 0.0 0.0 0.0 0.0 -0.30094802983243757 0.0 1.1596321592907923 0.0 0.7518841206927264 -1.0846292627452885 0.0 0.0 0.0 0.0 0.0 -1.2846613110416387 0.0 0.0 0.0 0.0 1.1168201569128178 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9544231892373922 -6.506125367410822 2.400213487315262 0.23655442309549332 0.0 0.0 3.5291042154415573 0.0 0.0 1.2535426716209928 0.0 0.0 0.0 0.0 TGIF1 0.6340430132491104 -0.13175567595138085 -0.20605857358158117 -0.690368314887678 -0.15858829181805384 0.850370297220043 0.0 -2.5030955358305578 -0.48542146745272735 -0.6326811655482208 -0.24238775594895723 -0.4366521658133942 0.0 0.0 -1.7793966476992353 -0.7058124080576289 0.0 0.0 0.6087511152832443 0.41908624451831483 1.36664679537492 -0.5949611702628991 0.0 0.0 0.0 0.0 -0.5079605216732804 0.0 -0.4821837419830432 -0.5312166514419734 0.0 1.2065774949868628 0.0 0.0 1.8522283879669912 -0.6436484620637161 0.0 0.7174508930848384 0.0 0.0 2.287810674783204 0.0 1.311703905758213 0.0 -0.5483798089426951 1.3286248941668755 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0510074027975318 0.0 0.0 0.0 -0.3369667594102084 0.0 0.0 -0.2805296752393193 -0.9527145356893443 -1.2570011211246344 -1.0939020563508948 0.0 1.1340103840542004 0.0 0.0 0.0 0.0 1.8493794372695824 0.0 0.0 -0.7065167109301409 0.0 0.0 0.0 0.0 2.105221148864571 0.0 0.23595326865675964 1.3505426157281955 0.0 THADA 0.0 -0.1111989716744137 -0.19076371956469104 0.0 0.0 0.0 0.0 0.9863209689158461 0.0 0.0 0.0 0.0 0.0 0.0 -0.30831249962011487 0.0 0.0 0.0 0.0 0.0 1.2973854445360744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6676545614470625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 THAP2 0.0 0.0 0.1700312016742916 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.05730817493426388 0.0 0.0 0.0 0.0 0.0 0.0 -0.4058819633080324 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.115481328924222 0.0 0.0 -0.06836276848513544 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2951821517478734 0.0 0.0 -1.1932511639681842 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9571088989403475 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 THAP5 0.0 0.0 0.19149424806078882 0.0 0.0 -0.24262055006766384 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3651753442789605 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8243485422622782 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8936531427178054 0.0 0.0 0.0 0.0 0.0 THBD -0.3269834377283938 -0.18974819364195872 0.2335411833832323 1.4735755879693877 0.26111119048666537 0.0 -1.034324568078345 0.0 0.0 -0.6368299976935569 0.2905623156705304 0.0 0.0 0.0 0.0 0.0 0.0 0.8330704415143154 0.0 -0.9032167417621404 0.0 0.0 -0.8184316754937385 4.2848184449235225 0.0 0.0 -1.6791115197348887 0.0 0.0 0.9727611310234633 0.0 0.7225716948508959 0.0 0.0 0.0 0.0 0.8933398795300568 -0.7907586019824215 4.707429545912847 0.0 0.0 -0.5644561198661336 2.277610344807022 0.0 0.0 0.8077129476220163 0.0 0.0 0.0 0.0 0.0 -0.8508576953361071 -0.3269350773941892 0.0 0.0 5.656398151899037 0.0 0.0 2.0953253800293896 0.0 0.0 0.0 0.0 -1.276995238244131 0.0 0.0 1.085212598344291 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9748311577242234 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 THBS1 -0.20711866100939885 -0.32037848680262815 0.8042455893421975 -0.7181671415433395 0.0 0.0 -1.8004301291409002 0.0 0.32400620042284195 -2.315187996002183 -0.8501876147618279 0.0 0.0 1.0524177947693292 -0.4598195060498825 0.0 0.5921427019529864 10.776807311367453 0.0 -1.8707619923530352 0.0 0.0 1.5107659342601623 -0.6417365676946466 -0.4976363251313469 0.0 -4.073154733202911 0.3750982933648514 0.0 2.754256814669372 0.0 -1.1331853840279253 0.0 0.0 -0.49182950713620444 0.6089030219016587 -0.6966064472335965 -0.9143248307537911 -0.4148525364822401 1.5002455201491403 0.0 3.0482128903460275 5.788646527020697 0.0 0.0 3.573992796830737 0.0 -1.5809975492769799 -1.1179497295412424 1.8389085743838975 0.0 -1.2440543828630541 1.7420341673776865 0.024566604387260327 0.0 -1.1367478200454326 0.0 -0.3138297867625364 4.81295589186817 -0.7234867212613668 1.1025975772631147 0.0 0.0 0.4692379117780015 -0.8730547190587984 0.0 1.0245566194072648 0.0 0.0 -0.8456871483542688 0.0 0.0 0.7991777160719263 0.0 1.3166618434774162 0.0 0.33248496495001134 0.0 0.0 0.0 -0.3263126653492855 0.0 -0.6281242974830502 3.1421782528372577 -1.0335873618341924 0.0 THEM4 0.0 0.0 0.2811252398123473 0.0 0.0 0.0 0.0 0.32243035460817293 0.0 0.0 -0.22216442177850315 0.0 -0.9075412975106849 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4194800666909293 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1471159571458673 0.0 0.0 0.0 0.0 0.0 0.0 0.0 THEMIS -0.1419891683571207 0.0 0.24914021342097525 0.0 -0.30980068138296774 0.0 0.0 -2.1860252342681514 -3.9760671031255694 0.0 0.0 1.7087004476656755 0.855888482033436 0.0 0.0 0.0 -1.6978517696860256 0.0 -0.43347231183122925 0.0 -0.42293346251420216 0.0 0.0 -0.4070961461200112 0.0 -0.3696368738091984 0.0 0.0 0.0 0.0 0.0 0.0 1.835564957459279 0.7072775305215698 0.0 1.035073966864358 0.0 0.0 0.0 0.0 3.1713880649403516 0.0 0.0 -4.041435627550089 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0855549902097645 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5085259534053312 0.0 -1.441430197761922 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 THOC7 0.0 0.0 0.0 0.0 0.22291182831666145 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8737775209911298 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3780777825962647 0.0 0.0 0.0 0.0 0.0 0.5905816605606209 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7881294260159875 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8448846131736675 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.039580795370908 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6860853514257245 0.0 0.0 0.0 THRAP3 0.38697744251746063 0.08255742785971071 -0.7273744306153486 0.0 0.3965690821966262 -0.23948201439792416 0.0 0.33340655556276994 0.35623070553721153 -0.2819193394876931 1.299196280011948 -0.022481568939594757 0.0 0.0 0.0 -0.2852370107705998 0.0 0.0 0.27270109209933724 0.44795114639697614 0.0 -0.9253342073819341 0.0 0.0 0.10514875124485819 -0.5037026606251397 0.0 0.4810940749102303 3.572532558574746 0.09984807910827843 0.6672134876653181 0.0 0.0 0.7216253475076249 -0.15760887774365204 -0.8788662334227364 0.0 0.0 0.0 0.034729829339741 0.0 0.724088370420688 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6498445159965738 0.0 -0.20761816850038792 -1.4983958381959113 0.0 -0.9333858502996201 1.2262729192307038 -0.9011624822802281 0.0 0.0 0.0 0.0 0.0 0.0 -1.4827205940163364 -1.086626271587906 -0.23179336771221615 -0.9187622929157293 0.0 0.0 0.0 0.0 0.0 -1.5293504669597215 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 THSD7A -0.13572108209897918 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.051420341505604 0.33369160021495464 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8372266143328446 0.0 0.0 0.0 0.0 0.0 0.0 -0.6079796796824549 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 THUMPD3-AS1 0.0 -0.15048744410048973 0.13564984588543583 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.14433261505740821 0.3000093305596947 0.0 0.0 0.0 0.0 -0.3470032677326809 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6428983285662082 0.0 0.413014070299527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6192220352849318 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 THYN1 0.0 0.0 0.17257114904643764 0.0 0.0 -0.44936738647032287 0.0 0.0 0.0 0.0 0.0 -0.2778955697482791 0.0 0.0 0.46180679634687893 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4154986124180229 0.0 0.0 0.0 0.0 0.4058118385820755 -0.3147534766999841 0.0 0.0 -0.5508710795254115 0.0 0.0 0.0 0.0 0.0 -0.6512215688064499 0.0 0.0 0.0 0.0 0.7391272013107896 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8696724575158452 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TIFA 0.0 0.23574278923576839 0.23456401297250862 0.0 0.1881831863970277 0.0 0.0 0.0 0.0 0.0 0.0 -0.24229436093696713 0.0 0.0 0.0 0.0 0.8545010615158084 0.0 0.0 0.0 0.5075510879348147 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5600865801575249 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9786292593104616 -0.9128643511719963 0.0 0.0 1.1024709402530943 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TIMM10 0.0 0.0 0.1602181839607299 0.0 0.0 1.8757073344200486 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3235008117210648 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.37641469160033486 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5453955367605474 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4925757693725274 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TIMM13 0.0 0.19839544721689584 0.28728017474890255 0.6842503260747845 -0.5365891993433491 -1.6599739479081421 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2391978954349098 -1.083859308032932 0.0 0.0 0.0 0.4008940219599335 0.0 0.0 0.0 0.0 -0.40944853120848745 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 8.320332457730915 0.0 0.0 0.0 0.0 0.8574470398163442 0.0 -0.5621507039872699 0.7936224907182522 0.0 0.0 0.0 1.1163101393487156 0.0 0.0 0.06521429088069107 -0.19436784869462764 0.0 0.0 0.0 -0.8388181116846655 0.0 0.0 0.0 0.0 0.7352130407207594 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.999777489570261 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TIMM8B 0.0 0.0 -0.048526981497497686 0.4755310979579669 0.0 -0.14301088957649255 0.0 0.0 0.0 -0.3273552866505558 0.24240280417954288 0.0 0.0 0.0 -1.3549530455258398 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.783321866985478 0.0 0.4182839689831781 0.0 0.45316616784282066 0.0 -0.7268546578902856 0.0 0.0 0.0 0.0 1.4305982733697764 0.0 0.0 0.0 0.8498490035010908 0.0 0.0 0.0 -1.493356567778568 -0.5629068109676238 0.0 0.0 1.3399632429147412 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.301979971937548 0.0 0.0 0.0 -1.5646157837853651 0.0 -0.20497096515118077 0.0 0.0 TIMMDC1 0.0 0.0 -0.15120045330799828 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4249456096753828 0.0 0.0 0.0 -0.30339210924511056 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7588798929161042 0.0 0.0 -0.8301211797526878 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.410143220708032 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TM2D1 0.0 0.0 0.0 0.0 0.0 0.23899558702544238 0.0 0.0 0.0 0.0 0.0 0.557694590330896 0.0 0.0 0.0 -0.43529241891980774 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8062790419029721 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3806341833751464 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TM2D3 -0.10192978000800376 0.0 0.0 0.0 0.0 -0.1953504796301798 0.0 0.0 0.3313003539246098 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3522713028531504 0.0 -0.5308849035916076 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.484515088705969 0.0 0.0 2.5496350316518144 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7870308642685571 0.0 TMCO1 0.0 0.013780534391197474 0.0 0.22852892062361702 0.9438140979198241 0.6316301690560004 -0.45930948298439184 0.0 0.0 -0.7355086943325537 0.3183278586455551 0.825466987784845 0.0034276815077350364 -0.6537296199323629 -0.5093966672873989 -1.2924773617426937 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3460392332860357 0.0 0.0 0.0 0.0 0.47242657375761143 0.0 -0.3848160943009484 0.6506331845097233 0.0 -0.5573979971556582 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7005381801528059 -0.4304749407868442 0.0 0.0 0.0 0.0 0.0 0.9663100219822296 0.0 0.8109730369769526 0.0 0.0 1.3143614937923849 0.17905279230393592 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5986979747053912 0.0 0.0 0.0 0.0 1.0043936149736943 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.100660041010486 0.0 0.0 0.0 -1.0038365073550808 0.0 0.0 0.0 0.0 TMED2 0.17424883723652587 -0.7305175786289505 -1.7211148159982008 0.0 5.543176046524242 0.9463095714320867 -0.26053006673920237 -0.17812958574023427 -0.31677665307160063 0.0 0.43014178848341 -0.559293923841963 0.0 0.15637164039590482 -0.48351595093032845 0.08324406085617936 0.460804496172832 -1.0933470157579959 -0.5658385001731575 0.4409207714960588 -0.7289210084876718 -1.9867326484283683 0.6546603512520639 -0.6431386615442931 -0.3125675091325633 -0.15137123821689974 1.7209858228908876 -0.643893718340723 1.3399918630324734 -0.5684646758247106 -0.83928243920324 10.547365799904021 0.0 -1.1411271241346297 0.0 0.3197539617728562 0.1453439018225878 0.7475911878232889 -1.2708716186328881 0.0 0.0 0.0 0.6928438810749928 2.1752208045867882 0.21085987525345254 0.0 0.0 -0.7865831691511805 0.0 -0.912572360677954 0.0 -0.8207850991607782 -0.2851382890045156 4.685265836773916 -1.1236834909976483 -0.9384964750202611 0.0 0.3827058598489095 0.0 -2.129281511418117 0.0 0.0 0.7045264132895287 0.45147181661933916 0.0 0.0 0.0 0.0 -1.0538798921643016 0.0 1.4113673616004772 0.0 0.0 1.5006695451987606 0.0 1.1455674062861352 0.0 -4.7744517335550185 0.0 -0.3227688813931599 0.14625721613739634 1.3764689078447736 0.0 -0.751791185943629 0.0 0.0 TMED4 0.0 -0.1229573431859362 -0.172138905127162 0.0 0.5499960512938503 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7979040005899034 0.3788338632327684 0.0 0.0 -0.3601554055778979 0.0 -0.41847847381702113 0.0 0.0 0.0 0.0 0.0 0.0 6.175440007289043 0.0 0.0 -0.47369596864527735 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9867299048705567 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0648474772449703 0.0 0.0 0.0 0.0 0.0 -1.0345309433350074 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.316627459659924 0.0 0.0 0.0 TMED7 0.0 -0.14451130787357855 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2999263187284894 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.693570646150124 0.0 0.0 0.0 0.0 0.514716961554505 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM101 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.07251142912220694 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2677465443064798 0.0 0.6086915513940604 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3742298808340416 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM106C 0.0 8.152716789289116 0.09520932434858032 0.0 0.0 -1.9200822584179214 0.0 0.0 0.0 0.0 0.0 0.0 -0.2636190371054188 0.0 13.174858336330306 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8302050841595879 0.0 0.0 0.0 0.0 0.0 0.0 0.2607304749354552 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2983817563643013 0.0 0.0 0.0 0.0 0.0 TMEM107 -0.04654180792389693 0.2003455608934592 1.011152105337436 0.0 0.5836415003850257 0.27395239238566277 -0.34408560727500936 0.0 0.0 -1.4976353863563492 0.5059451710408258 0.48074869939652015 0.0 0.0 0.0 -0.2051147688108416 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.49284027428369936 0.5531979552403355 0.42893345288387663 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.004700336679366 0.0 3.0717698526054265 0.0 -0.7694867083768538 0.0 0.0 -0.47719734164637706 0.0 1.0416495883939125 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.15847178853396 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM120B 0.18390553081672845 -0.25679814486356206 -0.23743418704375024 0.0 0.0 0.26408615678384384 0.0 0.0 0.0 0.0 0.0 0.4418753917281141 0.640691393396085 0.0 0.0 0.0 1.0809643096843071 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.500418414852899 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7895168213256666 0.0 0.0 0.0 0.0 0.0 0.8177443168238824 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4999054197445847 3.4710422618973844 0.0 0.0 -2.585360022123736 0.0 -2.507059695118703 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM126B 0.14089111526162681 0.2449028394100773 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5728548731534079 -0.3016206715217476 0.0 -0.4455567769412286 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8502687816391429 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.105015765803864 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM140 1.454072315892604 0.0 0.45752271420779334 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.451867692077209 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM141 0.0 0.0 0.18697009168020304 0.39017574682668305 0.2624769729105601 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM147 -0.2606041543108721 -0.6440081565586515 -0.2506639838323275 0.0 0.6969047813199206 -0.22759623581927113 0.0 0.0 -0.526334301989481 0.0 0.31387023256110846 0.0 0.0 0.0 0.7956578003757486 0.0 0.0 -0.40699371210510277 0.0 0.0 0.0 -0.42685880786217373 0.0 0.0 -0.475679457907602 0.0 -0.44167967000067815 -1.0082631926645036 0.0 0.0 0.0 0.0 0.0 2.606590776005279 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8599639304675435 -0.6688387981270087 0.0 -0.5887719499826435 0.0 0.0 -0.24444903455611747 -1.1169658978958537 0.0 -0.6679559190937051 0.0 0.0 2.048735281480452 0.4834533932588249 0.0 0.0 0.0 0.0 -1.2209643123810416 0.2515843800627155 0.0 0.0 0.0 -0.7549998597406344 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1465176699674307 0.0 -0.9528140697135725 0.0 0.0 -1.7298222717839356 0.0 0.0 0.0 0.0 -0.7985189176028917 0.0 0.0 0.0 TMEM14C -0.12210518331070172 -0.34896726252169946 -0.3945652296064677 0.0 0.16774907358256397 -1.1562446987941588 3.913087987382007 0.0 -0.4327592739099336 0.0 -0.8872923094001843 -1.843020895761899 0.0 -0.2838263959093738 3.679883792287283 0.0 0.4740531517014403 -1.3015617374087156 -0.7364710046600028 -0.3753088140641515 0.0 0.5031375997428468 0.0 0.0 0.24904388116611673 0.0 0.46402530894886723 -0.39181372074656284 0.4585004751476035 -0.8621500175327433 -0.40285840223695096 0.0 -1.0012924356593325 -1.7468973822489489 0.0 0.0 0.0 0.0 0.6897154755899308 0.0 0.0 0.0 0.13828855171752497 0.7363979766864995 0.0 2.193652198260304 0.0 0.5123214219284694 0.0 0.0 0.0 1.0242858809520512 0.0 0.0 -0.562815458335898 -1.1510935206567505 -1.1409842652300397 0.0 0.0 0.0 0.0 -0.7405001080370922 0.7579071665970089 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.42273349871362614 0.0 0.0 -1.0861209309988644 0.0 0.0 0.0 0.0 0.0 0.0 -1.022389632701416 0.0 0.0 0.0 0.0 TMEM154 -0.14785693174318876 0.0 0.0 -0.5884408515167575 -0.25298945988407723 0.1643589452936653 0.0 0.6848095436302325 0.0 0.0 0.0 -0.30030610045304884 0.0 1.7324644361743753 0.0 0.0 0.0 0.0 2.6140850716410244 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3830836725056073 0.0 1.7320841189204037 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.266547021165492 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.948288041651402 0.8231597247884408 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.983014867636916 0.0 0.0 0.0 0.0 0.0 -1.2053007416942692 0.0 0.0 0.0 -0.8068530770321795 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM160 -0.28947301256437796 0.6723916847120197 0.08169106283847308 0.0 0.0 0.2618498250881898 -0.5151949439634183 0.0 0.0 0.0 0.010679639545626242 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2139424472054472 0.744506633055573 0.0 -0.5700718038057606 -0.3998014728458796 0.0 0.0 0.453671891711658 0.0 -0.6210271957122687 0.0 0.0 -0.8731260701383295 0.0 0.0 0.0 -0.7451050361299876 0.3121757649264826 0.0 0.0 0.0 0.8937243823349142 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6233419469452486 -0.6650279110516 0.0 0.0 0.1958027280575748 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9470589098344673 -1.0973547022465635 -1.2196093405779365 0.0 0.0 0.0 0.0 -1.0606775571052909 0.0 0.0 0.0 -0.47842771520404337 TMEM167A -0.13107491443070715 0.1680119304657103 -0.45377875658022987 -0.47065396640949886 0.6908082566474727 0.0 -0.4961293685788494 -0.23418599759957992 0.0 0.41049956981697644 -0.08784709177715595 -0.33916561412075225 -0.30282766066042227 0.0 0.0 0.0 0.6393337756829992 0.8042444993158904 0.0 -0.40064992994700005 0.45065627007226217 0.0 0.5963067714913483 0.0 0.6132768429618755 0.0 0.0 0.0 0.0 2.9171157079747774 0.0 0.5016649123469308 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5156671705149287 0.0 0.0 0.0 0.0 0.867924981387623 0.0 0.0 -0.7367237135185294 0.22874187985875827 -1.1457991064553408 0.0 1.1092663723462795 0.0 0.0 -1.470170792167277 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3713603915302317 0.0 0.0 0.0 1.0257135114001947 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM173 -0.15410465792472844 -0.2482774641988027 0.8328648360414971 0.0 -0.39527162108504305 0.5018309589918687 0.0 1.5310099555879793 0.22392742082146627 -1.1360520977197 -0.3572618991477262 0.6529176156958599 -4.933958630949515 -0.08600592415881456 0.0 1.189986235067054 -5.403778287111096 0.0 -1.4770467427793856 0.12912410752145295 4.042238923638253 0.0 0.052459750256659415 1.3024221091610702 0.5588097268516424 0.0 -0.7492994561318468 -0.40129485292119543 0.0 0.0 0.26139473219202547 0.0 0.6216010246188839 -1.1470268338275484 0.0 -2.312452239111226 0.0 0.0 0.21881087183894654 0.0 -3.1568255609206295 0.0 0.6513624037927552 -1.4287729795980606 0.6413585405897814 0.0 -0.5574234758622449 0.0 0.0 0.0 0.0 0.0 0.0 2.3000845482002603 0.0 0.0 -5.852133915161762 0.0 0.0 0.0 -0.7005430176569671 0.0 -0.5956312195351497 0.0 1.754735619401444 1.048747241916365 0.0 0.26795376416965844 -2.5519441232870594 -0.4312049865290117 0.0 0.0 0.0 0.0 0.0 0.0 -1.0791693018126036 0.0 2.7398961063038043 -0.5378316151619184 0.0 0.0 0.0 0.0 0.0 -0.5049733621800747 TMEM179B 0.0 0.0 -0.545004769254321 0.0 0.23043281248008085 0.0 0.0 0.0 0.0 0.3390514870857629 0.035873666263765536 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6634894440082838 0.0 -0.4436006223467221 -0.4018605068345833 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.13854750548018063 0.0 0.0 0.0 -0.8693329021877166 0.0 0.0 0.0 1.5073912835539187 0.0 0.0 0.5648662323454035 0.0 0.0 1.8767445333237076 0.0 0.0 0.0 0.0 0.0 0.8362558108420197 -0.8665839273601196 0.0 0.3516170318723848 0.0 -0.8533720439342153 0.3064741386451755 0.0 1.0473058098267003 0.0 0.0 -0.260554152459482 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1716425695569295 0.0 0.0 0.0 0.0 TMEM189-UBE2V1 -0.13528448345581304 -0.1356286830418763 -0.1445174223022199 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5997460595322255 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8811254692761729 0.0 0.0 0.0 0.0 1.1892716215316352 0.0 0.0 0.0 0.0 0.0 0.0 1.1712601842370813 0.0 -1.2711399966630785 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM205 0.0 0.0 0.0 0.0 0.5193645158207023 0.0 -0.23309856974255103 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.32521829477222386 0.48304577692882406 0.0 0.412841590956269 0.0 0.0 0.0 0.0 -0.45307307302036814 0.0 0.0 0.0 0.0 0.0 0.0 1.194499804121614 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8015667152008834 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8094405052321315 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6635112068722425 0.0 0.0 0.0 0.0 0.0 0.0 1.0472444460958525 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4150425258472704 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM208 0.1615923449949323 -0.13491709352157538 -0.1920935669013724 0.0 1.6373767692032002 0.0 -0.22035198677373005 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5799694591663399 0.0 0.4230193971845466 0.0 0.0 -1.0237899863077677 0.0 0.0 0.2758329708586142 0.8950811437687708 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.23140323136618526 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8368619082833325 0.33278300907273173 0.0 0.0 -0.4383149855412885 0.0 0.0 -0.7722711092121025 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.593611279552364 -1.024464245117719 0.0 0.0 -1.3424712604166333 0.0 0.0 0.0 0.0 0.0 TMEM219 0.0 0.0 -0.39954383792470577 0.2332241913790341 0.5832097658742105 -1.1216539345575145 0.6292048776642744 0.6159656887929391 0.0 -0.2930039864872484 0.6365911749746632 0.0 -0.2915236742854469 0.0 0.6194500856007052 -0.38821296470731237 -0.7320275810459237 0.0 0.0 0.3262098077077587 0.5125220262636948 -0.635722500880173 -0.3282962515626939 0.0 -0.591956824879055 0.06842509713497018 -0.49773293345130726 0.0 -0.4789871638985442 0.0 -0.43350696161176927 0.0 -0.5204519587385213 -2.02021258996543 0.0 -0.21290147459792358 0.4035092772219142 0.776176880910421 0.0 1.8298316460813067 -0.7223948161878682 -0.7437817067747583 0.0 0.0 0.0 0.0 0.0 -0.6384983339142191 -0.7818276546800469 -0.5139097614894176 0.8117528416609757 0.0 0.0 -1.1421918756612428 0.3222929584585705 0.0 -0.8045130941064875 -1.0581984922362968 3.322681498413955 0.3692116637930823 0.3762267708173048 0.0 0.0 0.0 -0.5268132652936285 0.0 0.0 0.6965951975833649 0.0 0.0 1.2057505379969098 0.0 0.0 2.0600941858479422 -1.1613293514239018 0.8581872744030571 0.0 -1.2294342198198187 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM251 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3570128352094092 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.30589173232503303 0.0 0.0 0.0 0.0 0.0 0.0 1.2682386760592606 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM256 -0.14031151548930423 -0.13077069063710517 0.05031499208776153 -0.25069855783078804 1.0304105453735595 0.609355639618396 0.0 -0.3193461699467616 0.28962440946682766 0.0 -0.25622244033146574 0.0 0.3211854319232736 0.4859224905140321 -0.6832018794877522 -0.29649770714053947 -0.3975993663225906 0.0 -0.34824863001184975 -0.34692854617989777 0.0 0.0 0.0 0.0 -1.1487861776886632 0.0 0.0 0.0 -0.2874809216446731 0.0 -0.47979649076713266 0.0 -0.5524241343401783 -0.5998037789931259 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9654878433632145 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0468788506746567 0.0 -0.854375753401801 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8477532610564582 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0263075032797002 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM258 -0.8651163354497854 0.5297734129825646 -0.4173767421683698 1.7229723090848923 7.995749673490135 -0.9831617138055401 -0.7750029882298359 1.0187065559102801 -0.5055723016171151 -0.15629088080541229 -0.2522620077070753 0.5614693238685358 1.4136583758443886 1.135288044086154 2.5950206432664875 0.8135119122188114 0.3916470138608412 -0.591510020895081 -2.132205087081387 -1.2328653966267014 0.4100440522867868 1.2563543135234145 0.0 0.0 -0.7820876518519212 -0.3836925807538403 2.44185987019114 -1.8613174258434706 -1.4710133357708406 -0.2962811481095899 -1.0613578028607642 8.827185836826958 0.5315428712100785 -3.8348487169917376 -1.2292441452802727 -0.23544799827784058 0.36140127329320726 -0.608263724515022 0.0 -1.6023624336567726 0.0 -1.0651306570202503 -0.5787788960302818 0.0 0.2450413421529751 0.7417204807352521 1.1939045471351986 -0.9964128018881305 -0.8192529409255259 0.0 0.7817051812047165 0.863958357737964 0.0 1.285258169616948 0.2516192442354927 0.0 -1.5622430164575791 -1.205244645883388 2.7753773381064994 -2.4172936892345 1.4134605562923281 -1.7858962898151922 0.0 0.12344240800670403 -1.0195661947829229 0.7088906702636443 -0.49998777837395236 0.0 1.432197986762327 -0.8408711170630854 0.0 -0.349520459513909 0.0 3.323517333393439 -1.0553580205192998 1.5090009100053177 0.0 2.165744585868321 0.0 -0.7499606142760822 -0.2739213641527341 1.7248820516425656 0.1502022038484659 0.07591709335468359 0.0 0.4444355983547726 TMEM259 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.30336275937775664 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5475179991056103 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM2 -0.15567778770405932 0.0 0.6553054351427094 0.0 0.0 0.0 0.0 -0.21078006636118893 1.030895291252098 0.0 0.22805179863110522 0.0 1.4128510572945663 0.0 0.0 -0.5827245975992016 -1.064400737614961 0.43559873693776163 0.0 0.0 0.0 0.0 0.0 0.0 0.5240940951223233 -1.383016295358779 0.0 0.0 0.0 0.0 0.0 -0.4481456391644585 0.0 0.0 0.5002098108669245 -1.2353945717443113 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2464901784992513 -0.7653741747661245 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.231413989372585 0.0 0.0 -1.2648049219588404 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.9778012611767881 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM33 0.0 -0.14317338078303257 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.41213930122269377 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3900069775621333 0.0 -0.3870821655079794 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5017650628575733 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM50B -0.11837624570944119 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39160467177453306 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5761791136168631 0.0 0.0 0.0 0.5971186277925058 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0033446410472466 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM60 0.0 0.24364687293704526 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.26757566932599364 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.45537662224509945 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3690690942659401 0.0 0.18614823214115875 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM63A 0.0 -0.12107606586260974 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.26426881176900324 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.41067007300118374 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM70 0.0 0.0 0.09794676753383436 0.0 0.18528963023108524 -0.26510291564075045 0.0 0.0 0.0 -0.35439242068407734 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38340245347511925 -0.39639970176574746 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.30222380493019063 0.0 1.2895722533921927 0.0 0.0 0.0 0.0 2.070720985146296 -0.7034596492512303 2.0259732135694666 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4350353682348498 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9597329937867031 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM71 0.0 0.0 0.0 0.0 0.0 1.1622411998212108 0.0 0.0 0.4153101695617151 0.0 0.0 0.0 0.0 0.0 -0.29837492738090493 0.0 0.48470445925819744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5600039858683609 0.0 0.0 -0.5956091331914124 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7166778887390511 0.0 0.0 0.0 0.0 0.0 0.5803294533020642 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM91 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5059889541990643 0.0 0.4514311719675828 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.1024377737686724 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.3314764094859597 0.0 0.0 0.0 0.0 TMEM9B -0.16019626194400088 0.0 -0.20604551785961323 -0.16928858315164586 0.0 0.0 0.0 0.0 -0.19156609162368596 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4778012874939664 0.4267252057679542 -0.11399932742792801 0.0 0.0 0.0 -0.21646307783705865 0.5146229724688961 0.0 -0.4839266625920006 0.0 0.0 0.0 0.0 0.6559995718803235 0.0 0.0 0.0 0.3634895854142418 0.0 0.0 0.0 0.0 0.0 0.6412642730196851 0.0 -0.6023476599654007 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2008126343452102 0.0 0.661894385638784 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9299216003152274 0.0 0.3238440245491751 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6972663070650912 0.0 0.0 0.0 0.0 0.0 -0.9856040384304947 0.0 0.0 0.0 TMIGD2 0.0 0.0 0.0 0.25566334823733056 0.0 0.0 0.0 -0.28641660380820533 3.9232511096711367 0.0 0.0 -0.4244972804922173 -1.8010070756758703 -0.2767434893918674 0.0 0.0 4.697863679401036 0.0 0.0 0.0 0.0 -0.5277823503025112 0.0 0.0 0.0 -0.4265800823786013 0.0 0.0 0.0 0.0 0.0 0.0 -2.20949181317186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1682508074865936 0.0 0.0 -1.4907478055304408 0.0 0.0 0.0 0.0 1.9769146531121238 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.37537430528102883 -7.3972149655551975 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.711425275128446 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMPO 0.10645087218865128 9.929814325141269 0.1888556710658194 -0.2031520061008567 0.0 6.187576772138069 0.0 0.0 -0.33677648104576025 0.5269053366926242 -0.30243732567056486 0.0 0.0 0.0 0.12147299939064293 -0.23168621500766723 0.0 0.0 0.0 0.0 0.0 -1.2553602110635995 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0149622433139278 0.5903092744600111 0.0 0.0 -1.2196239265616673 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.23316553954826885 0.722143827919069 0.0 0.7821680222473077 0.0 0.0 -1.0195783859250724 0.0 0.0 0.0 0.0 -1.3792909515940168 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.097463243349017 0.0 0.0 0.0 -0.8205212344713763 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMX4 -0.34859249891476574 0.0 0.15700693351059858 -0.26694329168071174 0.0 0.3047055274219857 0.3410487921305689 0.0 0.491317263964175 0.0 0.0 0.0 0.061956202647947045 0.0 0.0 0.0 -0.780313656876183 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.29374283518646455 0.399450235761043 0.0 -0.370368446033087 0.0 0.0 0.0 0.0 -1.153603370492615 0.0 0.49951491091026745 1.3539759073198825 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0114881160138893 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.159584085996374 0.0 0.0 0.0 1.8572536461336082 0.0 0.0 0.0 0.0 0.0 0.8191845819308918 0.0 0.0 0.0 0.0 0.0 TNFAIP2 -0.054454965060217075 0.0 -0.1629652755182771 -0.4036254017126842 0.0 0.0 -0.8635748791343889 0.0 0.0 -1.0332069956196455 0.22898413037530485 0.0 0.0 0.0 0.0 0.0 0.0 1.9631884289826789 0.0 1.2789246916318073 0.0 0.0 0.0 -0.40509821094656995 0.3353762960194097 0.0 0.0 0.0 0.0 1.077261740951691 0.2996223834196538 0.0 0.0 0.0 0.0 0.0 0.0 0.7405047023651872 0.7047837631146242 0.0 0.0 0.0 5.50622325749115 0.0 0.0 0.5663158699592887 0.0 0.0 -2.067033727824049 0.0 0.0 8.519026252664645 0.0 0.0 0.0 1.3037205440696085 0.0 0.0 6.101310610766539 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.42251717243361075 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.41828024319668733 0.0 0.0 0.0 0.0 0.0 -0.3515703664497904 0.0 0.0 0.0 0.0 0.0 TNFAIP3 -2.1389553023269823 0.4679682007979542 -0.720198428645972 -3.843361030484803 -0.3989510185197953 0.6200752360104014 -3.109868631710054 4.1468000834014855 -0.7939085468004693 -4.51485745354615 0.1162960939428596 -4.5371245599693655 -0.6516285041051797 2.4801916083341617 0.0 1.9494443276120075 10.55952344190722 2.4694847185799995 -7.476376344967749 -0.22875250851266365 -8.073372682413636 1.3129476037700154 -0.19399580070009878 0.3021922390009022 -0.34719418748602315 0.2616256774873536 -4.177493700772612 0.0 -1.2910173004610568 0.21168331158923417 0.3805859362688888 -2.080666401593379 -0.20458776474921025 0.8722878149865197 0.5443672061049879 2.6566576436650644 -2.542403468972562 -2.3363947052907834 -1.6314110284308343 0.0 0.22506730806998376 -0.8108104478899893 15.096871668436535 -3.714377973033446 -4.01308098485525 -1.668358196052715 0.8616444566863078 -3.4625706981896136 6.167261179535884 1.4881997114126737 -0.6954981305821083 2.9029593938309866 -1.4162857569794423 4.456081649784054 0.6888747411333586 0.0 16.16633441481981 -5.490430003966034 1.3762623067604334 -0.46287668945630783 -0.47250961959972754 6.333383260760094 3.129366089750402 0.20020439016342126 -6.600436620021596 7.363867692801828 -0.6089908893200562 -2.317977675849229 6.921962722160295 -6.815501824227331 -6.158398865272323 3.724970185385916 -2.2850859794538305 -10.179508684178751 -1.164168452772009 1.3908747756072593 -2.978313372544679 -2.486784461800809 12.191148580817288 34.87633325008089 -5.206568643648042 -3.313845821036306 0.5996736340666582 0.011335917317891431 2.1086578875697977 1.75298914104066 TNFAIP8L1 0.0 0.0 0.0 0.0 0.0 0.5571526598122465 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8407122655873304 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNFAIP8 1.1429782532152686 -0.23069760793689237 1.0557098659724227 -0.6096865640260346 -0.09264776218393311 0.29049733862458166 0.6046319704321829 -4.90785440551711 -0.2655180316068337 0.0 -0.6385459881432296 -1.715056420773309 -0.03137249330689318 2.5875672476712124 0.0 -0.7866127883652283 4.850013773638942 -1.66855618078141 1.9015995255977818 -0.7972040726817988 4.412193402968968 0.0 0.0 -0.38729681749061895 -0.5616787174079664 -0.09819371449970071 1.319562433822005 0.0 -0.16698057779660533 0.0 0.5372759370421104 0.0 -1.5992979369902016 -1.1765401080411932 1.6412010192046032 -3.5674367615267935 0.0 -1.5496412908415629 0.0 0.0 -3.7086912751642562 0.0 6.601512004210423 -1.5900835720413196 -0.5043941619109574 0.7214523499485168 0.0 0.31545350111830345 0.6211799328891937 0.6077305570750234 1.1395635721963848 1.4731135372785433 0.0 0.0 0.0 0.0 -4.953427800085255 -1.9344018384227863 0.0 0.0 -1.516880554805601 -1.830528146606072 -0.36033653900005724 0.0 -2.4498407272902547 1.8124810034754348 0.6451010467098856 -0.26507313894050244 1.5222975728546275 0.0 2.7054628095971482 0.0 -0.2453493112940408 0.0 0.0 -2.796573024375319 -1.4244905871467148 0.0 1.989386372709708 0.0 0.0 0.0 -0.8256658158823195 0.0 0.0 0.0 TNFRSF10B -0.1253500847124202 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.513269592725768 0.26062494949820725 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7127460034652472 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.261196643606863 0.0 0.0 0.0 0.0 0.0 0.0 TNFRSF13C 0.0 0.0 0.0 -0.5691788912103628 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.412534472989761 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7953477037672667 0.0 1.7489662295917319 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5745875023042636 -0.7329149719814712 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7002898260210204 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0967226270290447 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNFRSF14 -0.42877999583532694 -0.08516975189926393 0.0 0.0 0.0 -0.45498291004030417 -1.1153472573845316 0.9488808123079279 0.0 0.0 0.21795914657297993 -0.2746396215837174 0.0 0.0 0.0 -0.6871715071301003 0.0 0.0 0.0 1.1919850756947432 0.0 2.4656845822574605 -0.38439298841435615 0.0 0.0 -0.37088607202883456 0.5787679328540722 -0.4908901617358976 0.0 0.0 -0.8968846811662506 0.0 0.4133942874214311 0.0 0.0 -0.5200235268580315 0.0 0.743891857062172 0.7387100353105612 0.0 0.0 0.0 0.0 -0.8043135667337917 0.0 0.0 0.0 0.0 0.0 0.0 1.3069341714474116 0.0 0.0 0.0 0.2769289515866963 0.0 -0.8669550087898307 1.380368127467647 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1744756047503369 0.0 0.0 0.0 -0.3611375914181182 0.0 0.0 0.0 0.0 -1.346785172948602 -0.8415393523615572 0.0 0.9414951531607393 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNFRSF25 0.0 0.0 0.306234187269106 0.0 0.0 -0.2422303051751133 0.0 -0.6032601353351245 -0.031164358011637545 0.0 0.0 -0.7573549568654928 -2.8508181345488244 -0.3600875218329025 0.0 -0.28878997955170543 6.38036854781703 0.0 0.0 0.0 2.660862701291128 0.0 0.0 0.0 0.0 0.0 -0.5118861283037548 0.0 0.0 0.0 0.0 0.0 -1.4799344522353965 0.7162943549660612 0.0 -1.3718966604139617 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2468415085245261 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9456137839953209 0.0 0.0 0.0 0.0 -1.038619144244973 0.5224184576997969 0.0 0.0 1.5000322536366084 0.0 0.0 -1.1018128688139923 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.7164967804781823 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNIK 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5930631460612877 0.0 0.0 0.0 0.0 -0.26784199960628136 0.8876797016093848 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8029133580150238 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0366896852473164 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8274994090803016 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNIP2 -0.10215472796702896 0.0 0.0 0.0 0.0 0.0 0.0 1.203114988712891 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6064878487285295 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7926759521331492 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.657049709230729 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNS3 0.0 -0.12297370957384147 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3141596677090048 0.0 0.0 0.0 0.6597739176971615 -0.9291544566532396 0.0 0.410053456622291 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0848579110943315 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TOB1 0.49741336877200765 -0.7466348996893644 -0.12826276799283357 -0.4370734901007998 -0.2666360665895437 0.0 2.496075700133473 -1.2682155046602683 -3.6155241811308834 0.8413912055496621 0.22342454001624468 1.1802145626391156 -1.5904749654960855 -1.6807349438992925 -0.6935420262906218 0.3008414398097154 1.5874276910433094 -0.7737329147750625 -2.0447983406701176 -0.5356850357752677 -0.4218742600273678 -1.6155221522797636 -0.7954717771601604 0.0 -0.6630258375350827 2.585107316925843 0.9579357425494051 0.5346428445301944 4.874888821056879 -0.39729399445707086 0.0 -0.7022178439491331 6.414274923791817 0.0 -0.4692089337788032 -0.612803869737421 0.0 0.0 0.0 0.0 4.663480502825655 0.0 -1.8426291511845108 -1.978784639548198 -1.8465390346743398 0.6004545565811908 0.0 0.25094036534618974 -0.9800716323597242 2.0505680482096085 0.0 0.7814570816628355 1.1031148440250431 0.0 2.779903619816595 0.0 2.1653044040606084 1.524363065596113 -5.336510589693218 0.0 0.4988124006806718 1.8065594183962859 -0.252432260374376 0.784016812792848 11.940268373528111 -1.5151790690594973 0.8935884094790735 0.0 -1.3194108728800154 -2.100978382945299 -4.990700480314801 0.007246316408508102 2.671787834736828 0.0 1.1702092908353716 -1.218001863725596 0.9916673213491315 -0.8221898882657793 1.6083746122365263 4.1900297165256095 -1.9720335111563354 0.0 -0.20615649982808631 -0.23267016165483936 -3.231075899414651 -1.731516776070236 TOMM22 0.13205239792676354 0.0 0.0 0.0 -0.18982623910731047 -0.5857284608061898 0.0 0.0 0.0 -1.2084994716495283 -0.10624221014105 -0.2950006253360182 0.29200967305431 0.0 -1.4046777168236058 0.0 -0.538538400195672 0.0 0.0 0.0 -0.4117681886408965 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.571434857243593 0.0 -0.7409173021699854 0.0 0.0019000031301946052 5.239800974546435 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8200801374691865 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9448259290974385 0.0 -0.7816076912015085 0.0 0.0 0.0 -0.2304074883816597 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TOMM40 0.0 0.0 -0.17017971299218063 0.0 0.0 -0.5521467255317993 0.22960617660184557 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.437217084103201 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9690224216126108 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TOP2B 0.0 -0.14607761312981693 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3448649888516715 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.40974850951835534 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8059653393008004 0.0 0.0 0.0 0.0 -0.8137625668994826 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TOPBP1 0.0 0.4393897722644797 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4699542496434167 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.46513112270428186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TOR1AIP2 0.0 0.0 0.26916918992960026 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.28018372488646637 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.383099736636481 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8170813198484167 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TOR3A 0.0 0.0 0.17646269221615182 0.0 1.8556480220630132 -0.22050913517634946 0.2581588392903806 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.14528644589822007 0.0 0.0 0.0 0.0 0.0 0.27294413279989815 -0.6678403014893519 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.26122943883334243 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7106943176413165 0.0 0.0 0.0 0.0 0.31932696681431616 0.0 0.0 0.0 TOX4 0.03765985202598644 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4033788881191874 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.47941932771339746 0.0 0.0 0.0 0.0 -0.6722467557241686 0.0 0.0 0.0 0.0 -0.7460113006340531 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TP53I13 0.0 0.0 0.0 0.3127375774600842 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5764644522672212 0.0 0.0 0.0 0.0 -0.4171272145205161 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7924768208233783 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TP53 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.3662664858242795 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TPGS2 0.0 0.40665119857473686 0.24189912299961125 0.0 0.0 0.0 0.0 0.0 0.0 -0.28251460238702397 -0.2868043806512016 0.0 0.0 0.0 0.9059869317274781 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7131727674977422 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6150745735941363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.121279939308809 0.0 0.0 0.0 0.0 TPM1 -0.2544998134694092 -1.3127928337686487 -0.7934667834642494 -0.3891381212887589 -0.1733887809555642 -0.29733442522524384 -0.21747984044104404 0.0 0.0 0.0 0.0 0.0 0.0 -0.33392391213188594 0.0 0.0 0.0 0.0 0.0 -0.3849169993047397 0.5203221832079992 -0.3045566550573055 4.20209042038664 -2.7795095106465197 -0.3976838329542871 0.0 0.0 9.517837090397677 0.0 0.0 0.46009253705477315 -0.7566164527254637 0.0 0.0 0.0 0.0 -0.15550626087745067 0.0 -3.765797355104663 8.012711069064457 0.0 13.479780801031957 0.0 0.0 -1.3725331878285967 1.7832825699452663 0.0 -0.22784152726595736 -0.965285175514855 0.399207527235263 -0.803108415180989 0.0 0.0 0.0 0.0 0.0 0.0 0.366138455180869 0.0 0.0 0.0 0.0 1.11096199843988 0.0 0.0 0.0 0.5752207425298257 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0489488934338078 -0.8637638125978251 0.0 0.0 0.0 -1.8717651749247302 0.0 -0.7681461607498191 -0.2398856921650351 -0.7781115611777376 -1.3689744255455554 TPM2 -0.19507477915006083 -0.5794432176649534 -0.3235886297185128 9.979746679628011 -0.7307621906380927 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38758091215091445 0.0 0.0 0.0 0.0 -0.6618494610270677 0.0 -0.1161806293497177 0.0 5.559826108157267 -5.29097651893545 0.0 0.0 0.0 12.149360699416286 0.46761356870746834 0.0 0.4348995572196795 -0.5025709081659102 0.0 0.0 0.0 0.0 0.4939259662174055 0.0 -0.8915067943714269 0.0 0.0 18.643646774588326 0.0 0.0 0.3339921589747911 -0.20484373677791537 0.0 -1.2821752462887466 0.0 0.3675844367492522 0.0 0.0 0.2991088251741805 0.0 1.2629225459630844 0.0 0.0 0.3837265330912884 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7734354196786248 2.0784842699097745 0.0 -1.4263521139132742 -0.4409391031030624 -1.9450526840424527 TPPP3 0.0 0.0 -0.1319124831416917 0.0 0.0 0.0 0.0 0.0 0.0 1.1718685145341756 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.39454278162253115 0.0 0.0 0.0 0.0 0.194145558833849 -1.822400386483636 1.0241143760979323 -0.4314156058933902 0.0 13.430489566299181 0.0 -0.5175504682837061 0.0 -0.5476528087687398 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8090247975530147 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9398513706553606 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.069773228685782 0.0 TPRKB 0.0 0.22206908255114108 0.0 0.0 0.0 0.5279373098351673 0.0 0.0 0.0 -0.3581089496263081 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRAC -0.9655314022945387 -1.1954772203767186 -0.8116123822760628 0.13602970257672628 -0.8774162935825215 1.4377062173235824 -1.539732382987548 5.176595777402555 -14.334049944524718 -1.9549591531903627 0.9017725736179091 -5.012373337850911 5.752391912040422 -1.8374087577367175 -0.42682433057150754 0.08228300460755414 2.5845743233496314 -0.9612648887446138 -5.546383052897497 0.0 -1.7122951135384494 6.203025394925656 0.0 -0.42965914585183873 0.607113469257548 1.317457915757826 -0.8969948935219144 0.0 0.9149978088402471 -0.748020976018661 -0.01522630805841807 0.49792272708369395 9.833177243165306 0.12021625041270241 2.445756461596316 -1.3641891034465754 0.0 0.0 -0.7626620398816302 0.4880151447017254 0.0 0.0 0.0 -6.651161543742254 0.0 0.0 0.0 0.0 6.987123646168357 0.0 0.31927726036445286 -1.7147381347916075 0.0 4.960363997265676 0.0 -2.806685285889769 -3.300991428768667 0.0 5.662041941723174 0.022345149312032724 0.0 -2.583200636529097 0.0 0.0 -1.0345002726143842 2.199989594442983 0.0 -1.0246204235822873 0.0 0.0 1.9961518687799669 0.0 0.0 1.3999123266133795 -3.587018936598009 -5.091065438487034 0.0 0.0 5.605397111928033 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRADD 0.21221371602635722 0.0 0.0 -0.33438726076154734 0.21506443912515474 0.0 0.0 0.0 0.0 -0.2719248586187016 -0.23778401291653076 -0.7229475593560134 0.7999938507432061 0.0 0.0 -0.4095159460068029 0.32645375635763424 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4549178645390553 0.0 0.0 0.0 -0.5388737207154284 0.0 0.6034261502042646 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.997070868836513 0.0 0.0 -0.5026356380279382 0.0 0.0 0.0 0.0 0.860903365982199 0.0 -1.0970587878575002 0.0 -0.9160036869166235 0.0 1.1160357905801621 0.0 0.3446229284234668 -0.2589954115885153 -0.5752696936583543 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.54198930861634 0.0 0.0 0.0 -2.015833595730802 -2.0401286204664 0.0 0.0 13.089930753747748 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRAF1 0.0 0.0 0.2409432451358806 0.0 -0.2304874403964066 0.0 0.0 1.804899721167444 0.0 0.0 0.0 -0.9287866944088726 0.0 0.0 -0.3203280987018727 0.0 -0.5682085273098123 0.0 -1.138997602427216 -0.7809655623066971 0.4535329019891639 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5553086538584681 0.0 -0.2989136518800608 0.0 0.0 0.8979071004952676 0.0 0.0 0.0 2.05173226727196 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.702497356750891 0.0 0.0 0.0 -1.0175733001615719 0.0 -0.9482032270142726 0.0 0.0 0.0 0.0 0.0 0.0 -1.0317724243846216 12.668189606153163 0.0 0.0 9.920757198302539 0.0 1.0759448091586605 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRAF3IP3 -1.947674562527928 -1.591007342230703 0.6763915722773964 -0.5001117106366666 -0.3927155377604736 0.4743920920261545 0.0 0.0 0.599617080759247 0.0 0.0 0.5144280159970183 -0.3341357414560258 0.5134232346572866 -1.430277189924975 -0.3296570817430771 -0.6035642920577099 0.0 0.06467977244224223 -0.3871193894110408 2.4429496967525086 6.437579412957801 -0.9830406632737353 0.0 -0.4395963039376656 0.9399428374282482 0.0 0.0 0.0 0.0 1.758501108769368 0.0 -2.4030558365236048 -2.048401127345677 -0.42365419074624 -2.573966514717644 0.0 0.0 -0.6120504339207966 -2.3882848889652815 1.0381736125922498 0.0 1.5812848063660863 -4.434427439389163 0.0 0.0 0.0 -0.282472380377455 1.6790868262173826 0.0 0.6130418387207488 -2.3190795450717965 0.0 0.0 0.30636457917588583 -1.1973879420316413 -15.590714555169447 2.035373524828103 -1.9323874146265998 -1.1407620613875598 0.24212279384073696 -6.530353287679934 -0.5959391937882191 0.0 5.61817816380236 -3.5860581088533707 0.0 0.0 -7.431453899738733 -0.2450930242043992 -5.475314005475172 0.0 1.1676661050346562 2.2095878604350867 -1.8532672569426623 0.5161458127441441 0.0 1.7254040261994603 0.7552754573040035 -0.34747795880258997 0.0 0.0 0.0 0.0 0.0 0.0 TRAF5 -0.08296355732547206 0.0 0.0 0.0 0.0 0.0 0.0 -0.5986812621172759 0.0 0.0 0.0 -1.604688940898773 -0.495313797587355 0.0 0.0 -0.28939899543116687 0.0 0.0 1.459716154849892 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.213591231721125 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.899883137423019 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0363357018552064 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1184605106435723 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRAFD1 1.8832528201210432 0.0 0.0 0.0 0.0 0.3768742413278954 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5983743856341751 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRAM1 1.0530598376670106 -1.202892679050593 -1.1591761392953213 2.5176101965605198 6.266777568209566 0.0 0.0 0.856876375741245 -0.24589741573759624 0.0 0.3585336404837939 -0.17229664585612228 -0.2796201288741759 -0.6585486147223575 -0.2946733803726619 -0.994165975337556 -0.11140650994182996 0.0 -0.45432940947570577 0.5212778808821092 -0.6277009054211834 -0.6778947760968979 0.6308301420750262 0.0 -0.639838329307636 -1.3286089853053873 -0.5997189884815789 0.0 0.6016816678137844 0.0 0.2285067171440294 7.251489934328636 0.6240303038764714 -3.4947276514076697 -0.4397004742341468 3.058235162202943 0.0 1.0070236511405 0.0 0.0 -0.8836893135355369 -0.7523023803928833 0.0 0.0 1.0246338174800733 0.0 -1.060193016845987 0.0 0.0 0.0 0.6591704068266185 0.0 0.0 2.9826784658465595 0.0 1.115636871141467 0.0 -1.1065331509307605 0.0 -2.284412594814856 -0.906410186398784 -1.0754357272520052 0.0 0.4321631361114268 0.0 0.0 0.0 0.0 1.285895025418245 0.0 0.0 0.0 0.0 1.3331941631837436 0.0 2.21747782150169 0.0 2.0624323639662547 0.0 0.0 0.0 1.1057032803298223 0.0 0.0 0.0 0.0 TRANK1 1.6481036948881627 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.166131201222587 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0691007282794958 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRAPPC2L -0.20619132354059402 0.17425211386868256 0.36486897289811704 0.0 0.32239037411779564 -0.21998937278797095 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47595995825416193 0.0 0.0 0.0 0.0 0.0 0.0 -0.4066490818648108 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRAPPC4 0.0 0.0 -0.2381625090132056 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2954525594422237 0.88362366623258 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6241495600118179 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.46946029277272416 0.523400701942534 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8969443376202195 0.0 0.0 0.0 0.0 -1.5030232994750747 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.25944604107005603 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRAPPC5 0.0 0.0 0.0 -0.32755502832475963 0.0 0.0 0.0 0.0 0.0 -0.6153594244133243 0.0 -0.27503506235383207 0.0 0.0 0.0 -0.4266928105251201 0.499072304221223 0.6222281746760399 0.0 0.0 0.12091328420088235 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7946620946220123 0.0 0.0 0.0 0.0 0.0 0.0 0.8381746363100967 0.0 0.0 0.7946510247657379 0.0 0.0 0.0 0.0 0.5020643432669833 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.29270906838133387 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRAPPC6A -0.12208485997747887 -0.13377669856214897 0.0 0.0 0.0 -0.6699933698956435 0.0 0.0 0.0 0.0 0.0 0.0 -0.27907336918708564 0.0 0.4760364706055465 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.25063406175534947 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5051805779547436 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7188732379819218 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9949534153960675 0.0 0.0 0.0 0.0 0.0 0.4169296817458978 0.0 0.0 -0.6997532576651354 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.058372364068144 0.0 0.0 0.0 0.0 1.2341063437805304 0.0 0.0 -0.2863765354872708 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRBC1 -0.28168291031291925 0.12841135053346736 -0.17997593608211468 -1.174904299956338 -0.884397189109316 0.6320440779030857 -0.34452524890158165 2.5858960412400274 -0.22639562385840128 -2.4054878694056736 0.0 2.4705477033068224 2.1121079517023844 -0.9683731826005906 -0.8091329238164652 2.6605089591958717 -6.775329048698156 -1.2917619569213115 -6.020012706812296 0.0 -1.8680916942978658 -1.234657624376634 -0.641418486591087 -1.0420399092064672 1.016296927207309 -4.2227115887208235 0.0 0.0 0.5154045014775405 -1.6099257131359637 1.2731296763896174 1.3892834078199585 -3.3717658123509446 0.6935203822346359 -2.3781802267503656 -0.3993016489897875 0.0 0.0 0.3919515157038306 0.1795851571539473 0.0 -0.7046933410824547 0.0 2.817723805107696 0.0 0.0 1.0537770293474809 0.0 4.047639433749019 0.0 0.3631466884632921 0.0 0.0 2.656729268556726 0.0 -1.201276880874111 0.058114466610772166 0.9189928709722253 1.4198208600388191 0.0 0.0 1.602892255544212 0.0 0.0 0.0 -1.1445404876011434 0.0 -2.2165190120072102 -1.9914030669847 0.0 0.0 0.0 0.0 -1.2027102465532264 -1.7514256509106532 -8.687532617048314 0.0 0.0 1.2480510288434545 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TREM2 0.4409873832631586 -1.0332129846359672 0.34456432927185665 0.0 0.0 0.0 -3.109886513904603 0.0 0.0 0.0 -1.353605678667697 -0.4559888384273562 0.0 -0.7178536003591215 0.0 0.0 0.0 -5.086230517588308 0.0 6.913403064242593 0.0 0.0 -0.4208388481979946 0.0 1.0773241937780824 0.0 -2.858615658759033 0.0 0.0 -1.1385300257414377 0.0 -1.2458553624132447 0.0 0.0 -0.5936691224674812 0.0 3.484216604890419 9.983975259175592 0.0 0.0 0.0 0.0 0.2802271531385735 0.0 -1.9396232346886257 0.9293080984494108 0.17585731487235307 -2.5680417212804914 0.0 -1.6314108371144955 0.0 0.0 -2.5239957152798556 0.0 2.591559954269821 -0.9867367382431348 0.0 -1.836603322872418 0.0 0.0 0.0 0.0 1.275118816510156 0.9038905680201686 0.7591096012640222 0.0 0.8104245530318338 0.0 0.0 -0.9546803399928461 0.0 -0.5704575339325514 -2.018982540666458 0.0 0.0 0.0 -1.814679943628778 0.0 0.0 1.2407933687049986 -0.6265501315071416 0.0 -0.6271886375421579 -0.31108614806241847 -0.9802861950492258 -1.6759627985323973 TRERF1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2762128934143037 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4545190665553296 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7573319808048605 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8981425688279177 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRG-AS1 -0.12292373162588852 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.57717606934098 0.0 0.0 0.0 0.3310706599261058 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3797808858048746 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.835388099425198 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRGC2 0.0 -0.1613814356403812 0.0 0.0 0.0 0.0 0.0 -1.1523230696583067 -3.8784427036753604 0.0 0.0 0.14140581534742425 1.9769015110286086 0.0 0.0 -0.49532040806667 1.92606215806725 0.0 0.0 0.0 -0.7032143247847981 -1.8047588720232706 0.0 0.0 0.0 0.5228858457218687 0.0 0.0 0.0 0.0 0.3284473017716106 0.0 8.995455019238792 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 19.20977576202183 0.0 0.0 0.0 0.0 0.0 0.0 0.6011449009238973 0.0 0.0 0.0 0.0 0.0 1.9129384444927038 0.0 0.0 0.0 -1.6700520556911072 0.19191310550965304 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8142784588753781 0.0 0.2800992397040507 0.4090653765346738 0.0 0.0 -1.4436632338012372 0.0 0.0 -2.6178420106708957 -0.40226387151456067 0.0 0.0 0.0 0.0 0.0 0.0 TRIM21 1.496703778459356 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRIM25 1.1512380370217217 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7263754795714287 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRIM58 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0191192752491782 0.0 0.0 0.0 0.0 0.0 0.0 3.341670137187125 0.0 0.0 0.0 0.0 -0.5921555874385556 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRIM59 0.0 0.0 0.0 0.0 0.0 0.4513716081066352 0.0 0.0 0.0 0.0 0.0 -0.3237863638573871 0.0 0.0 -0.40107246620268 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRIP11 0.0 -0.2020858750820905 0.1590465484159425 0.0 0.0 0.0 -0.24102061961443358 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRMT1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.599979684392203 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2027713700290928 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.159258082379948 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRPC4AP 0.18035960529459263 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2525323121335575 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8525298987549542 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.177252511845765 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRPV2 0.16886003745113343 -0.28779595482173126 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3541130500163746 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.41562435292853617 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5143824294512314 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6734432731943532 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TSC22D1 -0.2500901425271547 -0.21967296860889793 -0.6710147163381329 0.0 -1.119447898231849 0.0 -0.4814341079347866 -0.11341876760517623 0.0 0.0 -0.40953329162164953 0.0 0.13073183411806563 7.143527570846969 -0.29453903884138877 0.0 0.0 0.012460624553841702 0.0 -0.3396378214421064 0.0 0.0 1.1819801483823307 7.511470216258137 0.9966402501505652 0.0 -0.4852050641739815 -0.6114683088775635 -2.066043891779069 0.0 -0.36501375690713106 1.4690137805082846 -0.5673890219882672 0.8674390122100608 0.0 0.6329157900501288 0.0 1.618971557393845 -9.520796897685548 12.705137143897227 0.0 6.133727528201605 0.0 0.0 -0.266625882648792 0.43646979705397293 0.0 -0.39398628938402186 -3.470223753111615 -0.5859259354885372 0.0 -0.7759630785680195 0.03589124260152362 0.0 -1.9874234002693185 0.957461136137472 0.0 0.0 0.0 0.6032749365598785 0.24154318720856427 0.0 0.0 0.31986544350786933 0.0 0.0 0.8645432350219863 0.0 0.0 0.346938867561282 0.0 0.0 1.2171119611775665 0.0 0.0 0.0 0.8661812342984021 0.0 0.0 0.0 1.1003278609558447 0.0 -0.5349405774402133 0.0 0.0 1.1398690206961062 TSC22D4 0.13960374407971832 0.0 0.2192045748933313 0.0 0.0 0.0 -0.2606152356081815 0.0 0.0 0.0 0.6025400765046108 0.0 0.359695383142367 0.0 0.0 0.0 0.0 0.0 -0.46419854355157014 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6517578484014386 0.0 0.0 0.0 -1.1491190525411004 -1.2121203886614689 -0.6635847776221736 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8511324603832061 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.903427567958876 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7848920289571154 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1161880279502863 0.0 0.0 0.0 1.2691561173208137 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TSEN34 0.0 0.0 0.0 0.0 0.0 -0.19144083781689467 0.0 0.0 0.0 0.0 0.0 0.0 0.42672911310105416 0.0 0.4474896981700584 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.49612405651043423 0.0 0.0 0.0 0.0 -0.5055195740537813 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TSEN54 0.0 -0.11749216002614288 0.0 0.0 0.0 -0.7196030498391746 0.0 -0.6147031725224723 0.4561640688700595 0.0 0.0 0.348969258805189 0.0 1.0389840543605757 0.0 -0.36182906803705583 0.0 0.0 0.0 0.0 0.5622045347075835 0.0 0.0 0.0 0.0 0.7904560798887096 0.0 0.0 0.0 0.0 0.0 0.0 -0.9321743174121873 0.0 0.0 -0.6986588021657183 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7977637512901843 0.0 0.0 0.0 0.0 0.0 4.668425485571489 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.8460702001245233 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TSG101 -0.10614340347972251 0.0 -0.25487063162132256 0.0 0.0 0.0 0.0 0.0 0.2987689932057364 0.40798287874764694 0.0 0.0 0.0 0.0 -0.6560261712948612 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6101702610999197 0.0 0.0 0.0 -0.583889221505475 -0.630360642021473 0.0 0.0 0.0 0.0 0.0 0.6646449240750194 0.0 0.0 0.0 0.0 0.0 0.596496693391607 0.8288643113237637 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8004584253457323 0.0 0.0 0.0 0.0 -0.9888234387045064 -0.8884530079351917 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2630840586422332 0.0 0.0 TSHZ2 -0.018160207710858956 0.0 0.16597959316673144 0.0 0.014123330244642221 0.0 0.2956487881027546 0.0 0.048003504872387075 0.0 0.46867102419780404 0.0 -1.2194285684709794 0.0 0.0 0.0 -0.6717260847158685 0.0 -0.35629055046608665 -0.3241420705057855 5.984332006119853 1.4574069241043555 2.2739820867891543 0.681873901459232 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6815910564021256 0.0 0.0 1.0477935432742025 0.0 0.0 0.0 1.831124873584149 0.0 0.297899889150966 -2.862301695100052 -0.6637910769770605 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3135363971119582 0.0 0.0 0.0 0.0 0.0 0.0 -1.390411010886396 -0.7951057633357381 0.0 0.0 0.0 -3.5698573969790766 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.07351184318811085 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TSIX -0.014368306579156508 0.0 -1.2461135716929057 0.0 0.0 -0.25559881020884595 0.0 0.0 0.0 0.0 0.0 -0.44652348319670304 0.0 0.0 0.0 0.0 -1.275075788039953 0.0 0.0 0.0 0.5312563709240709 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.2945181048010284 0.0 0.0 0.0 0.0 1.9123453873079748 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.41799380816637166 0.0 0.0 0.0 0.0 -2.4112990784619366 0.0 0.0 0.0 0.0 0.0 0.0 -2.746642805591984 0.0 -1.1638721519944095 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TSPAN15 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.711758036138089 0.0 0.0 0.0 0.0 0.0 -0.43831015492879366 -0.3619754390287495 0.0 0.0 0.0 0.6960061210598508 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8056566026118722 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TSPAN33 0.0 0.0 0.0 0.0 0.0 0.0 0.32494989261029167 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6160218415466824 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.395278756702376 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.5214503886720707 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TSPAN3 -0.12417147978963779 -0.001996641356937806 0.0 0.0 0.0 -0.24301650445257836 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8412802410078312 0.0 0.0 -0.379584150928897 1.1361934630255368 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6018430490534963 0.0 0.0 -0.3446349175949121 0.0 0.0 0.9508400716874867 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8783259009112637 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.49427528220312844 0.0 0.0 0.0 0.0 -1.2133599587831971 0.0 0.0 0.0 0.0 TSPAN5 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.45777556824387305 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.911013357386089 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2143099276510765 0.0 0.0 0.0 0.0 TSPO -1.6516908840083204 -3.1347836585660143 -1.5778406835005037 -5.988444798808229 -0.41646786828070387 0.7345100410595287 -6.004862745154893 -1.664187889081432 0.6641536809297751 -2.020330663112082 -2.550072578972303 -1.1721827595356091 1.604109214172515 0.8233129658757486 -3.662183090583291 0.4023376058381292 -4.9599049927899275 9.969005545490427 -0.7748234025124388 -0.03939528535867546 3.5825216111785583 0.5433390163636254 -0.6497742540349913 1.5946378011325797 0.10469668795490294 -0.9716586162929279 -3.6361645586911853 -1.7742631182977266 -0.5126731445337964 7.748235016808718 1.0436910481089758 -1.3033557378936056 3.0519121244659133 -0.2137690635263998 1.5189803866749092 -0.7846514086623396 -1.2620595952247036 5.696440359018094 0.0 -4.188614089485891 3.5674075137233183 0.0 -2.516263684974322 2.5183332683225035 0.6902131640208118 -1.397938635004088 -0.14452890050826422 -0.20921225250738443 -1.1640444446919431 -1.1945185058727417 8.805973686792921 0.0 2.5978443733475802 -0.7762786709096345 -0.15093201439803708 -1.2511745588317083 -0.7092829897288279 -0.42900023970802686 -8.181191286141853 0.6453698878514202 2.3896314189267875 1.1914689057887167 -0.9436086748346905 -1.4681566299422348 -0.382421673175501 -1.9572897544019228 0.0 0.0 0.0 -0.5517945534833236 0.0 0.3947607816629749 -0.38734692146277283 2.710662001430878 10.989540594856582 6.630746769372474 0.8099520208547132 0.0 5.408715103753171 1.7495630330194398 -1.349233223476892 -2.0813438513637434 -0.3217495003463579 -0.32581514948617707 -1.8167776447871944 -2.2092797382158684 TSPYL1 0.0 -0.38336864676701 0.6818159253848586 0.0 0.0 0.0 0.0 0.30544081141727103 0.0 0.0 0.0 -0.27269834336130083 0.0 0.0 -0.30828058888309096 0.0 0.6484975153894236 -0.43695464057537164 0.0 0.0 0.4675329035259242 0.0 0.0 -0.576339266180033 0.0 -0.4367093597820288 0.0 0.0 10.102179303286823 0.0 -0.6084678193608458 0.0 0.0 0.0 0.0 0.6326588198042105 0.0 0.0 0.9614033799537018 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7872684472501039 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0127457726305364 1.0216467497864252 0.0 -3.1581318352612318 0.0 0.0 0.0 1.5002229202508357 0.0 0.0 0.0 0.0 0.0 0.0 -1.0888707971234015 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TSPYL2 0.0 -0.2900765099488216 3.1216129204734124 2.990675114225275 -0.5841144590753341 -0.27113594566024946 0.0 2.5242408704165733 0.7984172199622508 0.0 0.6058375258243855 0.3671452038773736 2.749510696923303 0.43231682620797396 0.0 -0.522197453204519 -1.1469464576473303 -0.3832441001919131 -2.586478697473816 0.0 1.4363070237389848 -0.36718241564863113 0.0 -0.35953066032720926 0.7651765747758632 0.3839631824573661 0.0 0.0 0.0 0.0 0.0 -0.1739617657929819 -2.418558151374796 -2.090764418859534 -0.47714002757821067 1.0820923936521727 0.0 1.1769116398134296 -1.1055475520588984 0.0 0.0 -1.0877310975856753 0.0 2.732074429349095 -0.3777828887797606 0.0 0.8948573336483693 -0.41106932707495963 0.0 -0.3541782302902101 0.0 0.0 0.0 0.0 0.0 -1.0290530784470715 0.9907266276784168 0.13703958329476226 0.0 0.0 -2.2974135304979857 -0.30722291597757345 2.859519528482861 0.0 2.75461943479544 0.0 0.0 -2.3185302403861496 1.1369553649893438 0.9179521416326228 -1.3464513392733337 0.0 0.0 -3.49232988391987 -0.7346565799375593 0.0 0.4097733875232514 1.3243499245930486 -3.3906520655631156 0.0 -0.5365157894030673 1.244436451618761 0.0 0.0 0.0 -0.6691383229636975 TSR2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2761397646063724 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TTC38 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.8415120342302522 0.0 0.0 5.416924133105662 0.0 0.0 0.0 0.0 -0.7072607029597516 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.06411681013957461 0.0 0.0 0.0 0.0 0.0 0.0 0.20604959565929723 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5940733858895146 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -4.569434149038608 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TTC39C 0.2777301058344163 0.0 0.0 0.0 0.0 0.0 -0.21185977975651218 1.2316551594208882 0.0 0.0 -0.3564429106293066 -1.8710897567915605 0.199765311115645 0.0 0.0 -0.7455770389250138 3.7991414687530565 0.0 -0.4075672999078632 0.0 -0.8813226677635891 0.0 0.0 0.0 -0.39325673201215555 0.601664710635746 0.0 0.0 0.0 0.0 -0.1925217229595861 0.0 -1.673405260701895 -1.214888096960152 0.4999506839384311 -1.7993598227146437 0.0 0.0 0.0 0.0 -0.6711653553816099 0.0 0.0 -2.3491967600199217 0.0 0.0 -0.547134550609487 0.0 0.8761156559132132 0.0 1.1173663957266384 0.0 0.0 0.0 0.0 1.2743269823260737 1.9900805681063354 0.0 0.0 0.0 0.0 -1.075795277228068 0.0 0.0 -0.9198388148687383 0.0 0.0 0.0 -1.0913619055574704 0.0 6.87690548096665 0.0 0.0 0.0 0.0 0.840255621530486 0.0 0.0 8.259215277058416 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TTN -0.3074313825123368 -0.31810830119571976 -0.8150590956548872 -0.21741791028767943 -0.2132412644160204 -0.6189358616123427 0.0 0.7821256652221221 0.0 -0.27589502932807014 0.0 -1.2417173404395812 0.9288216631716975 0.0 -0.32002887585155554 0.0 0.0 0.0 0.8016262678427329 0.0 0.694185024626536 1.3039501355358605 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5708301210049411 0.0 0.0 0.0 0.0 1.031167636620139 0.0 0.0 0.9616218213685305 0.0 2.7521402091158462 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3370452166975983 0.0 -1.988393150051732 0.0 0.0 -0.8415908808889462 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7955538387611523 0.0 0.0 0.850935804885188 -3.4121641804155374 0.0 0.0 0.0 0.0 -6.079546520631671 0.0 0.0 0.0 -0.6932343959447709 0.0 0.0 0.0 -2.845652202773681 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TTYH3 0.0 0.0 0.0 -0.25205976467039937 0.0 0.0 -0.31675144236194336 0.0 0.0 0.0 0.34196268347090775 0.0 0.0 -0.3955029163377573 0.0 0.0 0.0 0.0 0.0 0.4524893859495945 0.0 0.0 0.0 0.0 0.33823809696567236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9275639292907855 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.31049870843373445 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TUBA1A -0.5735676563790589 2.118109675326565 -1.0183299739989644 -5.929594508100291 -4.051485490225859 10.137071092727325 8.64343664197471 -0.062335028452512965 -0.9937971855647836 7.813359266994123 0.5533420204654088 -2.4780106236337094 2.3242434421738274 0.7970190596286559 -2.9534966136899294 2.1360552406443243 -5.036202276652859 0.9101848032064181 1.037455071350172 -2.480327324247719 0.3486410611515934 -4.40262635576314 4.954975211035157 -2.995651346294653 2.57380908810261 -0.7266016320817092 -1.3209451670589027 0.6331197551567894 -0.00038984443353403975 -1.0145733880034387 0.2865473822277028 -5.1608247617220835 1.0192925241678918 -7.348289691545711 -2.353649032064752 14.821320491309283 3.925587941824182 -0.5635540180651925 7.447713755538217 -1.5092873587888 2.3521243100703764 -0.8328501777313876 -1.2315736427053212 -1.4163170314976739 4.260242626032113 -1.025625445162501 0.0 1.9594614324954205 -3.76061091072667 -1.036676611188088 8.63855476703435 -0.15512962977825598 -1.5565810343877722 -3.552125506847357 3.8039647768447433 5.668416637796555 0.0 4.690882206140004 -5.323802003226326 -0.9636706844263491 -0.2931752816510426 12.307019983709571 0.31374264008480407 0.7671466516982924 8.690045862294765 1.9565279630258408 0.3272750797377686 -1.216521083240695 -8.165689638020496 1.1696871568369371 -3.533493997506504 0.0 -0.7366987971770088 0.5111777077564993 -6.703173656258142 -4.323452016463099 1.701442393551296 -2.761004149706389 -4.594909299203939 2.96870987784378 -1.1916778113092208 -2.926171770151505 -6.4391070680511415 -1.0156665369366187 3.849050017225795 -0.3778931127773454 TUBA1B 0.35302190301753894 46.204317371203054 -2.867658613161123 -0.5381539027460112 -5.180134142572505 18.431284395435352 9.194129422051208 -2.556038547921961 -3.922796529608614 7.468791831512927 0.10326198192328571 1.3863284107112561 -2.260423580986992 1.3570190711189307 9.068468251035426 0.565655682268458 -1.7402076597108618 -4.08686860220984 -4.31561934441164 1.1698835814804194 -5.371735167859739 -21.123076781923583 0.7679329020391782 -2.6884576468628882 -2.9677994269786283 -2.293484543316442 -9.475853224820531 0.2849650496086222 -3.4204580769210327 -3.609053687968223 2.437854413545098 -2.6710019462940524 3.359556676943466 -4.685956731831624 -0.2311136431595252 4.812671846675511 2.779693591251744 1.7840059848502534 -0.038603203792711205 5.222168829388489 -0.7622760789128272 -3.1687105992605527 0.7228295718335573 -2.2486222103741595 2.6062937402885256 -0.9728198916174252 0.7560054012332211 -0.5533794401649418 -4.3185014837436135 -1.5109938587574612 3.861245819083518 0.458542374940397 -5.221446776777312 -8.629293896300863 5.725685060634999 -5.531953070342428 -1.8486083935452786 -0.4732209390366184 1.53462526953979 0.7969873812825998 1.9641941120725377 5.720167973898743 4.450211669960211 10.194361562377507 8.009815655144136 2.1199344549711063 7.521057296587688 -4.730783154948815 0.4409701021469907 -0.16737963436240602 -0.9715750605151092 -4.049139265990775 5.536159170032188 10.914630843060205 -4.817371910353534 -4.503004204807667 -8.201876056979614 -0.22786517683479826 1.5566155945831162 3.5980780512160395 4.89920322695658 0.0 -5.707732133117548 4.602685293614842 5.077772848375114 -9.678121894360672 TUBA4A -1.1968202506162549 3.023531860068489 0.30050503646302806 -1.9904516173133333 0.8055028425468932 1.4630199284054322 -0.8581176738099398 -4.41076459994977 -2.8379417747676188 0.3753031120207283 -1.317936107071609 -1.0153936898452463 3.9454091532715756 -1.8663698290739774 3.0734286835425655 -1.1406884440703833 -4.789512424825941 1.2564789656514286 0.9317389994457186 0.22505021836712416 -3.2405640608912734 -1.2143495563726303 0.0 -0.25775331314874816 0.5333882253161438 -1.536178520003527 -0.0956306383596363 0.0 0.0 0.6656966029865045 -2.005674476475659 -1.6779634695183059 1.4016766769572613 -1.1758723576309957 -1.0023115435923537 -7.442180519075224 -0.3187431436460304 0.0 1.5823847681232626 19.260522863768205 -6.671728198758807 0.0 -1.7974849099966073 2.560869490028236 0.25873188787836543 0.0 0.0 0.846064618755643 4.725120770325516 -0.33202541896043314 -2.775177091200456 -2.722517863404725 0.0 -3.4982524155282477 2.0923564884541075 0.0 3.5043005974868477 1.209072371299246 -3.5572680282636244 -0.46754681693558825 1.125300750335288 4.452598872325188 -2.1956207297093653 0.7603652156939812 4.324735549275122 0.0 0.0 0.0 5.516458459941423 3.3342770395496037 2.2182897277629907 -0.18596648941559207 0.2884994082545708 6.879969283136677 1.46241185781903 0.9973020309156924 0.0 -1.4381163863175328 0.0 -0.6657660174506106 0.8217840286444232 0.0 -0.5776515770181334 0.0 0.25554941769472495 1.3069376889129243 TUBB2A 0.0 0.0 -0.2821377131940004 0.0 0.4846506995280117 0.8823096684984554 0.0 0.0 0.0 0.0 0.0 -0.2703010680937905 0.40626305512605815 0.0 -0.6357363896023891 0.508556708213523 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1472181944216169 0.0 0.0 -0.45342662129522227 -0.6419787810635967 0.0 0.0 0.0 0.0 0.0 0.0 0.48030369738529277 0.0 0.0 -0.6401350388611269 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.257632407153524 0.0 0.0 0.0 0.0 0.9731510673617735 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3439990583838784 0.0 3.158397039035195 0.0 0.638351824872531 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8604100361932575 -0.9757539275781852 -1.213236163537909 -0.4521112744326645 0.0 0.0 TUBB4B -0.9451023657561844 10.46950872452273 -1.2620059128628611 -0.2733533154414872 -0.19038074403131255 21.8285657040743 -0.24944969321776575 -0.7023577322158904 -0.19877023921222337 0.35269706933096107 -0.3988108102815203 0.24952771553985123 0.3221392685284401 -0.8824994334223508 -3.525786622449791 0.04842917686315052 -0.4504768599068667 0.907214746041103 -0.09459956747314445 -0.3597484829209586 -0.28190332081780284 -1.3565977999382808 -0.5125437776283882 0.1908743940262863 -0.8424774340137251 0.04968088750053647 0.0 0.3189477526475002 -0.9879630198374191 0.1729479257079927 0.3290805392183081 -1.3297878598388657 0.0 -0.8607697919311204 -0.5760226999496952 1.8664879162998733 0.0 0.7403679260044089 0.9253058202119535 0.8320728483631362 -1.9171433758650744 1.7113419073595 -0.5873669644003714 0.623101541607835 0.23084021488750292 0.0 0.7002801597439581 -0.9812817164314824 -0.7226500208446219 0.4328659127192223 0.0 3.114180496820958 0.7043196539689064 0.0 -2.191078438262441 -0.8780162079169788 0.0 2.5645949302186946 0.0 0.18070223190530296 -0.24335048970816717 1.2184953998249757 -0.06030700134086353 -0.4141782427953264 20.710853680719804 0.9705839145180151 3.469248528134298 -0.4712828200572634 -1.063952828176809 0.0 1.4088303295932496 -0.22015013204139575 -0.6730810634003437 0.0 -1.2030407996515993 0.0 0.0 2.057604048980113 1.9201981715618968 1.620152932021363 0.4608464863112525 -2.1329218812171367 -2.227564703108869 0.611456533341122 -1.6097587552091572 -0.3550546602550833 TUBGCP2 0.0 0.0 0.20626507398100907 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.060900765988689605 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TULP4 0.0 0.0 -0.2086175610481515 0.0 0.0 0.0 0.0 0.5298146990411677 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TVP23B 0.0 0.0 0.0 0.0 0.0 0.29678586785839084 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TWF2 -0.5945012695648094 0.0 -0.13842627322420276 0.0 0.0 -0.3883998588650845 0.0 -0.21908003004203488 0.0 0.0 0.4321755681711491 0.0 0.0 0.0 0.0 0.0 0.35599540328181495 0.0 0.0 0.37640104788409323 0.0 0.0 0.0 0.0 -0.14506959634677608 0.0 -1.0647317785210666 0.0 -0.4937653166516588 0.0 0.0 -0.6669401427075072 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.59753474436568 0.0 -0.605664339490026 0.425745642580453 -0.5666220020737854 0.0 0.0 0.0 0.0 0.0 0.0 -1.1760803272124525 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7689616838604959 -1.2413075196500107 -0.9651139729977962 0.0 1.413534451465507 0.0 -1.379134326602785 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TWISTNB 0.05143904482034487 0.0 0.17225049701644854 0.0 -0.18664321683898502 0.0 0.42427073959437817 0.0 0.0 0.0 0.0 0.0 0.0 1.0576554840232553 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4638695492877629 0.0 0.0 0.0 0.0 0.0 0.0 -0.4377728104691865 0.0 0.0 0.14284366448444807 0.5842978721588273 0.0 0.0 0.0 4.106983452773877 0.0 0.0 -0.08822945217190169 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TXNL4A 0.0 0.0 0.2759269378099399 -0.2753292569519789 0.31318094417734105 0.0 0.0 0.0 0.0 0.0 0.2813438539002658 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4512738808221277 -0.574485158787753 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.843180760473651 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TXNRD1 0.15083985944934095 0.0 0.014608176268266508 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4100734227519029 -0.4258595244847625 0.0 0.0 0.0 0.0 0.0 0.0 -0.5970659590274384 0.0 0.3464253010953928 0.8553169909030003 0.0 0.0 -0.4249845848439971 0.0 0.0 -0.49399911781500394 0.0 0.0 0.4831052015192332 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.881943032393311 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4310598965760424 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TXN 0.03983807936376693 -0.4021383536569819 -0.6336900611077011 13.590881012020134 -2.1459573328141377 -2.6894212744430726 2.276620510712162 2.103923779193358 -2.6962755342069165 -7.210488497727259 0.6206615286351921 -1.0233206413341762 -0.14820766690153253 -0.25555839741802183 2.3959399166450974 1.2130035791201448 -2.345349082973659 -0.8253724488151674 -8.343084033031015 3.3346255577979353 -2.037466263168454 -0.42811555198722456 -1.9941685378568796 -0.22891140999872084 0.6490887409150309 0.7138323489278062 3.573846495938343 -1.083765203158965 0.2708723892845011 0.9937208810649237 0.837733101110429 -3.8908830080835033 0.8913592593492169 7.497752865901101 0.04514201376048613 1.4915965148867594 -0.8958679279811652 8.246203769416539 0.0 -0.8695462991952435 -2.6923025974885273 -0.6773004820226318 0.4020555876923184 -1.359506147454163 0.9703249997925836 1.0890585497158416 -0.9742393650859736 -1.67979023477838 -1.87816262772965 -1.4031607160607393 1.0625596410531342 31.294685101584122 -1.4067708214014125 1.071669868047486 -0.4463362024960023 2.5301675367861653 0.9492393670493171 1.5718134154955996 -3.7314323149541906 -1.5520389464941424 -0.5391918509079517 -1.167543587116807 0.7957566750075391 -0.6461430855490002 2.505422005798763 0.35801801867544647 -3.087926718874501 -2.630190518658724 -4.593428145980757 -0.5211845747123649 6.046153859149659 1.1559617169876504 3.463271089090842 -1.9635300864846594 0.0 0.0 0.0 2.23750900081552 7.404505174804614 0.0 -2.2376509842393117 -1.146155160251795 0.3575090827792764 -0.0956959839228407 0.09428751958524835 1.3071273481830077 TYMP 8.734133882399616 -2.9774421724733084 -0.28345127075674253 -2.9742095353284244 2.6691818912266125 0.03205047559824731 -0.8186547490375954 6.777803187788164 -2.350491397860861 2.0030115537732565 -0.7777844309328221 -1.754773825099295 0.0 -3.9047875746584926 -0.3353115421771112 -1.003119541834957 0.08016533348430535 4.779936021324951 0.7819769454287891 -0.8874503084083754 -1.2417313266140166 -1.108943210630701 2.461197905517733 -2.096987113055045 1.1949661486232444 0.4672048035004461 -6.311404936513262 -1.339505828142382 -3.485321256470826 3.249840525912512 -1.7407086808300896 -0.6399732752736174 -0.4528450374348113 -0.691710536713004 -0.7556300898004467 0.0 0.45246097933892526 0.7249477280613532 -3.503797828708985 -0.01897167766593555 -0.6462629570321716 0.04199086971216526 -1.052972267035611 0.0 0.5512258730871162 -1.5028937638992639 0.0 -0.08154577595899326 -5.558367760880263 1.0364361537983793 -1.726884376527345 8.941415069639278 0.5162790876762143 -5.561047012039854 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1.297721712978084 0.0 0.0 0.0 0.0 UAP1 0.0 -0.1658291198938575 0.0 0.0 0.6665216026602634 0.0 0.0 0.0 0.0 0.0 0.0 0.5613898916073201 0.35443006606667604 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3192137498538787 0.0 0.0 0.5788131011587981 0.0 -0.42169619908750655 0.0 0.0 0.0 0.0 0.5895248820855483 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3087618039586007 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.342647162086995 0.0 1.8119138547408038 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3096825509256809 0.0 0.0 0.0 -0.5240155967181142 0.0 0.0 0.0 -0.44095323849045087 0.0 0.0 0.0 0.0 0.0 UBA2 0.0 0.0 0.0 0.0 0.0 -1.3144383254710708 0.0 0.0 0.0 0.0 0.0 -0.26607879339116236 0.0 0.0 1.9207930480795525 0.0 0.0 0.0 0.0 0.0 0.0 0.49825621714807133 0.0 0.0 0.0 0.0 0.0 2.1361079819330917 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0816948134720747 0.0 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0.0 -1.5917841662054546 0.0 1.000775729861164 0.0 0.9818134046900149 0.0 0.621614882549721 -1.7922268467357796 5.748586521352538 0.0 0.0 0.0 -0.9478191682655976 0.0 0.0 0.0 -0.5750887566672944 0.0 -0.12664868224032974 -0.8960660956954396 0.8034809543185973 UBAC2 -0.2715208299888425 0.0 0.0 0.0 0.19767824540695111 0.0 0.0 0.0 0.0 -0.306428149492457 0.0 -0.28877097847295735 0.0 0.0 0.0 0.0 0.0 0.0 0.426332923421468 0.0 -0.6147988581880703 -0.4718990406342535 0.0 0.0 0.0 -0.3854344901227372 0.0 0.0 0.0 -0.7388161657220547 -0.5424045396039774 0.5852259298363893 0.37764662217007616 0.0 -0.5238389342291253 0.0 0.0 0.0 0.0 4.177457405234725 0.0 0.0 0.0 2.1057983762658803 0.0 0.0 0.0 0.0 0.0 0.0 0.8032258395078973 -0.672426424820887 0.0 0.0 0.0 -0.9983779040951846 0.0 0.0 1.1574416238976868 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4317861649560488 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 UBAP1 0.0 0.0 0.0 0.0 0.0 0.0 -0.2834262906250197 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.46384861954828654 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 UBASH3B 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.30348876234269645 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.42266341263482493 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9085445097033666 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3960814561750805 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 UBE2D1 0.0 0.0 0.0 0.0 0.0 0.25003685478549936 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0474958049275505 0.0 -1.1926980018368616 0.0 0.0 0.0 0.0 0.3980491299210156 0.0 0.0 0.49115428985733306 0.0 -0.3516280409048076 0.0 0.0 0.0 0.0 0.0 0.0 -1.7293084702070236 0.0 0.0 0.0 0.0 0.0 -0.6576184335299141 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.23023942867573552 0.0 0.0 -0.9701023324969283 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8502093251967747 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 UBE2E1 0.0 -0.16780840247303178 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3485426964121136 0.0 0.0 0.0 1.1982041745464926 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5056527919346294 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9261938511283727 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 UBE2E2 0.0 0.0 -0.20685468664679246 0.0 -0.18070645032236762 0.0 0.8362195603933348 0.0 -0.2251406085603055 -0.325140260058136 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5365681836510522 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8136882839375524 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 UBE2E3 0.0 0.19431331887817888 0.0 0.26314840398778083 0.0 0.5870058609177051 0.0 -0.2536568269082751 0.25610171250400593 0.0 0.0 0.5022632899008592 0.0 0.0 0.0 0.0 0.0 0.0 -0.3986619370283024 -0.3384504899300453 1.0731207225026507 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3837106655558152 0.0 0.0 -0.592796140573169 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0328022855609096 0.0 0.0 0.0 0.0 0.0 0.0 0.0 UBE2G1 0.0 0.0 0.0 0.0 0.19137200986997704 -0.35064891483754873 0.0 0.0 0.0 0.0 0.0 0.4193719815038644 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6353587848051936 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-0.15767248705719497 0.0 0.0 0.0 0.5391577941336185 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9004484078347795 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 VAMP8 -0.9580412837792144 -2.8723434836682604 0.09876238924184562 10.010370010596029 -1.4866825184356933 2.6668856808732397 0.6465363868226507 2.67085468258882 1.5333079164619927 -6.405340324388358 -0.9703027864673026 0.671977360314475 -2.154750729587152 1.8838013998060938 -2.807631719716647 1.270133453298222 0.0 -1.022665232140813 -3.863766925578229 3.286832125418661 0.20834607825490312 -1.2414125315371118 -3.5732567036611322 -1.7172548813501058 -0.09712622894925142 0.041192035537479965 -4.875381371742947 -0.5875647695145985 -1.2663527468165698 -1.625267855009546 -0.9252612506032254 -2.133905096299078 -0.10237239234349964 -3.654440145718612 -1.3262305560513055 -0.6274865300105463 -0.06638271915676033 0.0 -1.7567339858997464 -0.5826019638645129 0.0 -1.976576980972597 -0.6256743607779267 4.773484959764091 0.671413989638958 0.0 0.6929740911573828 -1.4417342837068976 0.8214013621953955 0.427842886982276 0.7572255215543706 -3.589461169314108 1.0723821216061393 -7.6772439041552545 0.799601522738261 0.9713978077058524 0.1053528827749542 -1.9147224769828475 13.156482449184955 0.6038266008925656 0.0523971101769759 -1.4620294701489318 0.345027411336086 -0.2786089883772112 -0.9119454920400661 0.0 0.0 -0.04902069570259275 0.0 -1.7553710259385251 0.0 -1.1774677432247862 0.7826340965230546 3.7862222163149246 -4.735268840207719 -3.2598392303546198 0.0 3.251593204866537 2.856435578876983 -1.202273732486988 -0.4260981865724605 0.0 1.4466256343536978 -0.7510442421051164 -0.4364286801467784 -2.8871587933423943 VAPA -0.7643948209367486 -0.14902454115298808 0.8086658765984646 -0.5501744830846882 -1.164730167390836 -0.8487785405858574 -0.6088119296913292 0.0 0.18389120098904288 0.17708677023510086 0.9613439623969389 0.0 0.005708097420448643 2.8708229346773204 0.0 -0.014712096430027266 0.0 1.6935764434150695 0.8582243830916634 -0.13403898443534987 -1.0720699839967804 0.0 -0.9481104438689434 0.5605995254898286 -0.45703641560748215 0.0 1.789286085006119 -0.4792222739473271 0.0 1.4022254077101448 1.3117146768461503 0.0 0.0 0.0 -0.16555384683928803 0.6418099991075276 0.0 0.0 -0.6373403756522363 1.57057255734574 0.0 0.0 -0.5129448007907441 2.4805045371890952 0.23391929474818968 1.033388431538399 -0.6368466800850576 0.0 0.839017811303506 -0.20476391328264065 0.0 0.0 0.0 -1.0971902680705206 0.0 0.0 0.0 0.7166502703015764 0.0 -0.26512569371332423 0.0 0.7204080698315846 0.0 0.0 0.0 1.0078779930863286 0.0 2.1430686135695174 -0.963376829292975 0.0 0.0 0.0 0.0 -1.144516977383576 0.0 3.064119997532919 0.9955609453914722 0.0 1.3176684113419153 0.0 -0.7334438854349282 0.0 0.0 0.0 0.0 0.0 VAT1 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0.0 0.0 0.0 0.0 0.0 -0.8292789302028915 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.9506543409337525 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ALDH1A1 0.0 0.0 -0.14191717637374335 0.0 0.0 0.0 -0.48376862371851603 0.0 0.0 0.0 0.0 0.0 0.0 4.194604050711354 0.0 0.0 0.0 -0.4990732411598806 0.0 1.459479909607996 0.0 0.0 -0.5405276517265054 -0.3307360622896592 -0.032529731988489706 -0.7331914784719742 0.0 0.0 0.0 0.5136799119187258 0.0 -1.4716405838130266 0.0 0.0 0.0 0.0 0.0 2.3170573752486736 2.3554475962320813 0.0 0.0 -1.8744349441973913 0.0 0.0 -0.9006605955938518 0.0 0.0 1.3967682345157357 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6016786321432435 0.0 0.0 0.0 -1.652293249641704 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -4.074224811381997 0.0 3.8870039879189617 -0.518044245664709 -8.085237364759024 0.0 ANKRD37 0.0 -0.19323012693329708 1.9831038187852947 0.0 1.0224545124379487 0.0 0.0 0.45687751802614246 0.0 0.0 0.37214890297620845 0.0 0.33331557063197714 0.0 -0.2729843211795369 -0.8554948550839041 -0.39907252002989674 0.0 1.409368391113387 0.0 0.10041251052298347 0.0 -0.39688154793523067 0.5738662989661111 0.0 0.0 2.380252156641399 0.0 0.0 0.0 0.0 -0.09494440377109292 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8941482593779249 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5578771693354236 0.0 1.177325953346677 0.0 1.3243857207717287 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4114280288801704 0.0 0.0 0.0 3.015374773505756 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANPEP 0.0 -0.13494297824325843 0.0 0.0 0.0 0.0 -0.2538076313334038 0.0 0.0 -0.36232141698277903 0.3449819339474406 0.0 0.0 0.0 -0.3217984928494539 0.0 0.0 1.757299471362055 0.0 -1.3918265656450806 0.0 0.0 0.0 0.0 0.049658731391662915 0.0 -0.09656691809668327 0.0 0.0 1.634802705869157 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6737616965668377 0.0 0.0 0.0 0.0 0.5904152052977863 0.0 0.0 0.6297831112576224 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.585735329010224 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6269642987271171 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2633362060948058 0.0 APOLD1 -0.2299776458585389 0.20795954141552853 -0.2328509807122996 0.0 0.0 0.5097496709486642 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5726992006893665 3.036981521805008 0.7095773561502837 0.0 0.0 2.174619588498747 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.27808326970590425 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ASB2 0.0 0.0 0.0 0.0 0.0 0.0 0.5272951534707752 0.8944869186213522 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4907489452370156 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.435124207186072 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ASGR1 0.0 0.0 0.0 0.0 0.0 0.0 -0.27368928105278517 0.0 0.0 -0.7309423664974971 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2699498174515431 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.0707498631236665 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.7983468837992973 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATF3 0.4013673847876203 0.5144363172549639 1.47145491771076 0.054771099801319355 0.35486795533784504 -0.28740745671197 0.29747781541331086 -1.1374401018379763 0.0 1.6965212195444126 3.2896287410635026 -0.3250335309114796 0.7932092830543876 -3.229470058703525 0.7155640743740006 -0.9270187338776045 0.5161817552817064 -3.6247638333836116 -1.8931134822649054 -1.3978790423629033 0.0 0.47456928504136453 -0.11988117436215215 -0.9139393851033125 -2.5160419757633496 -0.5306842376571018 3.435707304842716 0.24956336444110186 0.0 -0.4899698080127669 0.0 -0.11652713516894489 0.0 0.0 -0.8500267888585248 0.0 0.8527933883067739 -0.7574306789413104 -0.5800342906722977 0.0 1.1410064088734866 3.439094383863277 -7.24737096125979 0.0 -4.009606366038339 3.3708289242038076 0.0 -0.5748916690556393 -1.7082845091185668 1.000273849324435 0.0 2.458473743979688 0.30967568641493176 -0.8363363126363264 1.1288747657547304 -0.49411440220451786 0.0 3.762385998979082 1.9621274918233997 1.0572542858326246 -1.5952183183286819 1.2418959036079233 -0.8574911051638591 0.3673211681948847 -0.1911610698599917 0.0 -0.13882964598303701 -4.814897878317264 2.136882599769904 0.0 0.0 0.0 -0.5493636913952917 0.0 0.0 0.0 -7.079264188458969 0.8586862930329586 0.0 2.074412943819115 0.0 -1.1028709514111967 0.7925846756734505 -1.446728155177697 1.9503479322853903 0.0 BST1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3174143967748912 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8044681855382805 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.7112470746564177 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8888016814951876 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BTLA 0.10005669632910705 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.24817495862333178 0.0 0.0 0.0 -0.664920254144875 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.794308655469328 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4235234418625486 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6241130397252913 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.511323320908483 0.0 0.0 0.0 0.0 1.3598998127170836 -1.0956903704810566 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.3395119214027944 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 C15orf48 0.3786034347126081 -0.32204933310067213 0.12296434514778462 -0.8360008975069683 0.27530724672028045 0.30602644925478883 2.367771155856884 -1.0868153516838963 -0.06022473000833633 -3.5823006682968264 0.1506238788126374 0.0 0.2815522296724779 -1.4160993391452592 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1.3561847834309972 C1orf186 0.0 0.0 0.0 1.470557733155681 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.9831278365474374 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5790622625707544 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CACNA2D3 0.0 0.0 0.0 -0.2523676405453647 0.0 0.0 1.7496380863061618 0.0 0.0 -0.559414644612048 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43077666229253025 0.0 -0.5505057906323679 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.8159039556352774 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CALHM2 0.0 0.0 0.0 0.0 0.0 0.0 0.2456147349109188 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0583615124789432 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9241658892660025 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8876718361309859 0.0 0.0 0.0 0.0 2.8848196073128123 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CD101 0.0 0.0 0.0 0.0 0.0 0.0 0.31963242720537827 0.0 0.0 0.0 0.0 0.0 -0.40034071057289433 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CD27 -1.709445061265097 -3.099698468722759 -1.4868346900591984 -0.9468224317249607 6.488067519337531 -1.3328529268910574 -2.319244156462321 13.374382246971633 -4.910913395949945 -0.5728322221091849 -1.279161463339046 -7.838512540028653 11.1780793391967 -0.4779690582757056 -0.5719018609545116 -0.7291254741553442 -1.9761648495512436 0.0035537394776640036 0.15388775815720632 -0.401713296445571 -4.04083295898971 13.153212962055111 -1.6813621947492197 -0.3651697505111417 -0.5724774473156333 1.1801850363131392 -0.01831628074385372 0.0 0.0 -1.030304623507172 0.766438199815429 -1.2513181807366875 -6.123678090029219 -3.969583064387033 0.5897104854131888 13.656965438162857 0.0 0.0 0.0 1.1095644256186357 8.01247088439325 0.0 0.7586287905214786 7.459468917121411 -0.4647566861658245 0.0 0.0 1.6452080964428828 0.8268690736707658 0.0 -17.86130608015251 -2.0395491475124685 0.0 0.0 0.7301083249629744 -2.8124545356917197 -9.190125229966442 0.5350405503411911 0.972330892066828 0.15883224308798102 -0.3121611096967743 3.680183603765314 0.5555030513798704 -0.3043238523276934 5.307086489973725 -0.6347865828156589 0.4744743250021837 -0.36611980434608743 3.365752679518208 -1.712088536035239 -8.785848723931341 0.0 0.21917628499913774 3.863541134224544 0.0 -0.816478991777613 -0.2152980283405704 1.4143343935753134 -27.654152606483272 2.4034008855244227 -1.3159769044979577 0.0 1.8445711781355794 0.6146466974587275 0.0 -2.100816099113662 CD36 0.18148716705302498 0.0 -0.1441512907977192 2.6624719148218623 0.0 0.0 -0.6020510706644274 0.0 0.0 -5.459013941728881 -0.296987791719734 0.0 0.0 -0.3120968699922119 -0.3901785167396128 0.0 0.0 5.638044549074016 0.0 -0.3556123669068388 0.0 -0.3971295512664277 -0.8611147967068308 1.7305496675478294 0.0 0.0 0.0 4.515533997638401 0.0 6.141260887507448 1.2185767659182665 0.0 0.0 0.0 0.0 0.0 0.0 1.100364747382574 3.6924738881202126 2.5854561792033186 0.0 -1.2681948766000612 -0.6301619343911249 -0.7620369224324479 -0.4623507158025704 0.6886342816571328 1.1339126111863373 0.0 0.0 0.0 0.0 -0.8924669881971079 0.57117883801214 0.0 0.0 -1.5818125462157464 0.0 0.0 -0.9951863685844877 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.058987601180844 0.0 -1.1034716435064376 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CD38 2.586883405183773 0.16384369600737556 0.0 0.0 6.826999832655829 0.0 0.0 -0.6106384157118433 2.369346491051525 -0.2627959120946448 0.0 0.0 0.0 0.42935978187973795 0.0 0.0 -0.41067874884955813 0.0 0.0 0.0 0.0 0.40770352498159623 -0.48618760633314734 0.0 0.0 -0.1150041197366231 0.0 0.0 0.0 0.0 -0.6165448303636929 -0.4513627805787367 -1.7055083236383795 -0.8139520754013118 0.0 0.0 0.0 0.0 0.0 0.0 0.5849715486755376 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2952083657763536 0.0 0.0 0.0 0.0 0.0 1.0910266372379513 0.0 0.0 0.0 -1.497035864621896 0.0 0.0 0.0 0.0 -2.112038154625007 0.0 0.0 0.0 0.0 0.0 0.0 -3.744234657397321 -1.449415184720765 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CD40LG -0.05271732560584902 -0.1425186550920213 0.0 0.0 0.0 0.0 0.0 -4.963120257632668 0.0 0.0 0.0 0.22300938561146608 -2.675627898568558 0.0 0.0 -0.37221600234227054 0.0 0.0 -0.2138111020791998 0.0 3.4098980631587277 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8396836738687782 0.0 0.7604577002401585 -0.6476610605291571 0.0 0.0 0.0 0.0 -0.6116417362014319 0.0 0.0 -3.2487130864398943 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.23170579873748332 2.1772086148304335 0.0 4.312643536861212 0.0 0.0 0.0 -0.9450465105605504 0.0 0.0 0.0 11.19632260822553 -0.6283038451218667 0.0 0.0 0.0 0.0 0.0 0.0 CENPK -0.15381214667341866 4.35244766571777 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.8080522199977995 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CES1 0.0 -0.10139882716599771 0.0 0.0 0.0 0.0 0.0 0.0 -0.1908860236883964 -0.3652555117826981 0.0 0.34744956361838575 0.0 0.0 0.0 0.0 -0.2280126764742378 0.731238129993275 0.0 0.0 0.0 0.0 0.0 -0.39552068101558907 -0.32415712804159896 0.4286764852313892 0.0 0.0 0.0 0.5780521431530982 0.0 0.0 1.1943279021422863 0.0 0.0 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13.485149130918755 -4.513700648739998 0.6440166439779937 0.0 0.0 5.97084200881455 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.809483943042394 0.0 0.0 -5.533016011799834 0.0 0.0 0.0 2.527299168847002 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2040513636166652 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.39787369010315443 0.0 0.0 -0.12511115476157036 0.0 -0.4414837359880018 CRIP1 -2.9430862590227904 5.435344542893971 -1.8452032754225043 0.4802342275146595 -0.5409794276020717 -1.8532357507591626 -1.1243318505499056 -2.4317220822011607 0.5042086282032603 -2.935641623265588 0.416042311890067 -3.299413727675248 -0.6469474279440901 -1.55925778790076 7.289577182000129 3.808529755461517 -8.745470207481722 1.1135309100543904 2.194883642933985 -2.8482528849946243 2.9251572841566467 -0.5304173980461405 -2.595880646420871 -0.3666370053433626 -0.4911438609545922 0.2423785819097722 0.4684794782310136 6.964873920773055 -1.43423808797591 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0.0 2.1028502461735945 -1.559660524090712 CSTA -0.3065050855657417 0.0 0.0 -3.3098794215577163 0.0 0.8435053694278704 0.2831960096932029 0.0 -0.296194502092209 -2.425574022695638 -0.3153949075211599 -0.4714083565242491 0.0 -0.3502528527748733 -1.1521482965207552 0.8614491854409719 0.0 9.32794268733939 -0.5940410096820162 -2.6859494506317683 0.0 0.0 0.0 0.0 0.6761413358656395 0.0 -0.37970941414851395 0.0 -0.4101503679833172 8.382327930212455 0.0 0.0 0.0 -0.6381409789278549 -0.7543634809605481 0.0 -0.8023285287498542 0.0 0.0 0.0 0.0 0.0 -0.03145106118133345 0.0 0.0 -0.7690118561436391 -2.9725228376125417 0.0 -1.676851579894657 0.0 0.0 3.602748545155126 0.2607802258012646 0.0 0.0 -6.3070907116407975 0.0 0.0 -0.8250009655093485 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 9.857886998150859 0.0 1.324120013072459 0.0 -1.3189404850225874 0.0 -1.1192395442055647 0.0 0.0 0.0 0.0 0.0 CTSK -0.3803866399621255 0.0 0.10999935178352846 0.0 -0.09775751266876913 0.0 0.0 0.0 0.0 0.0 0.0 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-3.4814427721034518 -1.2351544457059196 1.2218207793060274 DLEU1 0.0 0.0 0.0 0.0 0.0 0.26237666051198244 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3271210029049045 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4601510992657835 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.48828967634347153 0.0 0.0 DOK2 -1.2945007370451929 -2.1714744466524363 4.216092811692654 -2.1514961381393247 -0.7193820878202463 0.24992274858905447 0.35818826647250435 4.421537881221057 2.2833310807319833 1.0874928963579105 0.12919644398885563 3.5150929992408537 -1.1653691109041238 -0.7080327455280118 -2.5820501302650243 0.4805904029094673 -3.589135425749171 1.0417884764232395 -2.431693642185843 -1.2574421105250486 -2.1759353110771658 3.3968589625574404 0.0 -0.3755545776809284 0.0 0.12537167363780852 -1.1988054073519099 0.0 -0.42948627049329047 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0.0 -0.3137896249934445 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8386366623368868 0.0 0.0 0.0 0.0 0.0 0.0 2.615375911339733 0.0 0.9484716472425664 0.0 1.6202572100842705 0.0 0.0 0.0 -0.3504726779242449 0.0 0.0 0.0 0.9958792991969275 0.9743846341598729 0.0 0.9139167278097893 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4102025817605117 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ENHO 0.0 0.0 0.0 -0.18701593569865427 0.0 0.0 3.51004342155411 0.0 0.0 -0.2905548844790126 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.446811843735546 0.0 0.0 -0.9870589988425974 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EPAS1 -0.08198670764183699 0.0 0.0 0.0 0.0 0.0 -0.20621888990230952 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9386246287078783 11.63401626347465 0.15894155534430737 0.0 0.0 2.0798033351177057 0.0 0.0 0.0 0.0 0.0 0.0 -0.5506636688847037 0.0 0.0 0.0 -3.7954509902919673 0.0 0.0 -0.33818177590472454 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3590487664883163 0.0 0.0 0.0 -0.8209372446607389 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4472322544637822 0.0 0.0 0.0 0.7123932175356011 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.517088913871941 -0.9883337907808963 0.0 0.0 0.0 0.0 F13A1 -0.25000063353920465 0.0 -0.03628316324324717 -0.1652300573561175 0.2461185113266061 0.0 -0.23668942795874026 0.0 0.0 -2.20352471321711 -0.41224330538654225 0.0 -0.2460472936203786 -0.3403575153286338 0.0 0.0 0.0 -0.9699746484820128 0.0 3.586984279232566 0.0 0.0 0.0 0.0 0.5024902328814308 0.0 -1.4032894093479291 0.0 0.0 0.942318395694863 0.0 -0.7060760661437093 0.0 0.0 -0.5215128742422201 0.0 1.317489183179436 -9.858278371081543 0.0 8.938044821936536 0.0 0.0 -0.6435376390216211 0.0 0.20646240714210748 -0.9325948749787691 0.0 0.40477324846024654 0.0 11.448365035895614 0.0 0.0 -1.0985578583860371 0.0 0.0 -1.033255561864425 0.0 -0.9352984955264106 1.220394302449708 0.0 0.0 0.0 0.0 -2.2330492840658436 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1968923473774908 0.0 0.0 0.0 0.0 0.0 0.5056228921954059 0.0 0.0 0.7968695287031715 -3.7695515562792314 0.0 FASLG 0.13804485790769647 -0.14487026554751806 0.0 0.0 0.0 0.0 0.0 -1.026834399045288 0.25896004228145497 0.0 0.0 0.26229603444030264 0.0 0.0 0.0 0.0 0.41760615438403964 0.0 0.0 0.0 -0.39600733117171044 0.0 0.0 -0.43214055552035335 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.4953019269043057 0.0 0.0 0.0 0.0 0.0 3.693877654848844 0.0 0.0 -0.9915554201159387 0.0 0.0 0.0 0.0 0.9873076938586266 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.8015406268633798 0.0 0.0 0.0 0.0 0.0 -0.7267239529000089 0.0 0.0 0.0 0.0 0.0 7.215560463298649 -0.3383184813664091 0.0 0.0 0.0 1.5583307041940995 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FGFBP2 -0.050433858220897035 -0.6375464230752714 0.13283471282999496 -0.22548244073833973 -0.23614450579819998 0.0 0.0 0.0 8.711638914843466 -2.5784884594804294 -0.17501328050928266 27.683747390331263 -6.795434804140116 0.0 0.0 0.0 -9.798103152463952 -0.41532637113740495 0.0 0.0 0.30774965006457583 -3.0823127504238306 0.0 0.0 0.0 0.7151563809180767 0.0 0.0 0.0 0.0 0.0 -0.4443719235121507 20.8119480757867 0.0 0.0 0.0 0.0 0.0 0.0 -1.7484605494895469 -0.8437163284068682 0.0 0.0 -4.4860352811818265 0.0 0.0 -0.7231370903850213 -0.3062964044835056 0.9763988108481012 0.0 0.0 0.0 -0.46824138082185546 0.0 0.0 0.0 0.0 1.7814619234310471 0.0 -0.756281399964689 0.7069623334428865 2.0973629939449947 0.0 1.0675453005608775 0.7439036623201644 0.0 0.0 0.0 0.0 -0.41799984471701696 0.0 -0.6926340672677043 0.0 0.0 0.0 -22.747691597326998 0.0 1.3806640426932852 0.7224269569065827 -1.297475122691336 0.0 0.0 0.0 0.2504058379282115 0.0 -0.4170597130025474 FLT3 0.0 0.0 0.0 0.26021722070353265 -0.3876334543851862 -0.36165935251874354 0.5947164410099283 0.0 0.0 -0.31492631103158697 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.944552240084773 0.0 0.0 0.0 4.474327791756865 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FOSL2 -0.24330508712746965 0.0 0.5160566711423853 1.2308377101341403 0.0 -0.2653238492607952 0.0 1.9256939792455572 1.4294026265616377 0.0 0.23667175113138994 0.9795641810174315 -0.7108592689910629 0.4568910464078543 0.0 -0.4025204786767291 0.6757552852318927 0.4067136119067702 -1.7396794737927024 0.434110260944737 -0.5223707570880103 -0.41829979970434483 0.07133117154775483 1.7565855679157434 0.0 0.0 1.9551855676970724 0.0 1.6241938469766148 1.901275564682434 0.5129658593935731 0.0 -0.512163634092869 0.0 -0.6230328594274133 0.0 0.0 0.0 0.0 0.0 -0.7291664624791738 1.3439707950733455 2.1040517513631314 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.936011611502086 0.0 1.6434799180859596 1.0332382393513617 0.9562738866967943 0.0 0.0 0.0 0.0 0.0 0.0 0.9527671771133976 2.91163953045029 0.0 0.0 0.0 0.0 0.0 1.7536703736539034 0.0 0.0 0.0 0.0 0.0 0.0 -1.1244187822772609 0.0 0.0 0.0 0.0 FPR3 0.26701312165937807 0.0 -0.23287225514914403 -0.18372507632604623 0.0 0.0 0.0 0.0 0.0 -0.7407037974762949 -0.3513650366435923 0.0 0.0 0.0 0.0 0.0 0.0 -3.0349895111563825 0.0 2.1486541675177464 0.0 0.0 0.0 0.0 0.0 0.0 0.10969197246651315 0.0 0.0 -0.8282580724484234 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9689657996401456 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.1843983814662473 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GIMAP5 0.12403301025925266 -0.1592153853018361 -0.9464853252989427 0.0 -0.6543738084341696 0.0 -0.517104513365136 -2.108250531763177 -0.6287064676602709 0.0 0.0 -1.519901595801368 1.1847284654381176 -0.32409312690116077 -0.39868064041272044 -0.422069259983078 -1.2331402593107885 -0.8201534090313799 -0.6824563925136046 0.8667985541976714 -1.6321397912570652 0.651692859231274 -0.6031034773126358 0.18442081545794123 0.0 0.7781349255212048 0.0 0.0 0.0 -0.3141011522920876 0.0 0.0 -0.7668336273465719 0.0 -0.43183359466646687 -1.746306164605079 -0.20055814709203476 0.0 2.2903443649133375 0.0 -2.224027191866244 0.0 0.0 0.0 -0.23399234203872013 0.1574252459183229 0.0 0.0 0.0 0.21975906455662558 -1.4655261740744567 0.0 0.2616661914172252 0.0 0.0 0.0 -3.2104141396854877 0.0 0.8559884118870492 0.0 0.0 -1.0976510383022384 0.0 0.0 0.0 2.6443521956605216 0.0 0.0 -2.8486672806094635 -0.3826967906398358 2.623861000848616 0.0 0.0 0.0 0.0 -1.365249079970325 -0.3841471820320594 0.0 2.388047152532475 -0.8679323089058529 0.0 0.0 -0.8202506376992567 0.0 0.0 0.0 HLA-DOB 0.1587156088426515 0.0 -0.1692753441883536 -0.8468749115394101 1.684605742044064 0.0 1.0008129891506479 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7027138924206165 3.021814112761787 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.21135660273103377 2.0939917478272374 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34073158182122204 4.863563742861063 1.927761296195473 -0.26427106544682766 0.0 0.0 3.466709211299627 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3842463874842214 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2888771440529138 0.0 ID3 -0.4917764504045232 0.0 1.6875327543679162 -0.9942550541751065 -1.2930259667921422 -1.2444776848860692 -1.8065861981448335 2.5682388176814905 0.8302625718263251 -0.40137983388358506 0.1375898860125203 -1.6585324257431506 -3.093163164343514 -2.480185142612272 0.0 0.9795166512772391 -1.0371804192972396 -2.9255832387958995 7.599194535355577 0.28356615662337353 -3.9281941897557737 1.3666004702350645 3.2391587369601758 5.237844128472417 1.5697294428559285 0.6726064271645481 -0.1664114484161363 5.8814920382448586 -1.8170283592733492 0.0 0.0 -0.8220383870818455 0.0 -0.47549208092032114 -0.9921176941227302 0.0 -0.8127759126566975 -2.849390422577066 -5.968882208208123 0.0 0.4211980051524252 0.7468868214334385 1.8067450494767954 3.0303498252121086 0.0 -0.9669789128921377 0.0 0.46890549312930213 2.6372237931111115 0.0 -0.3163953207907532 -3.029707145831171 0.25414589717844766 0.0 0.0 -3.3827167903587125 -1.899115282100059 2.8743353608568634 0.0 0.0 0.0 0.177897697434844 -0.4648243134367945 0.7056196537862421 1.5660361653278647 6.0583297585670435 -1.427935225583063 0.926238117268376 2.581211815032226 0.0 -1.9178910858894127 0.0 1.5890778158621568 -1.8870239258198194 0.0 0.0 -0.12893125001570152 4.093257325001334 -3.8629641220184965 0.0 -2.6814478688349865 -8.053811515913619 0.32762104043662604 -1.9820987974100066 -0.7728414356619957 0.0 IFNG -0.49344940849965 0.11976603780447503 2.5268491667153046 -0.17483424974863265 -0.3171115313445764 0.0 0.0 -5.772962980218229 -2.1337183142808818 0.0 0.9371844478131529 0.6278674231162472 3.403687667950946 -0.13177215049026347 -0.3488198699838264 -0.4975274197769111 -1.9115791768314108 0.0 -0.47369528246715664 0.6908196234003344 1.298130399753356 0.5550609592409503 0.0 -0.5473744670557584 0.0 -2.4322030048299275 0.0 0.0 0.0 0.15211172545700838 0.0 -0.8661461812645429 2.1074989959529673 0.5634051419051791 17.800636943686836 -1.1233360691202228 0.0 0.9207784359232425 0.0 0.0 10.372179484565397 0.6912568919789416 -0.5692059734152104 -0.7834399081240934 -0.36577032596217884 -0.1600991625173811 0.0 0.8177894859344331 1.2334188869927962 0.0 0.0 -0.8383707344137578 0.0 -0.9150408273704801 -0.33397178584924153 1.014032310067633 -5.4007186435100785 2.6162511312553884 0.0 0.0 0.35772232415842087 3.634616828790994 -0.5523709428861426 -0.284048098350299 1.6710856120098363 -2.958382310629702 0.0 -1.6172442158072062 15.634309603650419 -5.419117875557642 -3.485075607525738 0.5911951315632727 0.6333312369348713 2.5971262341368595 0.0 0.0 0.0 0.0 -1.0586998775072356 1.6694295567999382 0.6974439078994192 0.0 -0.8387543128228291 -0.3138531082532718 0.43163650113201546 0.5654473591989992 IGFBP7 -0.0841959858064861 -0.8464412041642471 -0.7395981323508398 -1.7988015610858568 -1.663095034447883 -0.25867705877829206 2.2311800938006807 -0.6437376246231084 6.309592773155361 -0.37155241772803005 -0.7847431446719187 3.432573811284918 -0.8195737967075236 -3.4366348368503092 0.38975753171850863 -0.9916216047359242 -0.36558722797819715 1.3575932776153044 0.340835429438028 -2.8930841498954574 0.0 -0.37486231245253815 4.098546249917477 21.01925671206976 0.3924694437997756 0.37328393240461 -0.03496722081215653 24.12090832048631 -0.22648340839285785 -0.6318149527791328 -0.5854968902099092 -2.6180104724981104 -4.9793450638548595 0.0 0.0 0.0 -0.35258001599934286 -2.3179602777124155 11.97662065676867 0.0 -0.6160528512136132 4.509106059966717 0.0 0.0 -1.1949914327177054 1.184670565387839 0.0 0.5193723620084559 -5.69411147309838 0.4071077162156794 0.0 -2.7512743996791413 1.6023063532328585 1.2395399601639314 0.8454461950737193 1.1122686439243723 0.0 0.48921705802670096 0.0 0.941343516291589 2.015739529130577 0.0 2.309892617623178 1.1705598139521014 0.0 0.0 -0.9956768020100458 2.4421809466870097 0.0 0.7975411927330911 0.0 0.0 2.149382783670151 0.0 0.0 -1.5688486777639705 1.5204314893825621 0.3305302938373583 0.0 -0.6412748918517466 2.568441885210509 -4.0724738805147656 -0.8344707972858387 0.670722176456864 6.427475669493916 4.337570078268782 IL12RB2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0606869841460103 0.3208583627397023 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.41311383393060946 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.0139826752496606 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.418339034933912 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IL1R2 0.06620515047621363 0.0 0.0 0.0 0.0 0.0 1.6928530693008845 8.293482541942078 0.0 0.0 0.0 0.0 0.0 -0.43232935119475313 0.0 0.0 0.0 0.8212020116877223 0.0 0.0 -2.6714580108295967 0.0 0.0 0.2388453607963913 -0.6287008715233343 0.0 0.0 0.0 0.0 1.1613474253406848 0.0 0.0 0.0 0.0 0.0 0.0 -1.5040399019703092 0.6773346772717115 0.0 0.0 -1.4088732490053262 0.0 0.0 0.0 -0.33557596028913206 0.246351360438979 0.0 0.0 0.0 0.0 0.0 0.0 1.2637918261833587 0.0 0.0 -0.17361404042544523 0.0 0.0 0.0 0.0 0.0 0.0 -0.3728926297149054 0.0 0.0 10.75771363879744 0.0 0.0 0.0 0.6194835957126109 0.0 0.0 0.3345745175572069 0.0 1.6357986875146324 0.0 0.0 0.213559107419169 0.0 0.0 0.0 0.0 0.36075877670359124 0.0 0.0 -0.8288653897968657 IRF4 0.0 -0.15278183311712282 0.17462237861136615 9.846167183987705 1.0847610354526183 0.0 0.34823849259936657 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3173628040227284 0.0 0.0 0.0 0.0 0.0 -0.08447924593772697 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7150331743407742 -0.5824086802276923 0.0 0.0 0.0 0.0 0.0 0.0 -0.7339798600896651 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.1343558024914757 0.0 0.0 0.0 -2.245843122844961 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.4630581866268018 0.0 0.0 6.464575098973228 0.3614205562778837 0.0 -0.3209290322443541 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 JCHAIN 0.15733992309876957 0.014719175912038307 -0.690845540389794 26.598947609794198 20.55978873411334 -0.5969230424805888 -4.213391863256813 -0.49044403648565804 -1.8127368858211153 -0.053631040041593164 -0.40219279002808145 0.0 -0.8478567685508409 -2.91288226969997 -0.6257405202558886 -0.3354214377894256 0.0 0.0 2.454180749074993 -1.0698688793899962 0.0 0.5784614223835309 -0.8658923021596991 0.0 0.0 -0.5978265024515147 0.0 0.0 -1.2427406892627204 0.0 -1.5510406195092685 -8.430994305938066 0.0 -2.082698518835979 0.0 0.0 -0.27614001050877224 -0.5796998824262406 0.0 -0.6304376596821423 0.7725952575048668 -1.0100302015612401 0.630220336196471 0.0 -0.2072948874398466 0.0 -1.217549907324955 -0.4226137846035259 -3.58301350347608 0.0 -8.667922453760593 -1.7053948763272473 -0.5035204888098658 1.100667044232338 0.0 -1.362115992201795 0.0 -3.9284389518397043 0.0 -2.783418864813625 -0.8268311937197056 0.7297846978063153 0.0 0.0 -4.797221519335765 3.137283530674845 0.0 0.6325718228204693 -2.3220063278178826 -0.2965445320669855 2.1138287132446623 -1.3360870669091824 0.0 0.0 -4.191458256950808 0.0 0.0 138.38443400449214 -2.189868722390094 -0.8125288243462199 -0.47883660506288195 0.0 0.9943370854518531 0.0 -0.5715451481682161 2.188503222549544 KIF14 0.0 1.103649880715199 0.0 0.0 0.0 6.523317137008772 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.8022731931990255 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KLRC2 -0.44664621319072795 0.0 0.0 0.0 0.0 0.0 0.0 -0.36230048418579414 2.770926848645854 0.0 0.0 0.4006783156167631 -2.703795266651773 0.0 0.0 0.0 -1.1674329393338325 0.0 0.0 0.0 -0.7108851401995688 0.0 0.0 0.0 0.0 2.3122341360806278 0.0 0.0 0.0 0.0 0.0 0.0 -0.5409130333757514 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.13937848700125466 0.0 0.0 6.867625027572933 0.0 0.0 0.0 0.28305137844723355 3.109376318674819 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2572170507438948 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.37810726648746656 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9522284904487256 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KLRF1 -0.20802683141710054 0.0 0.0 -0.1772034250597414 0.0 0.0 -0.2946228803919913 0.0 20.649920949558325 -0.5936030902882967 0.0 8.05356024446548 -1.4702760740187084 0.0 0.0 0.0 -1.6122738466542015 0.0 0.0 0.0 0.19752707098721187 -0.46945052003035453 0.0 0.0 0.0 0.8213344180333406 0.0 0.0 0.0 0.0 0.0 0.0 -8.882269750440456 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.920922191533868 0.0 0.0 -1.0439306584994248 0.0 0.0 0.0 0.0 0.9485997999614819 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.036662230971065 0.0 0.0 0.9509593620562811 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LAG3 2.1482688493367808 -0.47204201428552045 -0.322422408065826 0.0 -0.23988109275084116 -0.03596961801328797 0.0 -1.7634387078654974 -6.584517984193577 0.0 0.0 -4.255090474564131 2.3533074077157567 0.06681984647701017 -0.5890669391387028 0.8765125539806375 6.095246489157659 -0.10682967123983479 0.0 0.0 -5.81142758067597 0.6763176577989667 0.0 0.0 -0.16236210516604874 -0.40050286044484573 0.47945083907247693 0.0 0.0 0.0 0.0 0.5377981322648661 2.1537316143283576 0.7848958087644811 2.4916379794427335 0.9949348309310433 0.0 -0.731302623772902 0.0 0.0 11.76599453534306 0.0 0.0 -3.4496728074635326 0.6917138982816716 0.0 0.0 0.6680741314357083 0.0 0.0 0.0 0.0 0.0 1.1152511998273114 0.0 4.474044601097407 0.0 1.0605253216735935 0.0 0.0 0.0 0.0 0.31825790773422385 0.3365630002822792 0.0 -1.7506181511085215 0.0 0.0 -1.3514184484974245 0.0 -1.1936595748510128 0.0 0.0 1.9603165049305418 0.0 0.0 0.0 0.0 -1.3198429822170592 1.2433978159912655 -0.6847775294404295 0.0 0.0 0.0 0.2832071754192107 0.6086107972046269 LAMP5 -0.09889793903494323 0.0 0.08715855668585418 4.622544455941127 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5101627005063742 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5475491762844755 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.108315238704066 0.0 0.0 0.0 0.0 LGALS3 -0.855961183681978 -3.013992290608586 0.08576971023275563 -2.8520783322060486 -0.601474181060302 -3.5573532422201883 -0.9660323787483601 2.6633810872446 -1.3348091550648642 -0.5789004400796736 1.5048536033001956 -4.697507792853818 -1.3280817701280683 2.1609156189692627 0.0 -0.06739884155725319 6.433660797251075 0.8939501296371896 -0.33342628328554164 4.314245598150967 -1.6475014601930273 0.02514577910642962 1.4295352523673481 0.3876417435365675 -3.0447070635787306 4.655394256737031 11.124054236109567 -3.2852246062183945 -0.6082118702769649 -2.3672357586414816 1.0271673887933503 -0.6038283577125675 -2.056288712659312 -1.3766375919328862 0.029155463673463347 -2.2263007840015088 -5.926696362189076 27.847494670517612 0.6044959697594079 -1.7394090794567783 1.6162602305386315 -3.6206866085007574 -0.7198947467929186 -2.7203552202893837 1.8870231475622776 -0.5889146167547638 5.024943912680267 3.0406532637389 0.16632147658386082 -2.601530718895637 0.09369071130338735 -1.023170156206953 2.2975377461158453 -3.808782211364553 -1.0896164538786541 -5.0802569991176645 0.0 2.1016873183748137 7.629248800038673 0.326025982728376 1.72126091322162 -0.25409045117731116 -0.06659926216705125 -0.6712464275951838 1.262943113884828 0.0 2.6153803142688123 0.0 0.5808104194649406 0.3865894093612456 1.702156323546878 0.0 4.466033317666858 0.0 -0.12274177541487923 -1.6881008892712361 -1.4204488048659545 1.1660795408502855 1.5629350960450756 0.0 -0.3461366309899134 8.699234970555725 0.40540478612882663 -0.030423562638762114 -5.565008393902521 -0.6615798244208871 LINC00152 0.28816578028879775 0.3721705340288535 0.5899078584821833 -0.31600926797862705 0.7115410615524832 0.7107375973260122 0.490204684984616 2.4466949455239004 -2.2283293503142247 -0.644728538393731 0.012160918743115732 -2.3098813116329673 2.0405642970999813 0.0 0.5363574177106104 2.7205028312788593 -1.99174009217409 0.0 -0.6001131024920591 -0.6339534173685155 -2.1233254489943647 3.820545228643197 0.22171478180442816 -0.5304295588322765 0.17774444324787395 0.0 1.5701146738630756 2.760627517586574 -1.2358970950572976 -0.7758743770334601 0.0 1.5908137574425436 0.7616377621450666 1.6379366180965018 -2.4352734672052767 0.5860896964425195 0.0 0.0 -0.9680541673151021 3.8356199867507454 -1.909540754494738 -2.8946344878593577 0.22060340090632446 -3.5572498263184933 0.0 -1.6814282111058219 0.0 0.0 0.9679260103848752 0.0 0.0 -4.834819447807184 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.793498508450297 -0.8388016178511869 3.625975393290438 0.0 1.3192550012816104 0.0 -0.9805245248197837 0.0 0.0 0.0 0.0 -1.4256236973401535 0.0 0.0 0.0 0.0 -0.7136382552776118 0.0 0.0 0.0 LTA 0.12297348587495431 0.0 0.0 0.0 0.0 0.0 0.0 2.3248493654658824 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8147682600051496 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1090091374216342 0.0 0.0 0.0 0.0 0.0 -0.6205896595683555 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.970516290384874 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LY9 -0.34241139537706006 -0.11973091828325015 -0.48160764679073764 -0.08266880323406563 0.5764314214853457 -0.2061382987574384 0.0 0.0 -0.2096560618273676 0.0 0.0 -0.33846249305354165 -0.07847647682071401 0.0 -0.4264296729840476 0.0 0.0 -0.39806226647234705 8.406550126094967 -0.3787478263386767 -0.4368867478549474 0.0 -0.3874925751070966 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5963805641164188 -1.7770042262758499 0.0 0.0 0.0 0.0 -0.607595087163018 0.0 0.0 0.0 0.0 0.0 0.0 -0.0401539122745889 0.0 -0.3965560774658992 0.7137290498110386 0.0 -0.3013084328682453 0.0 0.25793873082484087 0.0 -1.334536210724293 0.0 0.0 1.1876737393058507 -0.25977328053597587 -0.5681936442942075 -0.6844098066137484 -0.9392905809867327 -1.3351633580677802 -1.747235934450783 0.0 0.0 1.2487041115573443 0.9424800992507996 2.288258448113757 0.0 0.8544678961505883 0.0 0.0 0.0 0.0 0.0 -0.8325348009919228 -1.1472630350442847 0.3287138035741436 0.0 0.0 0.0 0.23819721057660231 0.0 MAD2L1 0.0 6.89134607091577 0.0 0.0 0.0 7.977303066749691 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47628632959721773 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0079287974965119 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MAP3K7CL 0.0 0.0 0.0 0.0 0.24705466537593182 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6144081409630832 0.0 -0.3137452501634594 0.0 0.0 3.5022281250068956 0.0 0.0 -0.38257519242391813 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 10.326312317105835 0.0 1.151941419072673 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7875121532792074 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MCOLN2 0.0 0.0 0.0 0.0 0.0 0.0 1.2486098015550662 -0.2646822079794866 -0.2690462909713193 0.0 0.0 0.0 0.0 0.0 0.0 -0.355218836950865 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.587281274523681 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MPZL2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5878982307636451 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MT1F 0.16456465279635688 -0.13959221126980637 -0.17061659287723924 0.0 -0.20866530079121762 0.25546620433703543 -0.21073391555866278 0.0 -0.5730998319937518 0.0 0.0 -0.3038250881248601 0.34135735147490404 0.3993213501758931 0.0 0.0 0.4380594510138608 -0.3911059934183482 0.41311208591143966 0.0 -1.0242769755691832 0.5617035087057378 0.0 0.0 17.7437441128224 0.0 0.43209849078372176 -0.8800316890866909 -0.5120828324667689 0.3382660157547633 0.0 0.6271229691189352 0.0 -0.5974990203733783 -0.7788956873357774 0.0 -0.3051497549663592 0.0 0.0 0.0 0.7544328664564708 0.0 -0.5661332750738834 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6316798805448488 0.0 0.2682067913982246 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4269921042819527 1.1306348530192358 0.0 0.0 -2.137144745226748 0.0 0.0 0.0 0.0 0.0 0.0 0.8779958965881484 -2.6380578912713286 0.0 0.0 2.4746031404953324 0.0 0.0 0.0 0.0 MTRNR2L1 0.3674547679385182 -0.6625025032949456 -0.07428521533497237 0.45195061995023394 0.0 0.0 0.0 -0.33214317390531434 0.0 0.0 2.4529853030420914 0.0 0.0 -0.24574387111102974 0.0 0.0 0.0 0.0 0.0 -0.9744311778880945 -0.4248599943689331 0.0 -0.2314195565120056 -0.3391327041353521 0.0 0.0 0.0 0.0 0.0 0.3313711642904233 0.0 -0.6332588261513854 0.0 0.0 0.18615914203668174 0.0 0.0 0.7650969153922336 0.0 0.0 0.0 0.0 0.0 0.0 -1.6604245839217495 -0.43348993057792484 0.0 -0.26739748696496307 0.0 -1.029750393587974 0.0 0.0 -1.1580373763893086 2.8391138986771374 2.392420506067231 0.0 0.0 1.072187665684584 0.0 0.0 0.1126674853041177 0.0 -3.566156135145572 2.4992580232067128 0.6111064167853894 0.0 -1.1327017950413711 -0.9094886195247562 0.0 -0.862531076648224 0.0 1.38832992969265 0.5317195845553826 0.0 0.0 0.0 -2.5550190394201797 -1.8543287195503908 0.0 -0.5344514984799602 0.0 0.0 -2.7350343353790505 -0.3044808366266521 0.0 4.603791862984998 NCR3 -0.30316948060063825 0.0 0.0 -0.18759152578859517 0.0 0.3852820705585058 -0.19213079244370118 0.27538060433190126 4.258225359173014 0.0 -0.37319569623194765 2.802773925587139 -1.9224027436122217 0.0 0.0 0.0 15.28819484204806 0.0 0.0 0.0 -0.38153456388250806 -0.8781229078739122 0.0 0.0 0.0 0.5167468551914111 0.0 0.0 0.0 0.0 0.0 0.0 -6.4939610008665865 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0751583595034881 0.0 0.0 6.361495908603874 0.0 0.0 0.0 0.0 0.9153575477447566 0.0 0.917013350207645 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6971453145837848 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2519447475905734 0.0 0.0 -1.5588469974470334 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NDC80 0.0 3.705634494763533 0.0 0.0 0.0 6.233855861720637 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7774025587582329 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NELL2 -0.4580289579728557 0.0 0.49124523153571104 0.0 0.0 0.0 0.0 -1.5814818280015235 -0.7145982130763516 0.0 0.0 -2.9576087769428483 0.5314939947247967 0.0 0.0 -0.6680956372298432 -2.150476367096323 0.0 0.0 0.0 0.1237273738431171 -0.31350155066314495 0.0 0.0 0.6956861559459339 0.14922400450251008 0.0 0.0 0.0 0.0 0.0 0.5796534204021349 -0.8455004189798933 -0.568692609919694 0.0 0.0 0.0 0.0 0.0 0.0 5.568740004710506 0.0 0.0 0.8219433843771486 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.147886239652195 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2210372668331348 -0.8780495751729087 0.0 0.0 0.0 0.0 -6.271840090525713 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.91615694375421 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NT5E 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39783194856314114 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.182581040190745 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9548597181706581 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NUSAP1 0.0 14.115898202441132 0.0 0.0 -0.1454688036081222 15.68156712791247 0.0 0.0 0.0 0.0 -0.3874414675023702 0.0 0.0 0.0 1.3329498552023018 0.0 0.0 0.0 0.0 0.0 0.0 -0.4840399624316142 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.6656186231346575 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3391482637300477 0.0 0.0 -0.6418223735774408 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.041125004931434 0.0 0.0 0.7022158596361154 0.0 0.0 0.0 0.3932077469091195 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.42305818632402853 0.0 0.0 0.0 0.0 -0.44044084077636025 OCIAD2 -0.4600093727202223 -0.16820589322309915 -0.16014517171485282 0.0 1.0932870696972532 -0.3546012315286876 -0.4707757181611852 0.009006942597290967 0.06316006219895698 -0.27427530867209926 -0.621005438230517 -3.0553457796444228 -0.4483468715402622 0.0 0.5193749131548612 0.5365361359161882 -1.2185277643714483 -0.6049357464278503 0.0 0.0 -0.03644838004354894 5.408386074538 -1.0002818901734352 4.110996378831896 -0.4813915103234021 0.3780420389175599 0.0 -2.0916210049486543 0.0 0.0 0.7913792830685392 0.0 -0.416779353298251 -0.8794197271826732 0.031024368819468684 -1.617797387638209 0.0 0.0 -2.8834216595983855 0.4336442766608718 -0.6458434528367631 0.0 0.0 0.0 -0.353996988344638 0.0 0.0 0.0 0.27256261709423335 0.0 0.0 0.0 -0.24137137769376174 0.0 0.0 0.0 -0.8887238802555166 0.3047317168863822 0.0 -0.14226579979668408 -0.26025792543458554 -0.8263445137322069 0.0 0.0 -0.8449631645803719 0.0 0.0 0.0 0.0 0.0 1.549544341603584 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.439128077230808 0.0 0.0 -0.7883781887668844 0.0 0.0 0.0 OLFM1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.32662628151414214 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 P2RX5 0.0 0.0 0.0 -0.44472650588369844 0.0 0.0 -0.21881866259543345 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2740493105434093 0.0 3.575092760448661 0.0 0.5728169624718453 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.5183016172982864 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.17506425694692673 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8954141757596163 0.0 0.0 0.0 0.0 0.9626065838228972 0.0 0.0 0.0 -1.3355809207855738 0.0 1.0382946251963652 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 P2RY10 -0.22467640361584168 0.0 0.0 0.0 0.0 0.5753701565729253 0.0 0.7083527510039991 -0.25067809215116227 0.0 0.0 -0.6471140804991293 -0.5507059082847288 0.0 0.0 0.0 -0.8839947179916218 0.0 0.0 0.0 0.37748331096231397 0.4943358498529062 0.0 0.0 0.0 0.5200740845429067 0.0 0.0 0.0 0.0 0.5590298973165488 0.0 -0.5513050334843423 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3143632984725386 0.0 0.0 0.0 1.0645864767250672 3.8467846205986533 0.0 0.0 0.0 0.2081728308564317 -0.8225664653352665 0.0 0.0 -3.0089463142574204 -2.822058409900693 0.0 0.0 0.0 0.0 1.6441518685434704 0.0 0.0 0.0 0.0 0.0 -0.31319598667754456 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 P2RY14 0.0 0.0 0.0 2.1050047878473728 0.0 0.0 0.5230435083776404 0.0 0.0 0.0 0.0 0.0 0.0 0.9697990098450912 0.0 0.0 0.0 -0.44294459132089486 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5013692845286094 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5887001082770855 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PACSIN1 0.0 0.0 0.0 2.3096012923781353 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8608396546332715 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PARPBP 0.0 0.0 0.0 0.0 0.0 1.2191563995681651 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.37470898251739043 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PATL2 0.0 -0.1490711350349795 0.0 0.0 0.0 0.0 0.0 0.0 -1.9843747217543435 0.0 0.0 2.5532502406431457 0.33318621314685004 0.0 0.0 0.0 -1.32195865227448 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3949303572200942 0.0 0.0 0.0 0.0 0.42797830449459207 0.0 4.59406125778108 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.8159360808788896 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7482296091369612 0.0 0.0 0.9059423260321893 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9272261376728169 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDLIM1 0.21139467810610552 0.41492282322498747 0.7082777934367225 -1.2511473128672181 -0.25719101806885686 0.2408842213296205 -0.2329608479957224 -0.30722500327088237 0.0 0.0 -0.48980844347928415 0.0 0.22595621416769093 0.0 0.0 0.0 -0.32266200149780994 -0.5499676285783182 6.041646577125458 -0.7376407163471478 0.0 0.5521340264569997 -0.22548777176955487 12.661781030579878 -0.3059468522590304 0.0 0.0 4.541299383218978 -0.3793355809065439 0.0 0.44292903832941305 0.0 -0.5284146917299266 -0.6690221555132351 0.0 0.7313053143412331 0.0 0.0 2.24166850443324 10.367519129922435 0.0 0.6974444205713858 0.0 0.0 0.2363940828895483 -0.7436705917233333 0.0 0.0 -0.8622069820681937 -1.056144874120434 -1.7361800341836975 0.0 0.0 -0.7880655464885403 0.0 1.9419668591022818 0.0 0.0 -1.0604774636673902 0.5538662700703522 0.8715491617203175 0.0 0.0 0.0 0.0 0.0 -1.0055559207389557 0.0 0.0 0.0 1.0526049861972138 0.0 0.0 0.0 -0.8058917589192575 -0.8196603362636571 -0.5023577606638459 0.0 0.0 0.0 0.4747264252908673 -3.051794934283306 0.0 -0.3700788307878824 1.5029688346909922 1.1962298017024562 PERP 0.0 -0.3545810176367712 -0.18045227310330428 0.0 0.0 -0.3174906993725458 0.0 0.0 -0.7070512318803844 0.0 -0.6723092857926984 -0.2940308913660622 0.0 -0.1286934822436656 0.0 -0.572473795186682 3.4067141962566447 -0.3525989965003052 0.0 -0.39855423513849175 -0.7419027040899343 0.0 1.19831939508011 -0.5245155550339983 0.0 0.0 -0.6818993806704023 -1.433375480950036 0.0 0.0 0.34789408728801274 -1.4669184658569097 0.0 -1.303614828298048 0.0 0.0 0.0 0.0 1.3539752651657806 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3323740698326703 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5064071942818835 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0839262786896828 0.0 0.0 3.028961352263063 0.0 0.0 0.0 0.0 PHLDA1 -0.9746398978178078 -0.33292939200381744 -0.30820688843425487 -0.5765013099140371 -0.4949703271960044 0.29454390596898156 -0.2934938476925323 7.073088489405132 -1.087972436930592 -1.1108261708339575 0.4125644090982481 -0.8206416369679705 -5.187737099399147 -2.043926107563766 -0.8362702199411199 0.0 -0.09130728159250971 -0.19051328261655526 0.1294690476625222 -2.6261008335716722 -0.01942359472122832 -1.1135595586717844 1.0362658211621865 -1.9083935436035648 -0.15183936786905425 1.5523131370886656 1.287932496900637 10.26820462980198 -1.1715751297635657 0.0 0.0 -0.5126241696844682 0.0 0.0 4.261363433899993 1.349409871029317 0.0 0.8923320984965768 -0.5727012464333424 0.0 14.821387925618478 -4.618313550887673 3.9226278515436457 -0.6721012772360081 0.0 5.354484460557278 -0.9637657028891441 0.0 0.9583649171627587 0.0 0.0 -1.9691975537575463 0.0 -0.8624357291059371 0.0 -0.6618193880451889 0.0 -0.738120512712182 1.7454219168970413 0.0 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-0.2847577899212236 -0.4109746122022166 0.9131038439199654 -0.9150999537682718 -0.2817551700820341 -0.4954432024525928 0.0 -0.4875075614072228 0.0 -5.020060544656305 -0.8226588195230669 0.0 0.0 0.0 -0.4869252839993374 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5496663737091645 -0.5401544991830353 -0.4353609924600997 0.0 0.0 0.0 0.0 7.157530032448765 0.0 0.0 0.0 -0.25645649913052665 0.0 0.0 1.54739945936676 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.3886877030360636 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0076067930725114 20.353982483255038 0.0 0.0 7.396705735655802 0.0 -0.8430864064770383 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.561907772410264 0.0 0.0 0.0 0.0 0.0 0.0 TNFSF8 0.0 0.0 -0.1650709979633482 0.0 0.0 0.0 -0.32004207632239856 -0.9846847365998479 0.0 0.0 0.0 -0.9327312347366876 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.418077518586892 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5666772040490133 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7854977918167747 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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3.693662108432892 0.0 0.0 2.311629229261956 0.0 -0.07282777370265006 0.0 0.0 0.0 0.0 1.5888402513744908 -1.2134785017788985 0.0 0.0 0.0 0.0 3.137332466037864 0.0 0.3726794004692366 -0.1783420160746915 0.0 0.20936862711590626 0.0 0.0 0.0 0.0 0.7206064606675354 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2583464953268642 0.0 0.0 -0.07822192062082196 0.0 0.0 -0.2410964341738775 0.0 0.0 0.0 0.0 0.0 -0.42095243872807603 0.0 -1.1763953855532245 0.0 0.6734788894258286 0.0 0.0 0.0 -1.4536844096309682 0.0 0.0 1.0003514153769446 0.42114281875711795 0.0 TRIB2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6799316694644701 0.0 0.0 0.0 0.0 -0.308887469646604 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.459012444694356 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4912883203515074 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TSPAN13 0.07941813243736745 0.0 0.39487807665008734 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0.501075329206473 0.0 0.0 1.3546258347421134 -0.3765373796914805 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.13670828064698223 0.0 0.0 0.0 0.0 0.0 0.0 0.008928198739438287 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5951583121812172 0.0 0.0 0.0 0.0 0.0 0.0 -0.8334209629642917 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.3793066947601376 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TUBB6 -0.1726388916465359 0.25028792876770195 -0.1375384893024037 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.385772755688439 0.0 0.0 0.0 -0.3569791140839002 0.0 0.0 -0.3980008820310009 0.7949615788469102 -0.150837818898094 -0.4013951685806527 0.0 0.5312141606157749 0.0 0.0 0.0 -1.4395398741359031 0.0 0.0 0.0 0.0 0.0 0.0 3.571685304239006 0.0 0.0 0.7794511754542519 0.0 0.0 0.0 -1.7488229579643375 0.0 0.6838523416571772 -0.7932595914572501 0.0 0.0 1.6955660033759947 0.0 0.0 0.0 0.9236390542751085 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3705473527261916 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7467138066308016 0.0 0.0 0.0 0.0 0.0 -1.0521400938280427 -0.23855583667013036 0.0 0.0 TXK -0.13918138376678899 0.0 0.0 0.0 0.0 0.0 0.26673760786815 -0.2954827617275867 8.516952843318846 -0.2559240551024074 0.0 0.8402932078728101 -2.6743646119504345 -0.2983505998479095 0.0 0.0 -0.30510604373705436 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.982830418402096 0.0 0.0 0.0 0.0 0.0 -0.6256442005555364 -5.9440364772186545 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7181954662031471 0.0 0.0 0.7350881810586612 0.0 0.0 0.0 0.0 1.207688567131269 0.0 -1.0025466574704471 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -8.068559465866791 0.0 0.0 0.0 0.0 3.0665290302368016 0.0 0.0 -3.9244750591072792 0.0 0.0 0.0 0.0 0.0 0.0 0.0 VAMP5 2.3801128154482964 -0.2302824395208516 0.6265660094338054 -0.23572033744446608 0.7688238471023968 -0.24721510015642248 -4.260894573553871 -0.2369264172921165 0.08885822635066297 2.8927548072208995 1.2129658385534783 0.0 -0.40751454248477076 0.09049831696120521 0.05415952562611264 1.5584466920825366 1.456667230323679 0.7327824623998728 0.0 0.27270967015748276 -0.3418178981159622 1.5955832984356584 0.21438787286792105 4.9246229934819805 -0.5614304677432232 0.13280906232632828 -4.557523438881936 0.24845136165542367 0.0 -0.5485147443349214 -0.4353634633876609 -1.269858361783366 -1.7291130964797503 -2.1102156346475214 -1.0411316240162536 0.0 -0.5026621327460492 -6.969749936390256 1.0507848118662348 0.0 0.49295754974476835 -1.2759829956175257 0.3247546907378843 0.0 0.0 -0.6558795219715383 0.0 -0.5518880614377303 2.8564117552448454 0.27873861984975784 0.0 0.5722436663266173 0.27320507969146524 -4.312374987013773 0.552274881961622 1.1509252105990646 -0.7749214513272169 -1.4297841682468537 5.2733920633019125 -0.7987495230925002 -0.29039332679503677 0.0 0.38967908480020313 -0.05065085008289386 0.0 -3.023281358202871 -1.7176127794838003 0.0 0.0 -0.39925439746386815 -2.0772854433710024 0.0 -0.5588185634830639 1.1043967088534834 -1.8130691916793473 0.0 0.0 0.0 -2.4593547884571834 0.0 0.0 0.0 -0.7993355915789692 0.0 0.0 -0.6382150641517672 VAV3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.30824537575764194 0.0 0.0 0.0 0.3544027367985332 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7717215244333513 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8861479292339984 0.0 0.0 0.0 0.0 0.9719517898027542 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 VNN2 0.0 0.0 0.0 0.0 0.0 0.0 -0.2700052983888574 0.0 0.0 0.0 0.0 0.2919340648464378 0.0 0.0 0.0 0.0 0.0 0.46152124517476645 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4070533669712213 0.0 0.0 1.6340687996268586 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.16058821071790688 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.277133699473754 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 WDR54 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3139216316783169 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4246840193163614 -0.3604642027213582 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.811997168047805 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ZAP70 0.15432926493593283 0.13065766539400198 0.0 0.0 -0.339750001042497 -0.2824000829708217 0.0 -0.42531696633896116 3.5021573270020796 -0.9149034411006703 0.10213432582448315 2.3158074144591874 0.3747439128867851 -0.35070231634653587 -0.1828291185710564 -1.1586601217457373 0.0 0.0 -0.4162208558033533 0.0 0.5101807299464433 0.0 -0.14858856162673512 -0.9268904431532489 0.0 -0.29955369357145323 0.0 0.0 0.0 -0.19206938622734535 0.5344054466184267 0.0 -1.4883327666297708 1.126110428978687 0.5650636557405162 0.0 0.0 0.0 0.0 0.0 -1.3785795733036617 0.0 0.0 0.0 0.0 0.0 0.0 0.5293906022591691 2.789419013679637 0.21820176455807208 0.0 0.0 0.0 -0.8378637482230141 0.0 0.0 1.1589691687576344 0.0 0.0 0.0 0.0 1.0775424953074768 0.0 0.0 -0.963461420245361 -0.9223596245516692 0.0 -1.020750482229618 0.0 -0.2955510711416064 0.0 0.0 0.0 0.0 0.0 0.0 -0.6863728446211268 0.0 -1.0211798427856125 0.0 0.0 0.0 -0.4606503060277684 0.0 0.0 -0.5231644740109332 BLVRA 0.594956397795736 0.16841514194207408 0.0 0.0 0.0 -0.38909678236172734 -1.8263570545941774 -0.7541394106286797 0.0 2.35028267645346 0.0 0.0 0.3496549060180259 1.3292651941350362 0.490179791564107 0.0 0.0 0.42488210767862805 0.0 0.6292498813793802 1.05313407904536 0.0 0.0 -0.34269266619388944 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5759933590744137 0.7812388445749392 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.691881709738666 0.0 0.0 -0.32800743204415334 -0.8647099267940067 0.0 0.0 2.990568575996195 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.4209012105970356 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CD200R1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7393667869715872 0.0 0.0 0.0 -0.6393016216202021 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.510826961808956 0.0 0.0 -0.9344572884746473 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CD28 0.0 0.0 -0.6662698084411073 0.0 0.0 0.16538989525871292 0.0 3.2218786557863006 -0.8356488819949125 0.0 -0.214794108909719 -1.2359757457840705 0.9414424120879472 0.0 0.0 0.0 0.5545650909698461 -0.360167539906724 -0.522505524648776 0.6937370775868157 -0.6938817205536587 1.5432976336212172 0.0 0.0 -0.47402485717621373 0.41936952494121754 0.0 0.0 0.0 0.0 0.0 0.0 -0.5664930905895924 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0837338289288 0.0 0.0 -1.5174057916711072 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1885205685868032 0.0 0.0 0.0 0.0 0.6440739488771413 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHPF 0.0 0.0 0.0 0.0 2.4557115980364808 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2992288081870609 -0.7857808747685867 0.3330418479501468 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8469725384439505 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8870119404588586 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FPR2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.372527112081102 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.861237551319228 0.0 -0.32574903279705936 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.46040324573301955 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7116079407082495 0.0 0.0 0.3672154842423331 0.0 0.0 0.0 0.0 0.0 0.0 -0.27060147631697445 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GPR18 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4207109920816784 0.0 0.0 0.0 0.0 0.0 0.5261724980181323 0.0 0.0 0.0 0.6995337238037511 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39504011901636904 0.0 0.0 0.0 0.8402150915305956 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4486438415992393 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.1377671536079954 0.0 0.0 0.0 1.7845016658593316 0.3544574769684471 -1.0443714622070877 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GRAP2 0.0962159900169137 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.1872258687759323 0.0 0.0 0.0 -0.25949937342247476 3.421770618848089 0.0 0.0 -0.8469964229768644 0.0 0.0 -0.3646792864336927 -0.6251183500191149 0.0 0.0 0.0 0.0 -0.6471974570622648 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 10.796987281853841 1.243507898968738 0.0 0.0 -2.611182617839605 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9654359575976336 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1807928578017355 0.0 0.0 0.0 0.0 -0.9006564136691798 0.0 0.0 0.0 0.0 -1.5770190615155864 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HLA-DQA2 -0.4631163364464742 0.0 -0.33829418269043954 0.0 -0.8691820341990814 0.0 7.567168382498395 -0.7220407879680313 -0.4233645767485086 -2.121755781363548 -0.6065369400777716 0.0 0.42453668498049185 -0.6550833370797818 0.6706252582688348 -0.8552977060174816 -0.3766500092753892 -3.6101186258573454 1.9647321281888064 2.1698100511213667 -1.0056556763373123 0.0 -0.42333873934946314 -0.40468959223329853 0.13183270978497585 -0.45070908013313454 -0.4608903402978386 0.0 0.0 -0.436575805278016 -2.199591042414159 0.0 0.0 0.0 0.97574210326598 0.0 0.16163452324237226 -0.8593193254793187 0.0 0.0 -0.014870234702862306 0.6684845907240495 -1.835585019809333 0.0 0.0 -0.78458102386561 0.0 -0.3736763130748821 -0.893430147592295 -0.6571962308915419 2.4489491196515263 3.420478468795756 -0.633829229200168 1.9793164813310362 0.20447371685896318 1.9004667325658045 0.0 0.27609933937075026 -2.428897085562761 0.8280689879419169 0.3322637192461567 0.2653594371247114 0.6678326332990597 1.1490847918687452 0.0 0.0 0.0 0.0 0.0 0.8859186929652024 1.2021790745021739 -0.28786265200742434 0.300460244556753 0.0 0.0 0.0 1.9157076772510813 0.0 0.0 0.0 1.8927003329758865 0.0 -0.49508924990425285 0.23175810422142668 0.0 -0.7285532194544189 ICOS 0.3920596395338204 -0.20842834804314175 0.5992429865830766 0.0 -0.1381483700069657 0.6588086905253492 -0.25139866945680184 10.558523511768101 -1.1712800205375462 0.0 0.22298301662011374 0.037672689692672144 0.7183080833213464 -0.35544996827259057 0.0 0.0 -2.3938869547406845 0.0 -1.0382283977312199 0.0 0.44162916495225385 1.0860182445149105 0.0 0.0 0.17671624271173583 0.2237521105171354 0.0 0.0 0.0 0.0 0.0 -0.6665156973169537 0.0 0.866396061228928 3.478481801598985 -1.7914373227043126 0.0 0.0 0.0 0.0 -0.01925385349297748 0.0 0.0 -2.0014100113538906 0.5584141429046264 -0.14728890450233986 0.0 0.0 -0.1082230242962223 0.0 0.0 0.0 0.0 2.0325213835462073 -0.5015439277946409 0.0 0.9466834528184287 0.0 0.0 0.0 -0.2696235352680408 0.0 -0.30545164060620933 -0.2845596984732003 -3.476108159192519 13.964320922921253 0.0 -1.1919075103489258 14.969317008244056 -0.858180407154505 0.0 0.0 0.0 1.3025364629518283 0.0 0.0 -1.17803919752923 0.311917432750297 2.5027710137534394 0.23703905086761828 -0.7781380172306932 0.0 0.7963171107120128 0.2327872015883655 0.0 -1.1618607350185441 NRGN 0.0 0.20319715072560512 0.0 0.0 0.0 -0.2652461637419041 0.0 0.0 -0.20996952111389808 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5079000280076761 0.0 -0.933873212384397 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.10391613878198322 0.0 0.0 -0.41865130259116423 0.0 0.0 0.0 0.0 0.0 0.0 19.486130019473773 0.0 0.0 0.0 0.0 0.0 0.0 -1.5102950139303084 0.0 0.0 0.0 0.0 0.6719587624372998 0.0 0.0 0.0 -1.026872973121414 0.0 0.0 -0.8193353897074515 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8203315385256887 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SARDH 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2783169491980364 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5505729724459256 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.9633966947746364 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 STMN3 0.0 0.0 0.0 -0.19402446010109767 0.0 0.0 -0.22462830521259655 0.0 0.0 0.0 0.0 0.0 -0.2195188375859839 0.0 0.0 -0.3275717086110484 0.0 0.0 0.0 0.0 0.0 -0.4940514367192082 0.0 0.0 0.0 -0.4039629461028245 0.0 0.0 0.0 0.0 -0.3847591696305622 0.0 0.3977812468378426 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SVIL 0.07464636251838777 0.0 0.09148822793446963 0.0 0.0 0.0 0.0 0.0 0.0 0.6649190191535458 0.0 0.0 0.0 0.0 0.0 -0.26949011304345544 0.0 0.0 0.0 -0.4187169656586615 0.0 0.0 0.5727347152395192 0.5256899883718436 0.0 0.0 0.0 -0.4921726475149999 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9943330052752438 0.0 0.0 0.7391157201702839 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9996188808895311 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TLE1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.536556591555693 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8768055503344183 0.0 0.7611017595977645 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9118927740314094 0.0 0.7358075940295338 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNIP3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2584840142222725 -0.3537644285127232 0.0 0.0 -0.6940296034272437 0.22715074777664185 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4613943841910372 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.337243188135031 0.0 1.6886612166679402 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.1873671972572786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MGST1 0.0 0.0 0.0 0.48439502907863924 -0.4957915736510863 0.0 0.0 0.0 0.0 -1.9826333149729507 0.0 0.0 0.0 0.0 -0.527727157458918 -0.6827093994942738 0.0 1.1441195464813578 0.0 0.0 0.0 0.0 0.8170588921840736 -0.609573480261611 -0.4332568769691427 -0.4246459250006178 0.0 -0.8235382326125551 -0.38153164888407554 2.85131411241722 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6685812431633806 0.0 0.0 0.0 0.0 0.0 0.0 0.9435822380186218 0.0 0.0 1.657852895908767 0.0 -0.40227209580701545 0.0 0.0 0.0 0.0 0.0 0.8200733587135466 0.0 0.0 -5.174669071809729 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9664951355937434 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.238724463942425 0.0 1.3163589287702961 0.0 0.0 0.0 1.5809236152719244 0.0 0.0 2.1124160131315373 -0.4159517477813652 0.0 IGF2 0.15742434825468798 -0.20652049393185612 -0.27223502984800735 0.0 -0.20587497465494142 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.057885430249878 0.668691949077223 -0.5022655317776835 0.0 0.0 -1.8702775459566763 0.0 0.0 0.0 0.3344656995561065 0.0 0.0 0.0 0.0 0.0 0.0 -0.8720772359786791 0.0 0.0 0.0 0.0 0.0 -0.4845775229108387 -1.8157253104519804 0.0 0.7022673414071298 -1.3903361498552573 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0189010503557658 0.0 -0.4006106632018372 0.0 0.0 MTRNR2L3 0.0 0.0 -0.22882342350557824 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4749420701758851 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6183349014573274 0.2381174187324239 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NID1 -0.11366239604175395 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4895681068278555 0.0 0.0 0.0 0.0 3.8539973412148307 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.90412470122076 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PAPSS2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4541493183058054 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5713093718563258 0.0 0.0 0.0 0.5196662103550408 0.0 0.0 0.0 0.0 0.0 -0.7933315534530139 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9844175239543365 0.0 0.0 -0.5652531006055185 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARHGAP11B 0.0 0.40559609430564003 0.0 0.0 0.0 1.0940523914728786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DUSP4 -0.37451151833862106 -1.1839165310194404 0.7954342028128838 -0.41705470892990865 -0.08416911284034512 -0.481505311952517 2.8153825899384164 9.860814350950909 -1.7626490352651536 -0.37549723939540636 -1.193233327406117 -8.829254739938346 3.2221568080826613 -0.7002742613490988 -0.3267247051948664 0.5228453609506379 -2.209068310029553 0.35452805813522364 -1.893621928729218 -1.7238866286855152 9.009095095705545 2.503217771854328 0.0 -0.4309981337356815 0.0 2.699476598206297 -0.537572439498812 0.0 0.0 0.16487133730218137 0.0 0.0 -0.785668547615725 0.5855245421594385 -2.7124916683369484 -5.506982873047822 0.8501677003155116 -0.9995711494816049 -0.7898041766992558 0.0 7.57694354666229 0.0 1.0121516429385482 -0.8481766864986839 0.35467089551749603 0.7927897610579642 0.0 0.6981347660685494 -0.764003692777087 -0.373715527499538 0.0 4.9137444484977095 -0.33934929383177365 2.00540561028354 -0.2684751128572562 6.046412482482803 10.868485805124232 -1.5419938498454497 0.0 0.0 3.048949748675034 0.09457666303042578 0.34933396542530354 -0.3061712250483603 -3.120498727383758 1.79731590308052 -0.7801545841929896 -0.39617744459377535 0.11520863347587032 0.7209765760086678 -6.295798886749354 0.3721775825634114 0.0 0.7753471814074613 0.0 0.0 0.0 0.0 -0.8617763448368605 1.1160348350279592 0.0 0.0 0.0 0.0 0.41876029162130707 0.32155385241488327 SLC38A6 0.0 0.0 0.0 0.0 0.0 0.0 -0.2585832602094071 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.48993083494910195 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2864810268507818 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5947105800174137 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TIGIT -0.6377084407658231 -0.4899378422874333 -0.871102003655232 -0.10216002740395623 0.0 -1.7091274683216289 0.09070061121203968 16.773128291919825 -0.040456621386548826 0.0 -0.7446485342681108 -1.8207981410087248 4.604876032923117 -0.075673429348323 -0.7426718872350991 2.9104542216826363 -8.61739703012908 0.0 -0.7243939774733003 -0.3625550437333142 2.2991604635638003 4.100663776656161 0.0 0.0 -1.861792473455785 0.851128355458164 0.0 0.0 0.0 0.0 0.3955329175477742 0.7483037908142646 -0.6912354865610919 -1.9124050946267883 7.138216998309779 0.5293826413891841 -0.12995838718743244 0.0 0.0 -0.7188967246518346 9.8415844247128 0.0 0.0 -2.006726571014392 -0.3951472650140663 0.0 0.0 1.6350449338726019 3.179119695105792 -0.44166912428575067 0.2725774363056383 1.018478529718513 0.0 0.0 -0.49972982755104495 -0.8726065251074567 0.9725157296433827 1.234560966066353 0.0 0.0 0.24283602189674194 -0.4404820643248903 0.7790444017402897 0.3291905899048931 0.0 -2.2793719891203135 0.0 -0.4524130611059395 6.749568352542651 -1.532942064281686 13.309506099609354 0.0 0.0 -0.1751052540659094 0.0 1.186427584116742 0.9235102086699779 0.0 -6.6285878021799265 3.660008877000487 -1.2302467549014238 0.0 -0.949737363182742 0.0 0.313706222710576 -0.6075388949608306 ACP5 0.17092938817003694 -0.411022197899368 -0.598684859416111 -0.48380195932251546 -0.91406682126275 -0.5562519199960364 -0.6087071159262316 7.566456901127275 -0.2697176557397103 -0.30484434764074253 0.0 -0.7556718340722304 -1.3053471881481413 0.45498537528037 0.5066065427500549 0.0 -0.8826255292892972 -1.9218621580063429 2.793870326092148 10.8353519652412 -3.379134927091234 0.0 -0.6464766138742644 -0.3887509049437708 0.6523044200101978 1.1988997173655882 2.381906170654372 0.5993629684622183 -0.2981483512696258 -0.7076211414306375 -0.6498398358174063 0.0 0.0 -0.5906672337164515 -2.0941574914207775 0.0 -3.3207386129802603 17.199882096106855 -0.7666753104186196 0.0 10.830489801774755 0.0 -0.8724804301183248 0.0 0.0 0.9712333718648827 0.0 0.2512819660881659 1.6466566384870478 0.2625771641681082 -4.441300567539103 -1.8518613878060688 1.1042348439945666 2.189188342670226 -0.387076451045798 0.9089725635908081 0.0 1.1729839620265408 0.0 0.0 0.33029234106614147 0.7109649727855615 -0.38292403702277045 -0.37815198237919384 0.0 -6.698911330048943 0.0 0.0 -3.7840993496661297 0.3051222293190614 -1.2215686912856685 -0.4520930676771492 -0.08133614013518305 0.0 -0.9031451450898207 0.0 0.0 1.249740946398687 -2.869540486006959 0.9907141073936252 -1.318699657330192 0.0 0.0 0.0 -3.6609110016346507 -0.8783051428674451 GPBAR1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.7128913767302887 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6908568125131206 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.48642021723673795 0.0 0.0 -1.2674214199152225 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8129979292314328 0.0 0.0 2.755033063528535 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GPR174 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3378155386357451 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5538707122219597 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8195765905004632 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.23118808995974177 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8667737837606435 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IGFBP3 -0.3879986999315631 -0.2371482860182286 0.4710661602971481 0.2374519450460185 0.12915741729363592 0.0 0.0 -0.3032612809892849 0.0 0.0 0.0 -0.45548517619802736 0.0 1.0347095608419226 0.0 0.0 0.0 0.39735415922190553 0.0 0.0 0.12532030863847202 0.0 2.164609335920542 1.951858847640437 -0.9633639254141299 0.22784917254147488 -0.8726844277343381 -3.94872829237015 -0.22821050340022317 0.0 0.0 3.466833001691312 0.0 0.6339125236356064 0.0 0.0 0.0 0.0 -3.2877629408757425 0.0 0.0 -1.843452192699366 0.0 0.0 1.1577119970213658 0.14745170719836573 0.0 -2.2934012205317074 0.0 -0.33916060076844 0.0 2.114570036237311 0.277994139244576 0.0 -1.1164362529056617 0.0 0.0 -0.25397926837678625 0.0 0.0 0.9318602973733529 0.0 -3.130181464638446 -0.4291281866343692 0.0 0.0 1.2590681282945984 0.0 0.0 0.43322108782981844 0.0 0.0 1.2477953294742161 0.0 0.0 0.0 -0.49123958925373834 0.46362689415411806 0.0 -1.3940083307899527 -4.6446994434577755 8.40503253932992 0.0 4.534882113536367 0.7944010044534742 1.6167656393533973 MS4A1 0.0 -0.48422870543767105 0.0 -4.289543524539887 -1.518138011165659 0.0 -4.595073216049367 0.0 0.0 -1.1631898532644218 0.0 -0.5524049261193915 -0.26204711065553016 0.0 0.0 -0.1161084740684573 0.0 -0.5399301960249228 29.097190254078747 0.0 -0.673606949295529 0.0 0.0 0.0 -0.14156551898539102 0.17129097664878778 0.0 0.0 -0.3416551042776236 1.8579506190849522 1.790912190648698 0.0 0.0 1.6440621308903443 0.0 1.1201404280405505 0.2801115514097832 0.0 0.0 0.0 0.6947720526887654 0.0 0.0 0.0 0.5538971318971229 -0.44291036403743433 0.632794447100845 0.13695546807642334 0.0 -2.572572933697347 2.211412766810343 0.0 -1.5354678370763513 0.0 -0.4486127982908497 -3.6195405019994222 0.0 0.2899494969793649 0.0 2.820536294502365 0.38325554562389336 -2.2597404363744245 -0.8905957716874725 -2.50059184848478 0.0 0.0 0.0 -0.3637312065675228 -0.9469330065771372 -0.3013007290832356 3.996902195086219 -0.03365390906762622 0.0 0.0 3.479868254346352 0.0 0.5664551123648216 -1.0101981140494904 0.0 -0.7740289452594867 0.6835316664211601 0.0 0.0 0.3517082981836292 1.9074826504098557 0.0 TNFSF9 0.0 0.0 0.38172024898513385 0.2528579796101836 0.0 0.0 0.0 -0.21899546253089286 0.0 0.0 0.0 0.0 1.994747823867028 0.0 0.0 0.0 -0.345436135778787 0.0 0.0 0.0 -0.4520225787715013 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.579075771887414 0.0 0.0 6.883466729412486 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6226082897134713 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7838879795071988 0.0 0.0 0.0 0.0 0.0 2.2855551052924343 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TOX 0.0 0.0 0.19461064193083905 0.0 0.0 0.42985359192336003 0.0 -2.1010605129803412 0.0 0.0 0.0 0.0 0.8676845852755628 0.0 -0.4200260571288706 0.0 0.9344384449454523 0.0 0.0 0.0 5.330432024138279 0.0 0.0 0.0 0.0 -0.37482132840237364 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5183461910678422 0.0 0.0 0.0 0.0 0.0 5.864540592241394 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8263455392472957 0.0 0.0 0.0 0.0 0.0 -2.1676073794498287 0.0 0.0 0.0 0.0 -0.000890601743859983 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1182017680022978 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLEC4E -0.09233866500294936 0.0 0.0 0.0 0.0 0.0 -1.4679721438554447 0.0 0.0 -2.464691195903097 0.0 0.0 0.0 -0.3620589307090187 0.0 0.0 0.0 1.5866389366081868 0.0 0.6309694161927648 0.0 0.0 0.0 0.0 1.2137823802752092 0.0 0.0 -0.3928354879175396 0.0 1.6532408661375848 0.0 0.0 0.5519221492625578 0.0 0.0 0.0 -0.571648496727725 -0.775519613937834 0.0 0.0 0.0 0.0 2.7150611843138748 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5395728617751995 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3453247275781983 0.3853782347514807 0.0 0.0 0.0 0.0 0.0 0.6405758071877963 0.0 0.0 0.0 0.0 -0.2902338585914325 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LSR 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3484132669014056 0.0 0.0 0.0 0.4341557572602339 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6210669212284796 0.0 0.0 0.0 0.0 0.6894741056076367 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1969091069887121 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MTFP1 0.1353728853006631 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4953150551696408 -0.36177729328819513 0.0 0.0 0.0 0.0 0.873685806582691 0.0 0.0 0.0 0.0 0.6098468744516432 -0.5508413546092761 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.084917701504549 -0.7206380688906844 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CD79A 0.0 -0.13415965669963079 0.0 -5.349078066913041 10.106592538837974 0.0 -6.560307260326092 0.0 0.0 -1.158356366942144 0.0 0.0 -2.6442328223904266 0.44498454603145415 0.0 0.0 0.0 -0.40219710363721994 31.576841451785178 -0.49317488661366893 0.0 0.0 -0.8785508853558472 0.0 0.0 0.0844849984047778 0.0 0.0 -0.37050647352376215 2.578242345595803 3.598887817228857 -0.5089866505236217 0.0 -1.80453688411512 0.0 0.0 0.17112215889783794 0.0 0.0 0.0 0.7859078004495598 0.0 0.0 0.0 0.2247901043282984 -0.3064364885626203 -0.6092599977206976 0.3395982391768298 -0.7956413468764925 -1.6568674751363741 8.513905687657884 -1.5244599609623648 -0.6368624682157021 0.0 0.0 -2.948852897109006 0.0 0.32688933028308453 -0.9452566100795838 5.292662168580692 0.0 -1.0833622718134566 0.09868892091941987 -2.8073517899511664 0.0 -0.011421921876470176 0.0 0.0 0.0 0.0 2.504653082878076 -0.25015843607180194 0.0 0.0 3.2829488524722983 -1.993196359889366 0.7199240768393338 -2.4510387591494576 -1.8684931643034268 -0.25601020999372887 0.0 0.0 0.6292666523499585 0.3204559966076959 1.200042407707063 0.5869228006734785 CERKL 0.0 0.0 -0.21912809762245475 0.0 0.0 0.0 0.0 0.0 -0.2773346163277398 0.0 0.0 0.0 -0.3123345014307046 0.0 0.0 0.0 -0.4147405933429022 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5063016608636551 0.0 0.0 0.0 0.0 0.0 0.7015877225471179 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IGHM -0.10001974847157295 0.0 0.0 0.3795682381362362 1.2275730995237497 0.0 -2.727831633802062 0.0 0.0 -0.4033841929315328 0.0 0.0 -1.2858210358966087 0.0 0.0 0.3364589351775256 0.2913416293363004 0.0 13.866648357947485 0.0 0.11320074566603813 2.381411716607162 0.0 0.0 0.176347038009404 0.0880424141151896 0.0 0.0 -0.5251701348910116 1.7459769567601513 6.888162202911412 0.0 1.1963925117186878 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8712101818500613 0.19472893795457996 0.0 -1.3737789158549945 0.0 0.0 0.0 13.671363112425926 0.0 0.2813788667919837 0.0 0.0 -1.3416898936401482 0.0 0.0 -2.938938013316875 -6.24583285737161 0.4148116510073534 4.516263332382717 0.0 -1.0575230407412215 0.0 0.0 -0.3934318816688873 0.0 0.0 0.0 0.0 1.0128988007065278 -0.6757721430925386 0.0 5.980613393818313 -3.388434127996676 0.0 1.1195929190655014 4.332934152458872 0.5377848359118297 0.0 0.0 0.0 0.0 0.26574339872756136 1.0796013324860632 PRXL2C 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0189104137815341 0.0 0.0 0.0 0.0 0.0 0.0 0.63170077974112 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2671688804422626 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ABCA6 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5372655459021373 0.0 0.0 0.0 0.0 0.639012567478227 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8527754305346998 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ABCA8 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.976635722147378 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ABHD5 0.0 0.0 0.0 0.0 0.0 0.0 -0.45614878899327976 0.0 0.0 0.3230515781684077 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7668841073480696 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.6463475664438967 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ACE 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.44216587487810527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.276276213733604 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ACO2 0.0 -0.15728872934488142 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.07909670731625365 0.0 0.0 0.0 0.0 0.0 -0.38464652211546696 0.0 0.0 0.0 -0.3244126424003858 -0.4463820494211721 0.0 0.0 0.0 0.0 0.0 0.2761415425642694 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ACTA2 0.2924582118414819 -0.3738768581371524 0.4878914498605414 0.0 0.47828774399109136 0.0 -0.2514394191997006 0.0 -0.42987635590108014 0.0 0.2405661418523365 0.0 0.0 -0.39886599487294194 0.7019822543160443 0.0 0.0 0.38251800246937845 0.3577822396571092 -0.09508894145834398 -0.24913106170365598 0.0 3.5455491563545323 -5.868326237605067 0.6111109791926735 -0.05937474024509067 0.2625845012898438 17.28256243312887 0.5401715243568904 0.5824454087840966 0.6429335106376624 0.6127008741071867 0.0 0.0 0.0 0.0 1.4126834593580306 0.0 -1.4052380435229233 0.0 0.681604186128963 30.83388789071882 0.7682529936923402 0.0 0.12653034372954788 -0.7831534853308729 0.0 -0.21846483538799788 -0.8573411048140829 -0.2535795078694726 0.0 -0.7839126466339771 0.3717810618012047 0.0 1.9268332135417436 0.0 0.0 0.7876038592537782 0.0 0.7086798502715994 0.3713331610913338 0.0 -0.29811638088891557 1.1977764094655707 0.0 0.0 1.6285055421713832 0.5610518929523535 0.0 -0.35866967296579993 0.0 0.0 2.546651300397479 0.0 0.0 0.0 -1.197106433055604 0.0 0.0 -0.38817453939398217 -2.0154330212016314 -8.173741361850665 2.3032469414229246 -11.647271488673358 1.052520635024341 -8.191247669303241 ACTG2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2348185915302443 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34040704573534897 -0.23380162183412062 0.0 0.0 0.0 1.0199596270303315 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 8.728453276914397 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6954320274660872 0.0 -0.4481036793591646 0.0 0.0 ACVRL1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5547884295525196 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADAMDEC1 0.0 0.0 -0.18721424857249191 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5307209480812989 0.0 2.655960986665616 0.0 0.0 0.0 0.0 0.3345759861797613 0.0 0.0 0.0 0.0 0.0 0.0 0.5424373060961292 0.0 0.0 -0.6063307512908415 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5721766088549106 1.0583936675023704 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADAMTS1 -0.04337757061687386 0.0 -0.13911449712316012 0.0 -0.2878674753250913 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.658408302544881 4.388867117561971 0.4478933014008358 0.0 0.0 3.6796211846962 0.0 0.0 0.0 -0.3005773167500517 0.0 0.0 0.0 0.0 0.0 0.0 -4.273111795156379 0.0 0.0 5.055780141595719 -0.6892054968327451 0.0 -0.2691130916315087 -2.4181931041121514 0.0 0.0 -1.2670005016187122 0.0 0.0 0.0 0.0 0.0 -0.4731462554037507 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7877428026505909 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADAMTS12 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9398178566389661 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7430451754423593 0.0 0.0 0.0 -0.5430981137440811 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADAMTS9 0.11848374138003134 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3836177294032039 0.0 0.0 0.0 0.0 0.0 0.0 -1.0548253212904162 5.044580233998009 0.0 0.0 0.0 1.156600435799394 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.042674137313467 0.0 0.0 1.971518272071112 0.0 0.0 0.0 -1.0877496965339966 0.0 0.0 0.953083785017822 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADCY4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.37267855984760884 2.5471489202758315 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADCY7 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1492323633055346 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADCYAP1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.771652262191201 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.08413096282646487 -0.3523016834454279 0.0 0.0 0.0 0.01483262200656195 0.12626568817351586 0.0 0.0 -0.6560003502098267 0.0 0.0 -0.44205098761177947 0.0 -0.5901559442196552 0.0 -0.5104703207308127 0.0 0.12217538350872685 0.0 0.0 -0.33895197888602413 -0.5087963651387324 1.6021696307409243 0.3833388619987266 9.921714429804744 -2.3788528746286612 0.4379025074113898 0.9581566447252989 0.0 -1.4769675967972513 0.0 0.0 0.0 0.0 -0.31922095269067596 -2.4185870663125644 4.9901686921176305 0.0 0.0 -0.4953768462876985 0.0 0.0 5.233015084936457 1.3467874227434593 0.0 5.219535793418116 -0.7600739393606901 0.1502449876295533 0.0 0.07249991702206378 -0.68889706877289 0.0 -0.8233831458691413 0.0 0.0 0.9189084912569357 0.0 0.0 0.0 0.0 1.352029004380391 -0.7223839236792933 1.3620991499326884 0.0 -1.338914138514606 0.0 0.0 0.0 0.0 0.0 -1.6928870977205601 0.0 0.0 0.0 1.963060042592072 0.2808634166658751 0.0 0.5233098069998281 1.8382184822242849 8.290227089838632 -1.288943343733662 0.47095464250906877 -2.88158696976364 1.7410651580455117 ADM5 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5241697710417955 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6155220224647882 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GRK2 0.0 0.0 0.0 0.0 0.0 0.0 -0.32573205021233387 0.0 -0.38031049928790056 0.0 0.0 0.0 -0.2733520839246865 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7123298000217422 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9214495877241731 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADTRP 0.0 0.1627996199405509 0.0 -0.166679108180852 0.0 0.0 0.0 0.7447183981919769 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2738216066137456 0.0 0.0 0.0 -0.400845159098643 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8877156189761524 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9075164346614933 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.1223043586362107 0.0 0.0 0.0 -0.8294186876350974 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.001724979394574 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AEBP1 0.27344742831640817 0.0 -0.3548083460519453 0.2802309073388144 0.059015577359042094 -0.2497048193522108 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3122207897444627 0.0 -0.33575276968869977 0.0 0.0 0.0 0.0 0.0 0.0 11.149795106668792 -2.176974529496758 0.5760001862988945 0.0 0.0 -2.6538613161670503 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9931535617636819 1.4778895092390245 0.0 0.0 4.1812337974645075 0.0 0.0 0.0 -0.6895261337454036 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9188199780412479 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0939516164192704 0.0 0.0 AFAP1L1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5174419873285736 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.003154174115874 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AFAP1L2 -0.0804750119770147 0.0 0.25016515873173156 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6060316067715553 0.0 0.0 0.0 0.0 0.0 0.0 0.5011648148048032 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.688840612806474 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AGR2 0.0 -0.26814751618724825 -0.24674407962682102 0.0 0.0 0.0 0.3593378150055367 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.687830024879951 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8451578137177544 0.0 0.0 0.0 0.0 0.0 0.0 -1.2300510909883946 -0.6441306539437558 0.0 0.0 -0.7145748449311768 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.679960548086691 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AGRN 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5076945421212377 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.227515582958299 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5210442423652252 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AGT 0.0 0.0 0.1933628220931853 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.18231435638429408 0.0 0.0 0.06382161085069422 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1617225970788294 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0418133251189565 0.0 0.0 AIF1L 0.0 0.0 0.08277961318879724 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CRYBG1 0.0 0.0 -0.297900484121647 -0.38792075418921046 0.0 0.0 0.7760177630536357 -0.8805819831788353 0.0 0.0 0.0 -0.3347941879914511 0.0 -0.4561204657935653 0.0 -0.3064168898754667 0.0 0.0 -0.9360463786693725 0.0 0.0 0.0 0.0 0.0 0.0 0.3754257299313017 0.0 0.0 0.0 0.0 0.0 -0.5835902946775628 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7632125967979425 0.0 0.0 0.0 0.0 0.0 1.262899337848482 0.0 0.0 0.0 0.0 0.0 -0.7682359389921721 0.0 0.0 0.0 0.0 1.0165413285172062 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3968401504509029 -0.985781647359628 0.0 0.0 0.0 0.0 AIM2 0.2357249574312202 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7462963639135856 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.46432696247141503 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.657329172966227 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -6.683480061751074 0.0 0.0 0.0 0.0 2.3824051917847253 0.0 0.0 0.0 0.0 0.0 -0.8951992101761851 0.0 0.0 0.0 0.0 0.0 0.0 0.7859419275067687 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AIMP2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2343683482477652 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.19925093124820922 0.0 0.0 -0.33305779585846224 0.0 0.0 0.0 0.0 0.0 0.0 -0.46267612873892733 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AKAP12 -0.31320855314010937 0.33207360879519465 0.5065342954177403 0.0 0.32215465076040367 0.0 -0.30825984909257326 0.0 0.0 0.0 0.0 0.0 0.0 1.4298620742375634 0.0 -0.4013305883093482 0.0 0.0 0.0 0.0 0.0 0.0 1.88807017687738 -0.7621274538150273 -1.3139656454079567 0.0 0.0 0.47849088789241695 0.032726385420968084 0.0 0.0 -1.0735865149487291 0.0 0.0 0.0 0.0 0.0 0.0 9.808274962516082 0.0 0.0 1.1430701016220581 0.0 0.0 0.0 -2.114540556823377 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.32040259629508133 0.0 0.0 0.0 0.0 -0.24785948309557274 0.0 0.0 0.0 1.6964839015179545 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.5889606511523726 0.0 -0.7192995943147495 0.0 0.0 AKAP17A 0.0 0.0 0.0 0.0 0.0 -0.20154048930874086 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38654822954846213 0.47516141045371213 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AKR1C1 0.0 0.0 -0.41256506123177666 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4943796493652323 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.32669392998555974 0.0 0.0 0.0 0.0 0.0 0.0 0.867669071431554 0.0 0.0 0.0 0.0 0.0 0.0 1.8946149849425988 0.0 0.0 0.7240231151335026 0.0 0.0 0.0 0.0 0.0 0.24099947438821703 0.0 0.0 0.0 -0.9222142582326632 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -4.415965091018161 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AKR1C2 0.0 0.0 0.2556114514206928 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.010903227027003 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.9136664752197197 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AKR1C3 0.0 0.0 -0.17783884338740127 0.3047282816179387 -0.18200819689358863 0.0 0.6616609443606285 0.0 4.681307868513286 0.0 0.0 1.3361399758198238 -0.42473473988789046 0.0 0.0 0.0 -0.3301713205759257 0.0 0.0 -0.4337715843560703 0.40289938893580063 0.0 0.21457910319569112 0.24795444927866722 0.0 0.024333468896042893 0.0 0.0 0.0 0.0 0.0 0.0 -2.1657673101143025 0.0 0.0 0.0 0.0 0.0 2.7484606172864527 0.0 0.0 0.0 0.0 0.0 0.0 -0.7657225732884768 0.0 0.0 0.0 0.0 0.0 0.0 0.219857413381354 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.312964737762674 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -4.412014526458206 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ALAS2 0.0 0.0 0.0 0.0 -0.32427445492950613 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 11.897985817223653 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ALB 0.0 0.0 0.0 0.0 -0.6336536111128682 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7405387281298316 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.45565223144218153 0.0 0.0 1.3912409794635399 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ALDH1A2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.28720807630854744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4022221472096804 0.0 0.0 0.0 0.0 -0.6337805198886638 0.0 0.0 0.0 0.0 0.0 0.0 0.9164728086789413 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ALDH1A3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6866816473167574 0.0 0.0 0.0 0.0 0.011391122351330107 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5765780761766504 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ALPL 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.31120818893283264 0.7260358697937884 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7290009346217451 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 JAML -1.3706669639769906 -0.1430467404172442 -0.23355097808067554 4.875276853054038 0.03444250126385606 -0.20020738115978115 7.567387250229472 -2.217811501968418 -3.236087604378905 -2.179889037993341 0.07118232982782627 -4.516196744185115 0.741106952560368 -2.1384411743033924 -0.4226470693133522 -1.0219798256019144 7.691411832837214 2.2372353700599286 -5.052152350348921 -5.634729085030749 -2.643466255795574 -0.8033631157926688 -0.4046771934010509 0.0 -0.49983596338744557 -0.5006023328180836 -0.7054341192272902 0.0 0.0 -0.15127428580315117 -0.47750274231368284 0.0 -3.187823518896141 1.5737509882022795 0.0 -1.184475967323742 -0.30780918147417813 0.0 0.0 0.0 5.527197369930747 0.0 0.36385672129167956 -4.856215973021493 -0.8163222362799861 0.0 0.0 -0.38409519077214077 0.7599339937144844 -0.38695810616917786 -0.7620078446379281 -1.9932371187772269 0.5638728128257812 0.0 0.6980338050931327 -9.491243872402649 -1.0864331727544463 0.0 1.4534085381645934 0.0 0.0 -1.7186288719521663 0.0 1.2215768164406258 0.0 -1.7254298232853078 0.0 0.0 -1.4926608233667125 -0.4981610980740713 -1.0249906921841976 0.0 0.16830739828741223 0.0 -3.8847764301479337 0.0 -0.033993673188266446 0.0 -1.8756777171412 0.0 -0.7642686856705272 0.0 0.0 0.0 0.04997250893886869 -0.6071553689287242 ANAPC15 0.0 0.2919271547300413 0.0 0.0 0.0 0.5982971782192478 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3379224130109531 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1195619340129606 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANG 0.0 0.23061765336078824 -0.20733269920019987 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.9929309160913566 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2263504865658055 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANGPT2 0.15657692506251938 0.0 -0.21253381237984748 0.0 -0.2766164826322694 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1198219495127697 0.7908797974903327 -0.62217097625782 0.0 0.0 6.277671307098299 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 10.834483914386615 0.0 0.0 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0.2354437038807412 -0.9088399813044236 0.0 0.0 0.0 0.0 0.7063615495410989 0.0 0.13611544255128724 -0.5957663334262434 0.0 2.197709096297279 0.0 1.612586354326982 0.0 0.0 0.0 0.0 -1.0739165940637856 0.0 0.0 0.2786755531163876 0.0 0.0 0.5279380774189668 0.0 -0.3950887464784992 -0.49120305808574033 0.0 0.0 -0.08449552573303354 0.0 0.0 0.8491403793739822 0.0 0.0 0.0 0.0 0.0 0.0 -0.472818631765234 0.20641496761297407 0.0 0.47690365276634694 1.248068359289045 10.20715029568119 -0.7971203234696782 1.7554737885277096 -2.960084982607635 0.0 ANGPTL7 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.13854239208907612 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3110539504251192 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANKHD1 0.0 -0.1124402904074007 0.4434693943434855 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7139026953094373 0.0 0.0 0.0 0.6070319699800909 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.37409660987117 0.0 0.0 -0.7809865836597609 0.0 0.7617809701953617 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.770033490073552 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4438303766988765 0.11741928181859078 0.0 0.0 2.7779700954883997 0.0 1.3369722037104144 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANKRD36 0.0 0.1960550138010135 0.0 0.0 0.0 0.0 0.0 0.0 -0.2896863087854426 0.0 -0.22417500295293666 0.0 0.0 0.0 0.0 0.0 0.0 -0.6006517203092404 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7639419376033519 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5739383229495695 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.2107481703088374 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3973962824065709 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3176963002053996 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ANKRD36BP1 0.0 0.0 0.0 0.4403964251573552 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0.0 0.0 0.0 -0.6922907202966573 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AOC3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5131232556966359 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7354860303597937 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AP1S1 0.0 -0.06649580267392283 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.12190624285108208 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2462142684572007 0.0 0.0 0.0 0.0 -0.3554171315848704 0.0 0.0 0.0 0.0 0.0 0.0 0.8314137201508182 0.0 0.2895272640829201 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 APLNR 0.0 0.20272957918231632 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.3431879935043196 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 APOC1P1 0.0 0.2780621461779606 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38926908240460584 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6697054044723662 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 APOC2 0.0 -0.11433206543321152 -0.23674510590978026 0.0 -0.19648877772392312 0.0 -0.2633323421187522 0.0 0.0 0.0 -0.5545762717169369 -0.5766291371946768 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3579688773856119 0.0 0.0 0.0 0.0 2.527172483420054 0.0 -0.4796907265291371 0.0 0.0 -0.07747814694516286 0.0 0.0 0.0 0.0 -0.18862186195288477 0.0 -0.895006803219467 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-0.045735501942303323 0.0 -0.367782441568931 -0.26153498939543 0.0 0.0 0.0 0.0 0.0 -1.127730122201979 0.0 0.0 0.0 0.0 0.0 -0.39790435461184936 0.8911057695151201 0.0 4.272962277046728 -2.063187865995212 0.0 0.0 0.632697638046527 -5.836011234703427 0.0 0.0 0.0 0.6696917768625872 0.0 0.0 0.0 0.0 0.0 -1.240654944776947 3.8520404552447927 0.0 0.0 -6.099142289120003 0.0 0.0 -0.5034853436480601 0.1770660217567717 0.0 0.37650439175189826 0.0 0.0 0.0 0.0 0.0 1.32236048037218 0.0 0.0 0.0 0.0 0.0 0.0 0.23248425974899548 0.0 0.0 0.0 0.0 0.0 -1.6967769459255564 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6197529552320977 -1.0613833759688907 -1.496995710885505 0.3707075665167584 -1.7495934829273405 0.0 0.0 AQP1 -0.06941588543382202 -0.19615578277499365 -0.2125933674630263 0.0 -0.1841466688079687 0.0 -0.20441183825840686 0.13667655397398962 0.0 0.0 0.35058048179566614 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.17422105596263363 0.0 -1.0918781265521047 20.621337419267032 0.0 -0.8614051680914981 0.0 -0.534921051862168 -0.00957765403850958 0.0 0.0 -0.697769776380997 0.0 0.0 0.0 0.0 -0.15423923957944985 0.0 -11.696774513551118 0.0 0.0 -0.8222060617889371 0.0 0.0 -1.5010979166937883 -0.677798580599792 0.0 -0.5916996637609763 0.0 -1.539452938703746 0.0 0.0 1.1434389235898796 0.0 -4.115630946047315 0.0 0.0 -0.49713987612843 0.0 0.0 1.3203394755406395 0.0 -1.1827932247336161 1.175973376738605 0.0 0.0 -3.292954587392505 0.0 0.0 1.24208947877622 0.0 0.0 2.227990764404142 0.0 0.0 0.0 -1.4815752820479045 1.0717957879188158 0.0 0.4352109751828815 4.365314111600075 -1.099248873858555 1.0572422345536514 1.4138838934127649 4.387341108469394 0.7499273996605511 AQP9 0.1471967588876863 0.0 0.0 0.0 0.0 0.0 -0.4586228603574124 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.401487909043923 0.0 -0.4067351814681638 0.0 0.0 0.0 0.0 0.0 0.0 0.5165437542703648 0.0 0.0 0.2093631979100551 0.0 0.0 0.0 0.0 0.0 0.0 0.18652860386861764 0.6873527813036904 0.0 0.0 0.0 0.0 4.542156942424732 0.0 0.0 0.2520038517423587 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-0.790462617923729 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2823077910271838 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARL2BP 0.0 0.0 -0.18213016068451532 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.315020177484607 0.0 -0.3095027811780042 0.0 0.0 -0.37312872982715917 0.0 0.0 0.0 -0.49704743763340764 0.0 0.0 0.6179365744285766 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7514878545305353 0.0 0.0 1.429842452728535 0.0 0.0 0.0 0.0 -0.671015149182036 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9923635216180222 1.5164664842836293 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.408063458002595 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ARL4D 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5971433940210557 0.0 1.7670482640173535 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3687048852099706 0.0 0.0 0.0 ARL6IP4 -0.9768137461962583 0.7472433021991882 -0.15222897422707812 -1.0203824547341052 -0.27169228859264566 -1.1960519802019818 1.3185787442568548 -0.273117268688615 0.10382412609824299 2.3348601760700864 -0.9591532717723977 0.25898950846577695 -1.0121431195411192 0.41063695007138673 0.4738830543211849 0.2791385608871641 -0.703283777617732 0.124282671735669 0.0 -0.10651183978014268 1.6573522038180877 2.4438100899176094 0.5093802144445704 -0.4847144235008577 0.837249906029731 -1.0044326552442586 -0.9945428469451011 0.0 0.49863604295583847 -1.2861282485690488 -0.45773465838254324 -0.4572516043238163 1.5030242438051271 -0.5683932312300493 0.15039224281392144 -2.970423336832909 -0.8200198714875653 0.0 0.0 -1.2957517328073767 -0.7855539438278355 -0.7837583102128621 0.0 0.0 0.0 -0.4927093088898454 1.2440659050367695 0.0 0.0 0.0 -1.6240088939268038 -1.49371470336551 0.0 0.0 0.37048550966778665 -0.8658408697814742 -2.2493627165680325 1.5534848569641184 -0.8929348072078911 0.6011445079106621 0.0 -2.548734612029703 0.0 -0.5066188416375301 0.0 0.0 0.0 -1.151852352576593 0.0 0.0 -1.1081210968980952 0.0 0.0 -1.6650937107973598 0.0 -5.495097266728161 0.0 0.0 0.0 0.0 0.0 -1.1544579785840372 -1.5710415193589822 0.0 0.0 -0.6687636408857625 ARPC4-TTLL3 0.0 -0.1167655703390695 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5212819640169666 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9111467517674194 0.0 0.0 0.0 0.0 1.0660349204552848 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ASF1B 0.0 6.805894513976478 0.0 0.0 0.0 -0.2678754120421078 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 12.061381891313186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8267407013274858 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ASPM 0.0 7.6957255495843375 0.0 0.0 0.0 15.789501582985665 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -5.478439823022211 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.81912642817873 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ASPN 0.0 -0.07952780728827269 0.1453153752506602 0.0 -0.26339423781325105 0.0 0.010444591711393942 0.0 0.0 0.0 0.0 -0.30134318026272894 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4406072410478138 0.0 0.0 4.90955610422588 -0.8396113760423523 0.33663290463284584 0.0 0.5924661366583732 6.531919669890651 0.0 0.0 0.0 1.0092653827335185 0.0 0.5855872991170015 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -5.9462436332984865 0.0 0.0 -0.22922090514398102 -0.23228135234891337 0.0 -0.6744314664636092 0.0 -1.2067471542999324 0.0 0.0 -0.1902900756114094 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7217655609333123 0.0 0.0 1.6032993852482271 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4640227500828232 0.0 -2.1464681464921442 0.0 -1.417876002221191 0.820605782171088 -0.8637054468167916 PGGHG 0.0 0.0 -0.21190462504457952 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22506116668939835 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.39645396181646764 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP5F1A 0.1702593732773237 -0.34223370909033524 -0.21641243395563975 -0.3755708842706884 2.0787254293762794 -0.24794588612873064 0.4631265133172047 0.09085365776323227 0.3141987335945398 -0.5292183979927164 0.41079201789885217 0.13305828045777848 -1.2334286176019407 0.0 -0.6427262386554734 -1.5529290628346248 1.1017940132664052 0.39792330213989224 -0.3123498943887458 0.40865800993966744 0.3186709165297986 2.311270235017519 0.0 0.0 0.1260661465400685 -0.11044178280965851 -2.1543716146877316 0.0 -0.14290514194976336 0.0 0.0 -0.8228832349031446 0.0 0.0 0.6613970571153536 0.7158996577093419 0.0 -0.9043439994542847 0.0 0.0 0.0 0.9126005887947479 0.0 1.5150691189135106 -0.6389789961354927 0.0 0.0 -0.7717892732675162 0.0 1.2464286423694666 0.0 0.8569029374259716 0.8452621298293758 -2.864097542023058 0.46435392057489516 1.669425092707962 -2.1098446559421684 0.0 -0.9753850756517806 -0.7867162082150269 0.2566763786669612 0.0 -0.6767638213567296 -0.3273888642553557 0.0 3.6497991914325034 -0.4349411761136927 -0.24422630507154724 -5.058097133789106 -0.28208860982127576 -2.7357857281476203 -0.2607546442522408 0.2861219305098506 0.0 2.1512097310692715 0.0 0.42140698773831176 -1.3148974039766912 -1.0128565401040157 0.0 -1.4608454051499467 0.0 0.26059285635359003 0.1251945838018825 0.0 -0.45497577165517844 ATP5F1B 0.2541967554878551 -1.01064213285079 -0.3476040259874293 0.31244216371820843 0.2851794874210212 0.6540566933870409 0.8615242216822558 -0.24177986750915084 0.34993104698475064 0.6221654600032648 0.17032479662313257 -0.34013940616390625 -0.5488120281336135 -0.7161475170251598 -3.3172593744278527 -1.3616602006979368 0.8627028534116771 1.9798076878728612 -0.36850971522177406 -0.12816955426842455 -0.1732626061133211 0.9262594177570415 -0.6375014591045111 -0.33010793509045927 0.59769792063076 -0.3539389538456388 -1.9695704968837238 2.0909517725832796 -0.5422703921123478 0.0 -1.052215710474554 0.0 0.9306729428490168 0.0 0.0 1.430335645216719 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7056505353320137 0.5821809515718102 0.0 -0.34495267720576794 0.0 0.930531716180483 -1.9080675761721453 -0.9601436566037485 0.19927902831577096 -2.8499196302478587 -1.8980391448379015 2.3400453299563804 0.9472164596425641 1.0893146423474038 -2.2681618919136715 0.0 0.0 2.359276587499103 -0.6689909994359233 0.7122969918870297 -0.1463295073467553 1.9990526350363247 0.0 0.2513154492892592 -3.8619057059887347 0.4199989113114146 -1.1944721823967643 0.0 0.7189054815178314 4.029098022854027 -1.2884988108021225 2.160941504548511 -1.654591319340199 0.0 -0.37364928926546986 -1.122816819439183 0.8645957472820879 -1.2344305267262004 -1.5251070564188958 -0.8108294998675059 1.5049235558028713 -0.45423935410429683 ATP5F1C -0.07533814134124094 0.0 0.0 0.0 0.0 0.26934096037953237 0.3786479350906898 -0.137695848388169 0.0 0.0 0.0 -0.28206231900356105 0.0 0.30175582052856637 -0.5847259742803838 -0.335561665658213 0.4424578493926775 0.0 -0.3378270598444267 0.0 -0.16521149466322424 0.8510590662454237 0.0 0.0 -0.20094404992875914 -0.6644178841259631 -0.439466119137959 0.0 0.5015038657638958 0.0 0.0 -0.3329284286904388 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1145942681056116 -0.215070139198589 0.0 -1.04233404564684 0.0 -0.2607653468215977 0.0 0.0 0.4816367467806532 -2.939458339103974 0.0 0.0 0.0 1.0733538043708735 0.0 0.0 0.0 -0.771828203695652 0.0 -0.2859946327670187 -0.668832368743561 0.0 -0.9130556250462342 -1.1975199554068696 0.0 -0.44048709904100986 0.0 0.0 0.4204258388242531 -1.213376827203887 0.0 0.0 0.8892802467481733 0.0 0.0 -0.8134812115078962 0.0 0.0 0.3901101517095944 0.0 0.0 0.0 ATP5F1D -0.4234183873034496 0.0 0.30616170401678416 0.0 0.8280632476149625 0.0 -0.7538197996055012 -0.3318805535567754 0.3683958990909412 0.08580610993959094 -1.0802163309630168 0.0 -0.9079511965828643 0.2702916476243068 0.0 0.7065470257736924 0.4369331458656488 0.7176996810037162 0.0 0.0 0.0 2.5596557545995164 -0.16495227950378083 -0.36265082316507374 0.16744069154131638 0.0 -1.8678703255690803 1.0127422939274668 -0.4122897821293072 0.0 0.4896718284502597 -0.6708083293119941 0.0 0.7401812891595297 0.0 0.0 -0.8354898551879565 0.0 0.0 0.0 1.3232202112831926 -1.2306761967106712 0.7010924678956861 -1.2334641221332958 0.0 0.3251420889446469 0.0 0.0 0.0 0.0 0.0 0.7648526089039178 0.0 0.0 1.2469711065192046 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.33020977250042627 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2684047068336659 0.0 0.514497833785444 0.0 0.0 0.0 0.0 1.2354069021403187 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP5F1E -0.3110807250576234 -1.0042826627664658 -0.07253386553942019 0.3511328970969565 -0.8568294494572601 0.36245510552223725 -0.4148764793050237 1.521608222999242 -1.0723800845328029 -0.13891471022539456 0.0 -0.8590214752618663 1.79612734212655 -1.5417126903784848 0.0 3.7840895797811713 -1.7234897861668903 0.0 -0.6520128968792321 1.3039378405556317 -0.5421608088917519 0.5983530861386012 -0.20696358437644588 0.03666154535444381 -0.2316510555840531 -1.2171979477980646 0.0 0.5027826810445968 -0.4107199719761319 1.2525307537287829 -1.1701374641970752 -0.7495575560265668 -0.5418836394918161 -0.7460217363876962 0.0 0.0 0.5634424044592484 0.0 0.776592683877595 0.0 -0.671457691945866 0.6705899940515987 0.668803828385462 0.0 0.8432926625330273 0.0 0.0 -1.8103773654089135 0.0 0.3659472023047378 0.0 1.1473879546782162 -1.4861738656067065 -2.839172208105099 0.5229832699882616 0.0 0.0 -0.8777301648069581 0.0 -1.6602537619833058 -0.5836417649684524 0.0 0.39328311936420834 -0.4417376992075714 -0.5084038282701854 0.0 -1.7910864975235203 -1.4159192016063171 0.0 0.48313526769823173 0.0 0.0 0.40393135738293146 0.0 0.0 1.202225586463713 0.32794933990258635 -1.185475301873963 0.0 -2.2683040056223627 -1.5076506476399514 -5.529887966753985 -0.9903787628543256 -2.4170219430904694 0.0 0.0 ATP5F1EP2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9491966617247272 0.0 0.0 0.0 1.0233755744602397 -0.3935586929487291 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3220452924648649 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5481401604910727 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7945416925920348 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2731675034125796 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP5PB -0.333445571687614 0.0 0.0 -0.32633047959722544 0.0 0.28800249296455543 0.5362564673222835 -0.478564660316518 0.0 0.0 0.19630541482629127 0.0 0.0 0.0 -1.665318602164831 -0.3331630940541012 0.9309177557149168 0.0 0.0 -0.36810811399858956 0.0 1.1652282385300297 0.0 0.0 0.36925322626155227 0.5625111216747436 -0.5039756393318214 0.0 0.0 0.0 -0.45801444426576304 0.0 0.0 0.6177803072269206 0.0 0.06266046007739402 0.0 0.0 -0.532420201263807 0.0 -0.5764941138328293 0.0 0.8566049787213431 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.086459814714616 0.0 0.0 0.0 0.838065060120667 0.0 0.0 0.0 0.0 -0.8611323781435507 0.0 0.0 0.0 0.0 0.0 0.0 -0.2892339496138892 0.0 0.0 0.0 0.0 0.0 0.0 0.6021871701326836 0.0 0.0 0.0 0.0 0.0 -0.8543911667281513 0.0 0.0 0.0 ATP5MC1 0.0 0.0 -0.1919761875339485 0.08985963862580651 0.4002511272983584 -1.973685566514534 0.0 0.0 0.0 -0.7374338078369416 0.0 0.2640548843817365 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0.0 -0.3089343257680632 -0.9229719896900375 -0.532535663778272 0.5704660670829874 0.0 1.3796351206067345 0.0 -0.6866237619216443 0.0 0.0 0.0 -1.006366394696575 1.0610948494282042 -0.635132324658472 0.0 -0.747268036192828 1.9144063696528 0.7026343942226442 0.6624854843532503 -1.1174549664369933 -0.9105147814640814 0.0 0.0 -0.34795257934459 0.0 0.5904755493939373 0.0 0.0 1.8875082411382111 -1.1525152367119225 1.6016687833377443 0.0 -0.8700914068034765 -0.2539867971307243 0.0 -2.147174189055693 0.321664998071362 0.0 0.0 0.0 -0.5703886352531807 -1.073919521925389 -0.7059760739242237 0.0 0.0 -1.2214403649764616 0.0 0.0 -0.8836744682131055 -3.4843023520665732 0.0 0.0 0.0 0.0 0.0 0.0 -1.3789157807372168 0.0 0.38030093953166044 -0.37277061343892165 0.0 -1.2064847130871437 ATP5MC3 -0.18191353202270957 0.18217589929832703 -0.15812078155866177 0.9152332696208311 0.8890764327574714 -0.6216168121330837 1.0434609419968717 0.15214666375627695 0.44849812725709165 -0.5187356709814692 0.6039937415201786 0.0 -0.11580039047919272 -0.7984327716602165 -0.3532441994087944 0.0 0.3407564396079453 -0.4313965775223437 0.0 0.0 0.7847903878078635 2.8068562334410108 0.0 -2.1629875487224934 -0.5501718418576907 0.48054352673959655 -0.645907505902689 0.8094871510993576 -0.388492044082364 0.2355297801350761 -0.7228097485932435 -2.087398993280403 0.14224765472849618 0.8221239545342458 0.0 0.0 0.0 1.993571382837944 0.0 0.0 0.13224199314398022 -0.7135153674264401 0.13223899130827504 0.0 0.0 -1.9122616994262915 0.0 0.0 0.0 -0.5635282231900394 0.5200637918750411 -2.03577865248195 0.16780100962186761 -3.806590692557638 0.0 0.0 0.0 0.05886661676806263 -2.684317731732074 -2.175555644841014 0.0 0.0 0.5858237759568509 0.0 0.0 0.0 0.0 0.0 0.0 0.4911691207626848 0.0 0.0 0.0 0.0 1.804744761710031 -3.9830915167674092 -1.2297514312250901 0.0 -2.7285121938953303 0.0 0.0 0.0 0.0 0.2410272516553499 -0.793075789987989 -1.2455934798947599 ATP5PD 0.038194265254666196 0.24120337385335422 -0.06594828714740956 -0.21806889856432313 -0.17800638121567483 0.0 0.0 -0.32293956142809066 -0.260609934426153 0.34386266520094083 0.0 0.0 -0.39661979631898064 0.0 0.0 0.0 0.0 0.0 0.0 0.5161908862093727 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5229634962196661 0.0 0.0 0.0 -0.5773333586573086 -0.7221305898308135 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8786625754669986 0.0 0.0 0.7210914612637912 0.0 0.0 -0.27428082129059816 0.0 0.0 0.0 0.0 0.30480240906888934 0.0 -0.6440428432053644 0.0 0.831828017149856 0.0 -1.263497732781268 -0.4525558519924658 0.0 -0.8034169445996495 0.0 0.0 0.0 0.0 -0.8215013228686652 0.0 0.0 0.0 0.0 0.0 0.0 -1.2542523159325012 0.0 0.0 0.0 0.0 1.312791652549515 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP5ME -0.17008152373849045 -0.15111789478501553 0.115901910263659 0.0 0.7287755655969516 0.40136964462909125 0.0 0.0 0.292479633295866 -0.4511228181880842 -1.0641048027764493 -0.30762410754389635 0.0 0.0 -1.7754271852903358 0.6031728361338952 0.0 0.0 -0.3553369534086534 -0.5670320140637114 0.483627839840914 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-0.31595811406581836 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9260362642503691 0.0 0.0 0.0 0.0 0.9988246273958612 0.0 -0.23616086240236028 0.0 -0.5793538482728419 0.0 0.0 0.0 -1.5217900936730941 0.4904805594979415 0.0 0.0 -1.1764129336726528 -1.7629048608610651 -1.1594664632492895 0.0 0.0 0.0 0.27597236727115554 0.0 0.0 0.0 -0.2610458672975835 0.0 0.0 0.0 0.0 0.0 2.735855115508902 1.5087299869281174 -1.0747200872991107 0.5259532030376718 -0.43857990429230415 0.0 0.0 0.0 0.0 0.0 0.0 0.41642956124338226 0.0 ATP5MF -0.23584626275268522 0.18454551007976386 0.13791420650540245 0.0 0.0 0.0 0.831267706653222 0.16539809428073338 0.0 0.0 -0.16468006586936212 0.0 0.0 -0.5387317932176032 0.0 1.021447345833651 0.0 0.0 0.0 -0.4792189576868865 -0.4942194298604435 1.9965252039938326 0.0 -0.7850421896190567 0.0 0.0 -0.5708773792503959 0.0 -0.09045259909039828 0.19523544286308644 0.48757120059654563 -0.5450925601458065 -0.8403994394972838 -0.7287309856164733 0.0 -0.8551448874777683 0.0 0.6167818488351501 0.0 0.0 0.78576235019105 -0.9498384447419581 0.0 1.987825727453134 0.0 -0.8090999445198622 0.0 -0.30038396404348155 0.0 0.0 0.0 0.0 0.0 0.9529464352009714 -0.2773125215224818 2.2875632915879085 0.0 1.2338155702597338 -1.0188203664674298 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2045677588140458 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP5MF-PTCD1 -0.09658836698656233 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.30046215209098937 0.0 0.0 0.0 0.0 -0.3781605776697328 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8951979098771646 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP5MG -0.04625647620719913 0.8910085585647308 0.34768123036052445 0.10178169712904948 0.5587562689459066 0.23329515883226845 0.4862574805236799 -0.1321094163287991 0.2832106078112185 -0.2857320004408528 1.0195767679223469 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-0.2946196186025818 -0.7653843916802805 0.4559693952430163 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4403893332547258 -0.5656062670174126 0.0 0.0 0.0 0.0 0.0 0.46949855404857166 0.0 -0.5047506789307952 -1.6569374633689062 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6234624692378954 -0.18124946322221058 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3540187798019228 -0.8129416553758482 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3608233799865268 0.0 -0.11040679133634956 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BTN3A3 -0.10026907458090892 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BTNL9 0.0 0.0 -0.17402706470337787 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.33406187785280644 0.0 0.0 -0.5894319811259633 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5122998985307292 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.45795137638210065 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BUB1 0.0 2.46316870426992 0.0 0.0 0.0 7.417504950865674 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.379001512272969 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BUB1B 0.0 1.7226129362137106 0.0 0.0 0.0 2.4431331162223544 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TSPOAP1-AS1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.21958922095632116 0.0 0.0 0.0 -0.2692217501682055 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.47699750428320087 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4846582984546134 0.6698097568667231 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.500083736131178 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DEPP1 -0.37012034203032146 0.30636414223282465 -0.38959736311166554 0.0 -0.2111434301124867 0.0 0.17341880959985384 0.0 0.0 0.3270230164469261 -0.9848399813749433 0.0 0.19535977102880314 -1.1934613754236023 0.0 0.0 0.0 0.0 0.0 0.0 0.14741095814603175 0.0 0.8568497093985354 1.7204318238573673 -0.1709061004755531 0.2052880190943485 -0.7682647716796209 -1.9563795835662923 0.7796569992734104 0.0 0.0 0.04769085200341081 0.0 1.6661509800494614 0.0 0.0 -0.2321512338334168 -0.64651678025223 0.657912626081411 0.0 0.0 2.5859234262534225 0.0 0.0 0.47864315393269485 0.0 -0.23422681906492712 -0.8406506037741044 0.0 -0.8395679030741914 0.0 0.0 0.18217676479002862 0.0 -1.8693447191171408 0.0 0.0 0.41743527418455817 0.0 -0.18290577873676453 0.49489107491926965 0.0 0.4841057739959423 0.0 0.0 0.0 -0.34033310927999105 0.0 0.0 -0.9080443386397553 0.0 0.0 -0.9708571379968649 0.0 0.0 0.0 0.99610392174457 -0.22766429128043444 0.0 -0.7438187504203404 2.7127545566859927 -1.4245938410904697 -0.9523739695617609 -1.3498857484665012 1.1652101886924062 0.5200549023028775 TMEM273 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2851215713317744 -0.4596876055513749 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.46230322463208384 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7606923766801558 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1417355929693187 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0031536791214442 0.0 0.0 0.0 0.0 0.0 0.0 0.0 VSIR -0.09021775079978048 -0.2861407326021399 -0.017965099316172437 -1.8405396669799279 2.378840704421102 0.0 -0.2311017451638565 -0.44572054604978173 -0.9982682942291783 4.454597240745871 -0.36634737036420767 0.8213473258092644 0.0 0.0 -0.3474956146419363 -0.37087239882151724 1.6536264990020402 3.2547635330034694 -1.5275657198408454 -0.5779321856945712 0.0 -1.5688490336559995 -0.8350556440568879 0.0 0.014347217334755339 0.0 -0.37887146323139337 0.0 -0.3550975279149833 -0.6539100605764863 -0.7532961957078491 0.23822424348448495 -0.6417953480834497 -0.6192439315244302 0.0 -1.211460550194512 -0.6240649236899547 -2.6559173568568335 0.0 0.0 -0.8061085393382935 1.3428239439654908 -0.852071020722839 0.0 0.0 -0.16645987602420806 0.0 0.0 0.0 -0.8222128612189802 0.0 -1.6204656210299089 0.43291317372812554 3.0867693609651226 0.0 1.7001938710430793 0.0 0.0 -0.30499407407458534 0.5390048991636799 0.0 0.0 0.0 0.0 -0.7449459908855974 4.278934186997541 0.6524277955169907 0.0 5.412360690697939 0.0 -1.7214510788221262 0.0 -0.6154996457708722 3.5465711821906645 0.0 -2.157427619407268 1.857092696907386 0.0 0.25417597843066064 -0.7747496264859347 0.0 0.0 0.0 0.0 0.0 -0.4954778025765922 SELENOH -0.3620969878715049 0.0 -0.2836314872783806 -0.3830959341447829 0.0 -0.7127037055793061 0.347369168923868 -0.4512061606789411 0.0 0.0 0.0 0.0 -0.44170198753709494 0.0 0.0 0.0 -0.5054962571687774 0.36652751143788204 0.40670869306606544 0.0 0.0 -0.43283242528184085 -0.3166120719585143 0.0 0.0 -0.45340184125546523 0.0 -0.4042837267496661 -0.32207123883925265 0.0 1.1512201051275532 -0.5862794467406685 -1.092066009478959 -0.9805722076892837 0.4432138100052825 -0.2348514966891183 0.0 0.8564373579664192 0.0 0.0 0.8009168140838181 0.0 0.5738311021974355 0.9200609090183894 0.0 0.0 0.0 0.0 0.0 0.0 2.013322004930063 0.0 0.0 -2.3350503937986433 0.0 0.0 0.0 -2.1808799903507015 0.0 0.41122573262225887 0.22882876498162083 1.2657955525240265 0.0 0.0 0.0 0.0 0.0 0.7985957655220959 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6509883811919543 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 C11orf74 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.20885696027541242 0.0 0.0 -0.34713319831240047 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38070835932313535 0.0 0.0 0.0 0.0 0.0 0.0 -0.34017175915149556 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7421498211475528 0.0 0.0 0.0 0.6016637464027574 1.2781775311580346 C11orf96 -0.08849634354572235 -0.33354145197127666 -0.4775039520062781 0.0 -0.24789786424167537 0.0 0.2564630795545249 0.0 0.0 0.0 0.3798718228342806 0.0 0.0 -0.3735331104448969 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.641932960862115 0.0 0.0 0.0 0.0 2.5554808352173435 0.0 0.0 0.0 0.0 0.0 -0.7125485778566916 0.0 0.0 0.0 0.0 -1.7348220921509017 0.0 0.0 9.097897704800681 0.0 0.0 0.0 6.259696112624915 0.0 0.0 -0.8929333684389535 0.0 0.0 0.9623141850907867 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.8097543163923775 0.0 0.0 0.0 0.0 ATG101 0.0 0.0 0.0 1.2892755952827906 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.33808186028274767 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3567235265236605 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RTRAF 0.14957636492591503 -0.4125274046763613 -0.16687516491211468 0.0 0.4109503927265745 0.0 0.11090529585733953 0.0 -0.27796361373492273 -0.3093859516234867 -0.4121348419612038 -0.2982623246027505 0.0 -0.34047968220533487 -0.627887985537782 0.0 0.0 0.0 0.0 -1.1007623642572013 0.0 1.773173710498387 0.0 0.0 -0.43530571961888515 0.0 0.0 0.0 0.0 0.0 0.0 0.8191617788962491 -0.655397020930893 0.0 0.0 0.0 -0.6173636312516553 0.0 0.0 0.0 0.0 -0.8447696828878499 0.0 0.0 -0.5574700700991367 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6942604779406145 0.0 0.0 0.8915311039010468 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.742473957318449 0.0 0.0 0.0 0.3561451242837524 0.0 0.0 0.0 0.0 0.0 ATP5MPL 0.041623554349404304 0.0 -0.02054061598520507 0.0 -0.27378654737414226 0.0 0.31071763246495415 -0.29151575610071107 -0.33139588524040875 -0.391599162180141 -0.24503669238145495 0.0 0.9279616161121729 0.14275634776408436 0.0 0.0 0.0 1.0564192755966082 -0.3680941521091821 -0.5282787119582789 0.0 1.429468525960336 0.0 0.0 0.38135967470063176 0.6711591855376967 -1.49958713297391 0.0 0.0 2.06325243553638 0.10084829759263511 0.0 -0.5068080827157206 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7252922733424413 -0.7330669806976288 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6812182067690239 -2.005092623907028 0.0 0.0 0.0 -0.9881015812724064 -2.083491014508378 0.0 0.0 0.0 0.3837801532987339 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3305589371396017 0.0 0.0 2.9789349443644553 0.0 0.0 0.0 -1.5014449610578589 0.0 -0.6345383808708702 -1.1835109995473871 0.0 0.0 0.0 0.0 METTL26 0.0 0.0 0.0 0.0 0.0 -0.2750657735002351 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6794878988500869 0.0 0.0 0.0 -0.5981662451935613 0.0 0.0 0.0 0.0 0.0 0.0 -0.5160545931664537 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.1438612860369513 0.0 0.0 0.0 0.0 C16orf74 0.0 0.0 0.0 -0.17545823049191112 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9756711274278841 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5434618945323928 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2403580369591596 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.984170986400529 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 C17orf49 -0.14929556894725687 0.09668435460693513 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.19501873898360156 0.0 0.0 0.0 0.0 -0.28904695526878244 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34505851033357454 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.28021466787809346 0.0 0.0 0.0 -0.6834510612612754 0.0 CYBC1 0.4325711602852014 0.0 0.0 0.0 0.2879946995739849 0.0 0.0 -0.32748916942059403 0.0 -0.256506595965978 0.46353178869121325 0.6516169500657545 0.0 0.0 0.0 -0.2926908150879212 -0.4104773510645483 0.0 0.0 0.0 0.6805538271826017 0.4808993589630814 0.0 0.0 0.2828835437227832 -0.11432019873071138 -0.48743235245953526 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5761003637935541 -0.33234933337754025 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2884447145898196 0.0 0.0 0.0 0.0 0.0 -1.3869382833778527 0.0 0.0 1.2255089501559986 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0.0 GATD3A 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.14687548162542183 0.4349920886612397 0.0 0.0 0.3864593749044593 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CFAP298 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9099346590030181 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8969738698509307 0.0 0.0 0.0 0.0 0.0 -0.6373963827854798 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5031697887139404 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 C2orf40 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6631099402319979 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 5.2391239052299134 0.0 0.0 0.0 0.0 0.0 0.0 -0.39607623735564046 CCR8 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.811264090615001 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.515699053769236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.3100304238745704 0.0 0.0 0.0 -0.2893424478952403 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4209769578655774 0.0 0.0 10.031432369992173 0.0 0.0 0.0 0.36396041791951916 0.0 0.0 0.0 0.0 0.0 0.0 -0.3678380252107132 0.25879029642033763 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9990264421445205 CCRL2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4931759180742293 0.0 -0.30907184230868107 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5401712234728694 0.0 -0.5289117237826888 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 8.232332270947408 0.0 -0.42688120156383247 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5716228626174236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-0.721186696766928 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.282173102592024 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9962393865878347 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.2611890589892503 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CDCA8 0.0 2.8673134397110243 0.0 0.0 0.0 9.526190446950489 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.341695835569363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CDCP1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.45233746932053726 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.997792910893098 0.0 0.0 0.0 0.0 CDH11 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.588568207354935 -0.8855887021487763 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.4443540644081443 0.0 0.0 0.0 0.0 CDH5 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8702852581790933 6.221636127381026 0.0 0.0 0.0 -0.6257706637978607 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.515400172940361 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CDH6 0.0 -0.12210247406361087 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8897782280991464 0.0 0.0 0.0 0.0 3.3756993748574047 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CDK1 0.0 11.120019390372912 0.0 0.0 0.0 11.05226455132996 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.0942774839256755 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5738236456000722 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3108529595522184 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7368381444665666 0.0 0.0 0.0 0.2961709718038022 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.36866494053466486 0.0 0.0 0.0 0.0 -0.929280824288309 CDK4 0.0 0.9728994531257553 0.0 0.3014081380232942 0.0 -4.822810008302061 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 8.301611586208418 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CDKL3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3463984214117568 -0.46373648284701613 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7608570696852257 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0497272933897108 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0317752301352505 0.0 0.0 1.1128626467677212 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CDKN3 0.0 6.708892500315956 0.0 0.0 0.0 14.857675799404035 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.311202360027415 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5118613239931972 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.24217386289937032 0.0 0.0 0.0 0.0 0.0 CDO1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2878893475945207 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CEACAM1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6383167298466477 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8414860391430863 0.0 0.0 0.0 0.0 0.0 0.0 0.29776810646353374 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CEACAM4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4342574904619543 0.0 -0.3899392821208959 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CEBPA 0.0 0.0 -0.17947244629771367 0.0 0.0 0.0 0.28471368959988835 0.0 0.0 0.8474256389439373 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.41873888183819874 0.0 -0.4804518326537026 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.581478863680535 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ADA2 0.21619281707079518 0.0 0.0 0.3078609509562204 1.7403449989192359 -0.2734301744615315 -0.5379651157153484 -1.1013923863469213 0.0 -0.2943908950232809 0.0 0.0 0.0 -0.2975657117906117 0.0 0.0 0.0 0.8474928369531985 0.0 -0.3959904898980208 0.0 0.0 -0.5052820005421037 0.0 0.0 0.0 -0.4477399762395497 0.0 0.0 -0.17675614811583518 0.0 0.0 0.0 0.0 0.0 0.0 -0.683289652467043 0.7413977241323523 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2112196034690463 1.2133425580183894 0.0 2.697964213636196 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0729960991316683 2.6345858664683943 0.0 0.0 0.0 0.9232866859595747 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CENPA 0.0 1.1769565594545497 0.0 0.0 0.0 9.681093383812518 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.584221711500344 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CENPM 0.0 7.911857141252766 0.0 0.0 0.0 -0.1648577034590069 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 12.362495775807275 0.0 0.0 0.0 0.0 0.0 -0.08700749043942196 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5016846492080063 0.791416730474232 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7168199328197725 0.0 0.0 0.0 -0.3535164954312229 0.0 0.0 0.2037469107711844 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2756665329403427 0.0 0.0 0.0 0.0 0.0 CENPN 0.0 3.760269833164034 0.0 0.0 0.0 2.2164333355726553 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3975056622341615 0.0 0.0 0.0 0.31246821177186573 0.49969393364350695 CEP55 0.0 2.4787991305729493 0.0 0.0 0.0 4.976425348369287 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4061558950314261 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CFB 0.0 0.0 0.0 0.0 -0.14725451118207764 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3634095556128131 0.0 0.0 1.6369965186273754 0.0 0.0 0.06479124939005106 0.0 0.0 0.0 0.0 0.0 0.825651263501116 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2833764589464214 0.0 0.0 0.0 0.0 0.0 0.0 -1.1263074129249022 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9620512005195185 0.0 0.0 0.0 1.079691897294607 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.2233768103095266 2.0734139823657687 0.0 -1.1665741074269373 0.0 0.0 CFI 0.08676337828953729 0.0 0.27275080760458015 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.273320980811371 -0.4575779702119333 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.6334705937534104 0.0 0.0 -1.3275599906739464 0.0 0.0 0.0 0.7200576512440877 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6080226973085369 0.0 0.0 0.0 1.0101017598028676 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9797684262289368 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CFLAR-AS1 0.0 -0.13139684131366403 -0.32952587489588875 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6879766847829799 0.0 0.0 0.0 0.0 -0.6598502325376931 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6457479473742354 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.502606532126665 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHCHD6 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.305057268298018 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHEK1 0.0 1.2147927199255537 0.0 0.0 0.0 -0.40017608889320305 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.5065252227996906 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHI3L1 -0.05052612094284152 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.06922901653122326 0.0 0.0 0.0 -0.7588225284759084 0.0 -1.3287074489934516 0.0 0.0 0.8649879653059401 0.0 -0.8353500964496833 0.0 -0.4288163740718656 -0.9783424027003776 0.0 0.13957055618057362 0.0 -0.21801290210657026 0.0 0.0 0.3977906517233182 0.0 0.0 3.6662231075822853 0.0 0.0 0.0 0.0 -0.2275308054244585 0.0 0.37016419657306443 0.0 0.0 -0.6248727497101418 0.0 -0.02595861431154153 0.0 0.0 -0.33455974759197044 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7370990197699884 0.0 0.4003764020709856 -1.0637083387070951 0.0 0.0 0.0 0.0 0.0 0.8254435336854293 0.0 0.2981365695466121 0.8302552185515459 0.0 0.0 0.0 -0.4757276242455058 0.0 0.0 0.0 -0.5859571272755213 -1.815108441347742 -2.9755053023028886 0.5715440710159324 -0.6886582216733642 0.13146505036375872 CHI3L2 -0.05525490591382426 -0.16718531273399573 0.0 -0.18683116376238795 0.0 0.0 0.0 -0.25519417151009316 0.3059979619819973 0.0 0.0 0.7276321277031246 2.7612656223277328 0.0 0.0 0.0 -0.42304939998209673 0.0 0.0 0.0 1.56524712443926 1.863329443678423 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7876044032390189 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3214006416144888 0.0 0.0 -0.7745868260597835 2.2295566439937273 0.0 0.0 -1.1060614942587335 0.0 0.0 2.0411718761597593 0.0 0.0 0.0 -0.7771456960393079 0.0 0.0 0.0 0.0 0.7372463196199109 -0.23403570201373114 0.0 0.0 0.0 0.0 0.0 0.0 -0.3364920872311459 -1.1384417757378982 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5798019941283878 -1.0915472235317112 0.7591385776743967 0.0 -0.2979893437383496 1.5731813277915705 0.0 0.0 CHIT1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4860652741875617 0.0 0.0 0.0 0.0 0.0 0.0 -0.49178146230094466 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.051954293202265 0.0 0.0 0.0 0.0 -0.5314349816627741 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHMP4A 0.24788834533139462 0.0 0.3486276219925505 0.0 0.0 -0.20246145541664196 0.3517776602099007 0.2905873255643763 0.0 -0.28913441036683124 0.5207126405376935 0.0 0.9323236819986513 0.0 -0.38137407823552 0.0 0.9610159986701505 0.0 0.0 -0.9000663203095046 0.0 0.0 0.4183477578470125 0.0 -0.38138994311524926 0.0 0.0 -0.8412202970396763 0.49385406988149505 0.0 0.6502237110696981 0.0 0.0 0.8003501511087213 0.0 0.0 0.0 0.0 0.0 0.0 -1.3573489598112685 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.06547177277972042 1.3758151471685214 0.0 -0.7069300664119007 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.3346231035397396 0.44867274753860514 1.6159926845554515 0.0 0.0 0.0 0.0 1.2336418418675117 0.0 0.0 1.204332417425574 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHN1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0538793951262861 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.6750083403520515 0.0 0.9670879974474207 -0.3821788826580473 0.11693569206604698 0.0 0.0 5.977080498390978 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5319862099337407 0.0 4.989951398603985 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8947748579550933 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2667462912679545 0.0 -1.2105407135225925 0.0 0.0 0.0 0.0 CHRDL1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.0724986777735505 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0000051171002038 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CHRNA1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3225482022558873 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2267145045918298 0.278671964993452 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3121635923841485 0.0 0.0 0.0 0.0 0.0 -0.3327569310120485 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CILP 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1337997054210927 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5579066533881073 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3491107370395292 0.0 0.0 CIT 0.0 0.4969993849634343 0.0 0.0 0.0 0.5424838117052025 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CKAP2L 0.0 2.7257007343583526 0.0 0.0 0.0 5.878387118120448 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLDN1 0.0 -0.21975719552311654 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5144208215579904 0.22141850134904495 0.0 0.0 -0.3287351180068996 0.4497105412477146 0.0 0.0 0.812775303659664 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8500765602785763 0.0 0.0 0.0 0.0 -0.7115851922579025 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7959066537083223 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLDN4 0.0 0.0 0.002109741107467787 0.0 0.2699217926126413 0.2384130073695599 -0.26218160837423077 0.0 0.0 0.0 0.7052456169726243 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9107173941718587 0.0 0.0 -0.407368831537884 0.0 0.0 0.0 0.569219910489277 0.0 0.0 0.0 0.0 0.0 0.0 0.8355781508662966 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.4608370387443506 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLDN5 -0.41900624826053584 -0.34082880308119956 0.2537022729519786 0.0 -0.38170913201989903 0.0 -0.20508930956649224 -0.8870838033060312 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3429491987582401 0.0 0.0 0.0 0.0 0.0 0.0 -2.318970712803974 12.62420676383038 -0.7402941685203478 0.16452012354767967 0.5255190780643172 -4.52519620701898 -0.7278158484847306 -0.21068659560091316 0.0 -1.2501481924190874 0.0 0.0 0.0 0.0 0.0 0.0 9.358233559325837 6.517088736352511 0.0 -0.5925515494940529 0.0 0.0 0.5458453196322407 0.30744990864221833 -0.16835437379509324 -0.7522703040725222 -1.559360917440271 -3.244741420137177 0.0 0.0 -0.22012031573642035 0.0 0.5850460735419375 0.0 0.0 -0.6484408219703728 0.0 0.0 1.7937880212268558 0.0 -1.1636520834576727 0.0 0.0 0.0 -0.025114855007059383 0.0 0.0 0.0 0.0 -0.3655616434457386 1.7496792626550661 0.0 0.0 0.0 0.736415048042527 -0.3377735719337355 0.0 1.4605214997843796 1.398958865060353 0.0 1.9207508077002449 -0.323848623589306 0.9263307064839517 4.572404946658551 CLEC14A 0.0 0.0 0.0 0.0 -0.29975790563882426 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0856146054099587 11.973292891953943 0.1509006348088634 0.0 0.0 -1.9792893275460515 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -4.994013445277842 0.0 0.0 -0.658462620112344 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.389557718650883 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.49872998721209966 0.0 0.0 0.0 0.0 0.0 0.615268216935213 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9594456804041709 0.0 0.0 0.0 0.649040920447798 0.0 CLEC3B 0.0 -0.16053876920239477 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.01743317787372761 0.7922680194307257 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLEC4C 0.0 0.0 0.0 7.5599758753341995 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2882018013356826 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CLECL1 0.10591635156572579 -0.3057315734036513 0.0 0.0 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0.0 0.0 3.081880026327697 0.0 0.0 0.0 0.0 CPA3 0.18625871519289003 0.0 -0.18414585612346523 0.0 -0.12393749833216751 0.3019085970489737 0.0 0.28046883875200773 0.0 0.0 0.0 0.0 0.6053055513886856 31.877334991351105 0.0 0.0 0.0 0.0 0.0 0.0 0.12186680619903462 0.0 0.0 0.39791191782629637 0.0 0.1188990993658825 -0.3839387119283708 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2702179556103401 -0.22215775676051747 0.0 1.0027846287519162 -2.505238785942745 -0.9623045074251758 0.0 0.0 0.22749334897400597 0.0 0.711141466010757 0.0 0.0 0.0 0.0 0.0 0.895109549454264 0.0 0.3327446622987162 -0.2521510827647105 0.0 0.0 -0.5904004820761067 0.0 0.0 2.2417455010242735 0.0 0.0 0.45609711551939336 0.0 0.0 0.0 -1.2280680773870145 0.44441262268398 0.0 -0.7814045066279762 -0.7798984714347793 0.0 0.0 0.0 0.25244198672249235 1.0334238328952343 CPE -0.10441614924092527 -0.29212073879756423 0.11957614779945544 0.0 0.17829257845601174 0.0 0.27066621934004037 0.0 0.0 0.0 -0.22561867110726153 0.0 0.0 0.0 0.0 0.0 0.0 -0.4170756430364171 0.0 0.0 0.0 0.0 1.1403440441186812 -0.9616604780462933 -1.3864269782841958 0.0 -1.1927332452089574 8.7482712331495 0.0 0.0 -0.46618330491788934 -0.7590383334704255 0.0 0.0 0.0 0.0 -0.9869173416379003 -1.894937300314552 -3.535047344077724 0.0 0.0 -0.011140033606759858 0.0 0.0 0.0 -0.7446467873513509 0.0 0.0 -0.8208940200902586 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 19.777046635081728 0.0 0.0 0.0 0.0 CPNE5 0.0 0.0 0.0 0.0 1.3463521008411423 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5951838506752145 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9281077301918942 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1155688411346107 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7212159995956525 0.0 -3.3412213928872627 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9869761423756067 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CPNE7 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.11247702975275246 0.0 0.0 0.0 -1.0651485769559654 0.30159571992266737 0.0 0.0 0.0 0.6518300276291636 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.618392373666269 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.872084490710417 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.830994258656712 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0521734820071782 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CPXM1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.3353814217827917 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CPXM2 -0.11674252803728165 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4846091207741807 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5327305289985479 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CPZ 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3927105026720308 0.0 0.0 0.0 0.0 -0.36006389987092474 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CRABP2 0.0 -0.19282970284631748 0.0 0.0 0.0 -0.3308185049631046 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8695679498616968 0.5050975026240917 0.0 0.0 0.0 0.0 0.0 0.0 0.8244229887916756 0.0 0.0 0.0 0.0 -1.7815042623740425 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6742519128368849 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CRADD 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.055050036157643 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.25677626120376373 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9825979022452928 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CRHBP -0.10014846801432056 -0.25625288128166257 -0.1315556683249547 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.30764819109672986 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9740957984182737 0.0 0.0 0.0 0.0 0.0 0.0 -0.7297781972122354 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CRIP2 -0.20445127717159856 -0.2571154693547161 0.0 0.0 -0.12328260505342674 -0.5331414359835468 0.0 -0.2716897771407577 0.0 0.0 0.0 0.0 0.0 0.0 0.4131546416449849 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.332226290189374 14.342967630089401 0.26911251457057817 0.0 0.0 5.526385193722657 0.0 0.0 0.3447996934153459 -0.7301385378449361 0.0 0.0 0.0 5.9469628190894985 -0.2154800107190183 0.8858548424079574 0.7106413961230935 0.0 0.0 4.097833301549412 0.0 0.0 0.3930049790471263 0.16229204907825903 0.0 0.9968995753894314 -2.0747104818083346 0.14872548120631965 0.0 0.0 -0.2311050419730327 0.0 0.868629898111711 0.0 0.0 0.0 0.0 0.0 0.9254971049559994 0.0 0.0 0.39990722903888015 0.0 0.0 -1.4759649859292694 0.0 0.0 0.3613893903429438 0.0 0.0 0.496228353763802 0.0 0.0 0.0 0.7201222430839762 0.32778973178991927 3.917930901411919 0.0 -1.128676747946551 -1.2411486001597383 -0.684581146589306 -0.853629070689563 2.186975681534486 1.4651942806003404 CSF2RA -0.11574941006431358 -0.07025788156797079 -0.18595644093307553 0.5699917056602124 0.0 0.0 4.630687225055311 0.0 0.0 -0.6848422949311713 0.27715124236206673 0.0 0.0 -0.2995911697117711 0.0 0.0 0.0 -1.5252625554619057 -2.5291186698641326 -0.44180250697459095 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6967895455724936 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6469845610623851 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9344516244904251 0.3722672966892305 0.0 9.508501913689326 0.0 0.0 0.0 0.0 0.0 -0.6223991950742429 0.0 0.0 0.0 0.0 0.25490146934837177 0.3133921300516764 0.0 0.0 0.0 0.0 0.0 0.5695948496924407 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2742085070693058 0.0 0.0 0.0 CSF3 -0.15034227772863298 -0.11434186108574428 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.45566873081021114 1.2388135149721955 -0.19843896378972867 0.0 0.0 -0.2323196290395748 0.0 0.0 0.0 -0.29113784131624565 0.0 0.0 0.0 0.0 -0.17607815683876316 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.29050454112708957 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7827000942322488 0.0 0.0 0.0 4.834142951988762 0.0 0.0 0.0 0.0 0.0 -0.4158965202051439 0.0 0.0 0.0 1.515015184392874 0.22851913970909013 0.0 0.0 -0.5163854930618751 0.0 0.0 -0.36901099952259625 0.0 0.0 CSPG4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31473310331734106 0.0 0.0 0.0 0.0 0.5831701944446974 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7696670254535106 0.0 0.0 0.0 0.4391037329537267 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CSRP2 0.1529062091431885 0.2814490872210512 0.9079085885323323 0.0 -0.2907530109500151 -0.27735861296957826 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4661394189142051 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.665480866790441 0.6859249639585527 -0.48351820044239263 0.0 0.0 6.393892619526464 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.797921842770798 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8761418740651405 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0427985629533405 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CST6 0.0 -0.11549747656212328 0.0 0.0 0.0 0.0 -0.22497016742995762 0.0 0.0 -0.32218465199863694 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.41773747420857493 0.0 0.0 0.0 0.0 0.0 0.0 0.3949664807459259 0.0 0.6216889625324585 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CTGF 0.11037368886812426 0.13597509806929714 -1.2831715783995015 0.0 -0.1997497854983412 0.0 -0.084010791898486 0.16681498324926397 0.0 0.0 0.0 -0.4021421429999251 0.0 -0.37143985817594716 0.0 0.0 0.0 0.0 0.2511954137109085 0.0 0.0 0.0 9.341119169605365 1.2300693736514827 -0.7199098190973358 0.0 0.5777033125711294 1.559121682263239 -1.6226295491841427 0.0 0.0 -1.4738314326506812 0.0 1.1172195875091664 0.0 0.0 -0.5189620562823861 0.0 -4.377539579865357 0.0 0.0 -1.4275968757983222 -0.4883344192751272 0.0 0.44969393730344287 0.599692330586998 0.0 0.45429711016015223 -0.7356738009406177 0.0 0.0 -1.512047343490967 0.27518635969436667 0.0 2.9456005625749833 0.0 0.0 0.0 0.0 0.0 0.8887490283663105 0.0 0.42982186538479755 1.00761364991535 0.0 0.0 0.28395250544685746 1.235800324050015 0.0 0.3236411086995779 0.0 0.0 -1.0058177461371045 0.0 0.0 0.0 -0.3170054775851452 0.5278498889208428 0.0 1.2150731541925062 0.8768797276513723 -6.176350979954403 -2.0482791394329882 -2.281457720009082 0.8288884522018549 -2.584638785821717 CTHRC1 -0.2624702106007378 -0.12252014616394429 0.22597402196731814 0.0 0.5956337470673093 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8186901398482526 0.0 -0.3389722507499084 0.0 0.0 0.07715173749208569 0.0 11.46102882769778 -0.1545185574667966 0.0020376084264328207 0.0 0.0 -8.546688395374135 -0.47101275436799717 0.0 0.37789605348872757 -0.6134792065338859 0.0 0.0 0.0 0.0 0.0 0.0 2.4721243925277028 0.0 0.0 -4.28666263764192 0.0 0.0 0.0 0.4120833667014942 0.0 0.24743745754896215 0.0 -1.057346246518082 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3059163087609042 0.33877633390704665 0.0 0.0 -0.6260226545742068 0.0 0.0 0.0 0.0 0.0 0.4552506325336122 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -4.185979950005041 0.47071125693076876 -0.9960570117942524 0.0 0.0 CTRB2 0.1287146865035629 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0022965822753407 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7981414988194426 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.141834803191093 0.0 0.0 0.0 0.0 CTTN 0.0 0.0 0.09841181592087433 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.1587717216322708 0.29181592120382194 0.07869015479251562 0.0 0.0 0.0 8.976034616620987 0.0 0.0 -0.5318138624617934 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.586406779622855 0.0 0.0 0.0 0.0 0.4981634739723108 0.0 0.0 0.0 -0.7123068774904778 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5943269547157549 0.0 0.5709534799701584 0.0 0.0 0.0 0.0 0.0 0.0 0.5045577061055804 0.0 0.0 -1.0342248495879947 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7778689374973242 0.3098226509917911 1.0714571153910382 0.7269489873924954 CTTNBP2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5916646764850195 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CX3CL1 0.2069063993044722 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.19369779060466283 -0.2254794153370675 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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1.4517982923160606 -1.4020804317504645 4.428333257373999 2.0487521695113537 DCN 0.11174834481168097 0.16496517051722503 0.5750137002427688 0.0 -0.844581320517547 0.0 0.0 0.0 0.0 -0.17036707358313735 0.0 0.0 0.1674454057520746 -1.7681772809498453 0.0 0.5572638143144854 0.0 0.0 0.0 -0.5647888429398387 0.11724145335831607 0.5719863108961835 25.192432565880388 -8.483078362488989 -1.247644863613931 0.0 0.0 -4.075391328779831 0.0 0.0 0.0 -1.3580193360096282 0.0 0.0 0.0 0.0 0.0 -2.0684135511062696 -4.784911358750602 0.0 0.0 -6.058274089079041 0.0 0.0 -0.555493961640903 -0.3415645559097748 0.0 1.3299349691457933 -0.8166775599093674 -0.4703650927638966 0.0 -0.8594251727893589 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3845608953986035 0.0 -0.6448277173739437 0.3059911499049543 0.0 0.0 0.35230343364556066 0.0 0.0 0.0 0.0 0.0 -2.721551223774976 0.0 0.0 0.0 0.7408599118900028 0.0 0.0 -0.6783796320615931 -3.6300724434479186 0.9437480386007673 0.9659635189822877 -6.371514916684093 -1.1028112577896707 2.9128324686164504 DDAH1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.378767657284016 0.0 0.0 0.0 0.0 0.0 0.24620427478787857 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DDT -0.5523152948441584 0.29820029258472935 -0.11065230523645571 0.0 0.237890567442304 -0.4563024345537582 0.0 0.0 1.010387134294448 -0.31447087939642815 0.5522635974681958 -0.4743359516909075 0.0 0.0 0.893526195266467 -0.3950899247013541 0.0 0.40734918461320463 0.40018206146654256 0.16438127407102096 0.0 -0.30830962763629377 0.0 0.0 0.2819530997648334 0.6192084259845462 3.7284434847910384 0.0 0.0 0.49022571911609353 0.37097110466833244 1.424310783105137 0.0 0.0 1.7527591748497358 -0.5363754219999683 -0.7856802702358897 -1.364945918577788 -0.9330049021560802 0.0 0.8140586740730853 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.064756621880341 0.0 0.0 0.0 0.0 0.0 0.0 -0.7009719754695468 0.0 -0.4799827313566255 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.146862660880642 0.0 0.0 0.6099370635102015 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.37003513455314896 0.0 -2.100874248387895 0.0 -0.6314065564670068 1.1629700794758666 0.0 DLC1 0.07439984386022366 -0.11938450656264928 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2697680921267596 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8288666417050637 1.0285759254467437 0.0 0.0 0.0 3.123478855049165 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5888543744209478 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DLGAP5 0.0 2.7206260383146668 0.0 0.0 0.0 11.89368748470504 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.9196325879700433 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DNAAF1 0.0 0.0 0.0 0.0 0.6073717627289067 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.41089254019527377 0.0 0.0 0.0 0.0 0.0 0.0 0.6185560300562029 0.0 0.0 0.0 0.0 0.0 -0.4755216194333883 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0356681513837664 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.911418827697825 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9161355766893242 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DNAJC9 0.0 7.833135964816818 0.0 0.0 0.0 -2.6782112953774955 0.0 0.0 0.0 0.0 0.0 0.0 0.2502144088258811 0.0 11.907761806798742 0.0 0.0 0.0 0.0 0.0 0.0 -0.9719983924550089 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6635687722399977 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4677497949171527 DNASE1L3 -0.014451641332349996 0.0 -0.20734723000283767 5.147859905593848 -0.5723737838237821 0.0 0.4368944711565303 0.0 0.0 0.32093305983587533 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0748263032085752 -0.3280466071391182 0.7539406090741471 0.0 0.0 -0.31351225299291474 1.0532874370067349 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.770672518176557 0.0 0.33628342785220144 0.0 0.0 0.0 0.0 0.0 0.0 1.3124691684599887 0.0 0.0 0.0 0.0 0.0 1.3586351708785087 0.43870702568217185 1.0968461790389685 0.0 14.350906796975904 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4753320761517467 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DNTT 0.0 0.0 0.0 -0.24613589805636393 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8324625041831907 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.693284691842826 0.0 0.0 0.0 1.3588332709919224 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DPH1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.1078781055189923 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7663777747152652 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DPM2 0.0 0.0 0.0 0.0 0.0 -0.6456376640032786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0185429201094702 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6627124513433912 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DPT 0.30930404854640103 -0.028371508038557897 -0.13375018128306299 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.115132635099443 -0.35159975547930117 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0.0 0.0 0.0 0.0 0.0 -0.27521383935923815 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.343234966710262 -0.37257364307281665 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6449383618166531 0.0 0.0 0.0 0.0 2.0034583465267657 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0605786762827387 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DTL 0.0 1.8152841532460313 0.0 0.0 0.0 -2.311496556927422 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.301588305347421 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 DUOXA2 0.0 0.25057887401814344 -0.4938762850190236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 EBI3 -0.15452727333372301 0.0 0.0 0.0 0.0 0.0 0.0 0.39429454019710103 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.772394499439156 1.0226690449544658 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5886839279065387 0.0 0.0 0.0 0.0 0.0 0.0 5.582565796323087 -0.4681080386295761 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4920571102831219 0.0 5.373214835701064 0.0 0.0 0.0 0.0 0.0 0.0 -0.6614772732501712 0.0 0.0 0.0 -0.5367795118947878 0.0 0.0 0.511827672253439 -0.4109698418809967 0.0 0.0 0.0 0.0 -0.5111101280862584 ECM1 0.0 0.0 0.0 0.0 -0.18197891676041886 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3520018525618127 -0.35059910161173224 0.0 0.0 0.0 1.5458102012575592 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.878636312613748 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0382607148560203 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ECM2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.41507626097910194 0.0 0.0 0.0 2.8806916327708336 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EDN1 -0.1502257178427605 -0.21047487586780086 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2787881962426496 4.269927001288708 0.17278930043580806 0.0 0.0 -2.033145730057038 0.0 0.0 0.0 -1.2383731716289728 0.0 0.0 0.0 0.0 0.0 0.0 2.0357597023976037 0.0 0.0 -1.2900447163303541 0.0 0.0 0.0 0.0 0.0 0.23219891372535764 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6810956846186841 0.0 0.0 0.0 0.0 -0.23714491158788534 0.0 0.0 0.0 0.7518971854004587 0.9405026063071406 0.0 -0.48873411059814276 0.0 0.0 -0.5932120532670093 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EDNRA 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.200916155577785 -0.48420558444052253 0.0 0.0 0.0 4.283176544203637 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6909881115487299 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EDNRB 0.2671543911944473 0.0 0.1444339992168442 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4100742415206068 0.0 0.0 -0.31200345960025844 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2912297548867425 0.2006171656446113 -0.4788718385365352 0.0 0.0 1.209431130154016 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.921468704038263 0.0 0.0 0.0 0.0 0.0 0.0 0.8805650498842104 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4728994216260795 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.1188372772237933 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2983949261694464 0.0 0.0 EFEMP1 -0.12204936944780762 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0.0 0.0 0.0 0.0 0.0 5.097194540037878 0.0 0.0 0.0 0.0 0.0 0.0 -1.30253505428299 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.41813389920809135 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3054780473554933 0.8786121803841942 EGFLAM 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31549939270292526 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4339247613898018 0.0 0.0 0.0 0.0 2.5716394792959765 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EGFR -0.13602503992661713 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.31192560019714866 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.28284091114529 0.0 0.4331143514631386 0.0 0.0 0.0 0.0 0.0 0.4391220503494982 0.0 0.0 0.0 0.0 0.0 0.0 -0.9308366928915681 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0637306883726747 0.0 0.0 0.0 0.0 EGLN3 0.0 0.0 0.0 2.40815985574176 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4404128261763911 0.0 0.7521241173065877 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7488786966145332 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.8930481092925118 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.8804709476482175 0.0 0.0 0.0 0.0 EHD2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1199108633585673 0.2924456031361232 0.0 0.0 0.0 1.9954652628408718 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EIF3C -0.19294014195117887 0.0 0.0 -0.2219181630539777 0.0 -0.17067311677673638 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7368885383481812 0.0 0.6102121778292907 -0.09791396650789158 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8070751416423252 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0283422478483588 0.0 0.0 1.5409639830431339 -0.7504863438295245 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.47094184963524405 0.0 0.0 0.0 0.0 0.0 0.0 EIF4A1 0.7768542013498911 -0.19073877850024953 -1.0837362319368828 0.10094439562097927 -0.41883916762010925 -1.9812123075491315 1.799260401329912 -0.5574601735498478 -0.7650189318486307 0.0 1.144680779566893 -0.19853462054737334 0.9406353353196159 -1.5992787957698922 -0.20570990995451707 -3.030267113925427 5.55424242124789 0.9830495593871732 -2.037455620140784 -1.124079420631698 -1.0177639983732643 0.9271712486672168 -1.5668744907052596 2.5844854991167248 0.6894396501714475 -1.0838335339385932 -0.43820069257643285 -0.41276519484917795 -1.0029592013225623 -1.10632346422425 0.48165424486017355 -0.1422321277285284 1.3642583109257536 6.402455370786177 -0.5008056646588028 -1.4845247254974239 2.0756760821445575 0.04896263365123721 -0.12285282504963224 -1.3754694730548342 0.9973783740648199 -1.0253238655900785 -1.5830631113227156 -1.1807168436186812 -3.317225914177576 -0.31620000602763704 0.8041949788428007 -2.0658823321608746 0.0 0.294150102993656 1.5779721256609636 -2.270939641607538 1.2783808863454886 -0.7444340874046292 -5.886664172420278 0.0 0.34793872039490753 1.6143733012381694 -2.350108696128009 0.07008053737586802 1.0079895048994394 3.9989176078663164 0.26573224744987556 -0.6071155759123492 2.561514907627854 -2.4064662117451294 -0.13059462207607475 -3.3336125023914938 2.6442476314205274 2.0649845199239985 0.0 -1.1353675279658533 -0.2796895886572828 3.7934129165383212 0.0 -0.7481491102488483 -1.9878418478768674 0.8248489039746193 0.5003750299071094 -0.9375243872265286 -2.044567463279241 -1.705349861735566 -2.5415956471324357 -0.5715733460153718 -3.1955591375856383 -1.104635667653836 ELF3 0.0 0.0 0.0 0.0 -0.1891510907164978 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.407299542149582 0.0 0.0 0.0 0.0 0.0 -0.39629961079248105 0.0 -0.8270253912981134 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4894928952367088 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.458479078993191 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ELK2AP 0.0 0.0 0.0 -0.8825778119460602 1.0473982104125337 0.0 0.0 -0.24505210035376188 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3517086963913378 0.0 0.0 0.0 0.24973445201167088 0.0 0.0 0.0 0.0 0.0 -0.2568183950111414 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7880572720266563 0.0 0.0 0.0 0.0 0.0 0.0 -0.32717608132449383 0.8530331420776296 ELN 0.0 0.0 0.0 0.0 0.0 -0.29443710565913794 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5300095165703815 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.303276456356509 0.0 0.0 0.0 0.0 -0.47744267376118615 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0097673051954417 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4554602803314595 -0.7294749774748839 0.0 ADGRL4 0.0 0.0 0.11532120252538645 0.0 -0.17335847614116195 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.540166445416615 9.537173213924044 0.0 0.0 0.0 -1.8535811604185133 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -5.3402149651413096 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4912145721721922 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EMC6 0.0 0.0 0.0 0.0 0.23162118667183018 -0.22029484642357425 -0.21113985282453165 0.0 0.0 0.0 0.29121449472995325 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5866959140031397 0.0 0.0 -0.5632252670786313 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8199161291525066 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9239616628789561 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EMCN 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6416481384684845 7.554407590050924 0.0 0.0 0.0 -0.8283737980232968 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -4.238436759287491 0.0 0.0 0.0 0.0 0.0 0.0 -0.7336330486714143 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3234876379662119 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.524446138345032 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EMILIN1 0.0 0.0 -0.1185052084964624 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.3015430510612 -0.4353234658779502 -0.29662130616862825 0.0 0.0 -1.4677869605049771 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7348502277875762 0.0 0.0 0.0 0.0 0.0 0.0 -0.8480700199669161 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EMP1 0.30642621086083904 -0.5784570646914584 -0.6172088441667489 0.0 -0.2464903994967276 0.0 0.0 0.0 0.28095524738701494 0.0 -0.2125201228681298 -0.5624705985604548 0.0 -1.301269282309739 0.0 -0.650802151243692 0.0 -0.48339111894404524 0.0 -0.7603786445210633 0.0 0.0 1.7979907488910694 6.6988547752684156 -0.09447921464554969 0.11508129179907096 0.0 -1.1364049113775105 -1.039725607401053 0.0 0.0 -1.1101188516671894 0.0 -0.923413413795871 0.0 0.0 -0.1859255940015194 0.984333387610057 -1.302264039716055 0.0 0.0 -1.4804227984523555 -0.10653288138108241 0.0 -0.6043516642048877 0.6490504064019126 -0.1645747100122236 0.6021561781084223 0.0 0.0 0.0 -2.6986050222057463 0.0 0.0 0.0 0.0 0.0 -0.33422389445878964 0.0 0.0 0.0 0.0 -0.5444573489341517 0.0 0.0 0.0 4.9800259288231645 0.0 0.0 -0.5361231242051386 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3498739413222585 0.0 -0.4963835441076797 0.0 0.9982120092392588 ENKUR 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.433570282677605 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ENPEP 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4558903095650281 -0.34058617298307775 0.0 0.0 0.0 4.6126637790802905 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ENPP3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4886126523253536 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5309611445136734 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EPCAM 0.0 0.0 0.0 0.0 0.0 -0.20759913428214355 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.34869373167405 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8307765141520401 0.0 0.0 -1.4235786024994663 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EREG -0.2856597614899005 0.0 -0.1751490493157418 -0.31201398095434746 0.0 0.0 0.1880555506769449 0.0 0.2539719803980042 -1.980394857628558 -0.4634841035704275 0.0 0.0 -0.2978609001109119 0.0 0.0 0.0 7.050619633815248 0.0 -1.9415351739367976 0.0 0.0 -0.5109319492827737 -0.4253872435168838 0.0 0.0 0.46469433769993057 0.0 0.0 1.095049155728737 0.0 0.5832330386472673 0.0 0.0 -0.9186507424489552 0.0 -0.8981862535496263 -0.8765926004167686 0.0 0.0 0.0 0.0 16.902820971656325 0.0 0.0 -0.3885398038959549 -0.5913805057833923 0.0 0.0 0.0 0.0 -2.5780054361892084 0.5477230286646085 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5268268697848827 0.0 -1.409440278672201 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ERG 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.9575651311205102 0.0 0.0 0.0 -0.35536465693966474 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ERRFI1 0.24570043828549898 -0.24704942035902305 -0.04287042755702546 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.34753366757966264 0.0 -0.3568862890145915 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.42852737032275195 0.0 0.0 0.0 0.0 0.0 -0.38862148697974047 0.0 0.0 -0.5337894067239033 0.0 0.0 0.0 0.0 0.0 0.0 -0.6558366727433783 0.0 0.0 0.0 0.16985854266502934 0.0 -0.540216301839435 1.792357699361673 0.0 0.0 0.0 0.0 0.0 -0.7573916867639489 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.6487828332493266 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.48181752681300705 0.0 0.0 0.0 0.0 5.482434680120138 0.0 0.0 0.0 0.0 ESAM 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.324701185993486 9.720685633177215 0.0 0.0 0.0 1.4557489265709986 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.0281658219662604 5.860342499124894 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2686284252471792 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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1.7869135282244961 -0.8635426763316684 0.0 0.0 0.0 0.9504038383166858 0.0 0.0 0.0 0.2808003637777944 -1.0870684852649635 0.0 0.0 0.0 0.0 0.0 -1.4815228062326113 0.0 0.0 0.0 0.9746842274504355 0.0 -0.3327150583108766 0.0 0.0 -0.36465312737781297 0.0 -0.9020690130643739 TENT5A 0.35863117512102727 0.0 0.2605120134592824 0.0 0.0 0.24133661716885238 0.0 0.0 0.22998384954367584 0.0 0.0 0.0 0.0 1.0348982211415505 -0.4860967749392959 0.0 0.0 0.38095891260194065 0.0 1.1673748659945855 0.0 0.0 0.46175971708311353 -0.33374678590929574 0.0 0.0 0.5277863729163421 1.2686040168034223 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6967074611115948 -1.4398700728954248 -1.6733633090186193 0.0 0.0 1.1435025705835853 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.365724101239059 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TENT5C -0.14692793850279134 0.09153362168879413 -0.07938139087171432 -1.3347697581381612 5.22479929591005 0.4417245068628571 0.0 0.4560767667766263 0.0 0.0 0.0 -0.16028637119268663 -0.019042928548105242 0.0 0.0 0.0 0.7607877845365609 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.42615975356323 0.0 0.0 0.0 0.0 0.0 -1.1169325656884588 -0.6274028660200095 0.0 0.0 -0.8452590905611269 0.0 0.0 0.0 0.0 -0.6517983422803525 0.0 0.0 0.0 0.0 0.0 2.1897233596521533 0.0 0.0 0.0 2.187523548635298 0.0 0.0 -0.9872910035209413 0.0 1.1485224395879519 5.196429318552681 0.0 0.0 0.3210778239592727 0.0 1.0158636588669039 0.5056269082614747 0.0 0.0 -2.7139745278835483 0.0 0.0 -1.0686150366819558 0.0 1.050957846763326 0.0 0.20812738622609853 0.0 0.0 0.0 0.0 0.0 0.0 -0.3960695269759912 0.0 0.0 -0.2843830330313277 0.0 0.0 0.0 SINHCAF 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.28188937135589126 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4790645414533231 0.0 0.0 0.0 0.0 0.0 -0.7620324222686158 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PIMREG 0.0 0.19777756184397194 0.0 0.0 0.0 1.4223177409693775 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RIPOR1 0.0 0.0 0.0 0.30169005444103275 0.0 0.0 -0.2785147588157353 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3895640115686786 0.0 0.0 0.0 0.0 -0.4259663859271369 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6087239477198799 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.412016458254425 0.0 0.0 0.0 -0.796677072987705 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RIPOR2 0.2786737296977454 -0.16729227867355337 0.0 -0.2563703836288436 -0.5961307688879546 -0.00626069934688058 -0.6660556692020942 -0.2481391919251319 0.1333674335025607 0.8289165628531155 0.3416099727518851 2.7394315955220527 0.1632605343663589 0.0 0.41113235040519086 0.0 0.0 0.9384834357639397 1.3456669563243138 0.0 0.0 0.7530927293873952 0.0 -0.3421008165126812 0.0 0.0 0.0 0.0 0.0 1.0578370242414588 1.8977874148826352 0.0 0.16117299492707354 0.0 0.0 -0.8856756710030992 0.0 0.0 0.0 1.0337444395049689 -2.7716785665665307 0.0 0.0 0.7869753205932553 0.0 0.0 0.0 0.0 0.0 0.0 -0.7875364287756536 0.0 -0.268825157231828 0.0 0.0 -1.3638937194431682 0.0 0.0 0.0 -1.7414537814168665 -0.3038922108187845 0.0 0.0 0.0 0.0 2.2190739037922635 0.0 0.0 -1.8469039338347617 0.0 -1.9739785091431894 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.229796826955672 0.0 0.0 0.0 -0.3228144646765134 0.0 0.0 0.0 FAM83D 0.0 0.0 0.0 0.0 0.0 2.492807733841328 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0631013922072474 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CIAO2A 0.0 0.2276062653514411 0.0 0.0 0.0 0.0 -0.2979907517368519 0.0 0.0 0.0 0.0 0.0 0.0 -0.3498168203851378 0.0 0.0 0.0 0.4771480068786712 0.0 0.0 0.0 0.0 -0.36436962031691006 0.0 0.14990210203514373 0.0 0.4995086500978547 0.0 0.0 0.0 0.0 0.4990560449534073 0.0 0.0 0.0 0.0 0.3962189265981014 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.593693312362131 0.0 -0.36647370144646174 0.0 0.0 0.0 0.0 0.6491706428955936 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CIAO2B 0.0 0.0 -0.23260920855150266 0.0 0.0 0.0 0.0 0.0 0.3070930058387951 0.0 -0.27741653447267534 -0.29890706195832334 0.0 0.40132262028576593 0.0 0.0 -0.512091430213322 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.1999460493584131 0.0 0.84528919499731 0.0 0.0 -0.5027682607354665 0.0 0.0 0.0 0.0 0.0 1.2064703267546686 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.012926047965337842 0.0 0.0 0.0 -0.6644588716798422 0.0 0.0 0.38602529870467306 0.0 0.0 0.0 0.0 0.0 0.0 -0.3986142824137625 0.0 0.0 0.0 0.0 1.121731676127651 0.2820256597259854 0.0 0.0 0.0 FANCI 0.0 3.7884690250406376 0.0 0.0 0.0 -0.2537847142128772 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.3238609492138096 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FANK1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.8214275623818463 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6937118823188857 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4862542978704107 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FAP 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.6053221772137527 0.0 0.0 0.0 0.0 -2.2941804213304278 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5603021957184245 0.0 0.0 0.0 0.0 0.0 0.0 0.455797061270848 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FBLN1 -0.061699760543100814 0.0 -0.17235401959668534 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 10.398395443384015 -3.3680326973558086 -0.3844247926149971 0.0 0.0 -2.0110889987307776 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8054085826427627 0.0 0.0 -2.360012087561806 0.0 0.0 0.0 0.7823222155625237 0.0 0.0 0.0 -0.43095791678847756 0.0 0.0 0.0 0.0 -0.43619040000023723 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7989661991724113 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.31817259366807604 0.0 0.0 0.0 -3.233945121993215 0.4697133371257293 0.036674474085747644 -1.0191616370212784 0.0 FBLN2 -0.1449182602914071 0.19675387089901855 -0.12603232671400136 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.086657555568149 0.0 0.0 0.0 0.0 -2.1651743363088105 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.787698144422912 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.28407218062164596 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1119765332203904 0.0 -0.45459460925665895 0.0 0.0 FBLN7 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7099777909851372 0.0 0.0 0.0 0.8444623891599446 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9418796675581116 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.3271700912474427 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FBN1 0.0 0.0 -0.14045545310641078 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.94774412906621 0.4988619315340689 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6698854106270363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5823385001511077 0.0 0.0 0.0 0.0 FCER2 0.0 -0.3955908980798858 0.0 -1.1186097971355642 0.0 0.0 -0.5437009565890265 0.0 0.0 -0.3341588952385616 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.5053217896790265 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6037423189184978 2.1632159585582205 0.0 0.0 1.0149380340367904 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.25037707376413476 21.34561455760354 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7854057830485651 0.19250849246642646 -2.6249869184164614 0.0 -0.6227762896025572 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9871473631891169 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FCGR1CP 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8466012204647614 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5376982517192771 0.0 0.0 0.0 -0.31124322927343845 0.0 0.0 -0.40075730047070285 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3999258600202184 0.0 0.0 1.8564548966965269 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FCGR3B 0.22006925812088157 0.0 0.0 0.0 0.0 0.0 -0.2976094306496033 0.0 0.0 0.501302607492376 0.0 0.6525509961791864 0.0 -0.3091760442385061 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.05735503675469491 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.25665161111191537 0.0 0.0 0.0 0.0 0.0 0.0 -0.5915575539746489 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FCN3 -0.5898613541082534 0.24512673796237383 -0.24858848987642723 0.0 0.0 0.0 0.0 0.0 0.0 0.38347767922115267 0.0 0.0 0.23250896226109455 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1444055417933465 2.033515092477831 -0.31105192958381034 0.27768951159216665 0.0 -1.0475820576303496 -0.29783358921102815 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22351790886710887 0.0 -0.6297583838543093 0.0 0.0 0.0 0.0 0.0 -0.3102190687559303 -1.3026911263954044 -0.16573206343402422 0.7437360975924127 1.8704384697818568 -0.7835185135670824 0.0 0.0 0.0 0.0 -0.26103446906410616 0.0 0.0 0.8044715019541885 0.0 -0.2698155006182208 0.4789692096078464 0.0 -1.1281168963108785 0.3289588581862827 0.0 0.0 5.082479488334953 0.0 0.0 -0.8714325619543594 0.0 0.0 -1.866398412554831 0.0 0.0 0.0 0.0 0.0 0.0 -0.7221474819126658 1.402386109200204 0.0 0.0 -1.1876933178980829 -1.1785240481495893 0.0 FCRL1 0.0 -0.12205114001297407 0.0 -0.10731854536003825 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.1009502222679717 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3871754474403668 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 9.349331873544207 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6425717165769129 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FCRL2 -0.16946028027848067 0.0 0.0 0.0 0.0 -0.18235520098910846 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9931964776401744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.04504062254075756 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.348232980892427 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FCRL3 -0.0682446144474603 -0.08216307365147554 -0.4610107683949978 -0.13473863196863872 -0.22407348952926864 0.0 0.0 0.37414295620136934 0.0 0.0 0.0 -0.03715388456277382 0.6780720992561942 0.0 0.0 -0.1330903477045888 0.0 0.0 1.086250670525001 0.0 -0.07884276356909649 0.0 0.0 0.0 0.0 0.8565383428116152 0.0 0.0 0.0 0.0 -0.7555252921129846 0.0 -0.6038325005679434 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38841934013545015 0.0 -0.522494219586318 0.23177832149109504 0.0 -0.24795740691116736 -0.9505712952498102 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.17515631803411322 0.0 0.0 -0.32927929876372614 0.0 0.0 0.0 0.3022716047635533 0.0 0.0 5.006146136580838 0.0 0.0 0.0 0.0 0.0 0.6910083571162471 0.0 0.0 -0.30203244218836833 -0.3168099537141341 0.0 0.0 0.0 0.0 0.0 FCRL4 -0.1682549485815842 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3056314618333987 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.011180231452757 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.805296630015563 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FCRL5 -0.3493738628294987 -0.16979346404612874 0.0 -0.7155725781434654 4.056572137253684 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6672036741796256 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7244909359350014 -0.640332257023157 0.0 0.777385021560115 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6218716243750642 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9486435448089603 0.0 0.0 0.0 0.0 0.0 -1.119297702948724 0.0 0.0 0.7934371298096881 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.0329281854142955 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FCRLA 0.0 -0.42297705819987763 0.0 0.08316445348073205 -0.1755149677409532 0.0 -0.9682099714861722 0.0 0.2902621148219207 0.0 0.0 0.0 -0.10640743259182056 0.0 -0.31118114038400885 0.0 0.0 0.0 5.260941775521102 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4759833767835093 0.22008414139618981 -0.9568006208949679 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5652502927211577 0.0 0.0 -0.6079220025342474 -1.7365579776099394 0.0 -0.3244964746443307 0.0 0.0 0.0 0.0 0.0 0.0 0.7530162130501199 0.0 0.0 0.0 -0.45005897775664266 0.0 1.0152036039523702 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9480407077390639 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FERMT2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4878535396903727 0.0 0.0 0.0 0.5912425349170954 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7007690422752068 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9578991756632327 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FGB 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.8872924981555432 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.22215284531708787 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.21585987300627976 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 FIBIN 0.0 0.0 0.0 0.0 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-2.6950428986156 -0.006593612498089059 -5.844367716658449 1.2236866267227946 0.0 -2.750781769023718 1.2381581216213502 0.0 1.0077283927688436 0.0 1.3980090733935038 -6.154390085785434 0.0 0.0 -3.815489885185479 -1.4789095842912823 0.0 0.0 1.489634031187596 -11.695278904602691 0.0 -0.3508406623714704 -0.33207848195632506 -2.2353642234282924 -0.5822318636190094 GADD45G -0.21940858764934515 0.0 -0.02038588616519161 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5491823339870903 0.0 0.0 -0.2789064033153227 0.0 0.36176152697382485 0.0 1.555546875246472 2.000437969117575 -0.3982552710063167 0.0 0.0 -0.31189752347620675 0.0 0.49575842140197585 -0.0883084796891603 -0.48680607342640414 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1029940098411102 -0.7011221927343031 0.0 1.9879237203232014 1.8716960772818179 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.37230514681147 0.0 0.0 0.0 0.0 0.0 0.624513330709347 0.0 0.0 0.0 0.0 0.0 0.0 1.546176066948446 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.382318948116188 0.0 0.0 0.0 GAS1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.630277964509034 0.0 0.0 0.0 0.0 -1.0564243711703725 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.9027351317666992 0.0 0.0 0.0 0.0 GAS2L1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.345510635150151 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GAST 0.0 -0.20174719633699637 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6097540249616692 0.0 0.0 0.0 0.7379097192484425 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.195088045037277 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GATA2 0.0 0.0 0.0 0.0 -0.19569737207390378 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 14.367778209178342 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6603419229834718 0.04730238945826204 0.0 0.0 0.0 0.0 0.0 -0.7216435831945293 0.0 0.0 -0.748114575948437 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GCHFR -0.05196867985191371 0.0 -0.037117232549833075 0.2180606820202518 -0.27692267933047604 -1.3082954017673925 0.16274357546204868 1.6525643414299078 -0.05513208368907516 -0.19625466265380975 0.338617435286531 -1.3286465607518874 0.9002474432763186 0.0 1.4943761122908081 0.0 1.4821051609062275 0.6981870324068121 -0.21835334985364172 1.1111666325132499 0.0 0.0 0.0 0.0 -0.6466515175554758 0.10203283940971157 2.126739946681826 -0.2691228704468848 0.0 0.0 0.0 0.5604899843242654 -1.2584389708255856 0.0 0.0 0.0 0.19428919829029517 8.790181139019715 -0.6364988086027246 0.0 0.0 0.0 -0.7066685839495295 0.0 0.5657668943249075 0.0 0.0 -0.4806066625222048 0.0 -1.1973364197637564 -0.9574675704351456 -0.8370775241673891 -0.8103920470724466 0.0 0.0 0.0 0.0 -0.9079289737664328 0.0 0.560252703007261 0.4136530516695454 0.0 -0.6771006800483536 0.0 0.0 -1.6829708461987771 0.0 0.0 -1.5164043558168472 0.0 1.1198860715244936 0.0 0.0 0.0 0.0 2.2461100945983112 0.2909470439915737 0.0 0.0 0.57823457579755 -1.512977247166057 -1.116009089173826 0.0 0.0 -0.7964186742381465 0.0 GCSAML 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.251503470897498 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GCSH -0.10464335596359504 0.0 0.0 0.0 0.0 -0.5145334522693538 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4783612655564637 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9322412536614232 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GDF15 0.0 0.0 0.6712059178481046 0.0 -0.16633224916920908 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.23804895492434622 0.0 0.0 0.0 0.0 0.0 0.0 0.7803327845873564 0.0 0.0 0.0 0.0 0.0 0.0 1.7906820606078038 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5220035667173464 0.0 0.0 0.0 -0.7203644225495422 0.0 0.0 0.0 0.0 0.0 GDPD2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2686718214371208 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5095270447822812 0.0 0.0 GEM 0.4335955665609946 -0.249578572508086 -0.20564981561314252 0.0 -0.4267245097509627 0.0 0.0 1.519179012079748 0.0 0.0 -0.3117312969555965 0.0 0.0 -0.7533051518490826 -0.36239969524300736 0.4553163055208065 0.0 -0.33583160983900767 0.0 0.0 1.9372020147227405 0.0 3.0922081332391183 -2.737437979138924 2.812873311254126 -0.3425500502361509 0.0 2.2901940283224906 -0.3188947711997382 0.0 0.0 1.8379738043167553 0.0 0.0 0.5623095043450241 0.0 0.0 0.0 -0.9296671801427162 0.0 3.792153306361696 -1.9106862350633422 0.2521341783227005 0.0 -0.16804922936532618 2.0616944802271906 0.0 1.1155990540338727 0.8790062321637946 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0008313417265313 0.0 0.0 0.0 0.0 0.0 0.0 0.3556629598471015 0.0 -0.7618716495331462 0.38660863436515674 0.0 2.474878324776265 0.0 0.0 0.0 -0.6337030392834482 0.0 0.0 0.0 0.7563457217138069 0.2733364424639785 0.0 0.0 -0.9144252851640639 -1.3465748641626407 -2.4571812660160854 0.14264518055802755 -1.1685977679621982 0.0 GFAP 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38302028641531033 0.38335068175185516 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.705811027696041 0.0 0.0 1.728430469351722 0.0 0.0 0.0 0.0 0.0 0.0 1.2456713652543996 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5093753076389833 0.0 0.0 0.0 2.1287721175745484 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.205845812549377 0.0 0.0 0.0 -1.309406972814433 0.0 -1.2775476971980229 0.0 -0.7749594604890951 0.0 GFPT2 -0.05150048508895237 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4500056898511662 -0.3689492683650144 0.0 0.24507097743368758 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6831616293913032 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9049009235102309 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6673393824083521 0.0 0.0 GGH 0.0 5.36686203042592 0.0 0.0 0.0 0.49055965668105056 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.1675525635209425 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7765180959796474 0.0 GGT5 0.0 0.0 -0.14356354070045793 0.0 -0.20519926323596402 0.0 0.0 0.0 0.0 0.0 -0.3534890404882762 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.0421876788872426 -0.3290734058578406 -0.45338529263027444 0.0 0.0 2.192251715368586 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7767210414987618 0.0 0.46404075053432303 0.0 0.0 -3.589104600406664 0.0 0.0 0.0 0.0 0.0 0.0 0.6898631677415977 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3318343196210235 0.0 0.0 GGTA1P 0.1934990690636556 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0598281742503795 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.17559125619049773 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3793907695721915 0.0 0.0 0.0 0.0 0.22469157632428516 0.0 0.0 -0.45339714777231405 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GINS2 0.0 2.707062549897102 0.0 0.0 0.0 -8.278299633081723 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 13.42910177438802 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GJA1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.8754374888489513 0.0 0.0 0.0 -2.3813398613784322 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.0471094925556668 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.35873503412784014 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7233347840230677 0.0 0.0 0.0 0.0 GJA4 0.14940520817497493 -0.38845284896598087 0.4665103019068068 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.8992035657668194 0.9858938330081645 -1.3231464056601623 0.0 0.0 7.414306108308398 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.9542024688949589 0.0 0.0 -0.512145270348245 0.0 0.0 0.23497717920077396 0.457469921131448 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.42062346067858086 0.0 0.0 0.0 0.0 0.0 0.2892954858946984 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4014385739595833 GJA5 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5050816960592333 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GJB2 0.0 0.0 0.1303654846601209 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.26302353286339425 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6814635073799395 0.0 0.0 0.0 0.0 -0.7448677554251052 0.0 0.0 0.0 -0.8611573936623277 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5942202669478545 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.1009377759455545 0.0 -0.45671004969833734 0.0 0.0 GLT8D2 0.08930049726586317 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1324686007644542 0.0 -0.3177515033820307 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NOP53 0.3340386113660461 0.0 0.5444910418299159 0.0 0.26213317831384203 0.046489113610670506 -0.5394778917409958 -1.0547388170635024 -0.8785162683493508 0.0 0.6667724824403765 0.0 -0.13014553457760786 -0.45005264357899594 -0.33700317283668946 0.0 -0.7318847027671244 0.0 0.46627581018404846 -0.35353892713714874 -2.1943894416877403 0.17105524385165485 0.0 0.846367007447853 0.17236672940157008 0.0 0.6167987370789493 0.0 0.0 -1.0225320340334958 0.5644902506738905 -0.9228223473450589 -1.081149709720496 -2.816985703418667 0.0 0.0 0.0 0.0 -0.7210626708675786 0.0 1.605680001476324 0.0 0.0 0.0 -0.6556059792641987 0.0 0.0 -0.32240749039112504 0.0 -0.46509090697885486 0.0 0.0 0.0 1.6478631225224347 0.0 0.0 1.638129625940656 -0.9378378628380272 0.0 1.5804894679782437 0.0 -1.2070228502119127 0.7077816640591258 0.42036746394897073 -0.7761960451476223 -0.8405479768036493 0.0 0.0 0.0 -1.191316585946332 0.0 0.0 0.0 2.866648664217731 0.0 1.0314389231146603 -0.5981014151060842 0.0 0.0 0.0 0.0 1.3185993499365072 0.0 0.0 0.0 0.7548250193024254 GMPR 0.2774984994176598 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.925925242595548 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.189646024787346 0.0 0.0 0.0 0.0 0.0 0.0 3.0616643163473687 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RACK1 0.0549860657989474 -1.8580818962025878 0.4048939744935051 0.0 -0.13222130593767903 0.0 -0.10991265047718529 0.49850311679295534 0.5394172608096967 0.0 -0.22097526645014265 -1.847080688931152 -0.419444872393426 -0.08279378995740101 -0.2296286973496403 3.348025472961297 0.0 0.0 0.0 -1.155481915689544 0.8317361259506093 3.1733585927139547 -0.7847530563081565 -1.3506844594886023 -2.1325343276801365 -0.8966500839700876 -0.5655620214484783 0.0 -0.3221218847770527 -0.08031527805372471 -0.35084657508414363 0.0 0.0 -0.6237308070027165 0.0 0.0 -0.3878116191047779 0.0 0.0 -0.7560440176934012 -0.557159813656588 0.0 0.0 0.0 -7.94003707457471 -3.692420771755387 -1.6903662011725857 1.7468021611193625 0.8476369776684776 -0.3081763376505151 0.7360594081280967 0.0 5.824568083415479 -1.3052700732686326 -11.24597397920491 0.0 0.0 2.4513756763366445 0.0 -0.5066796576185164 -0.8686489871345467 -0.5719616005358044 4.226030753046639 -2.444199046571538 -3.112621126693307 0.0 -3.608939509074837 0.6735441397604537 0.0 -0.022826097953706846 0.0 -2.126139106670892 -2.2294078137027666 0.0 0.0 0.0 1.8375978191438995 -1.417213193214753 -1.9998568583012553 0.08845709527759293 -0.3814309014148286 2.530904788421693 0.7143553603218729 1.5903998509409958 -5.779496508656647 -0.6421372087315123 GNG10 -0.12586015856886512 -0.22280745955491155 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.22069149282673964 0.0 0.0 0.0 -0.296247795659098 0.0 0.0 0.0 0.0 0.5050008150754192 0.0 0.0 0.0 0.0 0.0 0.0 -0.5517029818623382 0.0 0.0 0.0 0.0 -0.633381426211926 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3073089431831808 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5310468873580456 0.0 0.0 0.0 0.0 0.0 0.0 GNG11 -0.04907383112217579 0.0 -0.07299893190127156 0.0 -0.24530877391867265 0.0 0.0 0.0 0.0 0.0 0.32501453688471205 0.0 -0.20867956519070638 -1.0789001181882918 -0.34227429848081464 1.4369577618398595 0.0 0.0 0.0 -0.3526508121820376 0.0 0.0 -0.3874711208172211 9.918093432818232 0.15515046680416583 0.0 0.0 2.494596958034883 0.0 0.0 -0.822193920969129 -0.621047465404652 0.0 0.0 0.0 0.0 0.0 -0.6634543315884242 11.627939575220772 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GOLM1 0.11476479167838564 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.49490669181483093 0.0 0.0 0.8852841060698887 0.0 0.36405637173796707 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GP1BA 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.8447945714604774 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GP9 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.30398465365142263 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 13.575888800233312 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GPC3 0.0 0.0 -0.08172675231909668 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4645960559346874 -0.355211578148376 -0.08486306501804453 0.0 0.0 -0.5308442669327034 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7610747353970708 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2483547647183305 0.0 0.0 -0.5986453430485297 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GPM6A 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43598870496114345 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2487601953224193 0.0 0.0 -0.5148461147551381 0.0 0.0 0.0 -0.29464924366791545 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 GPR25 -0.13956139715902122 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.26129217433024915 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9446137970635136 0.0 0.0 -0.9180562990210566 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GPR84 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.17834521947636472 0.0 -0.42223166953643304 0.0 0.0 0.5300955003461705 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.2308551431578367 0.0 0.4868518866187118 -0.0639622559629662 0.0 0.0 0.0 -0.4245577645173638 0.0 0.0 0.0 0.0 -0.5375368241523647 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7593606463855319 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.843675772183093 0.0 0.0 0.5126097296797237 0.0 0.0 0.0 0.0 0.0 0.0 ADGRG3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1930374196282916 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0.4653355805845875 0.0 0.0 0.36537282979901603 0.0 0.0 1.6250032997499528 0.0 1.6828223246028966 -1.6189823207389644 0.0 0.0 -0.9004444590146645 0.0 0.0 0.0 0.0 0.0 0.0 1.0800844878172575 HBD -0.23160201706434186 0.0 0.0 0.0 -0.2481134575843542 -0.47929802722400716 0.0 0.0 0.0 0.0 0.0 0.0 0.3483103792897295 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 12.500576951820705 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0704916530156092 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.621997841376956 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HBP1 -0.25569348834320743 -0.8043777488093917 -0.37065531003558744 0.0 0.0 0.0 -0.2407756073707542 0.763898032404889 0.0 0.0 0.0 -0.3456089481866405 0.0 0.0 0.0 0.0 0.0 0.4359673582284916 0.0 0.44877027340082487 0.4583523055328404 0.0 0.0 0.0 0.0 0.17170488687502808 0.0 0.0 0.0 0.0 -0.6311044184006671 0.0 0.0 0.0 0.0 -2.683469835365463 0.0 0.0 0.0 0.0 0.0 0.0 -0.556888528979315 0.0 -0.17263056243143365 -0.37381816365775855 0.0 -0.44304004522231627 0.0 -0.37245643620074687 0.0 0.0 0.0 0.0 0.0 -0.9657783748155441 0.0 -0.8929504709178279 0.0 0.0 0.2471472727316276 0.0 -0.5987770499698174 0.0 0.0 -1.3021787298880154 0.0 0.0 1.3339999082932834 0.0 0.0 0.0 0.591865317525267 0.0 0.0 0.0 -0.5351013062015767 0.31604806493727244 0.0 0.2973357834221683 0.42575350913197435 0.0 0.0 0.0 0.0 0.0 HCAR2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3716273264279036 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5342528006852573 0.0 0.0 0.4243251637797723 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4712737448139374 0.0 0.0 0.0 0.0 0.0 0.0 -0.43599209675892925 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HCAR3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8791763319007339 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5397683127420969 0.0 0.0 0.4896503018487342 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.17235452060171166 0.0 0.0 0.0 0.0 0.0 0.0 -0.591038484971974 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HDC 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.117187505154836 0.0 0.0 0.0 0.0 0.0 10.834678149680656 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.421911460988084 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HEMGN 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.0325638981855374 0.0 0.0 0.0 0.0 0.0 0.0 2.499735487282758 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HERC2P4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5223591465329518 HES1 -0.45471792731472593 -0.3087328406390941 -0.629904275649479 0.0 -1.515348151670335 0.0 -0.2772786289705854 0.3223349721763885 0.0 0.8625122831849654 -0.18808508355498604 0.0 0.0 2.627112609562809 -0.29733424538142456 0.0 0.0 0.2650174857976846 0.8058771298364034 1.5384497258153882 0.0 0.0 -1.2982873958158134 1.6703120014030604 -2.1630062530668375 0.0 -0.5868683129696014 1.4296528547452265 0.0 0.0 -0.8482293943978682 0.0 0.0 0.0 -0.19056020675523916 0.0 0.0 -0.49384909267631794 -0.11431894636796447 0.0 0.0 -3.3159940195880937 -1.5531573196555826 0.0 0.0 -5.792292296799955 0.0 0.0 -2.0095439105593194 0.0 -0.6348961651592163 -1.3108023828700246 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.12080399001254498 -0.3249253149260828 0.0 0.5012152380699658 0.0 0.0 0.0 -0.6268301265402796 1.8093243667853638 0.0 -0.8096544932005273 0.0 -0.3975017053193282 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -5.53181045177853 0.4941976344443745 0.0 0.0 -0.36165903196405197 HES4 0.5572257026157058 0.0 0.2437659952034797 0.25442891178858434 -0.2958229196902687 0.0 -0.23225697281586316 -0.2587319098755676 0.0 7.937426617803047 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5256231313135001 0.0 0.39910255918888204 0.0 0.0 0.526787622154801 0.0 0.0 0.0 0.0 7.298311103788987 0.0 -1.4903215906857634 0.0 -0.7738878120537911 0.0 0.0 0.0 2.02467074367849 0.0 0.0 0.0 0.0 0.0 0.14431624580073377 0.0 0.0 0.0 -1.1368234106935524 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8464701708614362 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8735510050380582 0.0 0.0 0.0 -1.0136475566534953 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HEY1 0.1327927888931638 -0.2744794626317448 0.247401209863314 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0901718618289564 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.44611689758780654 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9885013595848401 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HEYL 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.10454458353645794 -0.3980658130298273 0.0 0.0 0.0 2.5946689942799495 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MFSD14A 0.0 0.0 0.0 0.0 0.0 0.0 -0.2401307888688833 -0.11400703705091175 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.12532382594008804 0.0 0.0 0.0 0.0 0.0 0.0 1.2019773034843126 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8473676208794925 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2015288796262715 0.0 0.0 0.0 0.0 0.0 HIF1A-AS2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4272743402101113 0.0 0.0 0.0 0.44548547190709886 0.0 0.0 0.0 0.0 0.0 1.054284298371306 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIGD1B -0.13710182576455204 0.0 0.2703098029920132 0.0 0.22358643749123877 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.4613701315936294 -0.5619201318927621 0.0 0.0 0.0 14.651363260944455 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.368859033947236 0.0 0.0 0.0 0.546355103833583 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIST1H1B 0.0 2.6080952021258725 0.0 0.0 0.0 0.5550327579128141 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.331492657909471 0.0 0.0 0.0 0.0 0.0 0.0 -0.8023392852095885 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8371092420306422 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIST1H2AG 0.0 0.513654164704173 0.0 0.0 0.0 0.2917465691057403 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3962168718281977 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1307608745824116 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIST1H2BJ 0.0 0.0 0.0 0.0 0.27042234483363564 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5304029088595679 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.905704507471277 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIST1H2BK -0.10802773625854145 -0.25040092219580673 -0.16443163806644237 0.7558311754840017 0.8531903714380838 -0.6677475588931243 0.0 -0.28834718202445764 -0.28670642424549614 0.0 -0.03704510023701335 0.0 -0.4903039194039616 -0.32290249915594477 -1.0723256233435807 0.0 0.0 0.0 0.0 -0.3621398174524989 0.0 0.0 -0.3598128058452065 0.0 0.2933808069150746 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.717647432205605 0.0 0.0 0.0 0.0 0.0 -0.8997884744353574 0.0 0.0 0.0 0.0 0.0 1.7246941568924208 0.0 0.0 0.0 1.1874017863255313 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.236507514068877 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIST2H2AA4 0.4137648307961913 -0.31125735930942455 -0.028226453966324457 0.5074495922211754 0.7366406070398338 -0.43654862203322403 0.2658702274483376 0.025242179672491833 0.0 0.0 -0.15621850164430462 0.0 -0.41167909344747816 -0.47158378178926635 0.041472969383107856 0.0 0.4618799587513473 0.0 -0.5400909017800098 -0.5845787202053846 0.0 0.0 0.0 0.0 0.23777676012942342 0.0 0.0 -0.40579095123515513 0.0 0.0 0.0 -0.6210045108976388 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8161456407316509 -0.6379565687291805 -1.5795146413745607 0.0 -0.630294264148647 2.3787631865319563 0.0 -0.6312002408324692 -0.6130418841148613 0.0 0.0 0.0 0.0 0.0 -0.2680797739734768 0.0 0.0 0.0 0.0 0.0 -0.2917386400973618 0.0 0.0 0.5011904344049445 4.570071699349612 0.0 -0.5795134307019639 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6561858279129844 0.0 0.0 0.0 0.6253033053613997 0.0 0.0 HIST2H2AA3 0.32731174812899433 0.0 0.0 0.885410840094853 0.0 -0.43654862203322403 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5990776381476822 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.1259374804549245 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.630294264148647 0.0 0.0 -0.6312002408324692 0.0 0.0 0.0 0.0 0.0 0.0 -0.2680795567655255 0.0 0.0 0.3328506963111782 0.0 0.0 -0.29173866681354516 0.3112328019843787 0.0 0.5011904344049445 2.125612463121004 0.0 -0.5795134307019639 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6561858165169678 0.0 0.0 0.0 0.6253032720649173 0.0 0.0 HJURP 0.0 1.900061905848856 0.0 0.0 0.0 5.153324994209916 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HLA-DQB2 0.3535505879655567 0.0 0.0 -0.8918637352480531 0.0 0.0 2.7277813909601343 0.0 0.0 0.6307117319051864 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.9291259512038519 -1.0475411000831325 0.0 0.0 0.0 0.0 -0.44235425132629846 0.0 0.0 0.0 0.0 -1.3020059299096234 -0.42600081066307216 0.0 0.0 0.0 0.0 0.0 0.0 -2.145125515632268 1.3986018792996413 0.7217228039417035 0.0 0.0 0.0 -1.1109045524480616 0.0 0.0 0.0 0.0 0.0 0.0 -0.4951157407038805 0.0 1.0739723989080405 -1.6508266449054878 0.0 0.0 -3.521487059974629 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5932353183507557 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.571204404097248 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5268721019201873 0.0 HLA-DRB6 -0.308987769441717 0.0 -0.21120483730729891 -0.7275721435316309 0.0 0.0 1.9205812057894518 -0.3493809912134422 0.0 -1.1751760108882716 -0.6351937986924867 0.18676919341272177 0.0 0.0 0.0 0.0 -1.034721901618122 -0.4071395307421199 3.158463010677365 0.0 -0.8256864262348981 0.5181527319899952 0.0 0.578436650686346 0.0 0.0 -0.4713802544346893 0.0 0.0 0.0 0.0 -1.4174104205569875 0.6350631507789125 0.0 0.0 0.0 0.0 0.0 -0.6163939674378938 0.0 1.433372601936178 0.0 0.0 0.0 0.0 0.0 -1.065751041952135 0.0 0.0 0.0 0.9351076562230133 0.0 0.0 0.0 0.0 0.0 1.397939016803229 0.0 2.121091903423301 0.0 0.0 0.0 0.0 0.6772170624325033 0.0 2.1700707671254356 0.0 0.0 0.0 0.0 -3.982885736419443 0.0 0.0 0.0 0.0 -2.071682271354859 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HLA-G 0.1623851979311367 0.0 -0.38642576929479555 0.0 0.0 0.0 0.0 0.36992267217697183 0.0 0.0 0.0 0.35446635436026547 0.0 0.0 0.0 0.0 0.0 0.0 -0.3625082760412042 0.47141630214548036 0.5932465717082438 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4021696713779408 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1161783351343977 0.0 0.0 0.0 0.0 HLA-H 0.18185063008962812 -0.16948884440170708 -0.7603995709061042 0.0 0.0 0.0 0.0 0.7950132171486048 0.0 0.0 0.0 0.38689890995200427 0.5122674085529672 0.0 0.0 1.2937165628968685 0.0 0.0 0.0 0.4312304041418798 0.6013455647064548 0.0 0.0 0.0 0.0 -0.13500871255267316 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6477238709262508 0.5671401748443459 0.0 -0.5834547425444304 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.21564832873220502 2.2130024699802022 0.0 -0.7083477164999337 0.0 0.0 1.1710873794986705 0.0 0.0 1.4965858294159868 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.44764213962296245 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HLA-J -0.10499525502486537 0.0 -0.0009245552479114469 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.28076960600058926 0.3999093445512774 0.5210533737104462 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5348726983339614 0.0 0.0 0.0 0.0 0.7327706218401007 0.0 0.0 0.0 0.5924726351603656 0.0 0.0 0.0 -0.5728885905299791 0.0 0.0 0.0 0.0 0.0 0.0 4.990509808719929 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.542355133666098 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HMGB3 0.0 2.8044879695676412 0.0 0.0 0.0 9.389633968396756 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.03427243910162 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.283733783905035 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HMGCS1 0.0 -0.13648023078090687 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4463387080224139 0.0 0.0 0.0 0.477776620502326 0.0 0.0 0.0 0.0 0.0 0.0 1.795401551946501 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.147253718478692 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9144569575781032 0.0 0.0 0.0 -1.15688026088841 0.0 0.0 0.0 0.0 ARHGAP45 -0.36075724118286645 -0.12457836619295377 0.3502383370547336 -0.319875730537352 0.0 -0.3681308552694359 0.0 -0.23602856568697755 0.3594087478004792 -0.5723667738947205 0.431989615597675 -0.5674121641621346 0.0 0.0 0.25987135186549354 -0.22859524129392614 0.0 0.4308863247303404 0.0 0.0 0.0 0.8675881438633074 -0.43854958899403357 0.2961243725418558 0.0 0.0 0.0 0.0 0.0 0.7083501080253903 0.0 0.0 0.0 0.0 -0.5153785272441493 -0.5812685993979322 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1797278502525912 0.0 0.0 0.0 0.0 -1.5040860125012647 -0.3587897325478699 0.0 0.0 0.0 1.7944724735482867 0.0 0.0 0.0 1.0876198273134878 0.0 0.0 0.0 0.0 0.0 0.0 -0.7202170612750552 0.0 0.2133341569115151 0.0 0.0 -1.2886524732720237 1.2112371028440005 -0.552172569025291 0.0 0.0 -0.7891529714369636 0.24006265243998232 0.0 0.0 0.0 0.0 0.0 HMMR 0.0 3.79573447587826 0.0 0.0 0.0 11.216871516952123 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.9011200315340244 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.45891797771387716 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 JPT1 -0.39448562348236055 1.785733908717965 0.4919589028847904 -0.4497038635868644 -0.42260125916441443 7.73998459882764 -0.28056644356666527 0.7184729256438376 0.4252930842388318 1.5670972167162942 0.3666956570435352 0.0 0.21386765662111196 -0.392555481736266 -5.292352573061968 0.0 -0.746745659655695 -0.4349899344060781 0.0 1.0974419212245798 -0.4801910226736258 1.1608087904240034 -0.40951666444272977 0.0 0.47892785969645174 0.0 -1.9155368215739406 -0.46842822700390024 -0.31267580092990127 -0.5348485976734205 0.0 0.0 -0.218886504818457 2.7364901887752184 0.5835271339366276 0.0 -0.1504420530498107 0.7142923178859972 0.0 0.0 -3.127161793840162 0.0 0.0 0.0 0.0 0.810576390384701 0.7951252001589202 -0.30259376436575075 0.0 0.35230679270255455 0.0 -1.9027454891097022 0.0 -0.9373889697120643 0.0 1.6571808482985215 -1.1756058626071961 0.8356252739470391 0.0 0.3891155300478202 0.0 0.0 0.6410770708267144 0.0 0.5881596930752128 0.8807689468863052 0.0 0.0 0.0 0.0 0.0 0.0 0.32291742327188394 -2.318726783696376 -2.4377477901091424 0.0 0.0 0.0 1.698719691182776 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HNRNPA1P10 0.24819898648630562 0.4064095410378105 -0.9289844513785889 0.0 -0.18344218827231848 0.3571361326386761 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.425855798315245 0.0 0.0 0.0 0.0 0.4249649050608206 0.0 0.0 0.0 0.0 -0.13171049104796728 0.1295374191301372 -0.5016333744520404 0.0 0.0 0.0 0.0 0.10086283937927983 0.0 0.5000675629580467 -1.472312452884982 0.0 0.0 0.0 0.8981252332650892 0.0 0.0 0.0 0.0 0.0 -1.2747902474677146 -0.5883478865558418 0.0 -0.4400390166040923 0.0 0.0 0.0 0.0 0.0 0.0 1.7355260648521458 0.0 0.0 0.0 0.0 0.0 -0.37405010800810246 0.0 -1.37819025036901 0.0 0.0 0.0 0.2092988027202689 0.0 0.0 0.49985932331224914 0.0 0.0 0.0 0.0 0.0 0.0 -1.700095874228299 0.0 0.0 0.6959000453435418 -1.2951371054058867 0.0 2.87011611548465 0.39377397854985163 0.5240247550476899 -0.6227298399356184 HP 0.06019610963095855 -0.1053262342531361 0.13663189329788525 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6905849989106508 0.0 -0.5527154258743888 0.0 0.0 -0.2527988139677167 0.958177850532043 -0.5583478733094308 0.0 0.0 0.0 0.0 0.5976607396137751 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.40788582961881203 -0.49156298249924385 0.0 0.3254056473738927 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5390743781579062 0.0 0.0 0.0 0.0 0.0 0.0 0.2946251068528799 0.44922397800147157 0.7735470322097072 HPGD 0.027872502652916808 0.0 0.0 0.0 0.0 -0.259571694683791 0.0 1.0822159361268797 0.0 0.0 -0.32506130421613705 -0.2794129650167874 0.0 14.226166861561493 0.0 0.0 2.722564522602706 0.0 0.0 0.0 -1.3179631239526728 -0.3614424474182433 0.0 -0.5418355544363685 0.0 0.611034367906509 0.0 -0.31201701928360276 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3359862931064301 -0.783132845408262 0.0 0.0 0.0 0.25880975607307616 -1.5567331240466726 0.0 0.0 0.0 -0.5709949812111889 0.0 0.0 0.48419906426039466 0.0 0.0 0.0 0.0 -0.8326074934820334 -1.20549228884026 0.0 0.0 0.0 0.0 0.45576644884614065 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6286006453270072 0.0 0.0 RIDA 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3619583822188042 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.47545838305960764 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.397516491396066 0.0 0.0 HSD11B1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.41813779657499683 0.0 -0.776458761000751 0.0 0.0 0.49839954303813383 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7438471959542097 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9885911372788249 0.0 0.0 HSD3B7 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3583687868169692 0.0 0.0 0.2533817030411444 0.0 0.0 0.0 0.47168611036499536 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.1328333135272467 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3082269528307049 0.0 0.0 HSPA7 0.0 -0.18090249763661326 0.8238294436846909 0.0 0.0 0.0 0.3574498869626159 -0.6040242603904306 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4142165779081098 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6038030926585268 0.0 0.0 0.0 -1.387205949070007 0.0 0.0 0.37545605615120853 0.0 0.0 1.108926373630782 1.5031247406446568 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5361138479152922 0.6104247227443097 0.0 1.0285366952520278 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HSPB6 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.044751621977939 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.30142955819332856 0.0 0.0 0.0 0.0 -0.4947823707151609 HSPB8 0.0 0.0 0.0849159737221724 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.1751968714746079 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.558540352260641 0.0 0.0 0.0 0.5840387418528599 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5333740726915996 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5897092248020306 0.0 0.0 0.0 0.0 0.0 0.8520944797802226 -0.5599635322158231 0.0 0.0 HSPE1-MOB4 -0.12816333490553639 0.0 2.0292340795339876 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2923187147699172 -0.5256085349470521 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8767667125138393 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9467505518012135 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -4.415100265276316 -0.9306093007087309 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HSPG2 0.12240419654337135 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.12085796706826785 11.736307148976296 0.0 0.0 0.0 -4.5138081135761405 -0.3282987682434124 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.1541459541639707 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.30794188649843807 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4008331501511514 0.0 0.0 0.3694392442981656 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4074962054074266 HTRA3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.500117888092582 0.0 0.0 0.0 0.0 0.5010873264090318 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.841360868928853 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1983454583398887 0.0 0.0 0.0 0.0 HYAL2 0.06274171230535068 0.2259507686226867 -0.2636118859295566 0.0 -0.23908920154418944 0.0 0.0 -0.11588054683060424 0.0 0.0 -0.49828874793012445 0.0 0.0 -0.3274531345316227 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.366334236837596 13.139153147834131 -0.2770707481371694 -0.36469804703132014 0.0 -0.9436510062809059 -0.31810884205679285 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.1371009309611571 0.0 8.61005665839519 0.0 0.0 -0.8554006629753403 0.0 0.0 0.30974777833138034 0.5993806028926002 0.0 0.26029895037557677 0.0 0.44850437315481056 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2662332766690662 0.0 0.0 0.7499933918928869 0.0 0.0 0.0 0.0 0.0 0.6554413093208923 0.0 0.0 0.0 0.0 0.0 0.6105557156755768 0.0 0.0 0.0 0.0 0.0 0.0 0.3069090471184978 2.844144718609411 0.0 0.7244344007307736 -0.668044347718596 1.8010841859609923 2.6357923437689323 IBSP -0.12198175616074039 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3602094332309201 0.0 0.0 0.0 0.0 0.0 0.0 -0.6795989684459712 0.0 0.0 0.0 0.0 -1.2846600094309915 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.32912044048591715 0.0 0.0 0.6890253437364131 0.0 -0.6677534735196397 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1518778413381792 -0.5818599973869051 0.0 0.3814831031344887 0.0 0.0 0.0 0.0 0.0 0.3551261943382497 0.0 0.0 0.0 1.300760066698687 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3511926033947834 ICA1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.0708739086689345 0.2588421328674869 0.0 -0.28801410666254434 0.28138892348648387 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.303623976579457 0.0 -0.33592366073039714 0.768572105784056 0.0 -0.37956954078345356 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6169426543352576 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8495032817985612 0.0 0.0 0.0 -1.3283956056367112 0.0 0.0 0.0 0.0 1.1011168269213896 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.1170784426127165 0.5088726359499485 0.0 0.0 0.0 0.0 0.0 0.0 ICAM1 -0.4434462166344023 -0.17933922450136108 0.09550857418289069 0.0 0.0 0.0 0.01937320998350471 -0.019468425981116866 0.0 -0.26620164890693515 -0.19326524515801674 0.3945780062632365 0.0 0.391347464175042 0.0 -0.5367799700718341 0.0 -2.2810462560233575 -0.40690595105397204 0.806147911276561 0.0 0.0 -0.4858670747055748 5.537436166485315 -1.4982057590785327 0.0 -0.7367741423831468 -1.6432790128437516 0.47669896775372356 -0.4758652328172758 0.0 0.0 0.0 0.0 0.0 0.0 1.9249618076269897 0.0 -0.08145948629126343 0.0 0.0 1.7065029201593052 8.743013066670219 0.0 -0.4127356736269264 0.3655844024876647 0.0 0.5754851804353118 0.0 -0.4697047742362824 0.0 0.991665412711649 -0.3006862091369093 0.0 0.0 1.1412486897476302 0.0 -1.7950730477257035 0.0 0.0 0.0 0.0 0.0 -1.1611779931892843 -0.7102418297630956 0.9936759933745402 2.935221056647528 0.0 3.096267326115864 0.0 0.0 0.339590828816602 -1.3204546107420594 0.0 0.0 0.0 1.4412894747248288 0.0 0.0 1.8882530353280031 -0.9369891660073861 0.0 0.0 0.3134230836498849 -0.30411953248374873 0.0 ICAM4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3020757816956356 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5063543608496096 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7335561685594971 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0135459416016768 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8496005540500712 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ID1 -0.13572817853807778 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.32481039102794346 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5225522248569282 -0.8303913100467818 0.0 0.0 0.0 4.597829127079499 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6615013374310748 0.0 0.0 1.5939733276064931 0.0 0.0 0.0 0.8291056321735163 0.0 0.0 -0.7059788688677854 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IDH3A 0.0 0.0 0.0 4.107330644845792 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.28834807731356343 -0.2383151955305355 0.0 0.0 -0.31236211629634186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7484768505517536 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IDO1 0.1499410224688778 0.0 -0.6306470622498221 -0.20212969018154628 0.0 0.0 2.4386634591657725 -0.3558970364908557 0.0 -0.15392367546560662 -0.6327926316073967 0.0 0.0 0.0 0.0 0.0 0.0 -0.38696385662747457 0.0 -1.1118222669851554 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.49054797075413475 0.0 0.8550080085171698 -1.0954760593380606 0.0 0.0 -1.078540624926884 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8845129112412877 0.0 7.726136231241692 -0.2906012587014653 0.0 0.0 11.966860710260294 0.0 0.0 0.0 0.0 0.0 0.0 0.338058597233632 0.7346075008058263 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5350646236526706 0.0 0.0 0.0 1.7933008734090485 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.617162336017109 0.5928887613143993 IFI27 4.171318836424284 -0.2335085622924241 -0.9996682252359266 -0.4497525367028557 -0.7455978325276035 0.33830858419928606 0.14798861746834355 -0.34950047001474005 -0.9840724055308131 -0.6310241465271434 -1.741347974661015 -1.178081297487191 -0.6242571567649322 -1.9204563195200715 -0.7238051563599712 1.121616381694783 0.0 -3.2297056082965354 1.116545654304604 0.5272346719598793 -1.5106675004082675 0.0 1.351574381198425 19.79650590072502 -0.5998424041431976 0.9731852974539406 1.770358639202428 -0.0021022130137189343 -1.940361156871157 0.9498885738340916 -0.33308160219686783 -0.730214699738947 1.7071178844502746 1.1905107566741708 -1.3158155666531757 0.0 -2.4003693195852347 2.816632588247904 -26.718180484496223 0.0 0.0 -7.9584681373991275 -2.503323715015025 -2.2210507976101863 0.1306273836369957 1.4571546155049073 0.090656314469266 2.4872584975428005 -5.513141632663784 4.600305711562821 0.0 -3.419503729977019 -0.11847685804879145 -1.8240219005632445 0.34148408527283597 -1.505406649742902 -2.379507508169447 -4.619333952478069 0.0 -2.978873566900065 0.9333008325297918 0.0 4.306968831841832 1.8720288854620477 0.0 0.0 -2.987373969617815 0.0 3.471858595238107 2.867555519122155 0.0 -1.80964628869854 -4.633858431308491 0.0 0.0 0.0 0.6750008384273823 0.9956445342488289 0.0 -0.8713166135878139 5.664202707721664 -1.861941448317329 4.745837005982237 2.996391302696776 -1.5421693727734898 4.776006209504165 IFI30 0.9285560677643382 -0.5037598668196099 0.6266141262275815 -3.3571462366051232 1.3712915052219483 -0.4337077900339418 3.4382048960898817 -1.3483101394075743 -0.5455637446626311 6.0959155913693746 1.5169136255380828 -0.3746081250691503 0.2532219701562721 -0.6564231065707289 0.0 0.0 0.0 5.646312440477287 -0.002616427235152509 -1.9233574311435078 -0.20317369341471855 -1.8873003339275263 -0.35851951407707106 0.1104104608635529 -2.4063823016277337 -0.04386325547808249 0.3288840506371258 0.474524135470543 0.8451115490268688 -1.357120703403543 0.347783241248943 0.0 0.0 0.0 0.0 0.0 -2.8795174465468634 8.406912962973452 0.0 0.0 0.0 0.0 -0.7414287529004226 0.0 -3.3795173353054357 -1.391503200985493 -0.16886670665725817 -5.267287357506852 -2.43443090696749 -1.0694198672713584 -2.1768887772238363 0.0 15.168201180954064 0.0 0.0 -7.311654934070387 0.0 0.42965283923742076 -0.2347407631842553 0.0 -2.3458886680065336 -2.140331536038322 -0.4429656425160455 13.734094502411827 1.7339407051940505 0.0 0.24587173881651192 0.27900750776027816 0.0 2.6339774686137876 -0.8042617517190465 -0.6462914571437472 -4.565538652194907 0.0 0.12929772043013213 -1.7024683475042504 0.1958989634418895 -0.30171526283655836 -1.1398875675907045 2.8989119055352677 0.23503188396745642 0.0 -1.4527092404530149 2.0841822284742104 -5.51860021685293 -1.7164780753163 IFRD2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2774736568959914 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3591562092397846 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.40076184468109 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IGF1 0.0 0.0 0.0 0.0 0.0 0.0 -0.2147699739023103 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.821088088314525 0.0 0.0 5.657340257578055 -1.7585141475771626 0.0 0.0 0.0 -2.2990777987886957 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3989925615864087 3.1477684147292844 0.0 0.0 0.0 -0.7201772406161071 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.2382274766083894 0.0 0.0 0.0 0.0 IGFBP2 -0.3664666142041226 -0.277419068837967 -0.3465686891475156 -0.17779216984413218 0.0 -0.3156988550689338 0.0 0.0 1.2538645573152707 0.0 -0.5767427824142443 -0.5847867106520368 0.0 0.0 0.5982750192989641 0.0 0.0 0.3849308617247177 0.0 0.0 0.0 -0.4900785177566757 0.8590547191484443 -0.36298161865301376 -0.4766612358151963 -0.4032564241300372 0.0 2.584298879352547 0.6245364309780314 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2326499557004778 -0.5929403388924466 -1.9140089770839284 0.0 0.0 -1.5640980584933366 0.0 0.0 0.0 -0.9623717614267682 0.0 0.0 -1.2530808495499197 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.5554365167192956 0.0 0.0 0.0 0.0 IGFBP4 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3540121828450267 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.512927219513921 0.0 -0.46600122205413397 0.0 0.0 IGFL2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.27775603824190176 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.22252451364022 0.0 0.0 0.0 0.0 0.41171171932893663 0.0 -0.9853822612421882 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6895530363455565 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0534522112326257 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2688190633257198 0.0 0.0 0.0 0.0 IGLL1 0.0 0.0 0.0 0.0 0.7095453460530877 0.25297888620752185 -0.49108796157942275 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8077077750418982 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2406537347435444 0.0 0.0 0.0 0.0 0.0 0.0 -0.9806255205705625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3576165010560049 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0899658833287307 -0.21910421398471833 0.0 -0.550127700945116 0.33709398202009483 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.44297338739395686 -0.708470452152984 0.0 0.0 -0.41925226448576663 0.0 0.0 0.0 0.0 0.0 IGLL3P 0.0 0.0 0.06780615496566386 0.0 0.850922789806496 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.09526875534205792 0.0 0.0 -0.4253339322842325 0.0 -0.11080963733349114 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.1543156395351943 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.18561180474542646 0.0 0.0 0.0 0.0 -0.6499279556059646 0.0 0.0 -0.2760868563070736 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4159135213306389 0.0 -0.957544627188745 0.5736706031400209 0.0 0.0 0.0 0.0 0.0 0.336434944439246 0.0 0.0 0.0 0.0 0.0 0.0 0.7819085763461104 -1.2899138413397546 0.0 0.0 -0.7981482185128191 0.0 0.0 0.0 0.47700033622155785 0.0 IGLL5 0.09982762366638942 -0.3297401776377564 1.3857278009855456 -2.6691953959525034 14.819655480814376 -0.23270974988879467 0.7854138585523944 -0.5739772095755242 -0.6319855282128498 0.0 0.6969387549466238 0.0 0.0 0.3461878632319237 -0.5720774311145095 0.0 0.0 0.030120637594282913 2.9545160402746924 -0.49015244105131245 0.0 0.0 0.0 0.0 0.3925890484895922 0.0 0.0 -1.7827627960862467 -0.3466902012748568 0.0 -0.7875765194035089 0.8594899065747473 0.0 -0.08731286525224533 0.0 0.0 0.0 -1.9358466244069068 0.0 0.0 1.944671463711411 2.720136128712321 0.0 0.0 0.0 0.0 -0.15960089783645298 0.3498820532715852 -0.6168698894872314 0.0 1.7679604963186948 0.0 0.24857547347032352 0.0 0.0 0.0 0.0 0.37247531790966776 0.0 -2.599213225109292 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7563152485429079 -0.25375607379694193 0.0 0.0 0.0 0.0 0.0 -7.8252064302177065 0.0 0.0 0.0 2.206107367417857 0.0 0.3524843831121602 0.0 0.692923322832397 IL1RL1 0.0 0.0 0.3649027088472042 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 10.832207193192273 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6310948170738947 -0.24718221511768482 0.0 0.0 -0.5190021778401696 -0.513702455719013 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.684374948242698 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7902660857727709 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.1388305314528675 0.0 0.0 0.0 0.0 0.23030818936061728 0.0 0.0 0.0 0.0 1.557387799486689 0.0 0.0 0.0 0.0 0.0 0.0 0.41921786324995675 0.0 0.0 IL21R-AS1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7203129573758543 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2422715335736105 5.548150203802979 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IL22RA2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.25728116207618296 0.0 0.0 -0.4335754561248704 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7783331544574743 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7360730220504745 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IL23A 0.0 0.0 0.06734301282251252 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7841596668775155 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.500939729085356 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.653498577299095 0.0 0.0 0.16043519998496486 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4831502006120218 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IL23R 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.296646148591422 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IL24 0.0 0.0 0.14228694063844 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 12.675657721646793 0.0 0.0 2.263146363311054 -0.3018076654996094 1.0329673523031317 0.0 0.6663915133033527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3603895174060404 IL33 0.0 0.0 0.1146131463405232 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4758612772776268 3.2633632876416567 0.6144941808784289 0.0 0.0 -0.37648928367676143 0.0 -0.165220503040212 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.82537470229282 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5980229711017129 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2634823696414171 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5122206197080257 0.0 0.0 0.41767032461909326 0.0 0.6382018120240553 IL3RA 0.0 0.0 0.08818087611841538 12.661236666953618 -0.7670649803643655 0.0 0.0 0.0 0.0 0.34106439758475343 0.0 0.0 0.0 0.0 -0.3094744219301327 0.0 0.0 0.0 -0.31831735736910194 -0.33448406404818104 0.0 0.0 0.0 2.803821227165002 0.0 0.0 0.0 0.0 0.0 -0.17908501326120344 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.823797826495218 -1.2733822144086715 0.0 0.0 0.0 0.8890377671985921 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7951632119324114 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5915917365101862 -0.8949721481818903 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IL4I1 0.6104267623211086 -0.1152434525859507 -0.4010679228717055 -0.4429262423896833 0.0 0.0 0.0 0.0 0.0 -0.4382930056745055 0.46625248364036864 0.0 0.0 -0.28871034628665826 0.0 0.0 2.658077318671587 -1.0473836789692863 0.0 -0.12180090036721415 0.0 0.0 0.0 0.0 0.0 0.0 3.716728399797409 0.0 -0.8495434644175094 0.0 0.0 0.0 0.0 0.6338653787056062 0.0 0.0 0.811428717255321 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.33461298974959947 0.0 5.299377601054959 -0.16721755529721982 0.0 0.0 -1.9296111652801233 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8754837646699518 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2593309417039424 0.0 0.0 0.0 0.0 0.0 1.2539704984434827 0.0 0.0 0.0 0.0 0.0 -0.6662522790907344 -0.6463291817555687 IL6 -0.10103956663637856 0.0 -0.20039359858551023 0.0 0.19549246206743867 0.0 -0.5217301349951203 0.0 0.0 -0.3439179834687966 -0.006926114023433843 0.3248208140811368 0.0 0.0 0.0 -0.3031728850589583 0.0 0.7678510489839666 0.5004674380987677 -0.3362492789663647 0.0 0.0 -0.07714789041363268 0.8473800412276007 -2.793866930756762 0.6697002566278636 -0.8872974188250268 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6971941248122326 0.0 -0.7228974838274776 0.0 -3.1835846709331004 0.0 0.0 -0.2805698191992815 4.21883989615382 0.0 0.02591184738016672 -9.248110096708142 -0.20556664691312568 0.4198183797582777 0.0 0.9007452240834068 0.0 1.2380531967646928 0.46872592771799804 0.0 -0.5605144129526439 0.0 0.0 0.0 0.0 0.0 0.23250541414715153 0.0 -1.2542520562611639 -0.7828957178079822 -1.0671372555268772 0.0 4.9809648681268515 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -4.373342609086995 0.24483858638218678 0.0 0.0 0.06792675554661827 2.779755036340286 0.3818785660832421 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-0.4055568115110895 0.0 0.0 4.927215672537388 -1.1076294946843015 0.3501638917089453 0.0 1.8299445561677798 -3.19852719056262 -1.4482135762683561 0.0 -0.39025371591569064 -1.5055086609800548 0.0 0.0 0.7649847349159353 0.0 -1.4354153817396802 1.146103728421 -0.5290980226404101 0.0 0.0 -1.6096098295211454 4.449271930706917 0.0 0.0 -0.23249020651924024 0.0 0.0 -0.4775865350285759 0.0 0.0 -3.5049633071575945 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2504855382423165 0.0 0.0 -1.777624483128136 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.441014956345483 -1.3481383922002 0.0 0.2719750350560834 -0.750258369779231 2.9956134297307715 0.0 -0.43370122047172444 -0.49852219414400156 0.0 INHBB 0.0 0.0 -0.0902310302182339 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.502160352959712 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 -0.7949614437212363 0.0 0.0 0.0 0.0 1.6541483769377585 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9071769847545788 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ITGB4 0.0 -0.13117803175175416 -0.2079230847495245 0.0 0.2837899202488582 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4670089510430115 0.2708321349875968 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6966523508254827 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ITGBL1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8840509632744664 0.0 0.0 0.0 0.0 -0.3722489985622212 0.0 0.0 -0.3399478996606536 0.0 0.0 0.0 0.0 0.0 -0.7824465233784976 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -4.419156045212242 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 JUP 0.0 0.0 -0.2082520057325365 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3831674706527654 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.10053598340540383 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.0848138350711904 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KAT5 -0.1367350882964458 0.0 0.1627035026882409 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2727939074644866 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KCNA3 0.17370368366725636 0.0 0.17223614869815895 0.0 0.0 0.0 0.0 0.0 -0.23054822984174642 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.33296091689508217 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.8519346166892414 -0.6630071285212874 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KCNE4 0.07071300225389046 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3327512896507515 0.0 0.0 0.0 2.3993223473332765 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9012957513864446 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KCNJ8 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.41675443257273354 0.0 0.0 0.0 7.489978713357782 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3420242732172776 0.0 0.0 0.0 0.0 0.0 0.0 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0.29644153906797865 0.0 0.0 0.0 0.0 0.0 0.0 0.0 13.36316208886846 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3461802229778037 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3686980150672223 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3997762985342197 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.1801706939438037 0.0 0.0 0.0 -1.2381778232340357 0.0 0.0 0.0 0.0 0.0 0.0 0.31388597607228014 0.0 0.0 0.0 0.0 0.0 -0.9392021181537838 0.0 0.36834026185364677 0.0 0.0 0.0 0.25253872055293936 -0.890095073393806 FAM30A 0.0 -0.1052795484863169 0.0 0.0 0.8923323757531371 0.37117455083959355 0.0 0.0 0.38335893774803287 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.26080315187750386 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6364812535193604 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0444508459542836 0.0 0.0 0.0 0.0 0.0 -0.7781242029473494 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RUBCNL 0.0 0.0 0.0 1.0034057001377672 -0.4906495433979982 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.517001299491753 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7126222592545757 0.0 0.0 0.0 0.0 3.3285120356973166 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.44642638798432777 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 WASHC4 0.0 0.0 0.16979484464817096 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4319608954468673 0.0 0.0 0.0 0.0 -0.3202411576011838 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7563778560040072 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KIAA1324 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4652496274679349 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KIAA1522 0.0 0.0 -0.2991320222194119 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3541371152861867 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7615822093219373 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KIF11 0.0 4.25675597816052 0.0 0.0 0.0 4.258496222717049 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.49991055214152424 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KIF15 0.0 1.7016352928441005 0.0 0.0 0.0 2.1099046185723433 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KIF18A 0.0 0.0 0.0 0.0 0.0 1.8528701243459313 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6710264836287669 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KIF20A 0.0 0.29712766523649015 0.0 0.0 0.0 4.98956354677401 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6258888982640585 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KIF23 0.0 3.2616458312480834 0.0 0.0 0.0 7.685722502478694 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KIF2C 0.0 2.3331953521749886 0.0 0.0 0.0 7.674326860626309 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38480844158435995 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KIF4A 0.0 1.5905929811596553 0.0 0.0 0.0 3.441041605053595 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.37526355049275983 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KIFC1 0.0 2.6866802114855974 0.0 0.0 0.0 5.759543010375574 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5754931410974319 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KIR2DL3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.25405823031403624 0.09340954966513093 0.0 0.0 0.07558791366368593 0.0 0.0 0.0 -0.3869887249992019 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.11421003725191263 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KIR2DS4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2799336997223348 0.0 0.0 0.46324061968191116 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KIR3DL2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.25502884528673336 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.12800494708927332 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7605608983380471 0.0 0.0 0.0 0.0 0.7019974406546223 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KIT 0.0 -0.07832436709509032 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 12.214392736537006 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KLHL23 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.45450521257145277 0.0 0.0 0.0 0.0 1.1661710802605088 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5300434762672264 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KLRC3 -0.19473650679682136 0.0 0.0 0.0 0.0 0.0 0.0 -0.31572099918391633 1.6562336400992208 0.0 0.0 -0.9346094790550408 -0.9233578636547001 0.0 0.0 0.0 -1.0764761405709675 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.0922643156896523 0.0 0.0 0.0 0.0 0.0 0.0 0.48242035712151254 0.0 0.0 -0.46792548737383377 0.0 0.0 0.0 0.0 -1.0591647118358372 0.0 0.0 1.862418948296175 0.0 0.0 0.0 0.0 1.863831900857331 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.45763097224492943 -1.0084410900357246 0.0 0.0 0.0 0.0 0.0 0.0 0.8367943216159706 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KLRC4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2501799726149805 0.0 0.0 -0.6163570994755878 -0.8964738850841742 0.0 0.0 0.0 -0.4877665840428314 0.0 0.0 0.0 -0.37781068779416793 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6688179228978971 0.0 0.0 0.0 0.0 0.0 1.6706725656148047 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KLRC4-KLRK1 -0.10292505757817202 0.0 0.4006576153867027 0.0 0.0 0.35123473961311863 0.0 0.0 0.0 0.0 0.0 -1.6303347972839983 -2.1841362135463407 0.0 0.0 0.0 -1.5834672708524073 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7234584074335216 0.0 0.0 0.0 0.0 0.18483981366297098 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9191855759571737 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.873112738705814 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KRT1 -0.12695484300138932 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2537682312056608 0.0 0.0 0.0 0.0 3.4040368547769995 0.5115717199115145 0.0 0.0 0.0 0.0 0.0 0.0 -0.5219857916435294 0.0 -0.3720916387313625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7614955234424847 0.42351772448195374 -0.5315109492092287 0.0 -0.6627722240575485 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.994299868408392 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KRT14 -0.15418348364274945 -0.1146400129166075 0.20543455801727784 0.0 -0.20703331071574718 -0.5304711510227538 0.0 0.5519304304570313 0.4082906570494023 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0.0 0.0 -0.3425001061261029 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0796830767290708 0.49259141215963187 0.0 0.0 -0.6853464761116895 -0.598921390600221 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.27160256226701646 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1414957893823214 0.0 0.0 0.0 0.0 KRT7 0.0 -0.37979308431105785 -0.06325955449210821 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.24158492542812088 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1473264634066656 0.0 0.0 -0.6177731744069542 0.0 0.0 0.34118863377214037 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KRT81 -0.07867694316544775 0.0 0.0 0.0 0.0 0.0 0.0 -0.294008501159544 1.52772994401765 0.0 0.0 -1.426067932350172 -0.330404077609817 0.0 0.0 0.0 -0.33109763295388783 0.0 0.0 0.0 -0.46483330235902415 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6174932450080698 0.0 0.0 0.0 0.0 0.0 2.20418543038313 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.1880137189656255 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 KRT86 -0.2132613040730899 0.0 -0.07316535992908722 0.0 0.0 0.0 0.0 0.07050308645945336 1.8372561152872349 0.0 0.0 -1.4025466113965919 -1.3605805835531997 -0.06844107752730928 0.0 0.0 -0.9801784048507599 0.0 0.0 0.0 -1.3084215326891457 0.0 0.0 0.0 0.0 -0.18607389680964526 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 11.109949120788679 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.17148609499056 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.24031365278802455 0.0 0.0 0.0 1.1327094649569875 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8745347653374603 0.0 LAD1 0.0 -0.2742174373736629 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.4150394195399616 0.0 0.0 0.0 -0.9737922634979452 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LAIR2 0.0 -0.13200557500596702 0.0 0.0 0.0 0.0 0.0 8.49373185879076 2.271439871149342 0.0 0.0 2.3429423878478937 -0.2765902370631363 0.0 0.0 0.0 -1.2282002355623045 -0.3797074700926344 0.0 0.0 1.109150218530422 0.0 0.0 0.0 0.0 0.11202033187323775 0.0 0.0 0.0 0.0 0.0 0.0 1.5463367437796052 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.3046296599759124 0.0 0.0 0.0 0.0 0.0 0.0 0.276190607476604 0.0 0.0 0.0 -0.6828396332741037 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.887543229898395 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2594228476382983 0.0 0.0 1.5381541014115547 0.0 0.0 0.0 0.0 0.0 0.0 -0.5527012499104267 LAMA4 0.0 -0.16495711016485726 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.453405903347973 0.5940540239970736 0.3704707725029251 0.0 0.0 2.463635881429762 0.0 0.0 0.0 -0.7955428440499884 0.0 0.0 0.0 0.0 0.0 0.0 7.203002168653017 0.0 0.0 -1.6681224228537985 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.045932229497523 0.0 0.0 0.0 0.0 LAMA5 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4710609937871951 1.2150962691000893 0.0 0.0 0.0 0.5401944735392358 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.695600808223156 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LAMB1 0.1358643150781936 0.0 -0.11894812064225671 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.9765262998136162 0.6367923013702789 0.0 0.0 0.0 0.0 0.0 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1.008955009000759 0.18514388788474243 0.0 -2.6696230675245545 0.9160490650442908 1.5200345778421733 0.0 -0.5594664580020186 0.9699780695175079 -0.6578628739391188 -0.2551078460506073 0.7877494704469515 1.238585529134115 0.0 -0.8408283553681057 -3.8174941273787653 -0.23296176325828713 -1.0396630283056332 0.0 0.0 2.2596457935561944 -1.1699411614410744 -4.915129493713197 -0.17985436750366862 0.0 -4.917803321632601 0.0 0.0 0.0 0.0 0.0 0.9947008706527043 0.407240124143852 LAYN 0.0 0.0 -0.1966780709523877 0.0 0.0 0.0 0.0 8.36011273994293 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5360585718646997 0.0 0.0 -0.6378472252360384 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7586378908700462 0.0 0.0 0.0 4.108604998697438 0.0 6.230859716175621 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.502170805278466 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4594107175242227 0.0 0.0 0.0 0.0 0.0 0.0 LCE3D 0.26981033286641054 0.0 0.0 0.0 0.0 0.0 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-0.35272580418595634 2.523574330276733 0.0 0.0 0.0 -1.0420022975911292 0.0 0.0 0.0 1.5556885800280507 0.0 0.0 0.0 -0.45514706728376353 0.0 0.0 -0.7097314134812398 LIMS2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.253362515679195 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5601888358508105 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CYTOR -1.4860435480192944 0.30649461844729153 0.7591759159467004 -1.0817536459441717 2.005483969277613 0.05636863691465973 0.0 4.309563578438754 -2.7423523333258366 -0.41528395263857504 0.6824360032206204 -1.0430837692504327 0.9027846396440692 -0.09883018815891637 0.3774428144726747 0.8120283869274234 -3.6554722721369757 -1.3004026966115116 -0.47652515487371616 -0.5205137206222853 -3.993529187041312 7.524373120930118 0.7566152450403376 -1.1488666979801925 -1.119755818263709 0.3619097136327714 -0.9761781485760567 6.961110662788862 0.0 0.0 -1.9117222401079872 0.0 1.9469531270077058 1.0494431669551791 0.0 -1.3714574329362792 -0.19659344310087412 0.854641414673588 0.0 0.0 0.2013438385608779 -5.313714937731495 -2.159602435786934 -1.981497055997891 0.0 -0.6505670179191443 0.5418985598311317 -0.3501679727080335 0.9102742950761785 -0.35693147949337617 -0.9093911842199918 -1.9966032077893345 0.37451931149229306 1.2187690625493854 0.0 1.6019195604434249 -2.1450166106448685 0.0 0.0 -4.400117443786129 0.0 1.6605973684921347 1.3508521862674971 0.48459268516504617 0.0 -6.729914661488085 0.9915958737522962 -1.9998221965673886 5.256310214360969 -0.8027518546886838 2.1117659424225197 0.0 1.2797471723499283 0.0 0.0 0.0 0.0 2.1198669140372397 3.222626330673189 -0.9431291925102523 0.40193015728063763 0.0 0.0 0.23690771056586862 0.391380669761424 0.0 SMIM26 0.0 -0.15325365943987776 0.0 0.0 0.22629317701370766 0.0 0.2977302869107502 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MCM2 0.0 2.8661418303698563 0.0 0.0 0.0 -5.485049056944567 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 9.524457862444484 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MDK 0.23209040475758727 -0.162520453281468 -0.6656681776061226 -0.6719418954591734 0.34350755439002906 -0.1851197791219144 0.3844117733824657 0.0 -0.18972884982857627 0.0 -0.24513131854375336 0.0 0.0 0.0 0.5904894896471666 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.717420232766022 -0.37236807903500446 1.0877375517902994 -0.3589002467528879 0.0 -0.5929537295785036 -0.42724260900269173 0.0 0.5111784208697053 -0.5211905246490909 0.0 0.0 0.0 0.0 -1.5816325984738104 0.0 4.376204536557681 0.0 0.0 -5.173618169013539 0.0 0.0 -0.5333823448709566 0.5258869407480665 0.0 0.0 -2.730838596852454 0.0 0.0 0.0 0.0 1.0260237603083895 0.0 0.0 0.0 0.0 0.0 1.4814771697991043 0.0 0.0 -0.7231876516731895 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5771933534290555 0.0 0.0 0.0 -0.7173781406399541 -5.1441572730488065 -0.920070623725637 -0.40236335354794595 0.0 0.0 MECOM 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1278524502906646 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.152985975233685 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MEDAG -0.12564301309430428 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.69702232392652 0.0 0.0 0.0 0.0 -0.49416325791528637 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8394143096187754 0.0 0.0 0.0 0.0 0.0 0.0 0.8589705560727326 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0735022135694594 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MEIS1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34405587113732217 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5106464228405405 -0.3623993292254214 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6682983689283473 0.0 MELK 0.0 1.890548246705518 0.0 0.0 0.0 0.5566378264466322 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9857246308545363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MEOX1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.0338319307559085 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1438110220762656 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MESD 0.0 0.0 -0.14795046357930966 0.33913486468888493 0.0 0.0 0.0 0.0 0.0 0.0 -0.2610236303220543 0.0 0.0 -0.3566011948230801 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5305926368146009 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8159464991577975 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0115447468692724 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CSKMT 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5214952874358312 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8334101673803268 0.0 0.0 0.0 0.0 0.0 1.5695827316115132 0.0 0.0 0.0 0.0 0.0 2.6908970060514217 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6274727054845598 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MFAP2 0.0 0.0 0.0 0.0 0.0 0.31169250757186673 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5025183234895833 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5721094299471814 -0.525962378679341 0.0 0.0 0.0 -2.797663638401254 0.0 0.0 0.0 -0.31925038449736387 0.0 0.0 0.0 0.0 0.0 0.0 1.9933914703471205 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3435002853383743 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6379162040689412 0.0 -0.27279256642435507 0.0 0.0 MFAP4 0.22726328401704138 0.14195981581075467 0.1860985452096897 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.260723272426507 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.092267647756385 -2.0532788226989775 -1.0792791855901334 0.0 0.0 -7.743628880266711 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.27694628850074 0.0 0.0 5.974977784260597 0.0 0.0 0.0 0.28697187979788125 0.0 1.7253608206640132 0.0 -0.6962249334997063 0.0 0.0 0.2488132528528556 0.0 -1.2409756682306836 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3222424918639135 -0.12411172340569372 0.0 0.0 -0.7863536899710919 0.0 0.0 0.4177798599025803 0.0 0.0 0.6057358159585519 0.0 0.0 0.0 0.5546767859248171 0.0 0.0 -1.0989065865371181 -0.07656756898065824 -2.950202611460681 0.0 -3.7056539268560313 -1.3719423478435562 0.4176358942546293 OGA -0.16802072861157322 -0.17035108502239843 0.20196171021736284 0.0 0.0 0.0 -0.26252546003406013 0.4003464917265678 0.0 0.0 0.39479903549425865 0.0 0.35220519521056415 0.0 -0.6665059198691663 0.3334068690866793 0.4278194460968693 0.0 0.0 0.0 0.0 0.6033827592024454 -0.515141593913213 0.5236227821711895 0.0 0.0 0.45105183935855003 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9481600899799305 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3639230008387178 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MGLL -0.37256393867406284 -0.39681664779085535 0.0 0.0 0.2188713128364673 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4353401760069264 0.0 0.0 -2.053903327630556 0.48699044165753974 0.0 0.0 0.0 -0.3728705312635816 -0.5824617991190449 0.0 0.0 1.0843328307100832 0.0 0.0 0.0 0.0 0.0 2.808212854129568 -1.7976128856748184 0.785867500072812 0.0 0.0 0.80347735470286 0.0 0.0 -0.5571648669663815 0.0 0.0 -0.6681962794239986 0.0 0.0 7.182965252180532 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MGP -0.21076323569945005 -0.5127954685570606 0.24679598789233018 0.0 -1.049045467969721 0.0 -0.4123276077507633 0.5841769489700894 0.0 -0.4611186971416925 0.2772370775094356 -0.3149333688255107 0.0 -1.2699356866465255 0.0 -0.563648038918034 0.0 0.12389125184406824 0.23030839497031214 -1.8322084176080442 -0.10031602061915386 0.0 10.323475314702755 10.664739200821241 -0.1736224895960888 -0.40669260142311314 0.6281382881880793 9.309967944069584 -1.0254476928629488 0.0 0.32604470045843664 -1.1332413765712634 0.0 0.0 0.0 0.0 0.43524261440057044 -2.290893020649929 1.993951635079444 0.0 0.0 -2.4677638123095944 0.0 0.0 -2.194984416657936 -0.25097694695665523 0.0 1.9248786112587049 -1.8692913492091137 -1.95468008098752 0.0 -0.9076291344234898 0.0 0.0 -1.065050890161915 0.0 0.0 -1.4546429575041648 0.0 1.082838633040932 1.9064799292926888 0.0 0.49975979367361384 1.844572156887011 0.0 0.0 -6.735308874986607 3.95995393568331 0.0 1.722515111163458 0.0 0.3465334524808955 -0.6668193580737886 0.0 0.0 0.0 -1.2578115681269968 0.5710400118880533 0.0 0.15510730384019747 4.436767083735517 -6.63589092341509 -0.5772671154084661 -1.7055719353095398 -4.12630659145194 4.400747635999333 MIA-RAB4B 0.0 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-1.5988516089564513 0.0 4.043454273124355 0.43202007124741404 0.0 0.0 0.0 1.4174299290476127 0.0 -0.81181286823773 -0.4570326420191763 0.45522781724384215 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.30578723580887857 2.97494801513116 0.0 0.0 -0.5427394787280508 -2.279194926514565 2.168850414457827 0.0 0.0 4.516387009830977 0.0 0.3037063894886436 0.0 0.3695771362566342 0.0 -1.0043566287185468 0.4700840334556668 0.0 0.0 -0.15126556923370446 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8294749449280174 0.0 0.0 0.0 0.6062340051369628 0.0 0.0 2.3485048009772544 0.0 0.0 MMRN2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3889558098321977 4.8386181583832855 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.0704209748627815 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MND1 0.0 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0.0 0.0 0.0 0.0 0.0 MRPS24 0.0 0.0 0.0 0.0 0.46300460971573815 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4334179333989776 0.0 0.0 -0.3991338808374087 0.0 0.0 0.0 0.0 0.10900846280701872 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6405530554070679 0.5659225567998825 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.18293365650751503 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7237100995308898 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34522923457563576 -0.2812133518129094 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2864737672722085 0.0 0.0 0.0 0.0 0.7081989543309812 0.0 MS4A2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 11.913262134381505 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2473734216842618 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3474220503342294 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MSC 0.0 0.0 -0.17426664666202543 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0767815819610747 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.12244293953903689 0.0 0.0 0.029228767779253467 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7727631710278509 0.0 0.0 0.0 0.0 0.0 0.0 0.5822512792571607 0.0 0.0 0.0 0.0 0.0 0.6881526256731505 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39057295698564154 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.40132189822823755 0.0 0.0 0.0 0.0 0.0 MT1A 0.1696139338153299 0.0 -0.15771774983021206 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.99191768968265 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7376923214042643 0.0 1.5473287423344717 0.0 0.0 1.9316368162673656 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.14756733194695437 0.0 0.0 0.0 -0.5837305867339844 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5920271558075039 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4289249015925773 0.0 0.0 0.0 0.0 MT1G 0.2872510277817796 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-1.7359726495886996 0.22330063656428897 MT1H -0.04707885501009232 0.13238104348986576 0.4077560716767642 0.0 0.0 0.3279739120449943 0.0 0.0 0.4194522836288344 0.0 0.28718478596920566 0.0 0.0 0.0 -0.40021213950333606 0.0 0.0 -0.917600847397472 0.4155214196759188 -1.2014470271382987 0.0 0.0 0.0 0.0 12.348003487982611 0.0 0.0 0.0 0.0 0.15957118825555117 0.28104100939155263 0.0 0.0 0.0 0.36240592183068204 0.0 -1.4786804788276535 1.5819931936482405 0.0 0.0 0.0 0.0 0.8342250937499631 0.0 0.0 0.0 0.0 0.6724947941691148 0.0 -0.8460166747133347 0.0 0.0 1.3416696852884893 0.9160843500873096 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5651368772422777 0.0 0.0 0.0 0.0 0.0 0.0 0.3867864901871247 0.0 0.26534857140795787 -0.6682424532334313 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9895652777700802 -0.49872273603029155 0.0 0.681232709395576 -0.8017474664490132 0.9114848285028605 MT1M 0.1439959673216693 -0.12028894036485828 0.0 0.0 0.0 0.0 0.0 0.0 0.3552966542142486 0.0 -1.3220667971643065 0.0 0.0 0.0 0.0 0.45790781341022924 0.0 0.0 0.0 -0.8037602698960334 0.0 0.0 -0.5316700502802758 0.0 9.905734459206409 0.0 0.4300841315878894 0.6940257051635296 -0.42419294793131307 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.438450407686156 0.0 -0.5461705848590661 0.0 0.0 5.641934533318238 0.0 0.0 0.0 -1.215723225672098 0.0 0.0 -0.5430820859123228 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.37323599659986834 0.0 0.0 0.0 2.1445412385947997 1.5470318878018747 0.0 0.0 0.0 0.0 -0.3092462540480516 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7038757758332498 -0.3570036411562177 -0.5659648795256574 0.0 0.0 MT1X -0.5925907630598658 -0.9714201426201468 -0.7506539869605469 -0.48363702527060837 0.28726570844608296 -0.7087946247291543 -0.3583621270879459 -0.30754049373517606 -3.73256899093432 -1.6018271753543154 -3.2849737259639884 0.08332372390208995 1.5654086788792656 -0.13072230622855407 -2.360302960796564 0.2322296298646106 0.45959276654062925 -0.8444602734736115 0.0 2.3472442247136804 -1.4695849763652942 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0.8150753140736683 -3.12543700503104 0.8657378660944094 -1.4712110378866747 2.2383780115147873 -0.950326856926365 2.494817681717753 -0.4943430366433791 -0.9762424055223354 MT3 0.0 0.0 0.246790973011374 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3273653143997187 0.0 0.0 0.0 0.0 0.0 0.42657318416995 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43048981417899346 0.0 0.962161060869227 -0.9435528903900864 0.0 0.0 0.0 0.6565821371859569 0.0 0.0 0.0 0.0 0.0 -1.16852484041728 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2757970245802021 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MTRNR2L10 -0.11770958834173124 -0.4877849753700843 -0.2916964948495041 0.0 0.3288587434069877 0.0 0.0 -0.6080628851967947 0.0 0.0 2.5225112292982033 0.0 0.0 -0.0796445918988869 0.0 0.0 0.0 0.0 0.0 -0.4687648405641887 -0.5310378096181692 0.0 -0.6166633435700821 0.0 0.0 -0.22226086191149066 0.9365071211223143 0.0 0.0 0.2516284541596796 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5964359138516384 -0.19661217555649838 0.0 -0.33999631830945337 0.0 -0.25237563187236367 0.0 0.0 -0.6151227491993522 2.7081175952246532 2.001235012626248 0.0 0.0 0.0 0.0 0.0 0.3565574451772591 0.0 0.4868386459898501 0.41773430730820665 1.3231212341420604 0.0 -1.6513582807805947 0.4353102514336921 0.0 0.6356479824474188 0.0 0.0 0.0 0.0 0.0 0.0 -1.407976643250309 -0.5469002781306118 0.0 -2.347868751746818 -0.43041055295124864 0.0 -2.156618670219211 2.0717363218990803 0.0 1.9460427354810523 MTRNR2L2 -0.079677117328654 0.0 -0.3367544170037016 0.0 -0.1750842198339968 0.0 -0.20664619324124464 0.0 0.0 0.0 1.0893219620820178 -0.585051449070387 0.0 0.0 0.0 -0.24078231951065962 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6617859410366035 0.0 -0.44853719824084387 0.0 -0.2907261667412851 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0327354948286251 0.0 0.0 1.2500108639063683 -0.409624994290679 0.0 0.6255791567751522 0.0 0.2750333417499075 0.0 0.0 0.0 3.295926327660796 -1.330418337161161 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38659152169821603 -0.9940078755852615 0.0 0.0 1.602055501114572 0.0 0.0 0.0 0.0 -0.38575584252098477 0.5683589708868172 0.0 0.0 0.0 -0.5275398492857424 0.6122133039016788 0.0 0.0 0.0 0.0 3.528509322598184 0.0 0.0 0.6898035792009114 MTRNR2L6 0.0 -0.17966044030263256 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22764125130514432 0.0 -0.18065797379180587 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.001045720483558364 0.0 0.0 0.0 -0.2606645968359817 0.0 0.0 -0.40525607480574005 2.485949894621038 0.8369480744333683 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.33921064112015237 0.3693929333792147 0.0 0.0 -0.8515637786754943 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5451342846411962 0.0 0.0 -0.6002848116182059 -0.3574912408898043 0.0 -0.49883668634189765 0.5617915183326037 0.0 0.6458570865357218 MUC1 0.0 0.0 -0.3260798429273963 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4222814879183393 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6806926674904855 0.0 0.0 0.0 0.0 0.0 0.0 -0.6144004386056631 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9902620121049178 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MXD3 0.0 1.882762978815282 -0.15160266018456459 0.0 0.0 5.32204229756917 0.0 0.0 0.0 0.9215743896855493 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MXRA5 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.293433286361213 -0.34624150270099147 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7949588559981466 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MXRA8 0.0 -0.1360759024690393 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.353554807857904 -2.1624842621688205 -0.1651804091621804 0.0 0.0 -0.8323908895615345 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6104647730282902 0.0 0.0 -1.6978926563476442 0.0 0.0 0.0 -0.6852175353629082 0.0 0.0 -0.4910704508643717 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3688495278858013 0.0 -0.7994390968912976 0.0 0.0 MYBL2 0.0 1.3257082814236345 0.0 3.2527115000033393 0.0 -0.8195463891983267 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.6622512994815986 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MYCT1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.349176594253034 2.2536013136836948 0.0 0.0 0.0 0.0 0.2980881905770829 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.5577859531614386 -0.8826765847593133 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 COPS9 0.0 0.2778195966657258 0.0 0.0 0.26680496400760173 0.0 0.04908610081696068 0.0 -0.4296340778274395 -0.3317743462022882 0.3408874831962828 0.0 0.29914706058546653 -0.3617954053542923 0.0 0.0 0.0 0.0 -0.8015100148361401 0.3277098217152966 0.0 0.5247566643056236 0.0 0.0 0.0 0.0 0.0 0.0 -0.9111997462017146 0.0 0.0 0.00417981431759955 -1.3375099397996542 0.0 0.0 -0.825503239991839 0.0 0.0 0.0 0.0 -0.6194778886544097 -0.6515670537111206 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.121612736958214 0.0 0.0 0.0 0.0 0.0 0.46368279810728597 0.0 0.0 0.6260536724227789 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0435566788240305 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MYH10 0.0 0.48706861007900226 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31310013725263663 0.0 0.0 0.0 -0.42325136870164837 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.672418711839671 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MYH11 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.918530100045571 0.0 0.0 0.0 0.0 0.6034156251716776 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.540986444136249 0.0 0.0 18.38611841654289 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MYL4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4384229361947012 0.0 0.0 0.0 0.0 0.0 0.0 1.7887108644560479 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MYL9 0.17358616483479197 -0.43286575275131467 0.3184608350371748 0.0 0.0 -0.2546656989544635 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3435538223313923 0.0 0.0 0.0 0.0 0.0 -0.3491946113443657 0.0 0.0 4.845470072913829 -2.8049752416778366 -1.266301090572204 0.0 -0.3776495030367803 15.50423746563228 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9637286484909192 0.0 -5.092403013153522 10.434971302457612 0.0 24.263231732603842 0.0 0.0 0.4309753203187904 -1.7996133546685422 -0.5686472323088418 0.0 -0.18742121500338702 0.0 0.0 0.8271314385042253 0.33247124948217405 -0.8391453821154301 0.0 0.0 0.0 0.48989225180395585 0.0 0.9159663623420942 0.0 0.0 0.0 0.0 0.0 0.0 0.43351551946565925 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2941496747951302 -2.320137484134379 0.0 -1.6236456515132598 0.6165733845505266 -0.49809857069865693 MYO1B 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6156368846726449 0.0 0.0 0.0 0.0 3.8624315212473683 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1362364915066028 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4277466710274296 0.0 0.0 0.0 0.0 MYOC 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.25156028916853107 0.0 -0.6731185355608985 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MYOM2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8088242928926974 -0.34572352233302206 0.0 1.0368958591770212 -0.6119777027009389 0.0 0.0 0.0 -0.3666023310692695 0.0 0.0 0.0 0.0 -0.388813098661843 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4885719880325266 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.787878463565525 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NAPA 3.310547469902591 0.0 0.0 0.45784196522348575 0.0 -0.3173259533865688 0.0 0.0 0.0 0.0 0.033761509447618715 0.0 0.0 -0.3214541173907452 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.45167511600522176 0.0 0.2622485137819164 0.0 0.0 -0.622839650047622 0.0 0.0 0.0 0.0 0.0 1.129239935071784 0.0 0.0 0.0 0.0 0.0 0.7853062111102089 0.5241934427792139 0.0 0.0 0.0 -0.9937042336245892 0.0 0.0 -1.4069195569035238 0.0 0.0 0.888435464241813 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0861661622270598 0.0 0.0 -1.2023933400934037 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NAPSA 0.0 0.0 0.26619134554318546 0.7971111110044606 0.0 0.0 0.044109033985062295 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.42017638080554326 0.0 0.0 0.0 0.0 -0.5081744711107253 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NAPSB 0.0 -0.1608887626482934 -0.2085057674475365 2.648720445133223 -0.4081635075614505 0.0 3.221268413720767 0.0 0.0 0.0 -0.3008653604362816 0.0 0.0 0.0 0.0 -0.5338148202145587 0.0 0.0 0.49535207085586447 0.0 -0.09961058033199238 0.0 0.0 0.0 0.0 -0.16105088745695803 0.0 0.0 0.0 0.011923106036870988 0.0 0.0 0.0 0.0 0.0 0.0 -0.13165899343815854 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38771318842683405 0.4838443689248849 0.0 -0.5638845802848478 0.0 -2.2929065603824017 -2.395406742241152 0.0 -0.2779947060163091 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.08065056346872927 0.0 0.0 0.8147552658062281 -0.3350291024187057 0.0 0.47663893932753154 0.0 -0.7503951915280674 0.0 0.0 0.0 0.0 -0.18990855526512718 -0.33781006464595065 0.0 -0.24634375524244118 -0.3786862634028856 0.0 0.0 0.0 1.1337449797916013 0.5090157336426596 NCAPG 0.0 3.4167141881037417 0.0 0.0 0.0 5.025988753549602 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NCAPG2 0.0 2.587366089355797 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5382045874742841 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NCAPH 0.0 2.3271399923332856 0.0 0.0 0.0 2.5662635526191546 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NCF1B 0.0 0.0 0.0 0.0 0.0 0.0 -0.22971945599431567 0.0 0.0 -0.4175108522834172 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4578948211091814 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0163341689722207 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6119009396858737 0.0 0.0 0.0 0.0 0.15539939431996772 0.0 0.0 0.0 0.0 2.5989997160004816 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7791053983675247 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NCF1C 0.0 0.0 0.0 0.0 0.0 0.0 -0.24636540484567504 0.0 0.0 -0.8250532861922208 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7174595350019703 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7698747998732791 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.15273491915860873 0.0 0.0 0.0 0.0 2.2734030894962483 0.0 -0.25764042478589133 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8341103979091892 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NCR1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.875026387051322 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.09486618538278989 0.0 0.0 0.0 0.0 0.0 0.0 -1.2983809269575965 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7674472637825248 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NDFIP2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2905998408449416 0.0 0.0 0.0 0.0 0.0 1.0556560767784644 0.0 0.0 0.0 0.0 0.0 0.0 0.4383455141181983 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.591416174835391 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8224470901744392 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NSMCE3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31908829197841 -0.42668492732529684 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5542876849052807 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0284855431514022 0.0 0.0 -0.8118152453503767 0.0 0.0 1.511960272722418 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1435434324118046 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NDUFA4L2 -0.13128805285932982 -0.121475497819115 -0.14969853568374683 0.0 0.0 -0.5119396312473912 0.09823277175809379 0.0 0.0 0.0 -0.7568044045358905 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.905890885177151 -2.6332836619875972 -0.5194901103818451 0.0 -0.6311853790718099 26.80670470241327 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.010542951985821 0.0 0.0 0.0 1.0839370624016162 0.0 0.0 0.3795265975922359 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5870184116910439 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.713558265041097 0.0 0.0 0.2783492504710976 -0.572148895236498 NDUFS7 -0.2992484123996638 0.4331723698349102 -0.3817733076337615 -0.25337422481320376 0.2976967469826586 -1.0265005142569086 0.25632699140619725 0.0 -0.4395603101246214 0.4446004296200403 0.9079877770730954 0.0 -0.454645415248839 0.0 0.0 -0.3458331811112511 -0.9008277848288024 0.9881120506155552 0.0 0.6280109607867927 0.09749168477994245 -0.5906643750987006 -0.39746959903189966 -0.3001836533584266 0.0 0.37801471006256576 -0.9301525124794838 0.0 0.0 0.0 0.0 -0.4576284958778996 -0.6330522347580638 0.0 0.0 -0.466449657385553 0.0 0.9019669169664193 0.0 -0.5087881792229962 0.6115726877071154 0.0 0.0 0.7993688213339784 -0.23464293235249226 0.0 0.0 0.23082852347878605 0.0 -0.42166064186033986 0.0 0.0 0.0 0.0 0.7089091267528808 0.0 0.0 0.0 0.9997180114859368 -0.8566052143447865 0.0 -0.7585425041806443 1.0967266157061262 0.0 0.0 0.0 0.6173236080497841 0.0 0.0 0.0 0.0 0.0 0.0 1.4022317691328188 0.0 1.3477536103789949 0.0 -0.9848943834029324 0.0 0.0 0.0 0.0 -1.0967338494983765 -0.25205759255169113 0.8253655307785577 -0.5062084094152877 NEIL1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3112630436633682 0.0 0.0 0.0 0.0 0.0 -0.6787018039590136 0.0 0.0 0.0 0.9593529494174353 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.43560982805495446 -0.7094530894993605 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NEK2 0.0 0.0 0.0 0.0 0.0 5.546762939067059 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3963816902831165 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NES 0.09792515699891084 0.2353996155241807 0.1598394585777963 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5274355613584779 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4576208925873724 0.0 0.0 0.0 0.0 0.0 0.0 0.5861669661044381 0.0 0.0 -1.118146605250681 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NEURL4 0.0 0.0 -0.26779504542151095 0.0 0.0 0.0 0.0 -0.38793422255470944 0.0 0.0 0.0 -0.3110254183022213 0.0 0.0 0.0 0.0 -0.7395458493026382 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6521281936900594 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1934402230782641 -0.9359102582461282 0.0 0.0 1.2196630023269495 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NFE2 0.0 -0.09936598721538983 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9387974356288823 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.448363050068684 0.0 0.0 0.0 0.0 0.0 0.0 2.517098158351043 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9271989212577264 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.1218671933185056 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 BEX3 -0.17298030846331844 -0.1691426632072082 -0.12923154030578396 0.0 -1.2746235518946862 0.0 0.0 2.6588222875879817 0.0 0.0 0.0 0.0 0.0 1.0623863089904677 0.0 0.0 -0.22661831660661633 0.0 0.0 0.916087346343054 0.43765155709293774 -0.432786719502103 1.809506810457735 -0.5728750576857768 0.8489031024051371 0.0 1.5072454672926938 0.6715866818736544 0.0 -0.5240493654975116 0.0 -0.4286401055077083 0.0 0.0 0.0 0.0 1.286099027818044 -0.6844749913015901 1.2527161670177964 1.5835401132068527 -0.7330179836779052 -1.6950369257244469 0.0 0.0 0.0 0.0 0.0 0.5329643011839404 0.0 0.0 0.0 0.0 0.0 -0.8329228112629844 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.353563708669731 0.0 0.0 0.0 0.0 -1.663896978559211 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.8219541517395696 0.0 0.0 -4.160309217414254 0.0 0.4623670598306241 0.0 0.0 NMB 0.13836686588220926 0.0 0.5819700745850434 0.0 0.0 -0.1915937833278336 0.0 -0.5696362643047986 0.0 0.0 0.0 0.0 0.0 -0.4386375108645637 0.0 -0.32216137962576247 0.0 0.5383896878596942 0.0 0.0 10.601246609219483 0.0 0.0 0.0 -1.3219802155237304 0.5960256220305902 0.9638764671134834 0.7054471204741929 0.0 0.0 0.0 0.0 0.0 -0.9068578286389857 0.0 -0.9046011603654311 0.0 0.7742248766210881 -0.8030883627300406 0.0 -0.8573452656422784 0.0 0.0 0.0 -0.26370440319011024 0.0 0.0 0.0 0.0 0.0 0.0 -0.802588402036255 0.0 0.0 0.0 0.0 0.8571228137949114 0.0 0.0 0.0 0.0 0.9327595479405263 0.0 0.0 0.0 -1.3407164065187596 0.0 -1.1905672349678116 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8702439976274259 0.0 0.0 0.0 0.0 NME2 -0.2735381159508499 -0.8450298175144441 0.0 0.0 0.540721961780308 -2.8436608618763244 0.5650065887106485 -0.7626478205699199 0.3890897309971584 0.0 -1.3009598135179108 -0.420816471671365 0.0 0.0 0.0 -1.0312067009879209 0.0 0.0 -0.44516989710889127 0.0 0.8279271161798559 0.0 0.0 0.0 -0.7541755043732524 0.3985854583517247 0.0 0.0 0.0 -0.6165814101121577 0.0 0.0 -1.0853048225392494 8.740986681773201 0.2531762655951255 -1.9677196645488668 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.734549012478246 0.0 0.0 -1.4089633133520758 0.0 0.0 0.0 0.0 0.0 -1.0424659276354196 0.0 0.0 2.8691975703145656 0.0 0.0 -4.189702387129542 -0.25510384167336214 0.0 0.20625763114393375 0.0 3.4187658159964265 0.0 0.0 0.0 0.0 4.592453831971925 0.0 0.0 0.0 0.0 0.0 0.0 -0.5940860217511101 NME1-NME2 0.06695752113508666 -0.12644246708349535 0.0 0.0 0.0 -0.3947253500952814 0.0 -0.3181843568800647 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.17041739591514024 0.37374457239729125 -0.32018286857607076 0.0 0.0 0.0 0.0 -0.1982616648011522 0.0 -0.7264672188461633 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.04932950099815451 0.0 0.0 -0.29939794278334997 0.0 -1.0891645299748507 0.0 0.0 0.329857040156762 0.0 1.6628405701187086 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4050248478915179 0.0 0.0 1.6826894553698057 -1.7204463953207785 0.0 -2.532512908901463 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.25520231893181056 0.0 0.0 -0.6081077941332418 -0.6045949235388232 0.0 0.0 -0.4908687025757752 1.9698486736458967 0.0 NNMT 0.07366470223781992 -0.1094630114520437 0.3805323136889148 0.0 -0.5365998702815659 0.0 -0.22164915465447932 -0.11739464618874937 0.0 0.0 -0.037270248104848136 0.0 0.0 0.0 0.0 -0.45782868842816177 0.0 0.03274762501482779 0.0 -0.39896047085444036 0.0 0.0 7.929226977953819 1.1470903961159353 -2.5162766040080524 0.0 -1.0590124760181523 -4.449769145183946 0.0 0.0 0.0 0.0 0.0 -0.5515066610918661 0.0 0.0 1.1266498736977986 0.0 8.100059962911747 0.0 0.0 4.204518196681429 0.0 0.0 0.29223798279580077 -2.7511901794924603 0.0 -3.5233509282290845 0.0 -0.4288463780375144 0.0 0.0 0.0 -2.5107376750042696 -1.475915762194037 0.0 0.0 0.0 0.0 0.0 0.5493784553184701 0.0 0.0 0.0 0.0 0.0 1.8431023494315 0.0 0.0 0.38145652343574754 0.0 0.0 -0.4951918148449086 0.0 0.0 0.0 0.0 0.4428424787799572 0.0 0.0 -0.3384459930985205 -2.0143116918492985 3.159832309978454 6.934722812071527 -1.3033684325782608 0.9229746696449421 NOSTRIN 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.420806885535094 0.0 0.0 0.0 -0.5253259565902767 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -3.6087882908828615 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AC239799.1 0.0 0.0 0.0 0.2915678640987882 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3440556410443158 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5704962402875045 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NOTCH3 0.0 0.0 0.0 0.0 0.19945929811020444 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3986952698555797 -1.2030609524959495 0.0 0.0 0.0 11.674875741059873 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.25666307496892 0.0 0.0 0.0 -1.467800282667815 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NOTCH4 0.0 0.0 0.0 0.5787630449006602 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.680814364628844 0.0 0.0 0.0 -0.4111174251829088 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9892491943973656 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NOV -0.08303630775807783 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.37361140599089676 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7124134806335465 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9353368010001548 0.0 0.0 -0.41349124771843015 0.0 0.0 NOVA1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0679665304939565 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NPY 0.0 0.0 0.0 0.0 -0.32410225540378246 -0.2781675607879794 0.0 0.0 0.0 0.0 0.0 -0.2677050523557074 0.3101596138787758 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5071677476641107 0.0 0.0 -0.598752988892289 0.0 0.0 -0.8413370581570646 0.0 0.0 0.0 0.0 0.0 -0.6594225491560857 0.0 0.0 0.0 0.0 0.0 0.0 -1.7644790368198433 0.0 0.0 1.5045284379952686 0.0 0.0 0.0 0.0 0.0 0.0 4.748671167200902 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.876290819016993 0.0 0.0 0.0 2.6003560175400353 -1.9916169451371963 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.670969603513356 0.0 -1.3888712631099582 1.1988562944839745 1.2597156531736606 0.0 NQO1 0.0 0.0 -0.46532150525225163 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8468668262007009 0.0 0.0 0.0 0.0 0.0 0.0 -0.5277598797395264 0.6600981092409272 0.0 0.0 0.0 -0.9135112211081297 0.0 0.0 0.0 -1.2473021341856192 0.0 0.0 0.0 0.0 0.0 0.0 -2.1578930281636035 0.0 0.0 0.0 0.0 0.0 0.0 0.7944913711127144 0.0 0.0 -1.0356391667796727 0.0 0.0 -1.1671083655321646 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6327748042431371 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NR2F1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0397907009824676 0.0 0.0 0.0 0.0 0.649598734756842 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.889464798316369 0.0 0.0 -0.6547011886534452 0.0 0.0 0.0 -0.4339186536432044 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NR2F2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6655697099883585 0.5651408725412954 0.0 0.0 0.0 8.281412710988521 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.7651657004235464 0.0 0.0 0.9594519282453641 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NR4A1 -0.3943802792300712 -0.18419062672971864 4.121848360439421 0.3288397794368079 -0.0942424293168369 -0.8166948198192941 2.343984535836065 -0.1505291619366592 0.38103069218234353 3.740470116230346 0.14180525125032886 -2.6452731881849094 -1.6587149659634894 3.608687678326085 1.0126355895887704 -1.1474969721488357 0.0 0.3157740810483662 1.7178363884616068 -2.2947642310419383 0.0 0.0 -0.019324155826917915 0.769777365093446 1.7257390755713151 0.1520967599450534 -4.165286709896438 2.7109946899235786 0.16248783713561837 -0.7374972471311032 -0.058303906059303495 0.9062659272678928 0.0 -2.0533393796693273 5.739970533133421 0.7126561399517102 -2.338407085542852 0.2669935492011172 -2.5751589475603267 0.0 1.3970017934642447 1.0892803633169708 -2.3236679301018803 0.0 -0.5380593507387674 -4.153132421110453 0.0 2.1836690474320237 -0.23435172280474045 -0.29909375020962187 -1.1283344423461494 -0.8702472908559652 -0.9870159572699034 -1.6986262997438777 -3.0209599453185247 -2.217177023752471 0.0 1.3933540083905693 0.7695895678592093 0.0 -0.17563145561382276 -0.21682976991710756 -4.014133779854455 -1.6000344993340885 5.448939198062482 3.9025966209917513 -5.409123758090385 5.4264959618632576 22.07414991972204 -0.5800633412689351 -3.3011763189347816 -0.520104086650063 1.3769810007313574 -1.1551235327900082 -0.9990102331019914 0.0 1.4765426979281444 2.518675715173628 -2.204241353924284 0.0 -0.895207133636406 -1.1111671083148331 -2.1273972583101135 -1.5436653588061318 -2.103336539166862 -0.7692189060413883 NRDC -0.1190372475970343 0.0 0.0 0.2569331514679483 0.0 0.5347495082617154 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39318279509679965 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2798375639956007 -0.3557902546239192 0.0 0.0 0.0 0.0 0.2512139758676921 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4898789199477696 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NRG1 0.0 0.0 0.0 0.0 0.0 0.0 -0.25788640028961907 0.0 0.0 -0.2998509676383667 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6919005062919935 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9757574300787553 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4826868522069503 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NRN1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8061192851289661 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.40764513456425616 2.300770412578562 0.0 0.0 0.0 -0.4346490934429821 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NRP2 -0.2375838945495628 0.0 0.0970842459743901 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3552922169189377 0.0 -0.8109872034125514 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5720807897610992 0.0 0.0 -0.8328061810816194 0.0 0.0 0.0 0.0 0.0 0.0 7.619686386262628 0.0 0.0 0.0 3.0537062223589566 0.0 0.0 -0.6440099889233243 0.0 0.0 0.0 0.0 0.0 2.6980990014412263 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0436316259264438 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NT5C2 0.0 -0.1570616030716599 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NT5DC2 -0.15164533898136828 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4539720134133208 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-1.4380412947180543 0.0 0.0 -0.7150478545462241 -1.3143476091487598 0.0 0.0 0.0 0.0 -1.4704300564681276 0.0 0.0 0.0 -0.616637469142374 -2.658682472367006 1.9479507851968052 0.0 -0.6280029349867211 0.0 0.0 0.0 0.0 0.0 0.0 -1.0997742813224198 0.09571281550431276 0.0 0.0 0.0 -2.006995510437912 -1.368580517880181 0.0 -1.2814078792705126 1.1768297421596323 0.0 -2.2551414202958164 0.0 0.0 0.0 -2.1773128992632675 0.0 0.0 0.0 0.0 2.956327965350563 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.627425572787044 0.8773199982290519 0.0 0.0 0.0 PDE2A 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7409800703442305 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.84924218113939 0.0 0.0 0.0 0.0 0.0 0.0 -0.45694074054434836 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDGFC 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5526740084119067 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.578499327149745 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDGFRA 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.5265898304412726 0.0 0.0 0.0 0.0 -1.9311154655199354 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0080633433193686 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2559919768810548 0.0 0.0 0.0 0.0 PDGFRB 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.006879289135187 -1.5999945219946214 -0.8338503892909664 0.0 0.0 9.627815539342677 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.996866572346653 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PDLIM4 -0.2931134111120057 -0.21084319060357326 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4996255101102426 0.0 0.0 0.0 0.0 0.0 2.425982718695295 0.0 0.0 0.0 -0.5083517947451351 -2.9323669696056083 0.0 0.0 0.0 -0.4936883885032081 0.0 0.0 0.0 0.0 0.0 0.8342473866878145 0.8139784667790434 0.0 0.0 0.0 0.0 0.0 0.0 -0.8501328065595982 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.0114928051316956 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.752919072935241 0.0 0.0 0.0 0.0 PDZK1IP1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3042697159141235 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6191641590394534 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.2272536228265016 0.0 0.0 0.0 0.0 0.0 0.0 2.2586874546136935 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1647070008050924 0.0 0.0 0.0 0.0 PGF 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6238073838132343 0.0 -0.36264817928495274 0.0 0.0 4.458723593223687 -0.39019387551745255 0.0 0.0 0.6122865461031346 0.0 0.0 0.0 0.0 0.0 0.0 -1.4932420015421806 0.0 0.0 -0.6987648553709412 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4375233352615534 0.0 0.0 PHGDH -0.19732954732409144 0.0 0.0 0.0 0.38857942317632777 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2389895980904158 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.48046639104362177 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.370291700358658 0.0 0.48110477711168087 0.0 0.0 PHKG1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3231946418003514 0.0 0.0 0.0 0.0 0.0 -0.310001454093111 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.915850978335566 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.34550413381545053 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PHLDA2 0.16176894896162847 -0.46036767117997734 0.1793641677297169 -0.4304271694384383 -0.5391753705323618 -0.7235046157484352 0.5514758836485548 0.3568527530275059 0.0 0.0 0.0 0.0 0.0 1.1779506611894264 0.0 0.5818493796105745 0.0 -0.4747157337083875 -0.3557641313789403 -0.3420886985696535 0.0 0.0 0.12156128041562428 -1.3140552518344835 0.5763412532259927 0.0 0.0 1.158589406006011 0.0 0.0 0.3938724515474736 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7039027702861622 0.0 0.0 6.254062871540964 0.0 0.0 0.0 1.244974232429174 0.0 0.0 -0.5652573085110261 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.2523722525666936 0.0 0.0 0.0 0.0 0.0 1.204522235394112 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.23178430758054738 0.0 -0.3530689550027591 PI16 0.011964626116018229 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.8543171989644334 -0.7256642703604571 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5547418570962643 0.0 0.0 0.0 0.0 0.0 0.0 0.46350640802752974 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3791728308241122 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9982244596368994 0.0 0.0 PIF1 0.0 0.0 0.0 0.0 0.0 4.014001588831976 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.3665292681087977 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PIGR 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.30621577152207496 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47301280674030877 0.0 0.0 -0.5548060544566615 0.0 0.6831794354329306 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PIGY 0.13617214332108502 0.0 0.0 0.0 0.0 0.0 0.25010025289442644 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35370316217340747 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PIK3R3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.23083081095944097 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3148750696407746 2.512650118832528 0.36114762225098235 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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-0.04589005572508656 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4077494461460723 0.0 0.0 0.5014672068513739 -0.47598440118577384 0.4451226841614357 0.0 0.4205321687100014 0.30593926109844727 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5939542909235568 0.0 0.0 -3.1310328872367164 0.0 0.0 0.0 -1.5630180564845486 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0308622463129384 0.0 0.0 -3.4439477405276664 0.0 0.0 0.0 0.0 PLK1 0.0 2.103099237297079 0.0 0.0 0.0 15.67978165428613 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -7.59236750904584 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PLK2 -0.18725567660715173 0.0 -0.1835186722514732 0.0 -0.42888020351788697 0.0 0.0 -0.3244733418543428 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.339404150956228 0.0 0.0 0.0 0.3065302896208537 -0.31165383360499066 0.0 0.0 0.0 0.0 0.0 0.0 -0.6400246426835386 0.0 0.0 0.0 0.0 0.0 0.0 -0.8787915619186937 0.0 0.0 0.0 0.0 0.0 -1.7626885877259417 0.7784402988797661 0.0 0.5910755736462486 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.5302378709385063 0.0 0.45352587230847824 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7695421269059344 0.0 0.0 0.7998167398360692 0.0 0.0 -1.5860992530652258 -0.4129624840853176 0.0 0.537957693225209 PLN 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.23670399477948637 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 8.0537246948537 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PLOD2 0.0 0.0 0.0 0.0 -0.1618334263104335 0.0 0.0 0.0 0.0 0.0 -0.22153214116385817 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7949685362518751 0.0 -0.4290857104868033 0.0 0.0 -0.3544355857730335 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7196544716416745 0.0 0.0 0.0 0.6044239243008596 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 10.27294239940343 0.0 0.3580552248411826 0.0 0.0 PLS3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6871527035677808 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.621932174526795 0.0 0.0 0.0 0.6358356490378002 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.12448623914976013 0.0 0.0 PMCH 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4792236389163827 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8276427654014606 0.0 0.0 0.7425239711056799 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 QPRT 0.0 0.0 0.0 0.0 0.7821786962339413 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.630753362879089 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4587957745031178 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAB20 0.0 0.0 -0.024260661850116088 0.0 0.0 0.0 -0.5641300717810078 0.0 0.0 -0.2985079324415978 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.37424164737405213 0.0 1.6308844009220371 0.0 0.0 0.0 0.0 0.36643187708849684 0.0 0.0 0.0 0.0 0.0 0.0 0.5316812735315937 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.40806648851992455 0.0 0.7797449257704264 0.0 0.0 0.0 0.0 -0.2020289197870688 0.0 -0.7979482383975348 -0.7984296840923207 -1.0513838111795681 -0.6836579703904501 1.1545905990231675 0.0 -0.3490757745108895 0.0 0.0 0.0 0.0 0.0 0.9401972060835595 -1.150334754004708 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6222365570557828 0.0 0.0 0.0 -0.21241770812861663 0.0 0.0 RAB42 0.0 0.0 0.3460582484474843 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.064149559609477 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7804565798240449 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAB4B 0.0 0.0 -0.1632166605679203 0.0 0.0 0.0 0.6857196143815428 0.0 0.3198069469818605 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.33215047797080327 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0441637907123267 0.0 0.0 0.0 0.0 0.0 0.0 1.3651742752474842 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAB4B-EGLN2 0.0 0.0 -0.34715902881237254 0.0 0.0 0.33860100702862067 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.43445570835378633 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4127799103299248 0.0 0.0 0.0 0.0 2.151365321719981 0.0 0.0 0.7959828030646836 0.0 0.0 0.0 2.562163973781328 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAD51 0.0 1.5411403778377804 0.0 0.0 0.0 -0.4496277136671164 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.548320548153777 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAD51AP1 0.0 3.985023714387435 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.155117728298492 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAD51L3-RFFL -0.12323512954410269 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAD54L 0.0 0.46303827113488194 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8799885679979144 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RAMP1 0.0 0.0 -0.18031005225160118 -0.2388649477825181 -0.14990484746227184 0.0 0.0 0.0 1.7966399951168237 0.0 0.3242590605641837 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5913397845411912 0.21407297882697085 0.0 -0.47973217832239645 -2.1678908633528704 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.241494199474177 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.2876315501700484 0.0 0.0 0.0 -0.8925058723960393 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1439656533888403 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5333045355766876 0.0 0.0 0.0 0.0 0.0 0.0 RAMP2 -0.2176082195556436 0.2232407286691759 0.1713456592278532 0.0 0.0 0.0 -0.14761287605948825 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3597229894899991 14.318554385191296 0.0 0.0 0.0 -3.153914304939413 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.643733330710651 0.0 0.0 0.0 0.0 0.0 -0.27170662764819214 0.0 0.0 0.0 0.0 -0.4050648462096204 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.343176837658892 0.0 0.0 0.3016182641623812 0.0 -0.2692622817970275 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7140389304613864 0.0 0.0 0.0 0.8051382098693518 1.647139340068217 RAMP3 -0.05253662675604972 0.0 -0.1985799218899291 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7002868899586202 12.93139805614626 0.0 0.0 0.0 -1.0572198554655017 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8666125748070732 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7040670619151017 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5834356669941979 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.30481848028908565 0.8084947682396191 0.0 0.35070766451126595 -0.3280152146726051 1.1348211015532719 1.268268316576489 RAPGEF6 -0.14854318119480403 -0.10989045263457733 0.1964175416016501 0.0 0.0 0.0 0.0 -0.8665669143335373 0.0 0.0 0.0 0.0 -0.5382628813975983 0.0 -0.2970245339552275 -0.2505377689745031 0.0 0.0 -0.3225193193509213 0.37635579760601756 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6004567745226305 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1214985575624186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.025234463762864 0.0 0.0 0.0 2.653896145630637 0.0 -1.8957171637327037 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RARRES1 -0.09955684735572144 0.0 0.11120326973440028 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35861515162385366 0.0 0.0 1.0057330599180394 0.0 0.0 0.0 0.0 0.0 0.5514640056082548 0.0 0.0 0.7686804690003869 -0.6349877405525935 -0.664993590213626 0.0 0.0 -3.6824369299440884 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.722120598564774 0.0 0.0 0.0 -0.08796935616534085 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4756955023951875 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.5321168175381827 0.0 1.1857912800319586 -0.3952362392337657 0.0 RARRES2 0.0 -0.10330494049828524 -0.22451920453641136 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2657136634659378 0.0 0.0 -0.33121097278335015 0.42531433691900916 0.0 0.0 0.0 0.0 0.0 0.0 0.0 10.675696201915185 -4.312245359279588 -2.1652531383791604 0.26374141266179796 -1.1737989623556748 -6.175445517640292 0.0 0.0 0.9648299432448848 -1.1218280630558493 0.0 0.0 0.0 0.0 0.0 -0.6227067643265497 2.6469587139112627 0.0 0.0 -0.3379762494822257 0.0 0.0 0.21546467720517842 0.0 0.0 -0.15682104176623302 -1.0781309317823395 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.417095672100248 0.0 0.0 -0.3431230476272534 0.42960225867136437 0.0 0.0 0.8273366442560967 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.39583228837630896 0.0 0.0 0.0 -2.259942894858501 3.28177774243579 0.4750689436202452 -2.5745818561984453 -0.7200884018626632 0.961781372863775 RASD1 0.0 -0.15539535211790442 -0.5028783437517221 3.3131406134234935 0.26573818948734673 0.0 0.0 -0.1588008194670706 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.13092821717651054 0.0 -0.11041388669837132 -0.6322927061306427 1.4964652177506086 0.0 0.0 2.7508857878151716 0.2559766047922099 0.0 0.0 -0.6757465426376339 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2607000390080011 0.0 0.0 0.0 0.0 0.0 0.7605292905184007 0.0 0.285414858165567 0.0 0.0 0.0 0.0 0.5213716604790853 0.0 0.0 0.257357838449266 0.0 0.0 -0.384116668295665 0.0 0.5582435671058347 0.0 0.9851271611706728 0.0 1.8192816379313363 0.0 0.0 0.0 0.0 0.0 -0.7792535900754474 0.0 0.0 0.0 0.0 0.0 0.0 -0.7664706332930908 -0.3941811754588346 0.0 -1.947670845757577 0.5940194960834833 -0.45762809267208404 0.0 RASGRP3 0.0 0.0 -0.2232072992186796 -0.39602219708918357 1.050090143706678 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9211653973530852 0.9942054833443572 0.0 0.0 -0.40362502220877494 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6440835547615638 0.0 0.0 0.0 0.0 0.0 0.0 3.1328239343068827 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4769766727609793 0.0 0.0 0.7175107249344878 0.0 0.0 0.0 2.3838450696157687 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8547537620860431 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RBM14-RBM4 -0.08980477268332926 0.0 -0.38118954100482494 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7048361970067758 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.20436171428422334 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.127734620535162 0.0 -1.4175799286447912 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RBP1 0.0 -0.49388378795037247 0.11747961595648031 0.0 -0.4463236228944009 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.42273229827388575 0.0 0.0 0.6511735788246253 -0.06379854951687061 -1.2586672405192407 0.0 0.0 -0.40293318704700937 0.0 0.0 0.0 -0.3220775151233649 0.0 0.0 0.0 0.0 0.0 -0.6135107014999011 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.7726549613402676 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RFESD 0.0 0.0 -0.07907724072086494 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.401349035940699 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7813558718694583 0.0 0.0 0.27342522847264156 0.0 0.0 0.0 0.0 -0.4041009649497067 0.0 0.0 0.6240421073925434 0.0 0.0 0.25125890607379087 0.0 0.0 0.26325273980656333 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.31093009634781843 0.4016405915081176 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4251026008604003 0.0 0.0 0.3979425557163359 RGPD5 0.0 0.0 -0.19187591204748977 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5909826693167503 0.0 0.0 -0.35362885246069126 0.0 0.0 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-0.8348947377458344 0.0 0.0 1.7650771914552348 0.0 0.9119285291418505 0.0 0.0 -1.3510244079014144 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RHOJ 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2834369115072158 1.0804116493914284 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.171823495839599 0.0 0.0 0.0 0.0 0.0 0.0 -0.5575773695312113 0.0 0.0 -0.5112786901977385 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RMI2 0.0 0.2529480023187367 0.0 0.0 0.0 -0.4672048829013791 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.5353739471538392 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RNASEK-C17orf49 -0.16439095716608304 0.0 0.0 0.0 0.0 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-0.5185876212891111 0.0 0.0 0.0 0.0 2.765645832861495 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7500643855948677 0.0 0.0 -0.1434782354339687 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 8.840402272718757 0.0 0.0 3.3115857705407885 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.29630832506625243 0.0 0.0 CAVIN2 -0.14325867276201001 0.0 -0.36243228341613004 0.0 -0.151833493070218 0.0 0.0 0.0 0.0 0.0 -0.5248339701431792 0.0 0.0 1.598489076327111 0.0 0.0 0.0 0.0 0.0 -0.3752096964908344 0.0 -0.38084890343400285 -0.7624200455354944 3.023867404686902 0.0 0.0 0.0 -0.36280492411430526 0.4482691336689486 -0.4931655941970672 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.233867728927068 2.826198043519126 0.0 -1.323962494409284 0.0 0.0 0.0 -0.5159471651363589 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3299478066878858 0.0 0.0 0.0 -0.4204671977680456 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3047576253428886 0.0 0.0 0.0 0.0 0.5073436486142882 SDR39U1 0.0 0.0 -0.1458929286976187 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6659030420967236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5385775768001604 0.0 1.4144856956336262 0.0 0.0 0.0 0.0 -0.9572042070196151 0.0 0.0 0.0 0.0 0.3214167659141548 0.0 0.0 0.0 -1.2138518665278917 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SDS 0.631826253175596 0.0 0.47079187730666455 0.0 0.0 0.0 0.0 0.0 0.0 -0.3297352907778762 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.898664665731832 0.0 4.603848287237554 0.0 0.0 -0.3685630042570102 0.0 -0.557553464993027 0.0 2.086399480911149 0.0 0.0 -0.22758497646654458 0.0 -1.2643151204072003 0.0 0.0 0.0 0.0 -1.0219058776568177 4.543977128878427 0.0 0.0 0.0 0.0 0.46408538808091626 0.0 0.0 -0.736558867161296 0.0 0.0 0.0 0.5265666122670429 0.0 0.0 0.08671575222226031 -0.7765497144517398 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SDSL 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38387878557589744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7352710734960531 0.6895772503921132 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SEC24C 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34739646002126756 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6337032467072099 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SELE 0.0 -0.1389398578621801 0.2660548992350495 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3039585502009579 7.091308469141908 -0.2971357905714577 0.0 0.0 -0.43741320783664 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.14725449051755587 0.0 -5.234576365122772 0.0 0.0 0.6345566119900532 0.0 0.0 0.0 -2.1057400103990185 0.0 0.0 0.0 1.5961780305006656 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2658310130668404 0.0 0.0 0.6121381781313163 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SELENOK 0.41010954799050064 -0.025606073910959898 0.8408476784408025 -2.7061498494470912 3.7301751505957523 1.8802067043826172 1.5749908513076631 0.21567507428250515 0.05577881513468645 0.6873913875643063 0.0 0.3309319129659191 -0.37722853462523614 3.7379977499933004 -0.8147091873560505 0.9888175412283782 1.479056394915651 -1.569228745339035 -0.3532255847411564 0.42924287765212954 -1.2615682838428464 -0.3456881518898382 -1.0350119681347514 -0.13089117975971887 -0.31636673504913465 -0.3889717309048646 -1.0265282416131665 0.5222138213173876 -1.251214381400665 0.0 -1.2851759449611313 6.297506307651256 0.8705440049890025 -1.102562354747653 0.0 0.0 1.4087107020623173 0.6574495674591039 0.0 -0.4806941156037311 1.2470581416685815 0.0 1.1092810724188618 1.5779959272800512 -0.3637990446659846 -0.5913557115710024 0.0 0.0 0.0 0.0 -0.9563766863548272 0.0 -0.057504832561924034 0.0 -0.46198430457536516 3.8221436578329153 1.5476126780291548 -2.0927876788180204 0.0 -3.0883457586032943 -0.18415866820032536 -0.24084018744785152 -0.8814988087451039 0.35005056578334387 0.0 -1.447522085490582 0.7038478097211983 0.0 1.943085959956041 -0.022605021497988355 0.0 -0.06570248510753691 0.0 0.0 0.0 -1.8671290600451012 2.777400431098983 1.1112564605322075 -0.9799288579777216 0.9201256405809091 0.7625884992553398 2.3120011534709417 0.8036062836037926 0.467983349970972 1.11682759762897 0.0 SELENOM -0.2030878853065401 -0.5340483669446401 0.0 -0.83295441253482 2.6073533445322283 0.0 -0.34347016606004305 0.0 -0.5385833866603136 0.0 0.0 -0.44626289494510096 0.0 -0.7096923415588179 -0.29856743350559495 0.0 0.0 0.0 0.0 -0.32937423596733717 0.0 -0.41367499511229666 4.411737231576636 -0.43378434110693553 -0.10564338067851246 0.0 0.0 -0.9830507782819344 0.0 0.0 0.0 1.6571584200123 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.794547031773513 5.020436012341912 0.0 0.0 0.0 0.6645175233293018 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9268344124902215 0.0 0.0 0.5997941603455388 0.0 0.30127196231824654 0.0 0.0 -0.7520172975888094 0.0 0.0 -1.3762545057675746 0.5268749020472783 0.0 0.0 -0.4409025512370527 0.0 0.0 0.0 0.0 0.0 -1.024935179374805 0.0 0.0 5.591754872120013 0.0 -0.509729675711797 0.0 0.0 SELP -0.057514877542851416 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.9931339474555205 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.6275065090054905 1.3385426886900096 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9195428218797087 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.31547851965102247 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SELENOT -0.17511966307053 -0.0021954259075935845 -0.2929397673053069 -0.20397625267448088 1.3261033000650106 0.2733301506836697 -0.7304490923523967 0.23513185435371825 -0.283874770852127 0.0 0.0 0.39859178412262714 -0.4015142108217283 0.0 -0.6456827662925025 -0.3384635140054979 1.4579563204286135 0.0 0.8618478191015372 0.0 -0.49816440976384074 -0.5875919448203111 0.0 0.0 0.0 0.4591149994407948 0.0 0.0 0.0 0.0 0.4759691046575249 0.0 0.5154578370939962 0.0 0.5276985329060575 0.5766751430403798 0.0 0.0 0.0 0.0 1.0036316895082695 0.7181869204785049 0.0 0.0 0.0 0.0 0.0 0.0 1.0646308967330897 0.0 0.0 0.0 0.0 0.9201968444698371 0.0 0.0 0.9278904525752294 0.0 0.0 0.4359776238267968 0.0 0.0 -0.961640302750428 0.0 0.0 1.189294033579626 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.959476022368088 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SEMA3A 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0818479646133432 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.296451292926955 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SEMA3D 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.9700340629484616 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SELENOF 0.5450428776022931 -0.27782090951748384 -0.20966357426388665 0.0 0.0 0.0 0.0065439938454626805 0.0 0.4959981305378884 0.0 -0.2728261145252866 0.26360423925791415 0.5954590143468412 -0.4042075870955671 -0.280463015648735 -1.0289030749633874 0.03643259413076448 0.0 0.0 0.0 0.0 0.41103086169489633 0.6455427387996104 0.0 0.2852906757253451 0.24271392349942533 0.46408381519749814 0.0 0.0 0.0 0.4828967139223712 0.6133558857360524 0.8125465133443267 -0.6433126077338469 0.0 0.0 0.0 0.0 -0.6426671684648696 0.0 0.0 -0.7245179421873582 -0.761025319066828 0.0 -0.37416171646668683 0.0 0.0 0.0 0.0 0.689584549477176 2.865551889091116 -0.755144392652461 0.0 1.5945462241808455 -0.6679795979987434 0.0 0.0 -0.9289834895117851 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6930606253679148 0.0 0.0 0.0 0.0 0.0 0.0 1.6627475467200714 0.0 0.0 2.035483286054801 0.0 1.5681595711191876 0.9367113416412518 -0.8219770204386132 0.0 0.0 0.6769356588668032 0.0 0.0 SELENOP 0.04588003944851542 0.11564524349770468 -0.4578707067567609 0.12344743082890669 -0.7719715540020086 -0.3483772673043577 -1.962885516118629 0.15866777031959547 0.0 -0.30336064586190203 -0.5734138400009327 -0.280726717498457 0.0 -0.931945982381495 -0.6865926059436419 0.6436422945801558 0.3560238073641874 -2.861762241435641 0.0 9.69856573727382 0.17547688575337766 0.0 0.4928878000786614 -1.4891193991122849 -2.3946434991244003 0.0 -3.4145096918929796 -0.5921465676861938 0.0 -0.7000358252131069 0.0 -1.1173355591354945 0.0 0.0 0.0 0.0 3.30329379672265 -3.6836470180998413 1.5133348580183736 0.0 0.0 1.332075995555176 -1.359845024070182 0.0 -1.7834149883008936 -0.8511824666630722 0.0 0.5346618952074051 -1.8593257807618806 49.48348241587418 0.0 0.0 -1.6497450571230983 -1.7413462692328803 -0.7803088097177326 1.3240361530002691 0.0 1.0250326466424797 0.0 -0.3629702190175695 0.6784609972491933 0.0 -1.413404911479698 -8.050887223961142 -2.2350440937551035 0.0 0.17907512990252736 0.0 0.0 -0.39333477133251693 0.0 -0.3975214704692832 0.0 0.0 0.0 0.0 -0.7671113582704062 0.3180418304111946 0.0 0.32043698665821696 4.074006948071634 -3.519099328841686 0.6467900270058806 -0.3283294634861851 -8.223490733967015 2.0551389329967975 SELENOW -0.06320462733555401 -0.4765544987792132 0.2776072042751305 -0.6149459288433519 -0.18884501258878492 -1.0406171869113843 0.0 0.5750103302021587 0.0 0.0 -0.3882127215836302 0.49651621673983093 0.7941701514069187 0.9039867733585054 1.7641601649851926 1.3542502117881265 -0.698050190417048 -0.4296422818141618 -0.3714021601593406 0.14878401588474097 0.0 -0.838001944725111 -0.8114328665482851 4.713348520969346 -0.3353626821261015 0.0 0.5150686304687219 1.9060957866435482 -0.38299996541592624 -0.9016090618394745 0.48010845615152015 -0.3003061071835859 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5883862246752946 1.045258286776653 0.0 -1.1788326316009734 -0.0674708386385425 0.0 0.0 0.0 0.0 -0.36038849340817747 0.0 0.8103764371875773 0.6039870424170792 1.2279580974020823 -0.3621127680745095 0.0 0.0 -1.215616300113272 0.0 1.0516511329186868 0.0 0.0 0.0 0.0 0.0 0.0 0.1664094871059938 0.0 -1.1888584069924646 0.0 0.0 0.0 0.5406689595309981 -2.201290927708416 0.0 0.0 0.3338625140318211 0.20220752577205495 1.6406503107024046 0.44868320804199663 0.7638907858976223 0.0 0.48691696863562345 0.0 0.029650857473761595 0.6254640849708772 SERPINA3 -0.051476520027505725 0.0 -0.09486074709353078 0.0 -0.12393205285239084 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.26652679186027706 -0.09241805275718647 -0.3635685540770703 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6297965155827946 -0.451170215508924 0.0 1.1184355195899627 0.0 0.0 0.0 0.0 0.0 0.0 -0.44400816542534827 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.334665833294403 0.0 0.0 -0.6551805200126525 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43533370726584686 0.0 0.0 -0.2876571211786008 0.0 -0.4607426574754232 0.7389439280973886 0.0 0.0 SERPINB2 0.2242370855605414 0.0 0.0 0.0 0.0 0.0 -0.5849886353688636 0.0 0.0 0.9422824380209414 0.0 0.0 0.0 -0.30313639513605994 0.0 0.7424094656123609 0.0 2.3124559826082383 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9292305600515287 0.5100260559154274 2.2602633467125743 0.15212964251678576 0.0 -1.9420157506513829 0.0 0.0 0.0 0.0 0.0 0.0 -0.9232595083661065 -0.539371955618625 0.0 0.0 0.32610935078396264 0.0 0.0 2.8345799587094818 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8927585276716181 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5967241281690361 0.0 0.0 SERPINE2 -0.0770662190174688 -0.2075103932521789 0.7202019106068546 0.0 -0.150344526912539 0.0 0.0 0.455731360255345 0.26640411541217635 0.0 0.0 0.0 0.0 -0.5896997177184191 0.0 -1.0400121952918764 0.0 0.0 0.0 0.0 0.0 0.0 2.3898781558570525 -0.38518621248311946 0.307222108777408 0.11022514393804657 0.0 0.66056528946318 -0.35756654014313144 -0.24989773462058132 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -4.1700076822363625 0.0 0.0 -0.6551513533866268 0.0 0.0 0.0 0.0 0.0 -0.7732227433909683 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3212504955232281 0.0 0.0 0.0 0.0 0.8519516219745843 1.6378706843227502 -0.41365754217547257 0.0 -0.586149566231401 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.752092823418312 0.0 5.546236374632249 0.28936463401957335 0.6590430045548469 -0.570470262537102 0.0 SERPINI1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5522763545232845 0.0 0.0 0.0 0.0 2.41283453149471 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4512890697479109 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SFN 0.0 0.0 0.2191698927437746 0.0 0.0 -0.2785706339122466 0.0 0.0 0.0 0.0 -1.1128035702412948 0.0 0.0 0.0 0.0 -0.45320079531385515 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3264294895674462 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1279046895760014 0.0 -1.123603993726636 0.0 0.0 0.0 -0.6215624372731161 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6800470905773575 0.0 0.0 -1.1334449072959323 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SFRP1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.0653511698424581 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7472869592968626 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SFRP2 0.2965030415832001 0.2318863442894684 -0.07654641109881535 0.0 0.0 0.0 0.0 0.7994559203968398 0.0 0.0 -0.2539339549764991 0.3400727720188985 0.0 -0.044356802131489854 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 15.267989954829375 -0.8442927629828799 -1.2661444615689543 1.1608430582782654 0.0 -5.645545180376042 -0.8919435314562313 0.0 0.0 -0.293272625421389 0.0 0.0 0.0 0.0 0.1999523438211463 0.0 0.0 0.0 0.0 -5.486491734246064 0.0 0.0 -1.2042772184869928 1.6423605654993547 0.0 4.743711421315952 0.0 -1.5719812522229313 0.0 -0.7921521567244962 0.756621810899624 0.0 0.8950434139314595 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.35758863970576266 0.5581388840577343 0.0 0.0 -0.6028507107246893 -0.29049686655530843 0.0 0.6553076037091519 0.0 0.0 2.2904537367828337 0.0 0.0 0.0 1.6820957399004477 0.0 0.0 1.7070397792643024 3.9117505374395947 -9.050006410033124 -1.4553063752356667 -4.374370694714759 -3.4827088901874674 1.1720381518129777 SFRP4 0.131474708202229 -0.18297126387076543 0.01908499538394226 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 9.37261745370368 -1.292840486283058 -0.21071951760088373 0.0 0.0 -3.715768575624488 0.0 0.0 0.0 1.7163003148290048 0.0 0.868971027981918 0.0 0.0 0.1825535145678557 -0.8186410465542001 0.0 0.0 0.0 -0.7098260251568463 0.0 0.0 -0.544829961049471 0.3760898802539442 0.0 0.8716731296022274 0.0 -1.3768221712936661 0.0 0.0 0.0 0.0 1.7046553630498458 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5256372823151715 0.0 0.0 0.23613244057936175 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.727179437466547 0.4055784016850522 0.0 0.0 -1.9765337922442483 -3.8709971754909716 0.9273585487965568 -2.6332412595512116 -0.7659764979104084 -0.13277938648496415 SFTPA2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4525119813341899 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SFTPC 0.0 -0.15613483271601186 0.11953849132694339 0.0 -0.4343664161862886 0.0 0.09240778255105782 0.0 0.303327480689297 0.5307453806656066 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3781481436891922 0.0 0.0 0.0 0.0 -0.41262968757476537 -1.0725942294975301 -0.301337553026082 0.0 0.0 0.0 0.0 0.3699471011868524 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.044968430518139 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8607077380860005 -0.5091712981656278 0.0 0.31858074268338404 0.0 0.0 -0.45631762632851763 0.0 0.0 -0.2671844496486339 0.0 -0.3610058765147459 -0.48517552913022555 0.0 0.0 1.0118944914979366 0.0 0.0 -0.5875533403565344 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2670715185676538 0.0 -1.0889030755359936 -0.8092094529175397 0.0 0.0 0.0 0.0 0.0 SGCE 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34670471747518594 -0.12129319444173464 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6578227472081923 0.0 0.0 -0.6096124673602947 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SGIP1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7708900528687981 0.0 0.0 0.0 0.6931734769593131 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8170935000629103 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SGO1 0.0 0.6267445720536095 0.0 0.0 0.0 2.874820077965489 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SGO2 0.0 1.81337066091732 0.0 0.0 0.0 4.4821617438001535 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7450861431101067 0.0 0.0 0.0 0.0 0.0 0.0 -0.33525621431767433 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4974139211410583 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SH3BP5 0.0 0.0 0.21415018475096673 -0.46716768270188125 0.23769890623089154 0.0 0.3485455420989731 0.0 0.725501618794725 -0.8735938992151043 0.0 3.8502217719743914 -0.7365090790871238 0.0 0.0 0.0 0.0 -0.3884268716977726 1.7877048295789675 0.07879340353656186 0.0 0.0 0.5937449508410909 1.0338000206253661 0.0 0.09422811866243526 1.4101738807029733 -0.4987359898920485 0.0 0.571867968526125 0.0 0.0 0.5365712264955074 0.0 0.0 -0.7009816680684915 0.0 0.0 -1.3520927182666689 0.0 -0.5809278246869629 0.0 1.5712076489556166 1.0399883987576 0.0 1.093123012503852 0.0 0.0 0.0 0.0 0.0 -0.9166019509989709 0.22190830167728917 0.0 0.0 0.0 -1.0992479002140947 0.0 0.0 0.0 0.0 -0.8007614111479707 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.094048318601676 0.0 0.0 0.0 4.810993528502307 0.0 0.0 0.0 0.0 SHCBP1 0.0 2.3796132795722778 0.0 0.0 0.0 1.3878008685401364 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SHD 0.0 0.0 0.0 1.8508226186162904 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SEM1 0.1726708836120439 0.10871919234314525 0.0 0.22314854678865242 -0.1807591022667716 -0.19957134709815735 0.9566857856982431 -0.24534269311930842 -0.39048377538298745 0.0 -0.2972562004632675 -1.0936597281184275 0.4148800963205029 0.5430666037873636 -0.7134598969467414 0.0 0.0 0.0 0.0 -0.44635923437204156 0.4195973083034525 2.544210579935343 0.0 -0.3412787986316106 -0.9073404572444758 0.0 -0.6799146137056375 1.2709094543819417 -0.15743709512935514 0.0 0.0 1.2583382130090381 0.5990424105895109 0.7787173727685794 0.5832640896788471 -1.0670047206793472 0.0 0.0 0.28129676735190134 0.0 1.6403521466094775 0.0 0.8233946077268078 0.0 0.0 -0.5882808630454567 0.0 -1.0773076835846678 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.27244885732387963 1.0359303692165043 0.0 0.0 0.0 0.0 -0.8403996564647186 -0.2921554512905985 0.0 0.0 0.0 -0.26246213245308847 -0.2974882950198809 1.5469600668289822 -1.5930906559664542 0.0 -0.39839387311223085 0.0 -1.101377167705797 0.0 0.0 0.0 0.0 -0.4601164241498569 0.0 0.0 SIK1 0.0 0.0 0.0 0.2280809565908907 0.31206034237428965 0.0 0.0 0.0 0.0 0.0 -0.42876332648994325 0.49322984840577333 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.465112748061359 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4137733957226575 0.0 0.0 0.0 0.0 0.3168388482258358 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLAMF9 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6250715042540268 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4711109831219062 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2782262308192121 0.0 0.0 0.0 0.0 0.0 1.3841447971680139 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 SLC4A5 -0.11762685110210361 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9821214518419681 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9002883815205323 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLC7A8 0.0 0.0 0.19655182470057972 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7163376268231191 0.0 0.0 0.4321877530861326 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SLC9A3R2 -0.33597653335517447 0.21923281664854852 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3964936140498152 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9236416850310243 4.227892311172782 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SMYD3 0.0 0.0 0.0 0.0 -0.22052957822147015 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.133364064551485 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2960079853487612 0.0 0.0 0.0 0.0 SNAI1 0.0 0.0 0.15781163243059818 0.0 0.0 0.0 0.0 0.0 0.0 -0.2611398165991361 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4033021992116472 0.0 -0.8366760052573939 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.4212985781318737 0.0 0.0 0.0 0.0 0.0 -0.9801087419533153 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7886396948520984 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNAI2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.33170038315933514 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38057231646552586 0.0 0.0 0.48718714088720066 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7137675139416919 0.0 0.0 -0.5243889403845943 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNCG 0.15794967306065655 0.0 0.0 0.0 -0.18602710946342096 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7323103913237118 2.133424277849042 -0.31958881681532 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 8.070277736390043 0.0 0.0 4.871458330839469 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNHG16 0.0 0.0 0.0 0.0 -0.1710332091803828 0.0 0.0 0.0 -0.27282060936862773 0.0 0.0 0.0 0.0 -0.6472171719325615 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.28816673147833766 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6034255904417615 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNHG9 0.19609355392737504 0.0 0.1566340355001933 0.3662387030358488 0.0 0.0 -0.25902070957790985 0.0 -0.2884913916576392 -0.43184597155702276 0.0 0.21348114692608408 1.101921649281349 0.0 0.0 0.0 0.0 0.0 0.8877852903536496 0.0 0.6235503890853054 0.0 0.0 0.0 0.0 0.0 -0.8497007278073497 0.0 0.0 0.6794535143513949 0.4275672370629801 0.0 0.0 0.0 0.0 0.6113949657943273 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2573998869731173 0.0 0.0 1.6753118746831213 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9346754629540267 1.2904886725924816 0.8815497796705274 0.0 0.0 0.0 0.0 1.6757590172498553 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.2335800203131972 0.0 0.0 -2.7473816115645895 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RF00598 0.0 0.0 0.18474729622797745 0.0 0.26345811475482506 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47370516109316263 0.0 0.0 0.0 0.0 0.0 -0.6447587438203327 0.0 0.0 0.0 0.5965182973257255 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNORD89 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.29835656332843813 0.42260278118183864 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5461337003813622 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4656690933634623 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AC124312.1 0.0 -0.13655846296989624 -0.17599932785246342 0.25593876265573073 0.0 -0.285401513940872 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6055440534365747 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0492356471604036 0.0 0.0 0.0 -0.4107850858520412 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNX29P2 0.0739680380107289 0.0 0.0 0.0 0.0 -0.19710392537258414 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4197876815001175 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6358893700738744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.4086815906846106 -0.6742574855857553 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4287942832897313 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SOD3 0.27842413231571517 0.0 -0.17826250000658853 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4766313877066908 -2.9571554125285426 0.0 0.0 0.0 7.468715812197897 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6816070149020387 -0.7943355142951509 0.0 0.0 10.486181585093616 0.0 0.0 0.0 0.0 0.0 0.0 0.8798916396349483 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3310467899493879 0.0 0.0 0.0 0.0 SORBS2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38126355522116184 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7923095052833489 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6198733192542188 0.0 0.0 5.701823636204914 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SOSTDC1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5545195542316796 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.24393946510210668 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.28866030377782725 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4829150718768724 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2566274168382305 0.0 0.0 SOX17 0.0 -0.118413602948914 0.16278291643845108 0.0 -0.16032310810404005 0.0 0.0 0.0 0.0 0.0 -0.3446940174271213 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9189332491200148 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.0902561827288118 0.0 0.0 -0.5922241098975238 0.0 0.0 0.0 0.0 0.0 0.0 -1.179173224855521 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SOX18 0.0 -0.15131882536333283 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5363481519726954 0.0 0.0 0.0 -0.41750123643681175 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.564237129958615 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SOX7 0.0 -0.14813907663615722 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1385162892619332 0.22807631140625217 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6804783672998576 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPAG4 0.0 0.0 0.0 0.0 3.4125202822572156 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4504162681326052 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.3988094448129793 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPAG5 0.0 1.772351031855825 0.0 0.0 0.0 3.520215771910758 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPARC 0.18924105710123099 -0.8273782745045605 0.16697134352316195 0.0 -2.308897796336816 -0.21207061507807484 0.0 -0.6593994100564486 0.0 0.0 0.34123725697672413 -0.3476875894465889 0.0 -0.3398924565684152 0.8358213627239613 -1.0351565410342982 0.0 0.0 0.0 -1.0657814684184852 -0.4545373827725777 0.0 20.462407068525863 7.6366182634658335 0.2577453743764235 -0.22045412552870824 0.0 11.622831615054329 -1.0667597139201057 0.0 -0.4392725934392235 -1.9643785833877687 0.0 0.0 0.0 0.0 0.7894388335695618 0.0 -14.73148972476808 12.878048247003814 0.0 -10.358859063967719 0.0 0.0 -0.48388721582737215 0.0 0.0 0.7971418318813389 -3.3647274498638637 -4.055169011833642 0.0 0.0 0.6277305611986531 -0.7382111595418728 0.04619491390191399 0.0 0.0 -1.0539003775105285 0.0 1.2180959157319975 0.9750679464966246 0.0 2.544490237834544 1.831932829156359 0.0 0.0 0.6031744438979577 0.0 0.0 0.5499553646594875 0.0 0.4436973215964386 1.8138643794622922 0.0 0.0 0.0 3.160506174252606 -1.0999407864452586 0.0 -0.923504079882896 2.3108352978073876 -9.630303095437641 -2.0539627156647007 -2.937854055229958 7.523064425313686 -0.9505093722849074 SPARCL1 -0.4026345522246775 0.12719450845201133 -0.004252883843554204 0.0 -0.003094095707438349 0.0 -0.26976703045105854 -0.37695539986979754 -0.5734105249352328 0.0 0.0 0.0 0.0 -0.6434177468203042 0.0 0.0 0.0 -0.48280239781144985 -0.8277440253307459 -1.667772991096902 0.0 0.0 -2.3454856903423336 18.85549572691027 0.8245304578046655 0.21988163302240393 0.0 10.189865856149439 0.0 0.1409507851375179 0.0 0.6202022129330325 0.0 0.0 0.0 0.0 0.3702466923402013 -1.2339515409008293 -18.428468818497535 0.0 0.0 11.543111011440613 0.0 0.0 -0.26915306244664733 2.57792901134744 0.0 -0.8832888650322204 1.2658774180800265 -2.9904891143825876 0.0 -0.800915306064003 0.8583806712812992 0.0 -0.9578727013505478 0.0 0.0 -0.8336157405320099 0.0 0.3174156875536306 1.3473948766591508 0.0 -0.3721832230738744 0.0 0.0 0.0 2.7070179549258477 1.0254559506890606 0.0 0.0 0.0 -0.273852653466 0.5141953665222793 0.0 0.0 0.0 0.40872818300107755 0.0 0.0 -1.183889821884494 1.7689537134304003 -7.460581150994974 0.0 -1.8842130763744744 4.33565140768971 1.4369811833681614 SPC24 0.0 0.6996101145585072 0.0 0.0 0.0 0.9430149937190235 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPC25 0.0 2.710442088758784 0.0 0.0 0.0 2.588860532217911 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.6781825490767206 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPDL1 0.0 0.49505352504368116 0.0 0.0 0.0 1.9538095063520624 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPHK1 0.2749374766999671 0.0 0.5118055983666644 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.1948942900703758 0.0 0.0 0.0 0.0 -0.4972293789402101 0.0 0.0 0.0 -1.004308475371041 0.0 0.0 0.0 0.0 0.0 0.0 1.6429394047933856 0.0 0.0 0.0 3.0275605716960983 0.0 0.0 0.0 0.0 0.0 -0.6967238643828931 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7560587360919107 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7188079886732386 0.0 0.0 0.0 0.0 SPINK1 -0.22836721055454276 0.0 0.0 0.0 0.49414026345568435 0.0 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-0.16886366931022723 0.0 0.0 0.0 0.0 0.0 0.4697385423115495 0.0 0.0 0.0 0.0 -0.8935557993416754 0.0 0.0 0.0 0.0 0.0 0.0 -0.4089485606057439 3.32303977772887 1.251069318981126 0.0 0.0 1.211741590622822 1.7063774864045436 0.0 0.0 -2.794163131978386 0.0 0.0 0.0 0.0 0.0 0.0 -2.148449364041449 0.0 0.0 0.0 -0.6628136334518572 0.0 0.0 -1.3184839140718876 0.0 0.0 0.0 0.0 0.0 2.276049152052699 -0.23312311546470535 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.8200082498114083 0.0 0.0 0.0 0.0 0.0 -0.32762957595391223 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.746404267229366 0.5732123634532678 0.0 0.0 0.702531583578337 STC2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5435793114287082 0.4898090319335417 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9347939959914778 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.138414923413427 0.0 0.0 0.0 0.0 STEAP1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3775768149464488 0.0 0.0 0.0 0.0 0.0 0.0 0.7312492026826652 0.0 0.0 0.0 0.0 -1.345488144633557 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2601620212583328 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6446290455961728 0.0 0.0 CENPX 0.0 1.3582683643479767 0.0 -0.27203084266077754 0.6249212842760329 -2.1582760452945977 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.821838403940814 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3717751161192567 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0066300306232827 0.0 0.0 -0.6100337058033146 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.27171154075726517 0.0 0.0 0.3888185291893968 0.0 0.0 0.0 0.0 0.0 STUB1 -0.3123123518331302 0.0 -0.19918786785784137 0.0 0.83161160906112 -0.45979663048702 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3249471107293317 0.0 0.0 0.0 0.0 -0.46526703707139433 0.0 0.0 0.0 -0.4226475972605292 -0.463610646211019 0.0 -0.36264961923860584 0.0 0.255478998566652 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6418721099129611 0.0 0.0 0.0 -0.06910451834188144 0.0 0.0 0.5991298282206666 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5254618417971562 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9849338021108933 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SULF1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.0677252281261325 -0.9482148226764641 0.0 0.0 0.4186345742776986 -1.8848745056358636 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6122477495232597 0.0 0.0 2.258482456005674 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.730807307650577 0.0 0.0 0.0 0.0 SYNC 0.0 0.32058558784647784 0.0 0.0 0.0 -1.187798699151847 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7600489725944147 0.0 0.0 0.0 0.0 0.0 0.0 -0.6605510547129669 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SYNPO 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.25541809037261787 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47334886319838454 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1388625606573526 0.0 0.0 0.0 0.0 SYNPO2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3913493058103968 0.0 0.0 1.9093131207064398 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.000170635293711 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TACSTD2 0.10850917643841047 0.0 -0.027133554672128208 0.0 0.0 -0.20009358104756036 0.9421465746661746 0.0 0.0 0.40877306689344084 -0.2512100350438138 0.0 0.0 0.0 0.0 -0.5732551948583935 0.0 0.0 0.0 0.0 0.0 0.0 0.6494394059636891 0.0 0.0 0.0 0.0 -0.36355511188154893 0.42637934086788704 0.0 0.0 -0.9529691578545976 0.0 0.0 0.0 0.0 -0.9972099991707765 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1680777182845072 0.0 0.0 -0.7159373523294604 0.0 0.0 0.0 4.690829737894556 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TAF13 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6321955818771032 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8230816540016824 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TAGLN 0.5503471943496294 -0.9219402045974421 0.09925736960082188 0.0 -0.37579532993591086 0.0 -0.3842117098218004 0.0 -0.1947500104502101 0.453994555829353 0.0 0.0 0.0 -0.39365893657566253 0.0 -0.344436726692698 0.0 0.0 0.41328355288500285 0.11323168507971282 -0.32451241068165343 0.0 7.765443844538083 -6.606492247334302 0.23729230094487316 0.011282362150638233 0.4617209851763516 14.77496985154221 0.0 0.4443292792298081 0.0 -1.6367728974806712 0.0 0.0 0.0 0.0 0.9115062511243708 -0.6053001492661743 -4.801135598039742 0.0 0.0 37.05224873820555 0.0 0.0 0.8897639132266401 -1.4875474270297946 0.0 -1.2268747153461914 -0.6500341793979578 1.759691521060282 0.0 -0.9991830577603716 0.5862933756752454 0.0 0.512523157352254 0.0 0.0 0.8551595723606874 0.0 0.26498193916286367 -0.01859221467874354 0.0 0.0 0.7578962998430091 0.0 0.0 0.87913216219391 0.9862910690843767 0.0 -0.6109422765845541 0.0 0.0 0.5584381272690141 0.0 0.0 0.0 0.4332334453615997 0.0 0.0 0.7122252408789336 -2.522336241645288 -3.140396039618629 1.5492240737901748 -8.237970460296102 -0.19898291840711763 -4.958746845771689 TBX2 0.07987901800772532 -0.13385368286594346 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3855686166580705 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TBX3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6452833978034541 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.203383834314889 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6048085797896423 0.0 0.0 0.0 0.0 ELOC 0.0 0.0 0.2327322116159469 0.0 0.0 0.0 -0.3209028936716435 0.0 -0.4252788868891986 0.0 0.47301338628754824 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7786614327132951 0.0 -0.1865891425438987 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6662861046370815 0.0 -0.7468142816955102 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5843486619276302 0.0 1.0647645059204562 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ELOB -0.32291203549759384 0.0 0.0 -0.3955053625891538 -0.5494126941163308 -0.24760972544917542 -1.2127654823973946 1.0891677084318134 0.10325813521726762 0.0 0.035750440634724184 0.0 -0.13610003088133124 0.0 -0.6510761481567786 2.5366260079135854 -0.08362800729240094 1.6212129910482973 0.0 0.0 0.9719420469946171 0.9673546731450351 0.0 0.5863033564456566 -0.3111773312381531 -0.22895080719151895 0.0 -0.40283233561192816 -0.7706151346266441 1.372559973245186 0.4356097531373688 -0.7443807429750449 -1.0583899161757362 0.7011473698652868 0.0 0.0 0.6047412963536686 0.717019949076141 0.0 -0.8405590072488743 0.0 2.621922780162043 -1.8338868670364772 1.651996501839477 -0.2690805638509926 0.0 0.0 0.0 0.0 -0.3058864949434881 0.0 0.0 -0.32204629429670534 -1.2476516368343495 -0.6597222710544478 -1.0273682695732815 0.0 1.489051553854262 0.0 0.0 0.0 0.0 1.0890617211608764 0.0 0.0 -0.689645354848472 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.008101795352792 0.0 0.46801237476609403 -1.1194510960013109 -1.5837838093599739 0.0 0.0 -0.6473721006389512 0.0 TCF21 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.20896396972676914 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8523570729158298 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TCHH 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5625994459005303 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TCL1A 0.284178923006816 0.7712796272862221 0.0 9.054061273764901 -1.645761274973875 -0.1613674395698724 -2.0583650964310127 0.0 -0.3533732903395644 0.4144304515846151 0.2471968621598361 0.0 -0.15712056796767837 0.0 -0.3470183629676897 0.0 0.3156447934271024 0.0 6.06333621636592 0.0 -0.07862013653331484 -0.3309234258522816 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4298649486324315 2.72743871438638 0.0 0.45677668059414883 -3.976999769602577 0.0 0.0 0.0 0.0 0.0 -0.8668433838068457 0.800985213741819 0.0 0.0 0.0 -0.6026777999650516 -0.3182772389761995 0.0 -0.8600280960288573 0.0 -0.5496810360160108 44.88618719705143 0.0 -0.6830980089816122 0.0 0.7188329154912719 -0.936793600499231 0.0 0.0 -1.3512848187496695 -0.3686431930647844 0.0 3.866698107317418 -0.7984709994962665 -3.541317032638497 0.0 1.0088624820883727 0.0 0.23115225805989628 0.0 0.9925701742182748 0.0 0.0 0.0 0.0 1.3896815937812323 0.0 1.1742615159263585 -0.3253192199756506 2.771985713256231 -1.3213109134488796 0.8182022538630849 0.0 0.0 0.4921263691303418 0.29501417797103513 0.0 TCN2 0.0 0.0 0.0 0.0 0.187513737585158 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5370698428224846 0.0 1.7813926274928367 0.0 0.0 0.0 1.3671307305198341 0.0 0.0 0.0 -0.4708841590856849 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.19857450824907022 0.7916939923565395 -0.7537788157430723 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6313777977948725 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TDO2 0.14783376292224604 0.22389854672857534 -0.19867752537482763 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1649173193093243 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7111546125045131 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TEK 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3434751729340682 2.4037927954143288 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TFF3 0.0 0.0 0.0 -0.1804096384393583 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.558307282285975 -0.3472519822540277 0.0 0.0 0.0 -0.2330346656707253 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4711474630420192 20.868607583821674 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.283954704910577 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.535849383584567 0.0 0.0 TFPI -0.10167972537857943 -0.07925646727062853 0.2664968555293323 0.0 -0.5850406191628337 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5896424820433231 0.0 0.0 0.0 0.0 0.0 0.0 -1.6612539146099472 0.10197944338341167 0.0 0.0 -0.5005829087681414 7.7893778321320895 0.0 0.0 0.0 0.6678421032112394 0.0 0.0 0.0 0.0 0.0 0.0 24.309582297737325 0.0 0.0 -4.856875660421283 0.0 0.0 -0.27804039200757275 1.9261311189739208 0.0 0.0 0.0 -0.9552710462206254 0.0 1.8996958686793657 0.0 0.0 -0.5418026362365155 0.0 0.0 0.0 0.0 0.0 0.38230799960697 0.0 0.0 0.3591170120005654 0.0 0.0 1.6919173317081455 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47179572959398036 0.0 0.0 -0.4210354008420703 0.5670968936733513 1.9922982751047555 TFPI2 0.0 -0.12505905937830067 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5731112899200783 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.12817624883424913 0.0 0.0 0.0 0.0 0.0 0.0 0.4741295276292299 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8610512971327363 0.0 0.0 0.0 0.0 0.0 0.0 -1.2357708734937243 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8864914307156656 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5530500162997074 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TGFB1I1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3896416030027166 0.0 0.0 0.0 0.0 4.785187954847273 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TGFB3 0.0 -0.20632549897950975 -0.19090923464807444 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1956526526639715 0.0 -0.5859939443999199 0.0 0.0 0.7983165174431582 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7356023833002009 0.0 0.0 0.0 0.553173715062238 0.0 0.0 0.7240937115287739 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TGIF2-RAB5IF 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5978261751759081 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8722446571520187 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TGM2 0.1346326714704062 -0.2960529530889709 -0.5943097161212005 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4628996292876961 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2367472919522197 0.0 0.0 -0.5214845273887392 7.118507643585554 0.0 0.0 0.0 -2.7428841864936238 0.0 0.0 0.0 -0.3598075347951136 0.0 0.0 0.0 0.0 0.0 0.8042360290758616 1.9871879517339708 0.0 0.0 0.0 0.0 0.0 0.0 -0.817138831096204 0.6370518669106532 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.646261264610588 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1984953094632687 0.0 0.0 -0.493766586679237 0.6599866718827314 THBS2 -0.15422456429975703 0.0 0.0 0.0 0.0 0.0 0.0 0.1417165236664399 0.0 0.0 -0.3112546079910859 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 8.11477820132091 -1.1538393534782743 -0.35910734925866267 0.0 0.0 -1.8554124079185907 -0.4357287652254248 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.833276937350415 0.0 -0.5793800157511148 0.0 0.0 0.0 0.0 0.0 -0.2497381710461747 0.30154478350926006 0.0 -0.4156573281935549 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5136097858393793 0.0 0.0 0.0 0.0 0.0 0.32047300098113735 0.0 0.0 0.0 -0.40213777955810015 0.0 0.0 0.0 -1.177583860823168 5.921880921826549 0.0 -1.1508734016607671 -0.8450118750031207 -0.8581123814980514 THBS4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5676301086900148 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.37937493234562364 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3393192054259416 0.0 0.0 0.0 0.6400638964696677 0.0 0.0 THY1 0.0 0.5977548651679795 -0.20462961877262822 0.0 -0.44526642846704706 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4623044478654418 0.0 0.0 9.76884751668426 -3.4301770677619925 -0.34061512931971466 0.0 0.0 10.721345284417945 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5606321530711648 0.0 0.0 -13.327059951744275 0.0 0.0 0.0 -1.1521994254800803 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.82207308820213 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -5.960519709381622 0.0 -0.33746976219471325 0.0 0.0 TIE1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7442681029313898 3.970227283673133 0.0 0.0 0.0 -0.562542200855796 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.231305457213893 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TIMELESS 0.0 1.0627457955606934 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.606148141638364 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TIMP3 -0.5046314037214412 0.0 -0.11617652102097553 0.0 -0.24310555112163465 0.0 0.5496485145043927 -0.12877976770400693 0.0 0.0 -0.40332265537679723 0.0 0.0 0.5795588051569851 0.0 0.0 0.0 0.0 0.0 -0.6870256932376971 0.0 0.0 2.9206129981642395 1.275245691817071 -2.5806968998340523 0.0 0.0 0.15530198419107796 0.9801971032814856 0.0 0.0 -0.014335714862295745 0.0 0.0 0.0 0.0 0.0 0.0 10.146181928665824 0.0 0.0 4.173597262922234 -0.4839226553209856 0.0 0.0 0.0 -0.22174324505224172 0.46723574712112514 0.0 0.0 0.0 -0.8827377291099753 0.33274078356067416 0.0 0.0 0.0 0.0 -0.572635604921798 0.0 0.0 0.0 0.0 -0.5518174123898264 0.0 0.0 0.0 1.471849324514852 0.0 0.0 0.0 0.0 0.0 0.31000246701195483 0.0 0.0 0.0 0.0 -0.8267126214218979 0.0 0.0 0.0 10.908491676441093 0.0 0.5668935815420468 0.0 1.0674311262895912 TINAGL1 0.0 0.0 -0.12529883872517328 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5817723440997717 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7513695338325552 1.0658678343075885 0.0 0.0 0.0 7.2814244858882375 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.6796793809769355 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TK1 0.0 12.088617773577923 0.0 0.0 0.0 -3.609729459873405 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 18.929303415717893 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.188028533022848 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7778360952479644 0.0 0.0 0.0 0.0 0.0 0.0 0.2520181275061357 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.30236081224619343 0.0 0.0 0.0 0.0 -0.6040512793193001 TM4SF1 -0.8062703482418346 -0.4831345877388484 0.1069837209686516 0.0 0.3338970486763615 0.7895953701542212 0.05212805194251588 0.0 -0.17952143282608338 0.2746811726315072 0.5171426451158528 0.0 0.20968470596883013 -2.0368338727406807 -0.34419086027836276 -1.4888694359812313 0.0 -0.7874895381631778 0.0 -0.7795203722466061 0.0 0.0 -4.298340250533106 20.099351863083466 -1.3670495970988028 -0.026814897077619526 0.0 -5.730231122359996 -1.7048580677087628 0.0 -0.45471262638960186 -4.267885605945684 0.0 -0.658341574701928 0.0 0.0 -0.2158289834883232 0.0 7.732932471580802 0.0 0.0 0.0583926946407487 0.0 0.0 -2.8323318014659873 -0.9576318296468573 -0.1960393711318286 -0.24277866477205423 0.0 -0.7849151575721789 0.0 -1.9916010260663966 0.0 0.0 -3.2351135647456917 0.0 0.0 -0.3617576376260303 0.0 0.0 1.0851653249882014 0.0 -0.7969021313884559 0.45307775885063745 0.0 0.0 2.186406011669853 1.1773319087668073 0.0 0.0 0.0 -0.4046352043401306 -0.6144724833126323 0.0 0.0 0.0 0.0 0.22089526759314135 0.0 0.0 1.916694741400801 -1.4080615102987801 -2.0480990176668366 0.0 -0.4178637835471111 2.3022194305626775 TM4SF18 0.07801394320204921 0.0 0.12452807639681632 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5946463754635205 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.764322210958624 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TM4SF19 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7026190502346136 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3939859866104392 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TM6SF1 -0.14620417935059607 0.0 0.0 0.0 -0.20895385171748979 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4805171421419983 0.0 0.0 0.0 0.0 -0.319091892321731 0.0 0.0 0.0 0.0 -0.2591651237040351 0.0 -0.5550074068403601 0.0 0.0 0.0 0.0 -0.6007820853885405 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.895309834857334 0.0 0.0 0.6149826730141631 0.0 -0.6577224300362647 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6028645186951207 0.0 0.7849752491905662 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7055928803043958 0.0 0.0 0.0 0.0 0.0 0.0 TM9SF1 0.0 0.0 0.20063968316281236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3776742892794791 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6251357861478131 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8858985317614082 0.0 0.0 0.0 0.0 -0.7656802812792075 0.0 0.0 0.0 0.0 0.0 0.0 -1.3745160846452287 0.0 1.5756926707220684 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.79302601930673 0.0 0.0 0.0 TMEM100 0.0 0.0 0.22476993550278637 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.31119533150864853 0.22624313388329506 0.0 0.0 -0.3921904957187738 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3732756607928405 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.23032504261722575 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM158 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.743343932443054 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8661100231447504 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.9463928526201277 0.0 0.0 0.0 0.0 CEMIP2 -0.1394936329410966 0.13357622131977281 -0.23889781804281376 -0.7045997186274231 -0.30500392638362456 -0.2310588425559855 -0.27788619103808065 -0.3716753885351562 0.6180423222499035 0.0 0.0 1.461231497236126 0.40578934460000254 -0.3658855117227694 0.0 -0.3038758570900184 -1.2623952261788847 0.0 0.0 0.0 0.5743217000231484 0.0 0.0 1.4891075427193325 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2202792361108652 0.0 0.0 -2.531455494306082 0.0 0.0 -1.337847949847963 0.0 0.0 0.0 0.0 1.1769197340621977 0.1768518256659731 0.0 -1.6440932941424389 -0.20665280700697436 3.4015829483371833 0.0 1.9054898569398981 0.0 0.0 0.0 0.0 0.0 5.85855242312072 -0.9097146840619996 0.0 0.0 0.0 -0.4119907152071567 0.0 0.0 0.0 -1.8895434837468414 0.42966483281637147 0.0 1.1079546503819653 0.8003684037235181 0.0 0.0 0.0 1.3432792546203687 -1.191880058711637 0.0 0.0 0.0 -2.8503169645004354 -0.2949657496606206 0.0 0.0 0.0 0.0 0.0 0.0 TMEM255B 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.586432416846473 0.0 0.0 0.0 -0.36257860952508186 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM40 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 10.022756801248283 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM45A 0.0 0.0 0.0 0.0 0.0 0.3569328117429356 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3160798919451863 -0.3131907484966315 0.0 0.48486968726693874 -1.1729755029793385 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6362737620110324 0.0 0.0 0.0 0.0 -0.7888143832425103 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.552787606509935 0.0 0.0 0.0 0.0 TMEM88 -0.0978824047784537 -0.10961776128104465 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2119584646205337 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43989093073104835 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TMEM98 0.0 0.0 0.11063702568318141 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5336456985162867 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3675612215766902 0.25183799293410913 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.032396643685855 0.0 0.0 -1.4295692487218306 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNC 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.22026254995026312 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.396794178170064 -0.3557614058997354 0.31371758108408215 0.0 0.0 0.017882905787378684 0.0 0.0 0.0 -0.696657901776724 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7376029508115111 0.0 0.0 0.0 -1.0378964819284042 0.0 0.9435991330274413 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.791664510822094 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0583995247379074 0.0 0.0 0.0 -0.3970827832209082 2.0282102546318685 0.0 2.625620004160501 0.0 0.0 TNFAIP6 0.09422085207716586 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.28748421087837495 0.0 0.0 0.0 0.0 0.0 -0.7993780019159384 0.0 1.0890773472914586 0.0 0.0 0.0 0.0 1.1567868272059267 -1.3334754238561994 0.02734920032577352 0.0 0.0 3.279986227443524 0.0 0.0 0.0 -1.0330993750713258 0.0 0.0 0.0 0.0 0.0 0.0 -1.2856866662513782 0.0 0.0 -2.6222308133923367 4.243355387618838 0.0 0.0 -1.8107095069408015 0.0 0.0 0.0 -1.104410872275214 0.0 0.0 -0.21450059509889807 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3276784712659833 0.0 0.0 0.4900677663116684 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3492875238624799 0.0 0.0 0.0 0.0 0.2688474899758342 0.0 1.078380532306894 0.0 0.0 TNFRSF11B 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5318976266040292 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8503163893733451 0.0 0.0 0.0 0.0 0.0 0.0 2.3176096601050484 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6903807918128088 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0881149547765647 0.0 0.0 0.0 0.0 1.5663980366746684 0.8948596027349065 1.3902887848472016 -1.8436817764138582 0.0 TNFRSF12A 0.19091040233778847 -0.5111578853142587 1.0074248525172926 0.0 -0.17639015955173928 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.4616302274410478 -1.029969481889311 -0.3937322421066836 0.0 0.0 -0.4113611376229635 0.0 0.0 0.0 -0.2283533822414781 0.0 -0.5504699426003825 0.0 0.0 0.0 0.0 -0.8101473530743754 0.0 0.0 -0.6831935055081659 0.0 0.0 0.0 -0.7307830506318658 0.0 0.0 -0.4905374687592113 0.0 0.0 -0.8252575394385374 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9389427988220261 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.49342526722009916 0.0 0.0 0.0 0.0 0.0 0.0 -0.24727435651019478 0.0 0.0 TNFRSF13B -0.20228219931579003 0.0 0.0 -0.32071155238457666 0.8360159125728611 0.0 -0.15933870600539446 0.2682269410324845 0.0 0.0 0.0 0.0 -0.30924439781116086 0.0 0.3031562005079587 0.0 0.0 0.0 3.4146272457136817 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4397330386072715 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -9.160636439976246 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.6853662786013395 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNFRSF17 0.0 0.0 -0.1701789910248877 -0.19507837910951842 7.564216072835982 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.31506373303363444 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.576099758749572 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7113607983225536 0.0 0.0 0.0 0.0 0.0 0.0 5.382397894826319 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNFRSF18 -0.5423742558198453 -1.5580926494941818 -0.15552092823250604 0.0 -0.16065960824509715 -0.29307704241315286 0.17855489786293763 24.46247723561898 8.208469190903234 -0.2475792246261503 -0.34747425847226304 0.0 -2.7777209352730154 -0.566729934237933 -0.859640425896562 0.08671215583300244 -0.46857960324221926 0.0 -0.9707574818691266 0.0 8.413231555415324 -2.9688810262495413 -0.38494324943923747 0.45028832370936694 -0.534485818055484 1.6759800755717764 -0.45091070699366553 0.0 0.0 0.0 0.3900453564257495 -0.9460510716133028 -1.1878124054241823 0.3057529561599871 -0.761331312898306 -1.0848147978379714 0.0 0.0 0.0 0.0 1.3238536190848218 0.0 0.5984781011409016 1.624433463258539 -0.2068078767926682 0.699215849389608 0.0 2.350001660066943 7.376228391564652 0.43104708479019294 0.0 -1.0770566165251965 0.0 1.1501788699955149 -0.616292949500621 -1.0783541996713122 0.0 0.4695948718217399 0.0 0.0 -0.2633329021694102 0.0 -0.7652117917616854 0.0 1.1894355333002868 22.62290481629641 0.0 0.0 -1.0018817912148323 2.082991259783996 0.0 -0.5664957568949549 -0.08382931844877799 0.0 0.0 6.243130689714593 -0.2601336409535461 4.648720805440181 2.5785631004475187 1.623672975111321 0.5179089961096774 0.0 0.5672210449621305 -0.09838592677601077 0.0 -1.1457462612341123 TNFRSF4 -0.09330045738413696 -1.7457838430303567 -0.335608531016058 0.4365583148507526 -0.27777153634385376 -0.25419709774209265 0.17259120340782508 22.668869829732547 1.7493823937578232 -0.2594076349135284 -0.4036949459699917 0.8876369762657409 -2.5910236173599652 0.11411296596059928 -0.3700662548894866 1.2007814752056936 0.0 0.0 -2.366328314091196 0.0 5.176351744889852 -2.8381685285397444 -0.357981439253281 0.31777812350864715 -0.559972323195841 0.391615898343483 0.0 -0.41507042925070675 0.25921561438201024 0.0 0.05272014020804756 -0.6741585564394695 0.0 -0.5404212010846663 -0.007301640071810864 -1.6662557490638563 0.1890673372879074 -1.231843786852368 0.8391505197891593 0.0 -6.265981133362399 0.0 0.0 0.18232744645661572 -0.36603472311941293 0.0 0.0 1.1891645907248336 0.9654902426222032 0.3367004747152366 0.0 0.0 0.0 0.0 -0.525490453592992 0.0 1.4338269890320954 0.43707692118636404 0.0 0.0 -0.35995310260176 0.0 -0.4328366366998309 0.0 0.0 33.711026126205475 0.0 -2.05308921268421 2.6510218862842683 1.3879238661934072 1.4006044377601237 -0.33416132033992113 0.05900000158146081 0.0 0.0 0.9108513272500758 -0.47217257522431755 1.7714946700825256 8.052440126112874 0.4998871443920139 0.0 0.0 0.0 -0.026855866202794364 0.0 -0.2822459979998834 TNFRSF6B 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2494851537842293 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.27121560135821443 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5667844152201701 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.516865657298586 0.0 TNFRSF8 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2998943103169413 0.0 0.4062664234496374 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.298340865283007 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNFSF13 0.0 0.0 0.0 0.09577242548629096 0.0 0.0 0.0 0.0 0.0 0.32745059887402145 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4218222223735575 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5298546751799572 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.4505998740788872 0.0 0.0 0.0 0.0 0.0 0.0 0.6987324552984069 0.0 0.0 0.6108492590075846 0.0 0.0 -1.3053914215244535 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4609492892505303 0.0 TNFSF18 0.1363163397759613 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3075985460699752 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3406802017884683 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6780165348994046 0.0 0.0 0.0 0.0 0.0 0.0 TNFSF4 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.23991282103430256 0.0 0.0 0.0 0.0 -0.3222555065255541 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.1142627930295137 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7921441516449939 4.843294649838323 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNNC2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.304916016538848 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.873209219301366 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNNT1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.25000651217049114 0.0 0.0 0.0 0.0 0.5399411839404624 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8322572720824148 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNS1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31249160634918305 0.0 0.0 0.0 0.9365541583940079 1.3277287478297735 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8529167897202927 0.0 0.0 0.0 0.0 0.9175212735601576 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TNXB 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.05118416573444099 0.0 0.16680915095318993 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.760929388959333 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4739896238793599 0.0 0.0 TOMM5 0.15507239683357082 0.1993827979760336 0.0 0.0 0.0 -0.8339148979932272 0.0 0.0 -0.3693546125436866 0.0 -0.21373967662580384 0.0 0.32870900286740024 0.0 1.3860790203839375 0.4804117349432231 0.4930965762348372 0.0 0.0 0.0 -0.4205061147960967 0.0 0.0 0.5267332543128714 0.0 -0.37457685056186946 -0.42116189250086067 0.0 0.0 0.0 0.0 0.0 0.0 3.33996401207303 -0.8994879540651657 -1.1098159097086078 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8608713935762647 0.0 0.0 0.0 0.0 0.0 -0.8768868468657989 0.0 0.0 0.0 -0.7000184964366101 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5971485738203157 0.0 0.0 0.0 1.2955337418492514 0.0 -0.33660321330460785 -1.5128228690837813 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4440303127256424 0.0 0.0 0.0 0.0 TOP2A 0.0 14.804654718668074 0.0 0.0 0.0 20.303702105941067 0.0 0.0 0.0 0.0 -0.5101517360681329 0.0 0.0 0.0 -1.6126994086664512 0.0 0.0 0.0 0.0 0.0 0.0 -0.6424391405450065 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.42529767778960553 -2.3622442482063333 0.0 0.0 0.0 0.0 0.0 0.0 -0.6012606181946153 0.0 0.0 0.0 0.0 0.0 0.0 -0.30084225079772037 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.8663497042035313 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.27203578609362794 0.0 0.0 0.0 0.0 0.0 TOX2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5247004664286661 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.3769923956823975 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9651469992822309 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TPSB2 0.15215216819082283 0.0 0.0 0.0 0.0 0.0 0.0 0.21099763286824608 -0.5044682219747395 0.0 0.0 0.0 1.5733797267669014 39.36445500789585 0.0 0.0 0.0 -0.33939817627866337 0.0 -0.11164838762918874 0.1672505627054721 0.0 -0.4294097188439894 0.0 -0.1280422039605823 0.3288867949379803 -0.7118996471790403 -0.37451182027957525 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.14481489263302946 -0.7063634967886516 -0.5687653703186412 0.0 0.0 0.0 0.0 0.0 0.9053772060034931 0.0 0.0 0.541578017300293 -3.5446132399283377 0.0 0.0 0.0 0.2710083504250925 0.0 -0.1524822190330486 0.0 0.0 0.0 0.0 0.17441966350857085 -3.2325698759483017 0.19648697715654448 0.3262785204739511 0.0 0.0 0.0 0.4331417601348959 0.0 0.0 0.3508403765038931 0.0 -0.451237849346806 -0.032248982246124935 0.0 0.0 0.0 -0.35497200305337506 -3.9932225643063206 0.0 0.44890247755269924 -1.785089925119038 0.0 -0.6347707530355424 0.42486138472111995 0.15918720398102293 0.863976820293441 TPX2 0.0 8.70377817782583 0.0 0.0 0.0 14.72806357805066 0.0 0.0 0.0 0.0 -0.38297824846524936 0.0 0.0 0.0 -3.194846461299351 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5184322275700284 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRAF4 0.0 0.0 0.0 7.002242737332694 -0.4042782470414785 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5148122898441163 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7809137665985485 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.03922816718645602 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8014966250899904 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TREX1 2.308187913053004 0.0 0.0 0.0 0.0 -0.49152648604321353 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRIM69 0.18668102486894533 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3513461566903798 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7479231079103227 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TROAP 0.0 1.4804831463723107 0.0 0.0 0.0 10.880644927693139 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -4.936306518206684 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TSPAN4 -0.10608535494548335 0.0 0.0 0.0 0.0 -0.22345364513308852 0.0 0.0 0.0 -0.5260541929809124 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.573442293288459 0.0 -0.4101809723858158 0.48498854604785857 0.4493467203208128 0.0 0.0 0.0 0.0 0.0 -0.6226953365842842 0.0 -0.5228695969578553 0.0 0.0 0.0 0.0 -0.1556033288495806 1.3944972440281207 2.650534197985746 0.0 0.0 -0.7165475547747311 -1.2752197343423528 0.0 0.0 0.0 0.0 0.0 0.0 0.831355664178587 0.0 0.0 0.0 0.0 0.0 -0.9796048343427642 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.29066730108082733 0.0 0.0 -0.3951005930534028 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6872628528237554 -0.29139635295767763 0.49549064123839426 TSPAN7 -0.09145403182681625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3494545535347039 -0.19953574101277666 6.120315141423546 0.0 0.0 0.0 -0.3786839033701986 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5728226743349243 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8658332726004696 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5762915901252921 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4055096883049066 0.0 0.0 0.0 0.0 0.0 0.0 0.29846022796858807 1.1515932071598123 0.0 0.0 0.0 1.1047934715259577 0.9152487908131182 TSPAN8 0.13836616765079202 -0.1562584426063516 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.620161921464657 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TTK 0.0 0.21829009876691519 0.0 0.0 0.0 2.638255248492277 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3083359655008175 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TTN-AS1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3368964130162435 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0966733328726619 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TUBB1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.40697217047911544 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 17.740079884139785 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6711043789312985 0.0 0.0 0.0 -0.8272361865590826 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TUBB2B 0.0 0.0 0.0 0.0 0.0 1.0908327247417144 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6475024680795174 0.0 0.0 0.0 0.0 0.0 0.0 1.4613818455051708 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TUBG1 0.0 0.6548762861050579 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.381359955965418 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TWIST2 0.0 0.0 -0.31008505295407446 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7394664837781161 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4373959809490066 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8820806929332567 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.3589343239093086 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TXNDC5 0.0 0.0 0.0 0.0 2.587363313014778 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.5143698762090154 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TYMS -0.03952165818055051 14.895915367606616 0.0 0.0 0.0 -3.4548111068399017 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 23.50919828295404 0.0 0.0 0.0 0.0 0.0 0.0 -0.3874202892747715 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.385813072184436 0.0 -0.5059389210182291 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3742520437671126 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2505834878686765 0.0 0.0 0.0 -1.9659765455560692 0.0 0.0 0.0 0.0 0.0 0.0 0.39002500976160587 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47376033369663484 0.0 0.0 0.0 0.0 -1.259228105796565 TYRP1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.42709872762658924 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.646836916936963 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 U2AF1 0.0028303406606792645 0.34932871881707905 0.0 0.4959317209321719 -0.45274760244496176 -0.20316942483909284 0.35460585355041513 0.0 0.0 0.0 0.9756193075744483 0.9144901678180692 0.33075203099468536 0.4374694195104967 0.0 0.0 0.0 0.0 0.0 -1.567827864872069 0.0 -0.485624670386679 -0.30464329117342415 0.6672341038965077 0.0 0.1597664113313765 0.0 0.0 -0.33451005645707943 0.0 0.0 0.6655945887690672 0.6727093212174059 0.0 0.0 0.6010572644458779 0.0 0.0 0.0 -1.0239335485114835 -0.7076223645962342 0.8591801531540186 0.0 0.0 0.0 0.31243166113702747 0.0 0.0 0.0 -0.20993828007936818 0.0 0.0 -0.19440768451390802 0.0 -0.5681305606769457 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2463888038916476 0.0 0.0 0.908379142493729 0.4551690186214154 0.0 1.085010431282042 0.35837396260503096 0.0 0.0 0.4178130177223626 -1.2034264215417854 0.0 -1.1949538639525223 -1.2136718388186734 -0.8860148918490038 0.0 0.0 0.94595911001544 0.0 0.0 0.0 0.41008369912094683 0.0 UBD -0.2131685968105877 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7974543602177032 0.0 -0.965371352471565 0.0 0.0 -0.16128695065943285 0.5768102950854113 0.0 0.0 -0.46138534917539215 0.0 0.0 -0.19008778603761997 0.0 0.0 0.0 0.0 0.0 0.0 -0.1738900963064937 0.0 0.8996619687867166 0.0 0.0 0.0 0.0 0.0 0.5758766985418461 0.0 0.0 -0.6555623114961732 0.0 0.0 0.0 2.9912939544852555 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.46750506461604346 0.31808574246726146 0.0 0.0 -1.07294686471457 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6738461898237285 0.0 0.0 0.0 -0.09148294679800584 0.0 0.0 -1.5886459450512107 0.0 0.49727150070852344 UBE2C 0.0 12.618814977322048 -0.07503014006984579 0.0 0.0 23.851191625142913 0.0 0.0 0.0 0.0 -0.3499894718679763 0.0 0.0 0.0 -2.601751614107198 0.0 0.0 0.0 0.0 0.0 -0.17566262251373457 0.0 0.0 -0.20255190021427782 0.0 -0.16855352946919785 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6758836305626968 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6940404177765163 0.2070536123370806 0.0 0.0 0.0 0.0 -1.0939607151694806 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.28758209010094177 0.0 -0.016773456729988867 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47643612272748576 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6155398755986612 0.0 0.0 0.0 0.2314366696513229 -1.2932368122176015 UBE2T 0.0 6.176930937293145 0.0 -0.25443279927533324 0.0 2.2077343955112227 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.424740236993476 0.0 0.0 0.0 0.0 0.0 0.0 -0.375184103391201 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 UBE2V1 -0.12990531436940603 -0.1239132897219913 -0.15048411338256623 0.0 0.0 -0.4009401280847862 0.0 0.0 0.0 0.0 0.0 0.0 -0.5309814024687328 0.0 0.0 -0.39164833920376246 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5105757881047751 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5697874805545786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8427564493744044 0.0 0.0 0.0 0.0 1.2108003448302218 0.0 0.0 0.0 0.0 0.0 0.0 1.215726532312282 0.0 -1.3452435234527331 0.0 0.0 -1.1039893758825925 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 UCHL1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38694151020876255 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5571607220060633 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 UFD1 -0.08750273072896532 0.20605564035182816 0.0 0.0 0.16461932120451134 0.0 0.0 0.2924387798410355 -0.26443935780046607 0.0 0.0 -0.3118497358109375 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.36649381077413073 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8171290686241345 0.0 0.3095222132566005 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP5MD -0.14228056460073807 -0.12369443894296195 0.1962866367407725 0.0 0.40390675684691524 -0.5617134381469191 0.5856334298788447 -0.5869672535750967 0.0 0.0 -0.49028651123508826 -0.6869245459328056 0.0 0.0 -1.4234410448701253 0.46491227598899176 0.0 0.0 -0.8104579960680083 -0.7252110435777547 0.0 2.2020676935586363 -0.237975730511333 -0.6283631989425278 0.0 0.7250574997755267 0.0 0.9268167380621778 0.0 -0.3445831457263138 -1.7419587087430655 0.0 -2.0539466814752716 -1.0243601017626003 0.0 0.6894385362473145 0.9416075836556383 0.0 0.0 0.0 0.0 1.3492601890337195 1.0508088167451535 0.7757896372659454 0.0 0.0 0.0 0.0 0.0 0.0 0.9846298132590335 1.2973950178034097 -0.26655126562524406 0.0 0.0 0.0 0.0 0.6631418749971204 -1.684917313294716 0.0 0.0 0.0 -0.6545337566676975 0.0 0.0 0.0 0.0 0.0 0.0 -0.24744061520668237 0.0 0.20301043731312438 0.0 0.0 1.3668920788925196 0.0 -0.9623340409934611 0.0 0.0 0.0 -0.6751219517555394 1.1809584654711895 -0.3027670695089557 0.0 0.0 0.0 UTS2 -0.11381223043702623 0.0 -0.1600898901325844 0.0 0.0 0.1729714923118525 0.0 0.0 0.27005279208060895 -0.4126704543185061 0.0 0.0 0.1874175056835877 0.4779629668595376 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4859404015863518 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9301259613842646 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8800210817720272 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.035429014025742 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 VAMP7 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.29079583486556604 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6885133810754462 0.0 0.0 0.0 0.0 0.0 0.29026671545778476 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 VCAM1 0.3226394370549087 -0.1254519953868578 0.35470159379672495 0.0 -0.26867564134479416 0.0 0.0 -1.6956800726069001 -0.31163848585487036 0.0 0.0 -0.8512721579106062 -0.9148731802942199 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.12050044469311899 0.0 1.0651768024899564 0.7752323821444415 -0.21086962403662768 -0.1576949198027256 -0.6848514793687435 0.0 0.0 0.0 0.0 0.927571894253614 0.0 0.0 0.0 0.0 0.0 0.0 -1.5596348005312715 0.0 6.47540745315387 0.0 0.0 0.0 -0.3290599335101107 -2.7465733733424194 0.0 0.35362524169555887 0.8954120952513068 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8921569144507225 0.0 0.0 0.401518124545364 0.9690284219668582 0.0 0.0 0.0 0.0 1.160073900171555 0.38377764486708904 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.260391081566825 0.0 0.0 0.0 0.0 -1.719692837631145 0.0 0.2795216928616973 0.0 -0.520928542942196 SELENOS 0.0 0.0 -0.02671635546564155 4.837921878259298 5.049068236396479 -0.16067163080637725 -0.9144863620488818 -0.5051570954570127 -0.38681619757170715 0.0 -0.5790718904273914 0.0 0.0 0.0 0.2698169253318523 -0.4623067429366897 0.0 -0.9789784546356471 -1.0811699987856864 0.656213484966938 0.0 -1.0155045922245025 -0.4591924503686091 0.0 0.0 0.0 -0.5126493359259959 0.44942102837984726 0.0 -0.6723977315425553 0.0 3.316091942870635 1.1012051370615108 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5484240011980798 -0.9298820113046583 0.6239261132998456 0.0 -0.27668134747316425 0.0 0.0 0.0 0.0 0.0 0.0 2.3129927682266507 0.0 0.9946133351430975 0.0 0.1615866218878077 0.0 0.0 1.6583718571705521 -1.4483139115605865 0.2650495645230428 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.619585112979315 0.0 0.0 0.0 0.0 0.0 0.0 2.065640947750759 0.0 2.781901567225794 1.138283666720306 0.0 0.4443051963491933 1.2207417414652917 0.0 0.0 0.0 0.0 VMO1 0.0 0.07595732007289203 0.0 0.0 0.0 0.0 0.2995156739602827 0.0 0.0 3.454712607132313 0.26563874311480046 0.0 0.0 0.0 0.0 0.0 0.0 -0.7373816471486291 0.0 1.0614710636087914 0.0 0.0 0.0 0.0 0.0 0.0 -0.8668033749046469 0.0 -0.5793079689466203 0.0 0.0 0.0 0.0 0.727601238231271 -0.14877958629152577 0.0 0.7445478370697071 -0.899898808457855 0.0 0.0 0.0 0.0 1.0443673226770511 0.0 0.0 0.0 0.0 0.19063317474290467 0.0 0.9688536381533636 0.0 0.9236042736579689 -0.24013362021557547 0.0 0.0 4.203509007345041 0.0 0.0 -0.9791423792747036 0.0 0.0 0.0 -0.2993007662512578 0.0 0.0 0.0 0.0 0.0 0.0 0.7624657768760451 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7506152148695598 0.0 0.0 0.6510832089093842 0.0 0.0 VWA1 0.0 -0.20822147948251807 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.888351330740044 0.0 0.0 0.0 -0.9974078888559305 -0.38537906420929924 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2179023360631294 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 VWA5A -0.12744852854870625 0.0 0.14047691813803737 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 14.297183794707136 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2647537558074077 0.0 0.0 0.0 -1.1852304008905075 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3404059025761507 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.38988081580453204 0.0 0.0 0.34352837421691185 0.0 0.0 0.0 -0.3683874026443082 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 VWF -0.17541962616634688 0.0 0.06860054099408332 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3214799232680958 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.267472105652198 15.717452491793079 0.28561189641936674 0.0 0.0 -3.7097922501464833 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0287674991836941 0.0 0.0 0.0 0.0 0.0 -0.27894794156501923 0.0 0.0 0.2986852537144774 0.0 0.0011531851237756336 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.27281873780162985 0.0 0.0 0.0 0.7717164967730024 0.0 0.0 0.0 0.0 -0.3944213222450904 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1605735320945623 0.0 0.0 0.0 0.8303364764711205 0.6054403736511038 WBP1 0.0 0.0 0.0 0.0 0.0 0.8348486891030342 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7093879514963835 0.0 0.0 0.0 0.0 0.0 0.41018759910641844 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TCEAL9 0.0 0.0 0.2592125248314005 0.0 -0.2582426893558395 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6745062204143165 0.0 0.0 0.9927201892943912 0.0 0.41899827933626227 0.0 0.0 0.0 0.0 0.0 0.0 0.820954199828664 0.0 0.0 0.0 0.0 0.7388825073301288 0.0 0.0 0.0 0.0 -0.7374054890867277 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7747834513850058 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.41601615537280145 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6164812381500191 0.0 0.0 0.0 0.0 0.0 0.0 BUD23 0.0 0.0 0.0 0.0 0.22518904070721302 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.4410473532711083 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.159440780329226 0.0 0.0 0.0 0.0 0.0 0.0 1.1500898931042225 0.0 0.0 0.0 0.6041316789270101 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 WDR34 0.0 2.247752605335383 0.0 0.0 0.0 -0.4186066382501674 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.959421237529172 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 WDR76 0.0 1.2070676264962001 0.0 0.0 0.0 -1.9404828575400352 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 6.218931602716891 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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TUT7 0.0 -0.2614016379201118 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5039729353652425 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0298373907041243 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ZGPAT -0.19433140778994876 0.0 0.31642518395690916 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9987920271452262 0.0 0.0 0.0 0.0 -1.353451090256441 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5615561043988013 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ZMAT5 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.10082246092605808 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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IGKV3-11 0.0 0.0 0.0 0.0 0.22100727672083242 0.0 0.2708855424819994 0.0 0.0 0.4920262565688188 0.5029266517804734 0.0 0.0 0.0 0.0 0.7127492328607957 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7552893745386472 0.0 0.0 0.0 0.0 0.0 0.0 -1.389725541423008 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7898407423665107 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.820371991407194 0.0 0.0 0.0 2.6172431113574417 0.995529508439884 0.0 0.0 0.0 0.0 0.0 0.0 0.44680995704976006 IGKV3-15 0.0 0.0 0.0 0.0 0.33224757730233706 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2206633476778056 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.25171823850095437 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5262343560677443 IGKV3-20 0.0 0.0 0.13546807517170978 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.023889724395037 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AC017002.1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9514810814314751 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4964616471884992 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MARCO -0.32406849426095935 0.03734077566706323 0.18304749982136728 0.0 -0.1803440878115329 0.0 -0.8238248675889138 0.0 0.0 -0.7979911407696236 0.3768501021387055 0.0 0.177331094807411 0.0 0.0 -0.34575035987635666 0.0 4.2715512486584375 0.0 -1.0275972522840948 0.0 0.0 0.0 0.609419833793799 0.4320983309400442 0.0 1.144943149075283 -0.3152232931036047 0.0 0.1744346686484182 0.0 0.7349671224251406 0.0 0.0 0.200948967557464 0.0 1.424205504122086 -0.8626657488556099 0.0 0.0 0.0 0.0 2.553766474058752 0.0 0.0 0.0 0.0 -0.40165445739978384 0.0 0.7949242580058385 0.0 0.0 0.7112936392361116 0.0 0.00884600317230951 0.0 0.0 0.42013220922615907 3.044208337664275 0.0 0.0 0.0 0.43238603535435666 0.3231782390958899 0.0 0.0 0.0 0.0 0.0 -0.2841343712393248 0.0 0.3224110157520972 -0.6664947688672435 0.0 -1.260216009916817 0.0 0.0 0.0 0.0 1.2075386655371059 -0.4931266002671923 0.0 0.0 0.6115215909788857 -3.468808913563712 1.0943493566935774 MAP3K20 0.0 0.19837475561708204 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5182992225273361 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5916998833452807 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5843500281701798 0.0 0.0 3.471175463963138 0.0 0.0 0.0 0.0 0.0 0.0 -0.6540132965261235 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LINC01857 0.0 0.0 0.0 -0.2613674434141432 0.0 -0.22220420457311632 -0.3707866340401965 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.103624278038788 0.45536757391840477 0.0 0.0 0.0 0.0 0.0 0.0 0.41904751629323506 0.0 0.0 0.0 0.45256398756836125 0.0 0.0 0.0 0.0 0.0 0.0 0.602338248986067 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5962804873509234 0.0 0.0 0.0 -0.6067523195609369 0.7291840616038744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LTF 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3930096784336476 -0.6783234053372281 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.759526732204075 0.0 0.0 -2.2894691278123136 0.0 0.0 0.0 0.0 0.0 0.0 -1.657400577978425 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.5608473631631639 0.0 0.0 0.0 2.5532333633886966 0.0 1.5823352749196422 -0.7393226339988814 -2.6887459260504647 0.0 GPR15 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7389288340872863 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.27497222141062205 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.293398868254165 0.0 0.0 0.0 -0.9298683632132821 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MUC20-OT1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7075657572298077 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1218305097652463 0.0 0.0 0.0 0.0 -0.5483785767299172 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SPINK2 0.0 0.0 0.0 -1.366680250540587 -0.25578404266536087 0.5994547826267584 0.0 0.0 0.4208874308183079 0.0 0.0 0.0 0.0 0.0 0.6311461129690641 0.0 0.0 0.0 0.0 0.0 0.0 -0.36094867289371635 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 CENPU 0.0 4.956888849889027 0.0 0.0 0.0 -0.2445091785035558 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 9.668168681059173 0.0 0.0 0.0 0.0 0.0 0.0 -0.7729878014579173 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MIR3945HG 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.393205828103143 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LUCAT1 0.0 0.0 0.0 0.0 0.0 0.0 -0.261430061915774 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.37286701352304313 0.0 0.0 0.0 0.0 0.4593751528147784 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.7853151279713377 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CSF2 0.0 0.0 0.0 0.0 0.0 -0.3195331131038079 0.0 -0.34001303730662524 0.0 0.0 0.2352093680153106 0.0 -0.3754080316511777 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9145516954788048 0.0 0.0 0.0 0.1488764907455539 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5651846802245585 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6986380636677819 0.0 1.1692857942278216 0.0 0.0 0.0 -0.615949855210438 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.445395654925386 0.0 0.0 -0.37841374841812175 -0.4403195275085806 0.0 AL008729.2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.13017300730626452 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5011053879592383 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3725833655379806 -0.3467541145603529 0.0 0.0 0.0 0.0 0.0 HIST1H3B 0.0 0.572522423523749 0.0 0.0 0.0 -0.28387280065250536 0.0 0.0 0.0 0.0 -0.2796649646204423 0.0 0.0 0.0 0.8908306166209038 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6236181679842856 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIST1H3H 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.1434309960781643 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIST1H2AJ 0.0 1.180881520860291 0.0 0.0 0.0 0.2955586422550983 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.49604380012348265 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5289937441809839 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.050630342678354 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HIST1H2AM 0.0 1.1208621715003162 0.0 0.0 0.0 0.28771202391769424 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.46711277708208426 0.0 0.0 0.0 0.0 0.0 0.0 -0.4622304615742774 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5000631906278243 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AL121944.1 0.0 0.0 0.0 0.29232466767260634 0.36902671390069824 0.2933041137378435 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31959697212097826 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.711877360185773 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0790406486665922 0.0 0.0 0.0 0.0 0.915725328587594 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1043225614392242 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRGV10 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.23299239770763816 0.0 0.0 -0.3245539133252455 0.4181291819837193 0.0 0.0 0.0 -0.3708761167936797 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4152275276192152 0.0 0.0 0.0 0.0 0.0 0.0 0.5049981542924054 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0936857494591032 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRGV9 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.48758532329093685 0.0 0.0 0.0 -0.2665537770730266 0.0 0.0 0.0 2.091271009045006 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.05047966058197625 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2704283914206922 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SMIM30 0.0 0.0 0.0 0.0 -0.20856177493574501 0.0 0.0 0.0 0.0 0.0 -0.6859550705945937 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3989659298611082 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.66321886626203 0.0 0.0 0.0 0.0 0.0 0.6749039983114488 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0698351586939834 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LINC00513 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4196300892895092 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1701690002957117 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.6214274363085407 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AC020656.1 0.2951357460421088 0.0 0.0 -0.9481618341572926 0.0 0.0 -0.4265645397442444 0.0 0.0 -1.9559192544640394 0.0 0.0 -0.13780578410846692 0.0 0.0 0.6295103843504438 0.0 4.191871929627777 0.0 -0.4139989110893866 0.0 0.0 0.0 0.0 -0.4029891569122815 0.22232350707174922 -0.6673492577104433 0.28657617803849306 8.087504072195717 2.953295202447477 0.49945867450094705 0.0 0.0 0.0 0.0 0.0 -1.438688415105213 0.0 0.0 -0.5654366919102817 0.0 0.0 0.0 0.0 0.3025695562321427 1.4097785761963952 0.0 0.6489623668039449 0.0 -1.2701734896165662 0.0 0.0 43.10948773333797 0.0 0.5128980069811607 4.377834802297595 0.0 -0.268156000953011 -1.5915251621486455 0.0 1.4547235879104494 0.0 -0.2542542440807531 -7.723502515985641 0.0 0.0 0.39259087508272517 0.0 0.0 2.3367650292030477 0.0 -1.5231274876016427 0.8012306742592579 0.0 0.0 0.0 0.0 0.0 -0.8420844809412298 -0.3048095413073737 -3.4816167273479053 0.0 0.0 0.34000395462089383 -9.421772360650287 3.9840022727720403 ATP2B1-AS1 -0.3786603245669856 -0.010405725659497711 0.0 -0.6530452347197471 -0.15992591087861666 0.566864669122615 0.6657964675936179 0.0 -0.49149000064620185 0.5983336721136 0.44864936704466696 0.0 0.0 -0.290260458943514 0.0 0.0 0.0 2.0685816831876425 0.0 -1.408050853630552 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8453529218878658 2.291177102730046 1.369306079232835 0.0 0.47403606338117293 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9376326350910201 0.0 0.0 0.0 -1.0061510674280891 0.0 0.0 0.0 -0.6741560393187623 -0.8581798204720218 0.0 0.0 0.0 0.0 0.0 1.5624884285879832 1.1837020456700795 0.0 0.0 1.3363912567328515 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AC025164.1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2596066400414952 0.0 0.456303407251754 0.0 0.0 0.0 -0.3481558943339088 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LINC02397 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.9054254683841483 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.584199956562436 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2465781955240256 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AL138963.3 0.0 -0.28340380368219936 0.0 0.2251322853520364 0.0 0.0 0.0 0.0 0.24830694243668872 0.0 0.0 0.0 0.6175997851467222 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6725045409137856 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.629411204266623 0.0 0.0 0.0 3.247704242376669 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRAV1-2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.2211943765685143 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.12863057480721116 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.1692970318278635 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRAV10 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3380381455343706 0.0 0.0 0.0 0.734970536750209 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.244314752890168 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRAV13-1 0.0 0.0 0.0 0.0 0.0 -0.29540969777019804 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8865542623738871 0.0 0.0 0.0 0.0 -0.12991830292516018 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.883668648514593 -0.17794890067444794 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRAV12-2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4420520817788713 0.0 0.0 0.0 -0.5045018629588506 0.0 0.0 0.0 0.0 -0.8164219176994765 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRAV9-2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.31983054113497333 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8993466050957775 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8585171731649817 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRAV19 0.0 0.0 0.0 0.0 0.0 0.2524533896680872 0.0 0.0 0.0 0.0 0.0 0.0 0.36312043237025754 0.0 0.0 0.0 -0.8159820968621264 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7097307404392817 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7834779098734093 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.004356989985761 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRAV21 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3387077008276013 0.0 0.0 0.0 -0.3628500369767678 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.45844682644408646 0.0 0.0 0.0 0.0 0.0 0.0 -0.6452559562185858 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5555842067627257 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.28578275530391606 0.0 0.0 0.0 0.0 0.0 TRDV1 0.0 0.0 -0.0673549432801138 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8297800512941352 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.13587566590919 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.097865766455774 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5083633111880421 0.0 -0.35766185335524353 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43188167454990134 0.0 0.0 0.0 0.0 0.0 0.0 -0.8530363872459411 0.5186798772672111 0.0 0.0 0.0 0.0 0.0 TRAV29DV5 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7655221259888305 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6383936213298668 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRDV2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.41713130686385685 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.0540514235652605 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.9251426806834113 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2637680128180912 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRDC 0.11668467024457027 0.28402176372689636 -0.056004313711467656 -0.5299070492008751 0.0 0.0 -0.2442091839345184 0.0 12.841532311216355 -0.512542030822154 0.0 2.4304385751281132 -4.252000050659145 0.0 0.0 -0.15660918269703164 -0.2993245822875212 0.0 0.0 0.0 0.0 -2.040755903407241 0.0 0.0 0.0 -0.021834789054715326 0.0 0.0 0.0 -0.531601965486426 0.38362602225980785 0.0 -8.64823492803178 0.0 -0.741213568893249 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 15.542990644088304 -0.027679538928784275 0.0 0.0 0.0 2.485358516565647 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8870539163011094 0.0 0.0 -0.29463600446058763 1.1482272475738546 0.0 -1.035669654302391 0.0 0.0 0.0 0.0 0.0 1.4103201495482551 0.0 0.6589967876442007 0.6703494276062637 0.0 0.0 11.555604565179825 0.0 0.0 -1.3741618845172612 -1.2103757213461712 0.8266938804520064 0.0 0.0 0.0 0.0 0.0 CTSG 0.0 0.0867244985318206 0.0 -0.29649702173199627 -0.388734342554629 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 11.700160650541951 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.27369246594235513 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6053754127645581 0.0 -0.8156447007440268 0.0 0.0 0.0 0.0 0.6381872541963897 0.0 0.0 0.0 0.0 0.0 1.4698318005984212 0.0 0.647982217777585 0.0 0.0 0.0 0.0 0.0 0.0 0.6541770150898376 0.0 0.2170276628263102 0.6332698534839778 0.0 0.0 0.0 -1.08974954546898 0.0 0.0 1.308858809936886 -0.6371760545529925 0.0 0.9210740280269103 -0.4097137680151371 0.0 -0.3933232473710425 IGHA2 0.07161147369085484 0.0 0.0 -0.5477158328757802 2.039805994577623 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7777432979320932 0.0 0.0 0.0 0.0 0.0 0.0 0.09663807570911494 0.0 0.0 0.0 0.0 -0.06996611581756053 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7397157753488646 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3471376673628674 0.0 0.0 -0.537418263333328 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.9916230578017118 0.0 0.0 0.0 0.0 0.0 8.023584070254456 0.0 0.3945415901932032 0.0 0.0 0.0 0.0 0.0 -0.8195840900211468 IGHG4 0.0028314530356023937 0.0 0.09120885937137757 -0.5923891431128717 3.0492874199785738 0.0 0.34891176820446207 -0.3082523816420645 0.0 0.0 0.4314212457200829 -0.39092631192482424 0.0 0.0 0.0 0.0 0.0 -0.4266474486845558 -0.41837809295683004 0.0 -0.29909331936694783 -0.53081100697968 -0.7702631025936212 0.0 -0.2380673426135744 0.0 0.0 0.0 0.0 -0.2072884319827032 10.262896075489376 0.0 0.0 0.0 0.0 0.0 -0.37329089979970703 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7743696460378129 0.0 -0.6698025940568282 -0.8580156332566886 0.0 0.0 -0.8020181376235903 0.0 0.2669829146408729 0.0 -0.37997231340006477 0.0 0.0 -0.865717227059487 0.0 -0.8306344889590527 -0.27004453142543916 0.0 0.41843279416925855 0.756669573077874 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8877125562986368 1.8921692027274073 0.0 0.0 0.0 0.0 -8.590297281801757 0.0 1.3996040664180303 0.7785858197921167 1.2118837905482525 0.0 -0.33033201439615756 0.45813034322928753 1.322280995794674 IGHG2 0.0 0.0 0.0 -0.8165919457255074 1.8199941735785077 0.0 -0.7852417032788396 0.0 0.0 -0.3632241333825021 0.0 -0.3133141919983579 -0.48025865575585486 0.0 0.0 0.24802689455231258 0.0 0.0 0.0 0.0 0.24116433993204206 0.0 0.0 0.0 0.0 0.1147362195529687 0.0 0.0 0.0 0.0 5.973580221463481 0.0 0.0 0.0 0.0 0.0 -0.1697694758525092 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.328296882528839 0.0 -0.5802827805323798 0.37170565833567526 0.0 0.0 -1.215015454133739 0.0 0.0 0.0 0.22478156193401658 0.0 0.0 0.0 0.0 -0.10572242980425688 0.21462728330399838 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4764983543402016 -0.5660394492831623 0.0 0.0 0.0 0.0 -5.771875109723512 0.0 -0.7426483314836062 0.0 0.0 0.0 0.4582447986611961 0.0 1.1515303860685464 AL928742.1 0.0 0.0 0.0 0.0 2.6031191785863155 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.41773209244768683 0.0 0.0 0.0 -0.40077237194807125 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IGHA1 -0.0982751219519115 -0.19936613932879527 0.0672267020236842 -1.7098084331367216 8.733173681529097 0.0 -0.5875540089413606 -0.798092661348617 -0.21457194919992803 -0.708314175018721 0.0 0.0 -1.3422099414676594 0.0 0.0 -0.2816131364265072 0.7135603082947455 0.05176097172628756 5.6271453172835155 0.0 0.0 0.3110469774474552 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.1635902980352664 0.5319930213924894 1.2642182064814158 0.6264237738662948 0.0 0.0 0.6268325375032591 0.0 0.0 -0.6354276646618495 0.0 0.0 0.0 0.0 0.0 0.0 -0.7210521314725422 0.0 -0.8356707165647758 0.0 -5.078475323034271 0.0 0.0 0.0 0.0 -0.8136170584729631 0.0 0.0 0.0 -1.7622719025023905 0.0 -0.7941966077092183 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.32460459725214985 0.0 0.0 0.0 0.0 0.0 15.650724165701723 -1.7641655656027075 0.0 0.0 0.0 0.0 0.0 0.0 1.5225307097589276 IGHG1 0.0 -0.17759854795288688 0.3004968109764697 -2.0337627884759453 8.083824107411845 0.0 -0.23846665030772154 -0.5070850812629708 0.0 0.33948139696023755 0.34139576292102597 -0.5426857945472209 0.0 0.0 0.0 -0.36815757768006496 0.0 0.0 1.4234149023846778 -1.0891029753502506 0.0 0.3343936696307809 -1.3131631299892692 0.0 0.0 0.0 0.4360877139108396 0.0 0.0 0.0 13.120236212643745 0.6716373725159468 0.0 0.0 0.0 0.0 0.0 0.9699207948297204 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.12525540807814 0.0 0.0 0.0 -8.822033248475927 0.0 0.0 -0.9859097224456996 0.0 0.0 0.0 0.0 0.0 8.774664986561367 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2096850157446506 -0.6201425358749757 2.1136891536133766 0.0 0.0 0.0 -9.89834464775678 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8066775999357543 IGHG3 -0.10717528345645932 -0.18032462689161072 0.0 -1.6257044848299587 7.218591910535565 0.5331031778965766 0.0975635759689467 0.0 0.0 0.0 0.0 -0.5870271139753312 0.0 0.0 0.0 0.07640905018195193 0.0 -0.3864304637536449 0.04131209565906126 -0.5336850468927791 -0.2638241780574882 -0.5035844772409128 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 8.876545304978807 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7845375706894298 0.0 0.0 0.0 0.0 -1.6719482401794434 0.0 0.0 0.0 -6.767735294525254 0.0 0.0 -1.1877548984547315 0.0 0.0 0.0 0.0 0.0 0.880396513826998 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3381002819802871 0.0 0.0 0.0 0.0 0.0 -9.911016931959269 0.0 -0.5811091088082715 0.0 0.0 0.0 0.0 0.0 1.8157737207414573 IGHD 0.17849493780577272 -0.3586241576209332 0.0 -1.624274610057543 0.6007717063068 0.0 -0.3426087486021246 -0.16869173159644898 0.0 -0.15279672924818605 0.0 0.0 0.0 -0.07554395817612221 0.0 0.0 0.0 0.0 5.898119568353372 0.0 0.0 1.0297890578215572 -0.3389372617777197 -0.39610390471924795 0.6995550184167215 0.241955130150177 0.0 -1.1515719006818197 -0.2955852945011848 0.0 2.7032916312762185 0.0 0.5954125093584837 0.0 0.0 0.0 -0.2306936671931558 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4174104078054146 0.35902350449175174 0.0 0.0 15.088673725592981 0.0 0.750708841742728 0.0 -0.3379632528763678 0.0 0.0 0.37706922069105003 -0.8706426114622428 2.8967573627562415 0.0 -0.8616059358749134 0.7767602478468255 -0.5958473761746171 0.0 0.0 0.0 0.0 0.0 0.6904438410971792 0.0 0.0 0.0 0.0 1.5462992226866679 0.0 0.0 1.4739757106970424 1.9140593827347439 0.0 1.3012901619849553 0.0 0.0 0.8469709447505478 0.0 2.095314419398961 IGHV1-2 0.0 0.0 0.0 -0.07587698053177616 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.17313983862510723 0.2088954941466715 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.43705252818411455 IGHV1-3 0.0 0.0 0.0 -0.10066276490315308 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IGHV3-7 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.20438893450883225 0.0 IGHV3-11 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3169279743335057 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.18433195392191182 0.0 0.0 -0.7530802762972542 0.0 0.0 0.0 0.0 0.0 -0.27620621147955815 0.0 0.20356268206310305 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3269736239942146 -0.3261267127513946 0.0 0.0 0.0 0.0 -0.4154736092059193 IGHV1-18 0.0 0.0 0.0 0.0 0.18402940960212166 0.0 0.0 0.0 0.0 0.47204353305785784 0.4687418923869529 0.0 0.0 0.0 0.0 0.6443020876672781 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3401779266782448 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7607893426776826 0.0 0.0 0.0 0.0 0.0 0.0 -0.16764852865814284 0.0 2.7448066055154365 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IGHV3-21 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.1531142235084184 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.09774743396392478 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.484186757987391 IGHV3-23 0.0 0.0 0.0 -0.18118271091898547 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5295433930868381 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4917189666455005 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.45040702115232534 IGHV3-30 0.0 0.0 0.0 0.0 0.5093999457400606 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.22938831466617016 0.0 0.0 0.48944642427106305 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.19685974612921747 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.48694859755241027 IGHV4-31 0.0 0.0 0.0 0.11691112011710839 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.21249679173581715 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.17406184677199396 0.0 0.0 0.351465696797204 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.23617243100087495 0.0 IGHV3-33 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.21564188156796232 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.19007646338651904 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4593747439512862 0.22047263767460223 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6993226458845818 IGHV4-39 0.0 -0.17055664053963557 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.490568951017555 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4347654128814606 0.0 0.0 -0.2330417322459059 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4346664542622975 0.0 0.0 -1.6411825415764534 0.0 0.0 0.0 0.0 0.0 -0.25032447740165076 0.0 -0.21574274275972663 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5073565352257156 -0.654627404216953 0.0 0.0 0.0 0.33113028552125784 0.0 IGHV1-46 -0.1194194919114973 0.0 -0.10526634223284946 0.33844413836207815 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3957774860748638 0.0 0.0 0.227232834001552 0.0 0.0 0.0 0.0 -0.457156758747465 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8196798787936795 0.0 0.0 1.6728133909044833 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0027912863751171193 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.35336591581392796 0.0 0.0 0.0 0.0 -0.36018512129461494 0.7683587335776539 IGHV3-48 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2264470600725949 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4850795210802747 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22416068715583606 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.32619701809504453 0.23928834983420613 0.0 0.0 0.0 0.0 0.0 IGHV5-51 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3593798274164855 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IGHV3-53 0.0 0.0 0.0 0.11120410859266096 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.3072603116692719 -0.983987099870701 LINC00926 0.0 0.0 0.0 -0.9535465894059013 0.0 0.0 -0.5064978502225014 0.0 0.0 -0.2822719931825171 0.0 0.0 0.46060314162568555 0.0 0.2431015464895199 0.0 0.0 0.0 10.054956693394585 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.663903682296379 0.0 0.0 -0.9549671002439624 0.0 0.0 0.0 0.0 0.0 0.0 -0.6348594582287154 0.0 0.0 0.0 0.0 0.0 -0.789495316329354 0.0 0.0 0.0 10.879413801804867 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.341093595630175 0.0 -0.7974682763552542 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.102458928727772 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0853715779511466 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HBA2 -0.03547295123690408 -0.06643010198578093 0.05588751445136792 -0.19193543096654303 -0.4628966435210338 0.0 -0.12660509011682552 0.0 0.24509246515728964 0.37596097967529407 0.0 0.0 -0.35105000465459124 0.0 0.0 0.0 0.0 0.0 0.053880873680928545 -0.4610864605637097 0.0 -0.29394914118686954 0.0 0.0 0.0 0.0 -1.05746064651221 0.0 0.0 -0.7535909394024066 0.0030921074335919355 0.0 -0.14266540549142953 0.0 0.0 0.0 0.0 1.1057092198635297 0.0 -2.2783543118058445 0.0 0.0 0.0 0.0 0.0 0.0 104.13915155263602 0.6775369598913554 0.0 0.0 -2.196437409162941 -1.2175748295868822 -0.39746417704345777 -1.2524192897832223 0.6068220418205815 0.0 0.0 0.0 0.0 1.177605309024745 0.6464557553278313 0.0 0.0 0.6152297187331374 0.0 0.0 0.519600480646456 -0.26432826080379895 0.0 -0.32010607993768325 0.0 0.0 -0.920029483684309 0.0 -1.7703283246406785 -1.488429071928663 0.0 -0.22458481260898408 -2.1575176662687907 0.0 0.0 0.0 0.33947343001396724 0.0 0.0 0.5044523998397064 TPSAB1 0.17902334888435095 -0.07660260106474102 -0.10980802432767903 0.0 0.0 0.0 -0.37268269518582114 0.0 -0.2075999739834085 0.0 0.0 0.0 1.409452435467124 82.21320945016551 0.0 0.0 0.0 -0.35022595386853067 0.24431884227697806 -0.8595891916086106 0.08521707770231332 0.0 -0.5557344217251122 -0.40142150978180785 0.19480333143226 0.16859770124389298 -0.6225251355349115 0.0 0.0 -0.368937718212609 0.0 0.0 0.0 0.0 0.32873354671649263 0.0 0.0 -0.6179440605649731 -0.5495577249408267 0.0 0.0 0.0 -0.2517286558087608 0.0 0.4104440204857959 0.2943366317601338 0.0 1.2062736490362862 -3.595446498981611 -0.29800664268805666 0.0 0.0 1.4076183838210703 0.0 1.1248062844124485 0.0 0.0 -0.30805416447064077 0.0 0.0 -1.9017186145844374 0.0 1.1334091092075707 0.6662342856669778 0.0 0.0 0.0 0.30827813057615866 0.0 2.5320752654591603 0.0 0.13214481900266267 1.1351292677834288 0.0 0.0 0.0 -1.5435052302415573 -0.8880324832674698 0.0 -0.7254532876069966 -2.0665377574103894 0.0 1.125927739906865 0.0 1.573087841999349 4.058110139587563 TPSD1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.8811962165113414 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 NPIPB3 0.0 0.0 0.0 0.0 0.0 -0.2769704146226368 0.0 0.0 0.0 0.0 0.0 0.0 -0.39948880307190066 -0.2899682534498083 0.0 -0.16367399454694703 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 LINC02195 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7530793304899426 -0.2646411149057437 0.0 0.0 -0.2909326756478385 -0.7606507433444163 0.0 0.0 0.0 -0.3454114971452897 0.0 0.0 0.0 -1.3935648705500756 0.0 0.0 0.0 0.0 -0.5765772254864796 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.972413780818478 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.857672425879953 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AHSP 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 -1.1606510386107338 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SUGCT 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.750648836051554 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.329463179471957 0.0 0.0 0.0 0.0 IGHV4-34 -0.16095482848911266 0.1906334176070398 -0.0423856819629465 -0.27203551107601515 0.0 0.0 -0.7260253910437987 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.34611352104563786 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.0849434493932671 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2171192042691908 0.0 0.0 0.30446847388042236 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5534213087693288 0.24672803749316233 0.0 1.6718128216234962 0.0 0.0 0.0 0.0 0.0 0.4938394258179426 0.0 -0.281771660586711 0.851887302607358 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6495224103405336 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4412371432184529 0.0 0.0 0.0 0.0 -1.729980173272241 IGKV3D-15 0.0 0.0 0.0 -0.11403699201859008 0.17396028797941232 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.31878756484098314 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6714799602459369 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IGKV3D-11 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1154399319797321 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PPBP 0.10635049109940649 0.0 0.12635747434583564 -0.18279081015985074 -0.16189600861551512 0.0 -0.33649753758104994 0.0 0.0 -0.9676830211185204 0.0 0.0 0.0 0.0 0.0 1.0443906366934372 0.0 0.0 0.0 -0.4883925462954011 0.0 -1.3799643149134877 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.10755919456476432 -1.8847094614478273 -0.3917847752868944 0.0 0.0 0.0 0.0 0.398251064894416 0.0 0.0 34.726969180746806 0.0 0.0 -0.9855149982456519 0.0 0.0 0.7811440486667349 -0.9486214772503978 -0.484518878343333 0.0 -0.222961034363595 0.0 0.0 0.0 0.0 0.0 -1.0389967892216252 0.0 0.36355315013067635 0.2831734638679193 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3099901881591415 0.0 -1.4189605409957868 -1.0121802863992464 0.0 0.0 0.0 0.0 1.2062573754916026 0.0 0.0 0.6249596313215874 -0.3022829491396418 0.4507261102250989 HBG2 0.0922536710975196 0.0 0.0 -0.22934649581952132 -0.3170452081277441 0.0 -0.3937002351093397 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47133242251328616 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0590884819213178 0.0 0.0 0.0 0.0 0.0 0.0 3.7802732827131336 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 EPYC 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.22186691179255566 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3046226328238854 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.985665015516799 0.0 0.0 0.0 0.0 IGHGP 0.0 0.0 0.0 0.0 1.0446671154931104 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5745823531017721 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 7.5059455920530755 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3550506396431226 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3678373051944583 0.0 9.85258480441592 0.0 0.0 -0.26489720436466363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IGHV4-4 0.0 0.0 0.0 -0.18035681931393682 0.0 0.0 0.0 0.0 0.0 0.0 -0.2591173314638922 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IGHV3-15 0.0 0.0 0.0 0.0 0.29330105890886937 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2057340718375503 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IGHV3-20 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2370974292796093 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5496074613427685 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5100223240276873 IGHV4-28 0.0 0.0 0.0 0.0 0.3054111748527302 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IGHV3-43 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IGHV1-69 0.0 0.0 0.0 0.0 0.3141457739553192 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.012202465159639075 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AC012236.1 0.0 0.0 0.0 0.0 1.6791018138235403 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.7002995490804823 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IGLV3-25 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4919620734855132 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.47416450611323036 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IGLV3-10 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.39058225555087833 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.188155966824922 0.0 0.0 -0.3364435523156657 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.2557562951913939 -0.35121224128026357 0.0 0.0 0.0 0.0 0.0 0.0 0.29977628189210337 0.0 0.0 0.0 0.0 0.0 -0.46798056454892417 IGLV3-9 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.20515659392229355 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RP5-887A10.1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.1823431303374234 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6718094967337488 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.110978366120569 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 REG4 0.16961311150438932 0.0 -0.17163468142063545 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5557053262759472 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IGKV2-24 0.0 0.0 0.0 -0.2219786105219215 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3124316115826161 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5693160922549657 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.56503556788549 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3976983275795901 0.0 0.0 0.0 0.0 0.6727942652015797 IGKV1D-16 0.0 0.0 0.0 0.0 0.2761358710694153 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SDPR 0.0 0.0 0.0 0.0 -0.2529348131450987 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.1881584107081475 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.46164794234326806 1.944072178971363 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4.634152112431664 17.22446848079859 0.0 0.0 0.0 0.0 0.0 0.0 -0.6527988648646527 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AC079767.4 0.0 -0.14109539779541516 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.9738769831376355 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3949933669034768 0.0 0.0 0.0 0.0 0.0 0.0 1.0744770354831494 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.3410832467504157 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SGOL1 0.0 0.4674071147565524 0.0 0.0 0.0 2.2118874296987965 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 PF4 0.0 0.0 0.0 0.0 -0.23396974931536618 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.645606788545474 0.0 0.0 0.0 0.0 0.0 -0.3646224476698021 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.18524073409190434 -0.44668669414023315 0.0 0.4272648908408212 0.0 0.0 0.0 0.0 0.0 0.0 26.660199035002776 0.0 0.0 -0.656209513273164 0.0 0.0 0.0 -1.5275598508755601 0.0 0.0 0.0 0.0 -0.7870537288704206 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0021021149248128 0.0 0.0 0.0 0.0 0.0 0.0 0.0 GUCY1A3 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3996594694663622 0.0 0.0 0.0 0.661821925083634 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.6660887924810333 0.0 0.0 0.0 0.9880548808853519 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SEPP1 0.02261948526246511 -0.08247932417722145 0.5942259029097011 0.0 -0.20081151053939225 0.0 -0.48444027333360784 0.0 0.0 0.0 -0.30921337976220814 0.0 0.0 -0.5446570420063149 0.0 0.0 0.0 -0.33196924144450596 0.0 6.288539945869603 0.0 0.0 -0.0064463994709227194 -0.5508271972448276 0.0 0.0 -1.6827865290357205 0.10928163500896693 0.0 -0.7148017006827966 0.0 -0.4484917070619804 0.0 0.0 0.02641734135550649 0.0 0.0 -4.605916866747522 3.1792407643008707 0.0 0.0 -0.7019702542233549 0.7020810437474027 0.0 0.0 0.0 -0.32850627437755836 0.0 0.0 0.8458940328465561 0.0 0.0 0.0 0.0 -1.5208917151919659 0.9390612208744189 0.0 2.037726728680831 0.0 0.0 1.511752082236508 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.4745513482725148 0.0 -2.037457485826567 1.4293934337452985 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.344741295322316 -0.829795679509156 0.3481837388308264 0.0 1.115639455814239 C6orf25 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5.739766931776733 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 WBP5 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.002609411947067 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0960388932505478 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RNR1 0.19952168977149737 0.0 0.5468858185052328 0.0 0.0 0.0 0.0 0.0 0.0 0.3861755906817047 0.0 -1.5687885678025641 0.0 0.0 0.0 -2.5952982347521254 0.0 0.0 0.0 0.0 0.0 1.060488190511275 0.0 0.0 0.0 0.0 0.7974432594592741 0.0 0.0 0.0 0.0 0.0 -0.8046719161263628 0.0 -1.9659173714650753 0.0 0.0 0.0 0.0 1.7437082054689585 -1.6283986853274515 0.0 0.0 0.0 0.0 0.0 1.2267416255290076 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 3.5294641741312276 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRNV 0.0 0.0 0.0 0.2498636813272466 0.0 0.0 -0.20659005931522897 0.0 0.0 -0.2614873201618463 0.0 0.0 0.0 0.0 0.0 0.0 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0.36550276975135904 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8358135189413879 0.0 0.0 0.0 0.0 0.0 -0.8437395678799092 0.0 -0.9647563574748995 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 2.7807526303710093 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ND2 0.19164263842244808 -0.2757585678242079 -0.6563578495228838 0.0 0.0 0.0 -0.27332965497467226 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.140372461732463 0.0 0.0 0.0 0.0 0.4730460245037262 -1.2556925464819126 0.0 0.0 0.0 0.0 -0.5502279979976734 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.897707364753058 0.0 -1.9545578347220673 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1649123832836692 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 COX1 0.0 0.0 0.0 -0.18000909163538645 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.7914407797020322 0.0 0.0 0.3720248504357559 0.0 0.0 1.000190297160107 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9864930118823183 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8504262949447657 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 COX2 0.0 0.0 -0.25719202039467026 -0.319403615257964 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.275360889873817 0.0 0.0 0.0 -1.3247423578389275 0.0 0.0 0.3499217851475461 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2325232580196879 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ATP6 0.0 0.0 -0.3425570753401374 -0.3696712470062829 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.075448618001454 0.0 0.0 0.3877568803207857 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.45748920192309767 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8105291779493464 0.0 0.0 0.0 0.0 0.0 -1.5196537013289486 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 COX3 0.0 0.0 -0.2954755565394627 -0.34799057592229876 0.0 0.0 0.0 -0.22852451566998722 0.0 0.0 0.0 -0.29337177332551817 0.0 0.0 0.0 -1.474875671858687 0.0 0.0 0.6703455287130249 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.48882085989809293 0.0 0.0 0.0 0.0 0.0 -0.6046571587805276 0.0 0.4230437108698463 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.1794426078879792 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.2929357962033083 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ND3 0.0 0.0 -0.3729964000756532 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9131964662699339 0.0 0.0 0.3758306767427549 0.0 0.0 -1.1045920466250871 0.0 0.0 0.0 0.0 -1.1298082189475613 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2866714497950724 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ND4L 0.0 0.0 -0.4885920114845756 0.0 0.0 0.0 0.0 0.0 0.0 0.35546318542428407 0.0 -0.2706938495381308 0.0 0.0 0.0 -0.263081401760391 0.0 0.0 0.0 0.0 -0.34700535144938527 -0.8894173669595682 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8164314196993262 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8416072509320777 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ND4 0.0 -0.23801969682639695 -0.45287494795701094 -0.27422794645421744 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.2970183853722668 0.0 0.0 0.5311287276497562 0.0 0.0 -0.9127754901289953 0.0 0.0 0.0 0.0 -0.7696841444140287 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.38942733014584985 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.326084696320197 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ND5 -0.13888539572452613 0.0 0.0 0.0 0.0 0.0 0.0 0.3503217469756423 0.0 0.0 0.0 -0.36280784913066305 0.0 0.0 0.0 -1.7940622341958916 0.0 0.0 0.0 0.0 -0.4022572348999874 -1.6436788110780185 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.6759550197883697 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1142485771856552 0.0 0.0 0.0 0.0 0.0 -0.988688912855678 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8998115726665495 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5372337373256044 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ND6 0.0 0.1902943889781162 -0.1482740534515663 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4569011708514914 0.0 0.0 0.0 0.0 -0.37587955979645193 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.33824216911646254 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 CYTB -0.10802068409074372 0.0 0.0 -0.5596281612527675 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.10669567619224 0.0 0.0 0.0 0.0 0.6052017568843615 -0.8501771774599672 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.47233839837035524 0.0 0.44646897005078856 0.0 0.0 0.0 0.0 0.0 1.1169654832754796 0.0 0.0 0.0 0.0 0.0 -1.1778708453632178 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -1.0230868360702032 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 TRNP 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3330974955632022 0.0 -0.3873278901559395 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.46715740405491607 0.0 0.0 0.0 0.0 0.0 0.4434443693519833 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8373872188458904 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.8300148349480623 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 HLA-DRB4 -0.15419414409312665 0.20173402516650418 -0.38567452360097837 0.0 0.0 0.0 0.0 -0.48377790538692667 0.0 0.0 0.0 -0.6104274447280299 0.0 0.0 0.0 -0.18680528037202196 0.0 0.0 0.0 0.0 0.7563215450185174 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.44592933321475836 0.0 0.0 0.0 0.0 0.0 3.2269673796451337 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ECSCR.1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3544306933880448 0.7630223125993838 0.0 0.0 0.0 -0.42133758382919057 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.9828727946949976 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IGHV4-55 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IGKV5-2 0.0 0.0 0.0 -0.42754728851706253 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.1152791834199685 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.21274029200917072 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.21007399773662147 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.32210646006429455 0.2477069513927712 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.20711136711182374 0.4154250141977526 AL133352.1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.18096800604063185 0.0 0.0 0.0 0.0 0.17221428702646954 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 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0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.29263391939418465 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.16235054554039463 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1014093626763108 MT-COX1 0.0 -0.3335091336197292 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.517461798992691 0.0 0.0 1.1644657625704484 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5674181121052722 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MT-COX2 0.0 0.0 0.0 -0.2083661533248021 0.0 0.0 0.0 0.0 0.29306327622784734 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.4141945845697449 0.0 0.0 0.547701412323928 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.6297163753788015 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MT-COX3 0.2895287206997116 -0.21651285904819137 0.0 -0.3432585244319404 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.1038990582912611 0.0 0.0 0.7591365031676792 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 MTRNR2 0.0 -0.15019247635579672 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4587499739908577 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5242181624078373 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.7746989610961184 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RNA5-8S -0.22220672621008347 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.9040551411419175 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0787588188023012 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.516600024454889 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 SNORA109 0.0 -0.2023225665221621 0.0 0.3158232745878816 0.0 0.0 0.0 0.0 0.0 -0.2970025128240257 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.5508760950913705 0.5037489213114205 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 RF00100 0.0 0.0 0.5209886950807686 -0.1247678780269121 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.17578945246138453 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.421040844262072 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.17745552795404326 -0.4070432985553197 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -2.00923399987258 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.31354271425717417 0.0 0.0 0.0 0.0 0.0 RPL21P16 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.5009402896014458 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.29735522386173446 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.3530867045878218 0.19492417944077114 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.8016498005153769 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2675617889702907 0.0 0.0 0.0 0.0 0.0 -0.5654330230407574 AL162151.2 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.1351629774925876 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.29296079740072617 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 IGKV2D-40 -0.1259240941838325 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.753448723774934 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.2595270657979423 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.3936693609434183 0.0 0.0 0.712085026245118 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8799369005717923 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.8767354181102812 0.0 0.0 0.0 0.0 -1.1614363468895008 AC011939.1 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.19473924209006657 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.383185735640926 0.0 -0.5539127941533036 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 AC133555.4 0.04661215670485945 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.19346896695476 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.4570892985875333 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.37090233404394546 0.0 -0.6740471753242362 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.5535777228592251 0.47843260167034457 0.0 0.0 0.0 0.0 0.0 0.0 -0.22975874841728014 0.9500406355205154 0.0 0.0 0.0 0.7522600891736302 1.2408910275062819 ================================================ FILE: metatime/pretrained/mec/MeC_anno.tsv ================================================ MeC_id TopTF TopGene20 TopGene100 Enrich Enrich_MSigDB_Hallmark_2020 Enrich_GO_Biological_Process_2021 Enrich_Reactome_2016 Enrich_BioPlanet_2019 Enrich_WikiPathways_2019_Human Enrich_KEGG_2021_Human Enrich_GO_Molecular_Function_2021 Lisa Lisa_topcelltype TF_MeC_top TF_Lisa_top TF_MeCLisa_top TF_MeCLisa_top_1 sc_expr_toptype 0 MeC_0 STAT1,IRF7,SP100,SP110,STAT2,ELF1 ISG15,IFI6,LY6E,MX1,ISG20,IFI44L,IFITM1,IFIT3,STAT1,MT2A,BST2,OAS1,UBE2L6,IFIT1,EPSTI1,XAF1,IRF7,MX2,SAT1,IFI16 ISG15,IFI6,LY6E,MX1,ISG20,IFI44L,IFITM1,IFIT3,STAT1,MT2A,BST2,OAS1,UBE2L6,IFIT1,EPSTI1,XAF1,IRF7,MX2,SAT1,IFI16,EIF2AK2,IFITM3,IFITM2,TRIM22,SAMD9L,IFI44,RNF213,IFI35,RSAD2,PLSCR1,PSMB9,LAP3,GBP1,TNFSF10,IFIT2,SP100,OASL,PSME2,PARP14,OAS3,SAMD9,OAS2,PARP9,DRAP1,ADAR,SP110,HERC5,TYMP,NT5C3A,PSMB8,TAP1,CMPK2,TMEM123,MYL12A,LGALS9,USP18,C19orf66,CD164,PPM1K,PSME1,GBP4,DYNLT1,CXCL10,PHF11,CD48,NMI,STAT2,SHISA5,SMCHD1,ELF1,DNAJA1,RBCK1,DDX60,DDX58,GBP2,CHMP5,DDX60L,APOL6,WARS,HLA-E,IFIH1,IFI27,HLA-C,HSH2D,CARD16,HELZ2,TNFSF13B,ANXA1,ALOX5AP,CD69,XRN1,RARRES3,PNPT1,MYD88,ZNFX1,CHST12,PSMA4,SLFN5,NUB1,C4orf3 Interferon Alpha Response; Interferon Gamma Response; cellular response to type I interferon (GO:0071357); type I interferon signaling pathway (GO:0060337); Interferon Signaling Homo sapiens R-HSA-913531 Interferon Alpha Response; Interferon Gamma Response; Inflammatory Response cellular response to type I interferon (GO:0071357); type I interferon signaling pathway (GO:0060337); defense response to virus (GO:0051607) Interferon Signaling Homo sapiens R-HSA-913531; Interferon alpha/beta signaling Homo sapiens R-HSA-909733; Cytokine Signaling in Immune system Homo sapiens R-HSA-1280215 Interferon signaling; Interferon alpha/beta signaling; Immune system signaling by interferons, interleukins, prolactin, and growth hormones The human immune response to tuberculosis WP4197; Type II interferon signaling (IFNG) WP619; Proteasome Degradation WP183 Influenza A; Measles; Hepatitis C double-stranded RNA binding (GO:0003725); adenylyltransferase activity (GO:0070566); RNA binding (GO:0003723) IRF2,STAT2,STAT1,IRF1,FOXP1,ETV6,RXRG,CDK8,TP53,RELA,MAF,IKZF1,ZNF799,BRD4,STAT5B,MYB,KLF5,STAT5A,T,MED1 Proerythroblast,Bone Marrow IRF7,IFI16,SP100,SP110,NMI IRF2,IRF1,FOXP1,ETV6,TP53 STAT1,STAT2 STAT1,STAT2,PML,ELF1,TRIM22,IRF9 Treg,CD8Tex 1 MeC_1 HMGB2,HMGB1,CARHSP1 TUBA1B,H2AFZ,HMGB2,STMN1,TUBB,HIST1H4C,HMGN2,HMGB1,DUT,TYMS,DEK,MKI67,TOP2A,H2AFV,PCNA,RRM2,NUSAP1,SMC4,UBE2C,ANP32B TUBA1B,H2AFZ,HMGB2,STMN1,TUBB,HIST1H4C,HMGN2,HMGB1,DUT,TYMS,DEK,MKI67,TOP2A,H2AFV,PCNA,RRM2,NUSAP1,SMC4,UBE2C,ANP32B,TK1,CENPF,PTMA,PTTG1,CDK1,TUBB4B,CKS1B,NUCKS1,TMPO,BIRC5,MCM7,CKS2,ZWINT,ARL6IP1,RANBP1,TPX2,SLC25A5,SIVA1,ANP32E,TMEM106C,SMC2,SNRPB,CENPM,DNAJC9,NASP,ASPM,HNRNPA2B1,RAN,KIF22,PCLAF,H2AFX,IDH2,KIAA0101,COX8A,MAD2L1,CCNA2,RPA3,ASF1B,DTYMK,AURKB,DNMT1,VIM,CDKN3,MT2A,DDX39A,RRM1,PRC1,RAD21,TUBA1C,CALM2,UBE2T,CALM3,CLSPN,ATAD2,MCM5,KPNA2,LSM4,FEN1,CARHSP1,LMNB1,MCM3,CRIP1,MZT2B,GGH,EZH2,TPI1,FAM111A,CENPW,ANAPC11,USP1,TACC3,SRSF3,CENPU,BUB3,KIF20B,CCNB2,SMC1A,H2AFY,SAE1,GMNN E2F Targets; G2-M Checkpoint; Cell Cycle, Mitotic Homo sapiens R-HSA-69278; Cell Cycle Homo sapiens R-HSA-1640170; Cell cycle E2F Targets; G2-M Checkpoint; Myc Targets V1 DNA metabolic process (GO:0006259); mitotic spindle organization (GO:0007052); microtubule cytoskeleton organization involved in mitosis (GO:1902850) Cell Cycle, Mitotic Homo sapiens R-HSA-69278; Cell Cycle Homo sapiens R-HSA-1640170; M Phase Homo sapiens R-HSA-68886 Cell cycle; DNA replication; Cell cycle checkpoints Retinoblastoma Gene in Cancer WP2446; Cell Cycle WP179; Regulation of sister chromatid separation at the metaphase-anaphase transition WP4240 Cell cycle; DNA replication; Oocyte meiosis single-stranded DNA binding (GO:0003697); damaged DNA binding (GO:0003684); RNA binding (GO:0003723) FOXM1,MYBL2,E2F4,E2F1,RELA,RBL2,RB1,RNF2,TFDP1,FOS,FOXP1,POLR2B,MYC,GTF2B,NELFA,OGT,SCML2,ASXL1,NELFE,BRD4 U2OS,Bone HMGB2,HMGN2,HMGB1,NASP,RAN FOXM1,MYBL2,E2F4,E2F1,RELA CBX3,EZH2,CBX5,YBX1,PSIP1 TMKI67 2 MeC_2 NR4A1,JUN,ID3,ATF3 HSPA1A,HSPA1B,DNAJB1,HSP90AA1,HSPB1,HSPH1,HSPE1,HSPA6,HSPD1,HSP90AB1,DNAJA1,HSPA8,CACYBP,UBC,ZFAND2A,BAG3,UBB,RGS2,PPP1R15A,SERPINH1 HSPA1A,HSPA1B,DNAJB1,HSP90AA1,HSPB1,HSPH1,HSPE1,HSPA6,HSPD1,HSP90AB1,DNAJA1,HSPA8,CACYBP,UBC,ZFAND2A,BAG3,UBB,RGS2,PPP1R15A,SERPINH1,TCP1,IER5,MRPL18,PTGES3,CLK1,DNAJB4,FKBP4,DNAJB6,AHSA1,DNAJA4,CHORDC1,DOK2,LGALS1,NR4A1,HSPA1L,DEDD2,SOD1,ANXA1,CCT4,STIP1,PLIN2,TRA2B,JUN,TSPYL2,GADD45B,TXNIP,SNX3,RPL36AL,G0S2,NEU1,CKS2,HSPA4,EIF5,NUDC,IFNG,DYNLL1,CXCL8,SLC3A2,S100A4,HSPE1-MOB4,ANKRD37,MT-CYB,SUMO2,MT-ATP6,SNAP23,TIMP1,PPP1R2,FTL,TAF7,EIF4A2,SLC25A6,HNRNPU,ID3,ST13,MAP1LC3B,SLC20A1,CDC42EP3,HLA-DPB1,NOP10,MRPS6,CCT2,MT-ND2,MT-ND4,BCAS2,MALAT1,CLEC2B,ATF3,DUSP1,HSPA5,IGLL5,PRRC2C,PFDN5,TNF,CRYAB,FXYD5,RHOB,SLC25A5,RPL26,HLA-DRA,C12orf57 Attenuation phase Homo sapiens R-HSA-3371568; response to unfolded protein (GO:0006986); HSF1-dependent transactivation Homo sapiens R-HSA-3371571; HSF1 activation Homo sapiens R-HSA-3371511; Cellular response to heat stress Homo sapiens R-HSA-3371556 Apoptosis; TNF-alpha Signaling via NF-kB; UV Response Up response to unfolded protein (GO:0006986); 'de novo' posttranslational protein folding (GO:0051084); regulation of cellular response to heat (GO:1900034) Attenuation phase Homo sapiens R-HSA-3371568; HSF1-dependent transactivation Homo sapiens R-HSA-3371571; HSF1 activation Homo sapiens R-HSA-3371511 Antigen processing and presentation; BDNF signaling pathway; T cell receptor regulation of apoptosis Nuclear Receptors Meta-Pathway WP2882; Parkin-Ubiquitin Proteasomal System pathway WP2359; MAPK Signaling Pathway WP382 Antigen processing and presentation; Protein processing in endoplasmic reticulum; Legionellosis ubiquitin protein ligase binding (GO:0031625); ubiquitin-like protein ligase binding (GO:0044389); ATPase regulator activity (GO:0060590) HSF1,NCOA1,PPARGC1A,BRD4,AFF4,TP53,GMEB2,GTF2B,PAF1,MED1,NELFE,TAF1,REL,KAT2B,BCL3,SMAD5,CPSF3L,MAF,SUPT5H,MYH11 HCT-116,Colon CCT4 HSF1,NCOA1,PPARGC1A,BRD4,AFF4 NR4A1 NR4A1,JUN Th1 3 MeC_3 IRF7,IRF8,TCF4,SOX4,SPIB,IRF4,BCL11A GZMB,JCHAIN,PLAC8,IRF7,ALOX5AP,IRF8,ITM2C,LILRA4,NPC2,GPR183,TCF4,SEC61B,SERPINF1,PLD4,UGCG,C12orf75,PPP1R14B,PTGDS,CCDC50,PLP2 GZMB,JCHAIN,PLAC8,IRF7,ALOX5AP,IRF8,ITM2C,LILRA4,NPC2,GPR183,TCF4,SEC61B,SERPINF1,PLD4,UGCG,C12orf75,PPP1R14B,PTGDS,CCDC50,PLP2,APP,TXN,TSPAN13,CLIC3,SPCS1,IL3RA,RNASET2,HERPUD1,CTSB,MPEG1,SOX4,MYL12A,RGS2,SRP14,CYB561A3,VAMP8,TYROBP,TPM2,RNASE6,SPIB,GPX1,FCER1G,IRF4,CTSC,SELL,BCL11A,MZB1,TAGLN2,SMPD3,PARK7,HSP90B1,TCL1A,LILRB4,DERL3,CD74,COMMD6,PLEK,SLC15A4,CST3,CD68,UCP2,CXCR4,CD4,PTCRA,ERP29,TGFBI,CXCR3,PSAP,LRRC26,CLEC4C,PTPRE,MAP1A,GRN,ZFP36,SCT,MAPKAPK2,TRAF4,STMN1,RGS1,CD164,PTPRS,S100A6,SLC7A5,IRF2BP2,FAM129C,CYBA,SELPLG,NUCB2,LTB,HIGD1A,DUSP5,MYL12B,LDLRAD4,CLN8,DSTN,SLC20A1,SEC61G,SSR4,DNASE1L3,GAPT Interleukin-2 signaling pathway; neutrophil activation involved in immune response (GO:0002283); TYROBP Causal Network WP3945; neutrophil degranulation (GO:0043312); neutrophil mediated immunity (GO:0002446) Allograft Rejection; Complement; IL-2/STAT5 Signaling neutrophil activation involved in immune response (GO:0002283); neutrophil degranulation (GO:0043312); neutrophil mediated immunity (GO:0002446) Immune System Homo sapiens R-HSA-168256 Interleukin-2 signaling pathway; Leptin influence on immune response; Immune system TYROBP Causal Network WP3945; Development of pulmonary dendritic cells and macrophage subsets WP3892 Protein export; Protein processing in endoplasmic reticulum; Lysosome chemokine binding (GO:0019956) TCF4,LYL1,IKZF1,MAP2K1,SPI1,KMT2A,CD74,ETV6,RUNX1,NCOR2,EBNA3C,RELA,HMG20A,BCL6,EBF1,FOXP1,SP1,MEF2B,JUNB,NR3C1 CAL-1,Dendritic Cell IRF7,IRF8,SOX4,ZFAT,PRKCB LYL1,IKZF1,SPI1,ETV6,RUNX1 TCF4,NR3C1,SPIB,BCL11A,XBP1,IRF4 TCF4,NR3C1,SPIB,BCL11A,XBP1,IRF4,CREM,MYBL2,KLF6 pDC 4 MeC_4 XBP1,SUB1,JUN,ATF4,PRDM1 SSR4,MZB1,XBP1,FKBP11,JCHAIN,HSP90B1,SEC11C,HERPUD1,PPIB,IGKC,PRDX4,ISG20,IGLL5,DERL3,MYDGF,SSR3,SDF2L1,SPCS2,ITM2C,SUB1 SSR4,MZB1,XBP1,FKBP11,JCHAIN,HSP90B1,SEC11C,HERPUD1,PPIB,IGKC,PRDX4,ISG20,IGLL5,DERL3,MYDGF,SSR3,SDF2L1,SPCS2,ITM2C,SUB1,HSPA5,FKBP2,SPCS3,SEC61B,BTG2,CD79A,PDIA6,PIM2,MANF,SPCS1,SERP1,RABAC1,CYBA,IGHA1,SSR2,LMAN1,ERLEC1,IGHG1,PDIA4,TMEM258,UBE2J1,TMEM59,TNFRSF17,DNAJB9,IGHG3,NUCB2,JUN,RPN2,CD38,CALR,CD27,CRELD2,HM13,TRAM1,TMED9,HLA-C,OSTC,DAD1,RPL36AL,KDELR2,TMBIM6,SEC61G,VIMP,GSTP1,OST4,TMED2,NEAT1,PLPP5,TMED10,IGLC2,LMAN2,TENT5C,P4HB,POU2AF1,ATF4,CYTIP,COPE,SELENOS,MTDH,SDC1,IGLC3,ERGIC3,CITED2,RRBP1,SELK,TXNDC15,DDOST,JSRP1,KRTCAP2,DERL1,TXNDC11,MIF,HIST1H1C,FCRL5,SLAMF7,IDH2,SEC62,GLRX,SEL1L,PRDM1 Protein processing in the endoplasmic reticulum; Protein processing in endoplasmic reticulum; Metabolism of proteins Homo sapiens R-HSA-392499; Unfolded Protein Response (UPR) Homo sapiens R-HSA-381119; Protein export Unfolded Protein Response; mTORC1 Signaling; Protein Secretion protein exit from endoplasmic reticulum (GO:0032527); response to endoplasmic reticulum stress (GO:0034976); ERAD pathway (GO:0036503) Metabolism of proteins Homo sapiens R-HSA-392499; Unfolded Protein Response (UPR) Homo sapiens R-HSA-381119; SRP-dependent cotranslational protein targeting to membrane Homo sapiens R-HSA-1799339 Protein processing in the endoplasmic reticulum; Diabetes pathways; Protein export Photodynamic therapy-induced unfolded protein response WP3613 Protein processing in endoplasmic reticulum; Protein export; Vibrio cholerae infection dolichyl-diphosphooligosaccharide-protein glycotransferase activity (GO:0004579); oligosaccharyl transferase activity (GO:0004576); immunoglobulin receptor binding (GO:0034987) XBP1,FOXP1,BRD4,TP53,RELA,MAX,TCF4,KMT2A,MYC,TCF7L1,MYB,BCL6,TAF1,TCF12,MED1,CHD2,EBF1,NOTCH1,MAZ,MEF2B MDA-MB-231,Epithelium,Breast SUB1,POU2AF1,ATF4,CITED2,EAF2 FOXP1,BRD4,TP53,RELA,MAX XBP1 XBP1,JUN,PRDM1 Plasma 5 MeC_5 HMGB2,HMGB1,HMGB3,MXD3 ARL6IP1,HMGB2,UBE2C,TUBB4B,PTTG1,CENPF,TOP2A,KPNA2,CKS2,CCNB1,CDC20,TUBA1B,CCNB2,TUBA1C,BIRC5,MKI67,ASPM,HMGN2,NUSAP1,PLK1 ARL6IP1,HMGB2,UBE2C,TUBB4B,PTTG1,CENPF,TOP2A,KPNA2,CKS2,CCNB1,CDC20,TUBA1B,CCNB2,TUBA1C,BIRC5,MKI67,ASPM,HMGN2,NUSAP1,PLK1,TUBB,CDKN3,TPX2,CKS1B,CALM2,HIST1H4C,DLGAP5,STMN1,SMC4,CENPE,RAD21,AURKB,CCNA2,HMMR,NUCKS1,CDK1,TROAP,ANP32E,H2AFV,TUBA1A,NUF2,HMGB1,GTSE1,LGALS1,KIF20B,UBE2S,CENPA,CDCA8,HMGB3,CKAP2,AURKA,PRC1,CDCA3,HSP90B1,HP1BP3,DCTN3,BUB3,MAD2L1,CALM3,JPT1,KIF23,KIF2C,UBB,BUB1,DYNLL1,KIF22,SDCBP,CDC25B,RACGAP1,HN1,H2AFZ,VIM,CENPW,KIF14,PTMS,NDC80,TMPO,H2AFX,TACC3,SUN2,KNSTRN,CKAP2L,WSB1,KIFC1,DEPDC1,CKAP5,NEK2,LSM5,MXD3,MZT1,LRRFIP1,HJURP,MYL12A,NCAPG,KIF20A,CEP55,DDX39A,CDCA2,RAN,PRR11 G2-M Checkpoint; E2F Targets; Cell Cycle Homo sapiens R-HSA-1640170; Cell Cycle, Mitotic Homo sapiens R-HSA-69278; Cell cycle G2-M Checkpoint; E2F Targets; Mitotic Spindle mitotic spindle organization (GO:0007052); microtubule cytoskeleton organization involved in mitosis (GO:1902850); mitotic sister chromatid segregation (GO:0000070) Cell Cycle Homo sapiens R-HSA-1640170; Cell Cycle, Mitotic Homo sapiens R-HSA-69278; M Phase Homo sapiens R-HSA-68886 Cell cycle; Aurora B signaling; M phase pathway Regulation of sister chromatid separation at the metaphase-anaphase transition WP4240; Retinoblastoma Gene in Cancer WP2446; Cell Cycle WP179 Cell cycle; Oocyte meiosis; Progesterone-mediated oocyte maturation microtubule binding (GO:0008017); tubulin binding (GO:0015631); microtubule motor activity (GO:0003777) MYBL2,FOXM1,E2F4,E2F1,RBL2,RNF2,FOXP1,NFYA,BARX2,TFDP1,FOS,SAP30,CHD2,IRF3,SP1,SRSF3,GTF2B,HDAC1,SNRNP70,KAT5 Epithelium,Mammary Gland HMGB2,HMGN2,HMGB1,CENPA,HMGB3 MYBL2,FOXM1,E2F4,E2F1,RBL2 KLF6,MXD3 TMKI67 6 MeC_6 ID2,FOS,CEBPD,SPI1 CST3,HLA-DPB1,HLA-DQA1,HLA-DQB1,HLA-DPA1,FCER1A,HLA-DRB1,HLA-DRA,LSP1,CLEC10A,PPA1,CD74,CD1C,GSTP1,HLA-DMA,HLA-DRB5,AREG,COTL1,CPVL,VIM CST3,HLA-DPB1,HLA-DQA1,HLA-DQB1,HLA-DPA1,FCER1A,HLA-DRB1,HLA-DRA,LSP1,CLEC10A,PPA1,CD74,CD1C,GSTP1,HLA-DMA,HLA-DRB5,AREG,COTL1,CPVL,VIM,TUBA1B,HLA-DMB,LYZ,S100A10,GSN,TUBA1A,LGALS2,SAMHD1,RGS10,ARL4C,ANXA1,JAML,HLA-DQA2,H2AFY,ALDH2,ID2,C1orf162,GPR183,SPINT2,TIMP1,HMGN1,CD1E,ACTB,CTSH,GDI2,NAP1L1,PKIB,ACTG1,LST1,ITGB2,CSTB,PAK1,CST7,EIF3L,MYL12A,LGALS1,DDIT4,FOS,BASP1,CEBPD,CFP,CSF2RA,PABPC1,CKLF,ANXA2,TMSB10,NDRG2,SERPINB1,SNX3,RAC1,AP1S2,BID,HINT1,RGS1,RGCC,RNASE6,RBPJ,LIMD2,TMEM14C,MNDA,PLD4,SPI1,ARPC1B,RNH1,FAM49B,DBI,CNN2,GLIPR1,LRRFIP1,GABARAPL2,ENHO,PPT1,IFI30,STK17B,KCNK6,INSIG1,LCP1,PKM,PRCP,DUSP2 Viral myocarditis; Viral myocarditis; Asthma; Asthma; Ebola Virus Pathway on Host WP4217 Allograft Rejection; Epithelial Mesenchymal Transition; Apoptosis antigen processing and presentation of exogenous peptide antigen (GO:0002478); antigen processing and presentation of peptide antigen via MHC class II (GO:0002495); antigen processing and presentation of exogenous peptide antigen via MHC class II (GO:0019886) MHC class II antigen presentation Homo sapiens R-HSA-2132295; Translocation of ZAP-70 to Immunological synapse Homo sapiens R-HSA-202430; Generation of second messenger molecules Homo sapiens R-HSA-202433 Viral myocarditis; Asthma; Phagosome Ebola Virus Pathway on Host WP4217; Allograft Rejection WP2328; Pathogenic Escherichia coli infection WP2272 Viral myocarditis; Asthma; Phagosome MHC class II receptor activity (GO:0032395); MHC class II protein complex binding (GO:0023026); peptidase inhibitor activity (GO:0030414) CIITA,SPI1,IRF1,BRD4,CEBPB,RBL2,STAT1,ZNF669,JMJD1C,RFX5,CD74,FOS,DRAP1,HMG20A,RELA,CEBPA,MEF2B,KAT2B,HOXA9,FAIRE Raji,B Lymphocyte,Blood ID2,BASP1,CEBPD,MNDA,SUB1 IRF1,BRD4,CEBPB,RBL2,STAT1 SPI1,CIITA,FOS SPI1,CIITA,FOS,KLF4 M1,cDC2,M2,pDC,cDC1,Monocyte,B 7 MeC_7 BATF,FOXP3,ARID5B,CREM,IKZF2,PRDM1,REL,TSC22D3,GATA3 IL32,TNFRSF18,TNFRSF4,LTB,S100A4,BATF,IL2RA,CARD16,CTSC,FOXP3,CD7,TIGIT,SAT1,TNFRSF1B,CD27,CTLA4,UGP2,GBP2,PMAIP1,SPOCK2 IL32,TNFRSF18,TNFRSF4,LTB,S100A4,BATF,IL2RA,CARD16,CTSC,FOXP3,CD7,TIGIT,SAT1,TNFRSF1B,CD27,CTLA4,UGP2,GBP2,PMAIP1,SPOCK2,TBC1D4,ICOS,PIM2,DNPH1,TNFRSF9,GLRX,DUSP4,IL2RG,GADD45A,HLA-A,ENO1,LAIR2,STK17B,LAYN,IL1R2,ARID5B,IL2RB,CORO1B,ACP5,GBP5,UCP2,PHLDA1,RPS27L,MAGEH1,HTATIP2,PBXIP1,MIR4435-2HG,TYMP,BIRC3,CXCR6,BTG1,CD2,PKM,CD74,S100A6,SYNGR2,RTKN2,SOD1,CST7,CCR8,CCND2,SH2D2A,NAMPT,CREM,CYTIP,IKZF2,PRDM1,CASP1,UQCRB,TRAC,PARK7,REL,RGS1,STAM,AC017002.3,ARL6IP5,ARPC1B,COX17,CALM3,SELL,SERPINB9,SLAMF1,GAPDH,BTG3,NDUFA4,CFLAR,ENTPD1,NEAT1,LMNA,SUMO2,DOK2,TSC22D3,SH3BGRL,CD247,CYTOR,MYL6,GATA3,DDIT4,RHBDD2,TNFAIP3 Interleukin-2 signaling pathway; T cell receptor regulation of apoptosis; IL-2/STAT5 Signaling; Apoptosis; TNF-alpha Signaling via NF-kB IL-2/STAT5 Signaling; Apoptosis; TNF-alpha Signaling via NF-kB regulation of T cell differentiation (GO:0045580); cytokine-mediated signaling pathway (GO:0019221); regulation of apoptotic process (GO:0042981) Immune System Homo sapiens R-HSA-168256; Cytokine Signaling in Immune system Homo sapiens R-HSA-1280215; TNFs bind their physiological receptors Homo sapiens R-HSA-5669034 Interleukin-2 signaling pathway; T cell receptor regulation of apoptosis; CD8/T cell receptor downstream pathway Apoptosis Modulation and Signaling WP1772; Inflammatory Response Pathway WP453; Vitamin D Receptor Pathway WP2877 Cytokine-cytokine receptor interaction; Th17 cell differentiation; NOD-like receptor signaling pathway cysteine-type endopeptidase inhibitor activity (GO:0004869); protease binding (GO:0002020); cytokine receptor activity (GO:0004896) T,MAF,STAT5B,MYB,STAT5,RELA,CD74,BRD4,CDK9,ETS1,KMT2A,GATA3,NOTCH1,TAL1,TBX21,IRF1,IRF2,PML,STAT1,LYL1 Th1 ENO1,ARID5B,HTATIP2,PBXIP1,BTG1 T,MAF,STAT5B,MYB,RELA GATA3,FOXP3,BATF,PRDM1,STAT3,REL GATA3,FOXP3,BATF,PRDM1,STAT3,REL Treg 8 MeC_8 HOPX,ID2,REL,FOS,XBP1,CEBPD,TBX21 GNLY,TYROBP,KLRB1,FCER1G,CD7,KLRD1,KLRF1,NKG7,PRF1,CTSW,IFITM2,GZMB,CMC1,HOPX,IL2RB,CD247,XCL2,PLAC8,KLRC1,SPON2 GNLY,TYROBP,KLRB1,FCER1G,CD7,KLRD1,KLRF1,NKG7,PRF1,CTSW,IFITM2,GZMB,CMC1,HOPX,IL2RB,CD247,XCL2,PLAC8,KLRC1,SPON2,TRDC,XCL1,AREG,CLIC3,FCGR3A,ID2,SRGN,CD63,JAK1,MATK,IFITM1,FGFBP2,TXK,CST7,TNFRSF18,SH2D1B,RHOC,ITGB2,IFITM3,NFKBIA,BTG1,EFHD2,CD300A,EIF3G,LAT2,IGFBP7,APMAP,GSTP1,LIMD2,FXYD5,CLIC1,REL,BIN2,RAC2,FOS,S1PR5,CXXC5,CTSD,CD160,PTGDR,AKR1C3,FAM49B,UBB,SELL,HCST,TPI1,XBP1,NCR3,HNRNPA1,GNG2,FGR,CEBPD,PFN1,DUSP2,DDIT4,PRDX5,EVL,ARHGAP9,CHST12,TMIGD2,CDC42SE1,CCL3,TTC38,IER2,CCL4,GNPTAB,GLIPR2,BST2,ZAP70,CIRBP,STK17A,SERPINB1,PRSS23,ACTG1,ATM,GZMM,CX3CR1,B3GNT7,C1orf162,TBX21 Interleukin-2 signaling pathway; Natural killer cell mediated cytotoxicity; regulation of immune response (GO:0050776); Immunoregulatory interactions between a Lymphoid and a non-Lymphoid cell Homo sapiens R-HSA-198933; Immune System Homo sapiens R-HSA-168256 Allograft Rejection; TNF-alpha Signaling via NF-kB; IL-2/STAT5 Signaling regulation of immune response (GO:0050776); response to interferon-gamma (GO:0034341); cytokine-mediated signaling pathway (GO:0019221) Immunoregulatory interactions between a Lymphoid and a non-Lymphoid cell Homo sapiens R-HSA-198933; Immune System Homo sapiens R-HSA-168256; Adaptive Immune System Homo sapiens R-HSA-1280218 Interleukin-2 signaling pathway; Natural killer cell-mediated cytotoxicity; T cell receptor regulation of apoptosis Chemokine signaling pathway WP3929; miRNAs involvement in the immune response in sepsis WP4329; Microglia Pathogen Phagocytosis Pathway WP3937 Natural killer cell mediated cytotoxicity; Th1 and Th2 cell differentiation; Chemokine signaling pathway chemokine receptor binding (GO:0042379); non-membrane spanning protein tyrosine kinase activity (GO:0004715); CCR chemokine receptor binding (GO:0048020) T,ZNF552,GATA3,MYB,ZNF701,CEBPA,LYL1,SPI1,KMT2A,STAT5B,RUNX1,STAT6,TAL1,LMO2,CUX1,EZH2,SMAD1,AR,DROSHA,TBX21 Th1 HOPX,ID2,NFKBIA,BTG1,REL T,ZNF552,GATA3,MYB,ZNF701 TBX21 TBX21,FOS MAIT,NK,CD4Teff 9 MeC_9 TCF7L2,SPI1,MAFB,CEBPB,POU2F2,HES4,YBX1,CUX1,TSC22D3 FCGR3A,LST1,MS4A7,NAP1L1,AIF1,IFITM2,IFITM3,SAT1,SERPINA1,RHOC,COTL1,FCER1G,CFD,LILRB2,PSAP,STXBP2,CTSS,LYN,HCK,PECAM1 FCGR3A,LST1,MS4A7,NAP1L1,AIF1,IFITM2,IFITM3,SAT1,SERPINA1,RHOC,COTL1,FCER1G,CFD,LILRB2,PSAP,STXBP2,CTSS,LYN,HCK,PECAM1,CD68,LRRC25,CDKN1C,FTH1,PILRA,TCF7L2,MTSS1,RNASET2,FTL,BCL2A1,WARS,HMOX1,LINC01272,TNFRSF1B,S100A11,SPI1,VASP,PTPN6,MAFB,CEBPB,ASAH1,DRAP1,POU2F2,RHOB,BID,CSF1R,HES4,TUBA1A,C5AR1,TIMP1,RPS19,CD52,LILRB1,TUBA1B,CALM2,NAAA,CTSC,ABI3,EVI2B,CYTIP,LILRA5,FAM26F,SLC7A7,SIGLEC10,YBX1,FKBP1A,CSTB,MAPKAPK3,UNC119,PPDPF,NACA,LYST,LILRA1,S100A4,NFKBIZ,SPN,CUX1,TYROBP,TESC,ARPC3,IFI30,BIN2,SMIM25,ZFAND5,LYPD2,TSC22D3,RNF149,FAM110A,CD37,RAP1B,LTA4H,SLC11A1,CXCL16,SOD1,ARRB2,NPC2,CD48,DUSP1,SLC2A6,TKT neutrophil degranulation (GO:0043312); neutrophil activation involved in immune response (GO:0002283); neutrophil mediated immunity (GO:0002446); negative regulation of lymphocyte proliferation (GO:0050672); Interleukin-2 signaling pathway Complement; Apoptosis; UV Response Up neutrophil degranulation (GO:0043312); neutrophil activation involved in immune response (GO:0002283); neutrophil mediated immunity (GO:0002446) Immune System Homo sapiens R-HSA-168256; Platelet activation, signaling and aggregation Homo sapiens R-HSA-76002; Hemostasis Homo sapiens R-HSA-109582 Interleukin-2 signaling pathway; Platelet activation, signaling and aggregation; Hemostasis pathway TYROBP Causal Network WP3945; Microglia Pathogen Phagocytosis Pathway WP3937; Ferroptosis WP4313 Osteoclast differentiation; B cell receptor signaling pathway; Lysosome protein homodimerization activity (GO:0042803); MHC class I protein binding (GO:0042288) RUNX1,SPI1,SMAD1,STAT1,NR4A1,RARA,TAL1,NCOR1,IRF1,CD74,KMT2A,FLI1,CEBPA,PML,BRD4,LMO2,ERG,RXRG,JMJD1C,RUNX1T1 Kasumi-1,Myeloblast,Blood HES4,TSC22D3,KLF2,KLF3,ID2 RUNX1,SMAD1,STAT1,RARA,TAL1 SPI1,NR4A1,CUX1,CEBPB,JUNB,TCF7L2 SPI1,NR4A1,CUX1,CEBPB,JUNB,TCF7L2,POU2F2,KLF4,YBX1,MAFB M1,Monocyte,M2,cDC2 10 MeC_10 KLF6,JUNB,FOS,ATF3,FOSB,JUN,ELF1,EGR1 MT-CO3,MT-CO2,MT-CYB,MT-CO1,MT-ATP6,MT-ND3,MT-ND4,MT-ND1,MT-ND2,MT-ND5,MT-ND4L,MT-ATP8,MALAT1,KLF6,MTRNR2L12,JUNB,MT-ND6,MTRNR2L8,ZFP36L2,BTG1 MT-CO3,MT-CO2,MT-CYB,MT-CO1,MT-ATP6,MT-ND3,MT-ND4,MT-ND1,MT-ND2,MT-ND5,MT-ND4L,MT-ATP8,MALAT1,KLF6,MTRNR2L12,JUNB,MT-ND6,MTRNR2L8,ZFP36L2,BTG1,SLC2A3,NEAT1,PPP1R15A,FOS,HSP90B1,ATF3,FOSB,EMP3,ZFP36,DNAJB1,SQSTM1,IER2,CD52,IFITM1,B2M,PSMA7,INS,RGS1,HLA-B,JUN,MTDH,DUSP2,HLA-E,ZFP36L1,MTRNR2L10,MTRNR2L1,DUSP1,COX5B,TMBIM6,CCL4,UBXN1,SARAF,SEC61B,SAT1,IL32,COX7A2,CD83,H1FX,FYB,SSR4,FXYD5,ARHGEF1,ELF1,STK17B,RAN,SGK1,CXCL8,CD37,PLIN2,HLA-C,CORO1B,MZT2B,SOD2,NFKBIZ,SEC62,PNRC1,UBXN4,IQGAP1,PCBP2,CCL4L2,CLEC2B,PSMB9,ZFAND5,GADD45B,GABARAPL2,ATP6V1F,EVL,MT-RNR2,UBE2D3,DRAP1,IFI30,IER3,LGALS3,BSG,EIF3G,EGR1,RGS10,APLP2,CTSZ,H3F3B TNF-alpha Signaling via NF-kB; T cell receptor regulation of apoptosis; Interleukin-2 signaling pathway; UV Response Up; Hypoxia TNF-alpha Signaling via NF-kB; UV Response Up; Hypoxia cytokine-mediated signaling pathway (GO:0019221); antigen processing and presentation of exogenous peptide antigen via MHC class I, TAP-independent (GO:0002480); antigen processing and presentation of exogenous peptide antigen via MHC class I (GO:0042590) Immune System Homo sapiens R-HSA-168256; ER-Phagosome pathway Homo sapiens R-HSA-1236974; Antigen processing-Cross presentation Homo sapiens R-HSA-1236975 T cell receptor regulation of apoptosis; Interleukin-2 signaling pathway; BDNF signaling pathway Proteasome Degradation WP183; TGF-beta Signaling Pathway WP366; Senescence and Autophagy in Cancer WP615 Protein processing in endoplasmic reticulum; Kaposi sarcoma-associated herpesvirus infection; Cellular senescence TBP,TAF1,RELA,MAF,MAX,KMT2A,SPI1,MYC,NFKB2,T,MED1,CDK9,GATA3,NCOR1,STAT1,CD74,BRD4,RELB,STAT5B,TCF12 GM12878,B Lymphocyte,Blood BTG1,FOSB TAF1,RELA,MAF,MAX,SPI1 JUNB JUNB,ATF3,FOS,JUN,KLF6 Epithelial,MAIT,CD8Tem 11 MeC_11 HOPX,KLF2,LITAF,ZEB2,TSC22D3,TBX21,XBP1,YBX1,RORA GNLY,NKG7,FGFBP2,GZMB,GZMH,PRF1,FCGR3A,CST7,ITGB2,SPON2,KLRD1,PLAC8,CTSW,CCND3,PLEK,CX3CR1,CD247,ARPC2,IFITM1,S1PR5 GNLY,NKG7,FGFBP2,GZMB,GZMH,PRF1,FCGR3A,CST7,ITGB2,SPON2,KLRD1,PLAC8,CTSW,CCND3,PLEK,CX3CR1,CD247,ARPC2,IFITM1,S1PR5,FLNA,HOPX,KLF2,BIN2,EFHD2,LITAF,GZMA,TXNIP,EMP3,CALM1,KLRF1,RAP1B,ITGB1,TYROBP,AES,UCP2,ADGRG1,GZMM,ZEB2,C12orf75,CYBA,IFITM2,CTSC,S100A4,IER2,GNG2,KLRB1,ARL4C,MYL12A,LGALS1,PFN1,SYNE1,FCRL6,CD53,TTC38,PRSS23,C1orf21,PXN,TSC22D3,HLA-E,CCL4,FGR,UBB,DSTN,CLIC3,APMAP,TGFBR3,ANXA1,MT2A,FCER1G,SPN,CMC1,DDIT4,YWHAQ,CD47,ADD3,CD300A,CYTH1,NEAT1,SUN2,TPST2,SRGN,TBX21,SYNE2,SH3BP5,MSN,XBP1,YBX1,KLRG1,CFL1,ITGAL,ADRB2,TCF25,HCST,HNRNPA2B1,DOK2,SYTL3,HLA-C,PDIA3,RORA Interleukin-2 signaling pathway; regulation of immune response (GO:0050776); Immunoregulatory interactions between a Lymphoid and a non-Lymphoid cell Homo sapiens R-HSA-198933; Allograft Rejection; Immunoregulatory interactions between a lymphoid and a non-lymphoid cell Allograft Rejection; Complement; Interferon Alpha Response regulation of immune response (GO:0050776); cellular defense response (GO:0006968); neutrophil mediated immunity (GO:0002446) Immunoregulatory interactions between a Lymphoid and a non-Lymphoid cell Homo sapiens R-HSA-198933; Adaptive Immune System Homo sapiens R-HSA-1280218; Immune System Homo sapiens R-HSA-168256 Interleukin-2 signaling pathway; Immunoregulatory interactions between a lymphoid and a non-lymphoid cell; Natural killer cell-mediated cytotoxicity Microglia Pathogen Phagocytosis Pathway WP3937; Focal Adhesion WP306; Cells and Molecules involved in local acute inflammatory response WP4493 Natural killer cell mediated cytotoxicity; Leukocyte transendothelial migration; Regulation of actin cytoskeleton cytoskeleton-nuclear membrane anchor activity (GO:0140444) GATA3,T,KMT2A,TAL1,RUNX1,MYB,TBX21,RXRG,LMO2,MED12,JMJD1C,RUNX1T1,CEBPA,FLI1,SMAD1,ERG,STAT5B,STAT5,LYL1,TLX1 Th1 HOPX,KLF2,LITAF,AES,ZEB2 GATA3,T,TAL1,RUNX1,MYB TBX21,IRF1 TBX21,IRF1,YBX1 NK,CD8Teff,CD8Tex,CD4Teff,CD8Tcm,CD8Tem 12 MeC_12 EOMES,JUNB,SUB1,JUN,ELF1 GZMK,CCL5,GZMA,DUSP2,CST7,CMC1,NKG7,CD74,CCL4,COTL1,SH2D1A,CD27,CXCR4,CD8A,CLDND1,RGS1,KLRG1,CD8B,SRSF7,LYAR GZMK,CCL5,GZMA,DUSP2,CST7,CMC1,NKG7,CD74,CCL4,COTL1,SH2D1A,CD27,CXCR4,CD8A,CLDND1,RGS1,KLRG1,CD8B,SRSF7,LYAR,CD44,ITM2C,HLA-DRB1,TRAT1,GZMM,LYST,EOMES,PPP2R5C,APOBEC3G,PYHIN1,STK17A,GIMAP4,OAZ1,IL32,DNAJB1,ITM2A,FYN,BTG1,TRAC,PTPRC,CLEC2B,PPDPF,SRGN,LDHA,GPR183,CRTAM,HCST,HLA-DPB1,CD3D,CD3E,CNN2,SAMD3,PIK3R1,HLA-DPA1,TIGIT,JUNB,RARRES3,PLEK,ITGB2,RPS15A,TC2N,CTSC,RPL27A,WIPF1,RNF213,TUBA4A,RPL13A,CSTB,MYL12B,TRBC2,MT2A,CD69,GUK1,PSMB9,ARPC3,HERPUD1,IFNG,CD84,CCL4L2,ANXA2,PTP4A2,MIAT,CYBA,ALDOA,DUSP4,TERF2IP,ARL6IP1,CD2,SUB1,GABARAPL2,CALM2,GIMAP7,YPEL5,DTHD1,JUN,ELF1,ATP6V1G1,CHI3L2,PNRC1,TSPYL2 Interleukin-2 signaling pathway; Immune System Homo sapiens R-HSA-168256; Allograft Rejection; Adaptive Immune System Homo sapiens R-HSA-1280218; Immune system Allograft Rejection; TNF-alpha Signaling via NF-kB; Interferon Gamma Response cytokine-mediated signaling pathway (GO:0019221); cellular response to interferon-gamma (GO:0071346); T cell receptor signaling pathway (GO:0050852) Immune System Homo sapiens R-HSA-168256; Adaptive Immune System Homo sapiens R-HSA-1280218; Phosphorylation of CD3 and TCR zeta chains Homo sapiens R-HSA-202427 Interleukin-2 signaling pathway; Immune system; Adaptive immune system T-Cell antigen Receptor (TCR) pathway during Staphylococcus aureus infection WP3863; T-Cell antigen Receptor (TCR) Signaling Pathway WP69; T-Cell Receptor and Co-stimulatory Signaling WP2583 T cell receptor signaling pathway; Hematopoietic cell lineage; Rheumatoid arthritis GATA3,T,KMT2A,STAT5B,MYB,SPI1,TBX21,STAT6,RUNX1,CD74,NFKB2,RAG1,CDK9,RELA,TAL1,ETS1,JUNB,NOTCH1,CREBBP,ZNF799 Th1 PYHIN1,BTG1,SUB1,JUN,ELF1 GATA3,T,STAT5B,MYB,SPI1 JUNB,ETS1 JUNB,ETS1,EOMES CD8Tex,CD8Tcm,NK,CD4Teff,CD8Tem,CD8Teff 13 MeC_13 GATA2,TSC22D1,EGR1,FOXP1,FOSB,ELF1,ID2,AHR TPSAB1,TPSB2,CPA3,CLU,HPGDS,ANXA1,SAMSN1,SRGN,GATA2,VWA5A,HPGD,SLC18A2,LAPTM4A,GLUL,RGS2,CD69,CAPG,KIT,MS4A2,RGS1 TPSAB1,TPSB2,CPA3,CLU,HPGDS,ANXA1,SAMSN1,SRGN,GATA2,VWA5A,HPGD,SLC18A2,LAPTM4A,GLUL,RGS2,CD69,CAPG,KIT,MS4A2,RGS1,CTSG,CD9,CD63,HDC,IL1RL1,ALOX5AP,FCER1G,RGS13,RAC2,LTC4S,PLIN2,VIM,ARHGDIB,LAPTM5,CD44,PRDX6,TIMP1,NFKBIA,MAOB,CLIC1,CTSD,TSC22D1,NSMCE1,UBB,DUSP6,ACSL4,PTGS1,LMNA,SH3BGRL3,BIRC3,LMO4,BTK,EGR1,ARHGAP18,SDCBP,FOXP1,CTNNBL1,CD82,ALOX5,FOSB,NFKBIZ,NDUFA4,LAT2,S100A4,TNFSF10,FXYD5,PPP1R15A,ASAH1,TYROBP,STMN1,LAT,ELF1,ID2,PRDX1,ADCYAP1,C1ORF186,S100A6,FTH1,CD37,PTGS2,GCSAML,SOCS1,ALDH1A1,EMP3,RPL36AL,SMYD3,CNRIP1,IFITM2,SERPINB1,AREG,TAGLN2,RGS10,AHR,ARHGEF6,AKAP13,ATP6V1F,IER2,DRAP1,TPSD1,RAB27B BDNF signaling pathway; TNF-alpha Signaling via NF-kB; Interleukin-2 signaling pathway; Interleukin-5 regulation of apoptosis; KRAS Signaling Up TNF-alpha Signaling via NF-kB; KRAS Signaling Up; Apoptosis lipoxygenase pathway (GO:0019372); lipoxin metabolic process (GO:2001300); lipoxin biosynthetic process (GO:2001301) Synthesis of Lipoxins (LX) Homo sapiens R-HSA-2142700; Arachidonic acid metabolism Homo sapiens R-HSA-2142753; Synthesis of Prostaglandins (PG) and Thromboxanes (TX) Homo sapiens R-HSA-2162123 BDNF signaling pathway; Interleukin-2 signaling pathway; Interleukin-5 regulation of apoptosis Prostaglandin Synthesis and Regulation WP98; Eicosanoid Synthesis WP167; Nuclear Receptors Meta-Pathway WP2882 Fc epsilon RI signaling pathway; Arachidonic acid metabolism; Lysosome SMAD1,RUNX1,TAL1,5HMC,MED12,GATA2,LMO2,ERG,RUNX1T1,LYL1,MYB,GATA1,SPI1,FOSL2,RAD21,NR3C1,CEBPB,GATA3,CEBPA,HES2 Haematopoietic Progenitor Cell,Blood NFKBIA,TSC22D1,LMO4,EGR1,FOSB SMAD1,RUNX1,TAL1,MED12,ERG GATA2,LYL1,NR4A1,FOXP1 GATA2,LYL1,NR4A1,FOXP1 Mast 14 MeC_14 CARHSP1,HMGA1 DUT,PCNA,TYMS,MCM7,TK1,RRM2,STMN1,MCM5,MCM3,DEK,HIST1H4C,RANBP1,FEN1,SLBP,H2AFZ,DHFR,GINS2,PCLAF,NASP,TMEM106C DUT,PCNA,TYMS,MCM7,TK1,RRM2,STMN1,MCM5,MCM3,DEK,HIST1H4C,RANBP1,FEN1,SLBP,H2AFZ,DHFR,GINS2,PCLAF,NASP,TMEM106C,DNMT1,HELLS,TUBB,CENPM,CLSPN,ZWINT,SIVA1,ASF1B,DNAJC9,IDH2,RPA3,ATAD2,MCM6,NAP1L1,CENPU,MCM4,MCM2,LIG1,CARHSP1,KIAA0101,CDCA7,TUBA1B,HNRNPF,RNASEH2A,GMNN,RFC2,RRM1,CDK4,PPDPF,PKMYT1,SVIP,RPA2,HPRT1,CDT1,TCF19,SNRPB,FAM111B,CRIP1,ARL6IP6,RFC4,HSPB11,H2AFY,HAT1,UNG,CENPK,RBBP7,SMC3,TMEM109,GGCT,PSIP1,CDC45,USP1,UBE2T,UHRF1,WDR76,CENPH,RAD51AP1,RBBP4,PA2G4,NUDT1,HNRNPAB,SNRNP25,SRSF2,ANXA5,WDR34,LDHB,EIF4EBP1,PGAM1,TPI1,FABP5,CKLF,SMC1A,PRDX2,GGH,CDC6,C19orf48,SMC2,COPS3,PTMA,HMGA1 E2F Targets; Retinoblastoma Gene in Cancer WP2446; Cell cycle; Cell Cycle, Mitotic Homo sapiens R-HSA-69278; Cell Cycle Homo sapiens R-HSA-1640170 E2F Targets; Myc Targets V1; G2-M Checkpoint DNA metabolic process (GO:0006259); DNA replication (GO:0006260); DNA replication initiation (GO:0006270) Cell Cycle, Mitotic Homo sapiens R-HSA-69278; Cell Cycle Homo sapiens R-HSA-1640170; DNA strand elongation Homo sapiens R-HSA-69190 Cell cycle; DNA replication; DNA strand elongation Retinoblastoma Gene in Cancer WP2446; DNA Replication WP466; G1 to S cell cycle control WP45 DNA replication; Cell cycle; Mismatch repair DNA replication origin binding (GO:0003688); single-stranded DNA binding (GO:0003697); single-stranded DNA helicase activity (GO:0017116) E2F1,E2F4,RBL2,RB1,RELA,TFDP1,KAT2B,SAP30,E2F7,TBP,RNF2,MYH11,BRD4,PHF8,GTF2B,FOXP1,NELFA,CHD2,MXI1,HDAC1 Mesenchymal Stem Cell,Umbilical Cord NASP,HELLS,ATAD2,CARHSP1,GMNN E2F4,RBL2,RB1,RELA,KAT2B TFDP1,E2F1,FOS TFDP1,E2F1,FOS,EGR1,EZH2,CBX3,MYBL2,BRCA1,PSIP1,RBBP4 TMKI67 15 MeC_15 YBX1 RPL41,RPL26,RPL23A,RPS12,RPS15A,RPS29,RPL30,RPL32,RPL21,RPL12,RPS14,RPS18,RPS13,RPL34,RPL19,RPL35A,RPS25,RPL39,RPL31,PPDPF RPL41,RPL26,RPL23A,RPS12,RPS15A,RPS29,RPL30,RPL32,RPL21,RPL12,RPS14,RPS18,RPS13,RPL34,RPL19,RPL35A,RPS25,RPL39,RPL31,PPDPF,RPS27A,EEF1D,RPS23,PFDN5,RPL29,RPS27,RPS10,RPL27,FTL,RPLP1,RPLP2,RPL9,RPL38,RPS3A,FTH1,RPL17,RPL37,RPL36A,UBB,RPL18A,RPS7,FAU,RPS21,RPL10A,NACA,RPL22,RPL36,RPS15,RPL28,RPL8,RPL37A,RPS4X,UBA52,RPS16,TPT1,RPS5,RPL10,RPS8,RPL15,HMGN2,RPS20,RPS24,RPS28,RPL11,RPL35,RPL24,RPS6,RPL6,RPL13,SH3BGRL3,TOMM7,RPS11,COMMD6,RPS26,RPS3,SERF2,RPS19,PNRC1,RPS9,CCL5,RPL18,PFN1,S100A4,TMA7,TMSB10,RPL27A,UBC,COX4I1,RPL7A,TMSB4X,H2AFZ,ATP5E,RPL36AL,RPL7,OAZ1,RPL14,YBX1,CST7,H3F3B,SNRPD2 Viral mRNA Translation Homo sapiens R-HSA-192823; Peptide chain elongation Homo sapiens R-HSA-156902; Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Selenocysteine synthesis Homo sapiens R-HSA-2408557; Eukaryotic Translation Termination Homo sapiens R-HSA-72764 Myc Targets V1; Allograft Rejection SRP-dependent cotranslational protein targeting to membrane (GO:0006614); cytoplasmic translation (GO:0002181); cotranslational protein targeting to membrane (GO:0006613) Viral mRNA Translation Homo sapiens R-HSA-192823; Peptide chain elongation Homo sapiens R-HSA-156902; Eukaryotic Translation Elongation Homo sapiens R-HSA-156842 Cytoplasmic ribosomal proteins; Influenza viral RNA transcription and replication; Translation Cytoplasmic Ribosomal Proteins WP477 Ribosome; Coronavirus disease; Mitophagy RNA binding (GO:0003723); ubiquitin ligase inhibitor activity (GO:1990948); ubiquitin-protein transferase inhibitor activity (GO:0055105) BRD4,EZH2,WDR5,MYC,KAT2B,MED1,GTF2B,TP53,KAT5,FOXM1,MAFB,GTF2F1,BRD2,TAF7,NELFE,BMI1,SNAPC1,TAFII,ZNF22,GTF2E2 Proerythroblast,Fetal Liver PFDN5,HMGN2,YBX1,NFKBIA,BTG1 BRD4,EZH2,MYC,KAT2B,MED1 IRF1,CREM,JUN,KLF6 CD8Tn,Th17 16 MeC_16 RORA,ID2,CEBPD,SATB1,BHLHE40,ZBTB16,HOPX,XBP1,MYC KLRB1,LTB,IL7R,GZMK,S100A4,RORA,SPOCK2,NCR3,GZMA,DUSP1,S100A6,CXCR4,ID2,LAPTM5,AQP3,KLRG1,TNFAIP3,ALOX5AP,FKBP11,RGS2 KLRB1,LTB,IL7R,GZMK,S100A4,RORA,SPOCK2,NCR3,GZMA,DUSP1,S100A6,CXCR4,ID2,LAPTM5,AQP3,KLRG1,TNFAIP3,ALOX5AP,FKBP11,RGS2,DUSP2,GPR65,LYAR,NKG7,RPLP0,CXCR6,CEBPD,GYG1,IL32,GBP5,JAML,LST1,PRF1,CD69,CCR6,MT2A,SLC4A10,CTSA,SATB1,NFKBIA,LGALS3,IFNGR1,TNFRSF25,SYNE2,LAG3,YWHAQ,CTSW,LCP1,DPP4,IL2RG,CTSH,EIF4A1,LINC01871,ZFP36,CCL5,PDE4D,PBXIP1,ZFP36L1,CCL20,OSTF1,TNFAIP8,SRSF3,UCP2,ERN1,TMIGD2,ARL4C,ODF2L,EML4,SERP1,PDCD4,PIM1,MGAT4A,YWHAH,CASP1,CCDC107,PARP8,UBC,CD96,MYO1F,SESN1,BHLHE40,TTC39C,TPM3,CALM1,CNN2,DDIT4,ZBTB16,CD74,HOPX,TC2N,SLC25A6,ATF7IP2,XBP1,JAK1,CST7,MT-CO3,MYC,PHACTR2,PERP,BZW1 Interleukin-2 signaling pathway; TNF-alpha Signaling via NF-kB; cellular response to cytokine stimulus (GO:0071345); cytokine-mediated signaling pathway (GO:0019221); T cell receptor regulation of apoptosis TNF-alpha Signaling via NF-kB; Complement; IL-2/STAT5 Signaling cellular response to cytokine stimulus (GO:0071345); cytokine-mediated signaling pathway (GO:0019221); positive regulation of fat cell differentiation (GO:0045600) Immune System Homo sapiens R-HSA-168256; Cytokine Signaling in Immune system Homo sapiens R-HSA-1280215; Chemokine receptors bind chemokines Homo sapiens R-HSA-380108 Interleukin-2 signaling pathway; T cell receptor regulation of apoptosis; Interleukin-4 regulation of apoptosis IL-7 Signaling Pathway WP205; Thymic Stromal LymphoPoietin (TSLP) Signaling Pathway WP2203; Apoptosis WP254 Cytokine-cytokine receptor interaction; Pathways in cancer; Kaposi sarcoma-associated herpesvirus infection C-C chemokine binding (GO:0019957); chemokine binding (GO:0019956); cytokine receptor activity (GO:0004896) RUNX1,T,MYB,KMT2A,TAL1,GATA3,STAT6,LMO1,CDK9,TBX21,TCF7L1,STAT5B,SMAD1,CDK7,SMARCA4,TCF12,PPARG,RXRG,HDAC6,ETS1 Jurkat E6-1,T Lymphocyte,Blood RORA,ID2,CEBPD,SATB1,NFKBIA RUNX1,T,MYB,TAL1,GATA3 MAF MAF,MYC,BHLHE40 MAIT,Th17,CD8Tcm,CD8Tex 17 MeC_17 FOS,ZEB2,CEBPB S100A9,S100A8,LYZ,FCN1,VCAN,CTSS,S100A4,S100A6,TIMP1,PSAP,SERPINA1,TKT,THBS1,CFD,IL1B,TSPO,CD55,LST1,CSTA,COTL1 S100A9,S100A8,LYZ,FCN1,VCAN,CTSS,S100A4,S100A6,TIMP1,PSAP,SERPINA1,TKT,THBS1,CFD,IL1B,TSPO,CD55,LST1,CSTA,COTL1,S100A12,CD52,DUSP1,FGR,CFP,APOBEC3A,AP1S2,MNDA,SAMSN1,TYROBP,SLC11A1,C1orf162,EREG,SOD2,AIF1,FPR1,STXBP2,SH3BGRL3,BCL2A1,NAMPT,C5AR1,LTA4H,NCF2,SERPINB1,OAZ1,DUSP6,CD300E,FCER1G,APLP2,TNFRSF1B,CORO1A,IFI30,CD36,RETN,LYST,NEAT1,LCP1,FKBP1A,VMP1,CLEC12A,SLC25A6,H3F3A,PLBD1,PLAUR,CXCL2,RGS2,NFKBIA,TYMP,SRGN,CD48,MPEG1,PLAC8,HCK,CST3,FOS,EVI2B,TALDO1,CARD16,AQP9,CYBB,CD14,GSTP1,LILRB2,MARCO,WARS,MCEMP1,ZEB2,AC020656.1,ITGB2,CSF3R,PRELID1,CD44,CEBPB,CYBA,ATP2B1,SERP1,G0S2,PTPRE,SDCBP,SRSF5 neutrophil mediated immunity (GO:0002446); neutrophil activation involved in immune response (GO:0002283); neutrophil degranulation (GO:0043312); Inflammatory Response; inflammatory response (GO:0006954) Inflammatory Response; TNF-alpha Signaling via NF-kB; Complement neutrophil mediated immunity (GO:0002446); neutrophil activation involved in immune response (GO:0002283); neutrophil degranulation (GO:0043312) Immune System Homo sapiens R-HSA-168256; Innate Immune System Homo sapiens R-HSA-168249; Hemostasis Homo sapiens R-HSA-109582 Leptin influence on immune response; Interleukin-2 signaling pathway; Phagosome Microglia Pathogen Phagocytosis Pathway WP3937; Human Complement System WP2806; Spinal Cord Injury WP2431 Phagosome; Leishmaniasis; Lipid and atherosclerosis RAGE receptor binding (GO:0050786); superoxide-generating NAD(P)H oxidase activity (GO:0016175); endopeptidase inhibitor activity (GO:0004866) SMAD1,SPI1,CEBPA,RUNX1,JMJD1C,STAT1,KMT2A,IRF1,LYL1,BRD4,MYC,CEBPB,LMO2,FLI1,REST,PPARG,HDAC2,KLF1,PML,RUNX1T1 U937,Pleura MNDA,NFKBIA,ZEB2,PFDN5,POU2F2 SMAD1,CEBPA,RUNX1,JMJD1C,STAT1 SPI1,CEBPB,FOS SPI1,CEBPB,FOS Monocyte 18 MeC_18 TSC22D3,POU2F2,ID3,SP100,IRF8,REL,TCF4,NR4A2,SP140,HMGB1 CD74,CD79A,MS4A1,CD37,HLA-DRA,CD52,LAPTM5,IGKC,CD79B,CD83,HLA-DRB1,BANK1,EZR,LTB,IGHM,BTG1,CD69,HLA-DQB1,CXCR4,MEF2C CD74,CD79A,MS4A1,CD37,HLA-DRA,CD52,LAPTM5,IGKC,CD79B,CD83,HLA-DRB1,BANK1,EZR,LTB,IGHM,BTG1,CD69,HLA-DQB1,CXCR4,MEF2C,HLA-DPB1,HLA-DPA1,ARPC3,SMIM14,HLA-DQA1,ZFP36L1,LINC00926,SNX2,CYBA,ISG20,CD53,LY9,VPREB3,ADAM28,NCF1,SWAP70,TSC22D3,POU2F2,ID3,RALGPS2,SP100,IRF8,YWHAZ,CORO1A,FCMR,BIRC3,TXNIP,CD22,REL,SYPL1,ARHGAP24,SNX3,SEPT7,TNFRSF13C,BLK,HERPUD1,IGLC2,RAC2,TCL1A,PDLIM1,SYNGR2,LIMD2,IGHD,CLIC1,IFT57,CD19,HVCN1,HLA-DMA,CD24,TAGLN2,IGHA1,STK17A,LY86,PARP14,OAZ1,CD55,FCRLA,TPD52,RPS11,CD40,IGLC3,LSM7,TCEA1,EMP3,EVI2B,TCF4,PTPRCAP,PKIG,RHOH,RPLP2,HLA-DMB,NR4A2,SP140,RPS5,H3F3A,RCSD1,PARP1,FCER2,HMGB1,ORAI2 Hematopoietic cell lineage; Immune system; Intestinal immune network for IgA production; Intestinal immune network for IgA production; Antigen-activated B-cell receptor generation of second messengers Interferon Gamma Response; Allograft Rejection; IL-2/STAT5 Signaling antigen receptor-mediated signaling pathway (GO:0050851); antigen processing and presentation of exogenous peptide antigen via MHC class II (GO:0019886); antigen processing and presentation of peptide antigen via MHC class II (GO:0002495) Immune System Homo sapiens R-HSA-168256; CD22 mediated BCR regulation Homo sapiens R-HSA-5690714; Antigen activates B Cell Receptor (BCR) leading to generation of second messengers Homo sapiens R-HSA-983695 Immune system; Intestinal immune network for IgA production; Antigen-activated B-cell receptor generation of second messengers Allograft Rejection WP2328; Ebola Virus Pathway on Host WP4217; B Cell Receptor Signaling Pathway WP23 Hematopoietic cell lineage; Intestinal immune network for IgA production; Viral myocarditis MHC class II protein complex binding (GO:0023026); MHC class II receptor activity (GO:0032395); CD4 receptor binding (GO:0042609) CIITA,CD74,FOXO1,SPI1,RELA,MEF2B,CREBBP,NCOR2,BCL6,MED1,PAX5,KMT2A,SND1,BRD4,SP1,BHLHE40,NCOR1,ETV6,CDK9,EED Raji,B Lymphocyte,Blood BTG1,TSC22D3,ID3,SP100,IRF8 CIITA,FOXO1,SPI1,RELA,MEF2B PAX5,MYC,FOXP1,ELF1,REL,POU2F2,BACH2,SPIB,JUND PAX5,MYC,FOXP1,ELF1,REL,POU2F2,BACH2,SPIB,JUND,TCF4,PRDM2,JUN,SMARCB1 B,cDC1,M1 19 MeC_19 CREM,MAF,MAFB C1QB,C1QA,APOE,C1QC,CTSD,APOC1,LGMN,PLD3,GPNMB,RNASE1,FTL,CTSB,CD14,TMEM176B,ASAH1,LIPA,ACP5,SLC40A1,PSAP,CTSL C1QB,C1QA,APOE,C1QC,CTSD,APOC1,LGMN,PLD3,GPNMB,RNASE1,FTL,CTSB,CD14,TMEM176B,ASAH1,LIPA,ACP5,SLC40A1,PSAP,CTSL,MS4A4A,A2M,CD68,CTSC,SELENOP,CREG1,MS4A6A,MS4A7,FOLR2,DAB2,PRDX1,PLTP,FCGRT,FCGR3A,TMEM176A,SLCO2B1,CTSZ,CAPG,TREM2,CD163,GRN,HLA-E,SEPP1,HLA-DMB,ITM2B,LAPTM5,STAB1,GLUL,FUCA1,CD81,BLVRB,HMOX1,CTSS,HLA-DQA1,GM2A,CTSA,CD63,NUPR1,PMP22,TYROBP,AKR1B1,VSIG4,HLA-A,RGS1,NPC2,CREM,SDS,CD4,MSR1,ATOX1,NINJ1,ARL4C,MAF,ATP6V1F,MAFB,CFD,RNASE6,HLA-DMA,GPR34,ADAP2,LGALS3,GPX1,FCGR2A,UCP2,SDCBP,UBB,LAIR1,AIF1,MMP9,AKR1A1,PLA2G7,CD59,LY96,HEXA,FCER1G,LAMP1,CD9,TIMP2,CSF1R,CCL18 Lysosome; Lysosome; neutrophil mediated immunity (GO:0002446); neutrophil activation involved in immune response (GO:0002283); neutrophil degranulation (GO:0043312) Complement; Allograft Rejection; KRAS Signaling Up neutrophil mediated immunity (GO:0002446); neutrophil activation involved in immune response (GO:0002283); neutrophil degranulation (GO:0043312) Immune System Homo sapiens R-HSA-168256; MHC class II antigen presentation Homo sapiens R-HSA-2132295; Innate Immune System Homo sapiens R-HSA-168249 Lysosome; Phagosome; TGF-beta regulation of extracellular matrix TYROBP Causal Network WP3945; Allograft Rejection WP2328; Microglia Pathogen Phagocytosis Pathway WP3937 Lysosome; Phagosome; Antigen processing and presentation low-density lipoprotein particle binding (GO:0030169); MHC class II protein complex binding (GO:0023026); lipoprotein particle binding (GO:0071813) SMAD1,SPI1,STAT1,CEBPB,IRF1,INO80,CEBPA,VDR,FAIRE,SRPK2,STAT5,JMJD1C,BRD4,GATA2,RUNX1,SPIB,CDK8,PPARG,MAX,LMO2 U937,Pleura CREG1,MAF,MAFB,LITAF,NR4A2 SMAD1,SPI1,CEBPB,IRF1,INO80 STAT1,CREM STAT1,CREM,JUN,NR1H3 M2,M1,Monocyte 20 MeC_20 NR3C1,JUNB,BHLHE40,TOX,STAT4,HIF1A,ARID5A,TCF7,KLF6,MAF CXCL13,NR3C1,ITM2A,RBPJ,SRGN,ALOX5AP,JUNB,NMB,FKBP5,SH2D1A,DUSP4,TNFRSF18,CXCR4,KLRB1,UCP2,YWHAQ,BHLHE40,COTL1,CHN1,H2AFZ CXCL13,NR3C1,ITM2A,RBPJ,SRGN,ALOX5AP,JUNB,NMB,FKBP5,SH2D1A,DUSP4,TNFRSF18,CXCR4,KLRB1,UCP2,YWHAQ,BHLHE40,COTL1,CHN1,H2AFZ,CD200,ICA1,PDCD1,NFKBIA,IGFL2,FABP5,TSHZ2,CD247,TOX,CD82,TNFRSF4,S100A11,SEPT6,CPM,STAT4,SLA,SOCS1,BTLA,HIF1A,SEC11A,RNF19A,GNG4,TRAT1,LAPTM5,AHI1,TNFAIP8,CORO1B,ARID5A,TCF7,CIRBP,TMEM173,OST4,PPP1CC,KLF6,ISCU,MAF,DBI,CD37,SMCO4,SMARCA2,PNRC1,CNIH1,IFITM1,BHLHE40-AS1,SOD1,TSPO,ACTG1,RGS2,IGFBP4,XCL1,TNFSF8,CD40LG,RNASET2,BST2,FYB1,FXYD5,LAT,AC004585.1,CCDC50,GRAMD1A,ITGB2,TMSB10,GYPC,SERF2,SRSF5,DYNLL1,HINT1,UBC,C9orf16,RILPL2,PTPRC,CTSB,EDF1,DUSP1,SKP1,CRIP1,TPI1,CD6,SLC25A6,MYL12B Interleukin-2 signaling pathway; Allograft Rejection; T cell receptor regulation of apoptosis; cytokine-mediated signaling pathway (GO:0019221); Adaptive Immune System Homo sapiens R-HSA-1280218 Allograft Rejection; TNF-alpha Signaling via NF-kB; Hypoxia cytokine-mediated signaling pathway (GO:0019221); regulation of immune response (GO:0050776) Adaptive Immune System Homo sapiens R-HSA-1280218; Immune System Homo sapiens R-HSA-168256; Circadian Clock Homo sapiens R-HSA-400253 Interleukin-2 signaling pathway; T cell receptor regulation of apoptosis; Adaptive immune system T-Cell antigen Receptor (TCR) pathway during Staphylococcus aureus infection WP3863 Th1 and Th2 cell differentiation; T cell receptor signaling pathway; PD-L1 expression and PD-1 checkpoint pathway in cancer ubiquitin protein ligase binding (GO:0031625); protein kinase binding (GO:0019901); ubiquitin-like protein ligase binding (GO:0044389) CD74,AR,T,NR3C1,STAT3,RELA,NFKB1,STAT5B,GATA3,SPI1,CBX1,EBF1,KMT2A,RBPJ,MYB,JUNB,EBNA3,CUX1,CDK9,ETV6 B Lymphocyte NFKBIA,TOX,STAT4,HIF1A,ARID5A AR,T,STAT3,RELA,NFKB1 NR3C1,JUNB,BATF NR3C1,JUNB,BATF,MAF,BHLHE40 Th1,Tfh,CD8Tex 21 MeC_21 SUB1,ARID5B ACTG1,COTL1,SUB1,ISG20,GMFG,GYPC,CD52,LIMD2,CD27,NEAT1,LDHB,CNN2,RGS10,SAT1,UCP2,GZMK,EVI2B,CD44,CD3D,CD74 ACTG1,COTL1,SUB1,ISG20,GMFG,GYPC,CD52,LIMD2,CD27,NEAT1,LDHB,CNN2,RGS10,SAT1,UCP2,GZMK,EVI2B,CD44,CD3D,CD74,ARPC1B,GAPDH,CORO1A,ARHGDIB,GBP2,SLC25A5,PFN1,MT2A,AES,LCK,UBXN1,EEF2,ARPC3,CYTOR,PPP1CA,CAPZB,POLR1D,EVL,TRBC2,RAC2,ITM2A,SLC25A6,FYB1,ARPC2,TMSB10,ACTB,HINT1,SELL,LEPROTL1,BTF3,EIF3H,PMAIP1,NOSIP,LAT,PSMB8,COX7A2,IL32,HIGD2A,TRAF3IP3,PSME1,EIF3F,COX6B1,SEPT6,TRAC,LAPTM5,MYL6,BIN1,C9orf16,TMSB4X,DYNLL1,CLIC1,RGS1,ISG15,STK17A,PTPRCAP,OCIAD2,FKBP1A,MZT2A,MIR4435-2HG,CALM3,SH3BGRL3,ARID5B,CASP4,CD2,SLC25A3,ATP5MC2,GPR183,RARRES3,CORO1B,EIF3M,RSL24D1,EIF3E,NOP10,SRGN,GSTK1,ARPC5,GPSM3,NDUFB11,EIF3D,MCL1 Shigellosis; Interleukin-2 signaling pathway; Yersinia infection; RHO GTPases Activate WASPs and WAVEs Homo sapiens R-HSA-5663213; Regulation of actin cytoskeleton Interferon Alpha Response; Apical Junction; Allograft Rejection Fc receptor mediated stimulatory signaling pathway (GO:0002431); Fc-gamma receptor signaling pathway (GO:0038094); Fc-gamma receptor signaling pathway involved in phagocytosis (GO:0038096) RHO GTPases Activate WASPs and WAVEs Homo sapiens R-HSA-5663213; EPHB-mediated forward signaling Homo sapiens R-HSA-3928662; Immune System Homo sapiens R-HSA-168256 Shigellosis; Interleukin-2 signaling pathway; Actin cytoskeleton regulation Pathogenic Escherichia coli infection WP2272; Translation Factors WP107; Electron Transport Chain (OXPHOS system in mitochondria) WP111 Yersinia infection; Regulation of actin cytoskeleton; Salmonella infection translation initiation factor activity (GO:0003743); actin monomer binding (GO:0003785) EZH2,TP53,T,CDK9,GATA3,SPI1,FLI1,BRD4,SND1,CREBBP,ETS1,MYB,TBP,STAT5B,BMI1,SPIB,BCL6,EBF1,FOXP1,GABPA Proerythroblast,Fetal Liver SUB1,AES,ARID5B,NPM1,IFI16 EZH2,TP53,T,GATA3,SPI1 ETS1,IRF1 ETS1,IRF1 CD8Tex,Tfh,TMKI67 22 MeC_22 EGR1,PRRX1 COL1A1,COL3A1,COL1A2,LUM,DCN,SPARC,COL6A3,C1S,SFRP2,FN1,SERPINF1,BGN,COL6A2,VCAN,COL6A1,COL5A2,C1R,CTHRC1,CTSK,CCDC80 COL1A1,COL3A1,COL1A2,LUM,DCN,SPARC,COL6A3,C1S,SFRP2,FN1,SERPINF1,BGN,COL6A2,VCAN,COL6A1,COL5A2,C1R,CTHRC1,CTSK,CCDC80,POSTN,AEBP1,FSTL1,RARRES2,FBLN1,MGP,PCOLCE,MMP2,THY1,ISLR,SFRP4,CTGF,SERPING1,LGALS1,COL5A1,TIMP1,CALD1,THBS2,NNMT,EFEMP1,TAGLN,CFD,PLA2G2A,C3,FBLN2,CXCL14,FBN1,LGALS3BP,SPON2,CST3,SERPINH1,CD99,MXRA8,MXRA5,GSN,MFAP4,SULF1,IGFBP6,TIMP2,COL12A1,IGFBP4,LRP1,IGF1,IGFBP5,COL8A1,CXCL12,CDH11,TPM2,NBL1,MMP14,DPT,EGR1,PPIC,TUBA1A,INHBA,ASPN,MYL9,ZFP36L1,TPM4,CYR61,PRRX1,ITGB1,HTRA1,LY6E,SELENOM,OLFML3,MEG3,MFAP5,LAPTM4A,APOD,PPIB,TPM1,PSAP,IGFBP7,CD63,PDGFRB,COL14A1,C12orf57,S100A13,MRC2 Epithelial Mesenchymal Transition; Extracellular matrix organization Homo sapiens R-HSA-1474244; extracellular matrix organization (GO:0030198); Extracellular matrix organization; extracellular structure organization (GO:0043062) Epithelial Mesenchymal Transition; Coagulation; Myogenesis extracellular matrix organization (GO:0030198); extracellular structure organization (GO:0043062); external encapsulating structure organization (GO:0045229) Extracellular matrix organization Homo sapiens R-HSA-1474244; Collagen biosynthesis and modifying enzymes Homo sapiens R-HSA-1650814; Collagen formation Homo sapiens R-HSA-1474290 Extracellular matrix organization; Collagen biosynthesis and modifying enzymes; Syndecan 1 pathway miRNA targets in ECM and membrane receptors WP2911; Senescence and Autophagy in Cancer WP615; miR-509-3p alteration of YAP1/ECM axis WP3967 Protein digestion and absorption; Focal adhesion; ECM-receptor interaction platelet-derived growth factor binding (GO:0048407); protease binding (GO:0002020); calcium ion binding (GO:0005509) KLF10,CEBPB,TCF21,YAP1,JUND,PGR,PR,TCF12,FOSL2,RELA,RXRA,E2F7,SMAD3,BRD4,TEAD1,FOXM1,CEBPA,NEUROG2,FOXO1,NR3C1 A549,Epithelium,Lung AEBP1,EGR1,PRRX1,ARID5B,ID3 KLF10,CEBPB,TCF21,YAP1,JUND TCF4 Fibroblasts 23 MeC_23 ID1,TCF4,TSC22D1,ETS2,ID3 ACKR1,IFITM3,IGFBP7,AQP1,TM4SF1,IFI27,SPARCL1,FKBP1A,PLVAP,VWF,ENG,A2M,CRIP2,RAMP2,RNASE1,HYAL2,RAMP3,PDLIM1,CLDN5,IFITM2 ACKR1,IFITM3,IGFBP7,AQP1,TM4SF1,IFI27,SPARCL1,FKBP1A,PLVAP,VWF,ENG,A2M,CRIP2,RAMP2,RNASE1,HYAL2,RAMP3,PDLIM1,CLDN5,IFITM2,CLEC14A,HSPG2,EPAS1,PECAM1,MGP,NPDC1,PRCP,CD74,CD59,GNG11,EGFL7,CD93,ESAM,STOM,ADGRL4,HLA-E,HLA-DRB1,ID1,CAV1,GUK1,CALCRL,SPARC,COL15A1,TCF4,EMCN,TSC22D1,SRP14,CD34,TGM2,SELE,TAGLN2,ADAM15,S1PR1,PALMD,MSN,CD9,ECSCR,EMP1,ITM2B,DUSP23,ETS2,VIM,TPM3,CDC37,SLCO2A1,SPRY1,CDH5,PTPRB,ICAM2,S100A16,TSPAN7,PRSS23,APP,SOCS3,GIMAP4,ZFP36,FLT1,IGFBP4,COL4A1,SLC2A3,ICAM1,FXYD5,NEAT1,PODXL,GIMAP7,NEDD9,HLA-DRA,ID3,ITM2A,YBX3,CYYR1,PCAT19,ADAMTS9,ADIRF,HLA-DRB5,VAMP5,LDB2,MMRN2,LMNA,SWAP70 Cell adhesion molecules (CAMs); Cell adhesion molecules; extracellular structure organization (GO:0043062); external encapsulating structure organization (GO:0045229); blood vessel morphogenesis (GO:0048514) Coagulation; Interferon Gamma Response; KRAS Signaling Up extracellular structure organization (GO:0043062); external encapsulating structure organization (GO:0045229); blood vessel morphogenesis (GO:0048514) Interferon Signaling Homo sapiens R-HSA-913531; Extracellular matrix organization Homo sapiens R-HSA-1474244; Interferon gamma signaling Homo sapiens R-HSA-877300 Cell adhesion molecules (CAMs); Interferon signaling; Adhesion and diapedesis of lymphocytes Ebola Virus Pathway on Host WP4217; Spinal Cord Injury WP2431; Allograft Rejection WP2328 Cell adhesion molecules; Viral myocarditis; Hematopoietic cell lineage calcitonin family receptor activity (GO:0097642); amyloid-beta binding (GO:0001540); MHC class II protein complex binding (GO:0023026) TAL1,FLI1,NR2F2,GATA2,RELA,FOS,ZNF799,JUN,MAPK1,BRD4,STAT1,PROX1,GATA3,ESR1,IKZF1,STAT5A,PPARG,STAT3,LYL1,ZNF280D Cord blood CRIP2,PDLIM1,EPAS1,ID1,TSC22D1 TAL1,FLI1,NR2F2,GATA2,RELA ETS1,ERG ETS1,ERG,KLF4,TCF4,WWTR1 Endothelial 24 MeC_24 CSDE1,NR4A1,ID3,EGR3 MT2A,MT1X,MT1G,MT1E,MT1F,MT1H,MT1M,ZFP36,SQSTM1,RPSA,CD63,RPS6,GEM,GSN,CSDE1,TUBA1A,APOC2,RPS2,BTG2,IL32 MT2A,MT1X,MT1G,MT1E,MT1F,MT1H,MT1M,ZFP36,SQSTM1,RPSA,CD63,RPS6,GEM,GSN,CSDE1,TUBA1A,APOC2,RPS2,BTG2,IL32,ANGPTL4,TRBC2,SLC3A2,IFITM2,CCL20,STK17A,RPS25,ALOX5AP,HMOX1,DUSP1,MIF,RPL13A,RPL4,CLDND1,SAMSN1,PSAP,S100A9,CUTA,PRRC2C,ATP6V0B,IFITM3,NPC2,SSR4,FKBP8,RPS15A,S100A8,PLP2,MT-CYB,MTND4LP30,GLUL,NR4A1,GABARAP,CYBA,GPX4,EIF3E,ARPC1B,CCL3,SLC25A6,SLC7A5,ADM,RPL17,H3F3B,UBE2B,EIF4B,RPS11,ID3,CNN2,MARCKSL1,MT1A,UQCR11,TNF,GMFG,RASD1,EMC4,A2M,EGR3,SPCS1,SLC39A8,PIM1,GPBP1,RAB13,GAPDH,EEF1A1,UBB,ATP6V1F,FAU,MYL12B,C3,UBXN1,MMP9,BTG1,ITGB1,RPL5,YWHAB,SLC25A37,TREM1,FUS,RPL7,RPL10A,P2RY12 Translation; Translation Homo sapiens R-HSA-72766; L13a-mediated translational silencing of Ceruloplasmin expression Homo sapiens R-HSA-156827; 3' -UTR-mediated translational regulation Homo sapiens R-HSA-157279; SRP-dependent cotranslational protein targeting to membrane Homo sapiens R-HSA-1799339 Hypoxia; TNF-alpha Signaling via NF-kB; Apoptosis nuclear-transcribed mRNA catabolic process (GO:0000956); cellular zinc ion homeostasis (GO:0006882); cellular response to zinc ion (GO:0071294) Translation Homo sapiens R-HSA-72766; L13a-mediated translational silencing of Ceruloplasmin expression Homo sapiens R-HSA-156827; 3' -UTR-mediated translational regulation Homo sapiens R-HSA-157279 Translation; Cytoplasmic ribosomal proteins; Influenza infection Cytoplasmic Ribosomal Proteins WP477; Zinc homeostasis WP3529; Copper homeostasis WP3286 Coronavirus disease; Ribosome; Mineral absorption transition metal ion binding (GO:0046914); RNA binding (GO:0003723); zinc ion binding (GO:0008270) AR,NR3C1,BRD4,NR3C2,PALB2,GTF3C1,NCOA1,RELA,PPARG,BCL3,KAT2B,CDK9,NR0B2,STAT3,CDK8,AFF4,BDP1,ELL2,MYC,TP53 DU145,Epithelium,Prostate CSDE1 AR,NR3C1,BRD4,NR3C2,NCOA1 TMKI67,Fibroblasts,Endothelial 25 MeC_25 HOPX,ID2,ZNF683,ARID5B,HMGB1,TSC22D3,ZBTB16,BHLHE40 GNLY,GZMB,PRF1,SELL,HOPX,KLRD1,CD74,CD52,CD44,ITGB1,KLRC1,DDIT4,LGALS3,LYAR,CD63,MYL12B,RPL15,ID2,PMAIP1,FXYD5 GNLY,GZMB,PRF1,SELL,HOPX,KLRD1,CD74,CD52,CD44,ITGB1,KLRC1,DDIT4,LGALS3,LYAR,CD63,MYL12B,RPL15,ID2,PMAIP1,FXYD5,IL7R,CYTIP,HLA-A,ZNF683,XCL1,CXCR3,LGALS1,RP11-291B21.2,SOD1,MT-CO2,IFITM3,ITM2C,ISG20,GPR183,SERP1,COX7C,IFITM2,CCR7,RPS14,CTSW,RPL30,JAK1,ANXA1,ARID5B,LSP1,RPS12,DUSP4,CFLAR,HMGB1,TOB1,NDUFS5,CD247,RPL41,TSC22D3,CD82,NEAT1,SAT1,ERP29,EMB,GLIPR1,YWHAQ,CIB1,S100A11,RPS10,GAS5,RPL11,KLRC2,ZBTB16,HLA-DRA,SLA2,PGK1,S100A10,SSR4,RPL27A,H3F3A,DSTN,BHLHE40,KLRC3,CLIC3,CYCS,IL10RA,HLA-DRB5,RPS27,CD53,COX4I1,PPP1R2,LINC02446,COX5A,RPS24,HNRNPF,FCGR3A,LDHA,ALDOA,RGS2,EEF1G,NFKBIA,CCL5,CD37,ARL4C,PRDX2 Interleukin-2 signaling pathway; T cell receptor regulation of apoptosis; Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Viral mRNA Translation Homo sapiens R-HSA-192823; Peptide chain elongation Homo sapiens R-HSA-156902 Apoptosis; TNF-alpha Signaling via NF-kB; Interferon Gamma Response SRP-dependent cotranslational protein targeting to membrane (GO:0006614); cytoplasmic translation (GO:0002181); cotranslational protein targeting to membrane (GO:0006613) Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Viral mRNA Translation Homo sapiens R-HSA-192823; Peptide chain elongation Homo sapiens R-HSA-156902 Interleukin-2 signaling pathway; T cell receptor regulation of apoptosis; Translation Cytoplasmic Ribosomal Proteins WP477; Allograft Rejection WP2328; Apoptosis WP254 Graft-versus-host disease; Coronavirus disease; Ribosome MHC class I protein complex binding (GO:0023024); chemokine binding (GO:0019956); cytokine receptor activity (GO:0004896) GATA3,STAT5B,T,MYB,CEBPA,RUNX1,CD74,LANA,TAL1,SPI1,TBX21,KMT2A,LMO2,NR3C1,SMARCC1,LMNA,AR,CDK9,RELA,5HMC Th1 HOPX,ID2,ZNF683,ARID5B,HMGB1 GATA3,STAT5B,T,MYB,CEBPA BHLHE40 NK,CD4Teff,CD8Tex,CD8Tcm,CD8Teff 26 MeC_26 MXI1 SPP1,CSTB,PLIN2,LDHA,MIF,ENO1,TPI1,ALDOA,LSP1,GAPDH,S100A10,NUPR1,PGK1,CXCL8,GPNMB,RNASET2,BNIP3L,C15orf48,CTSD,SLC2A3 SPP1,CSTB,PLIN2,LDHA,MIF,ENO1,TPI1,ALDOA,LSP1,GAPDH,S100A10,NUPR1,PGK1,CXCL8,GPNMB,RNASET2,BNIP3L,C15orf48,CTSD,SLC2A3,VIM,PKM,FTL,HK2,PPDPF,GLUL,LGALS3,ERO1A,LGALS1,FTH1,CLEC2B,ATP6V1F,ADM,BNIP3,PGAM1,C4orf3,FAM162A,BTG1,RGCC,P4HA1,RALA,GPI,RNASE1,ALOX5AP,GUK1,CXCR4,FCGR2B,H2AFY,NDRG1,ANXA1,EIF4EBP1,APOC1,CYTIP,SGK1,LAPTM5,IL1RN,MGAT1,BCL2A1,WSB1,SDCBP,EMP3,CD68,PLAUR,HILPDA,VKORC1,BLVRB,ATP6V1G1,GSTO1,MAP1LC3B,SLC2A1,CAPG,SEC61G,ADAM8,NCF1,LIMS1,ENO2,VCAN,SLC11A1,SNHG12,SAT1,SNX10,VDAC1,UPP1,GRB2,CD9,LRRFIP1,CD300A,MPC2,ZNF385A,SLC16A3,SOD2,MXI1,FXYD5,S100A11,FABP5,SCD,C15ORF48,ASAH1,BRI3,TAGLN2 Hypoxia; Glycolysis and Gluconeogenesis WP534; pyruvate metabolic process (GO:0006090); glycolytic process (GO:0006096); Glycolysis Hypoxia; Glycolysis; mTORC1 Signaling pyruvate metabolic process (GO:0006090); glycolytic process (GO:0006096); glucose catabolic process to pyruvate (GO:0061718) Glycolysis Homo sapiens R-HSA-70171; Gluconeogenesis Homo sapiens R-HSA-70263; Glucose metabolism Homo sapiens R-HSA-70326 Glycolysis and gluconeogenesis; HIF-1 transcriptional activity in hypoxia; Interleukin-2 signaling pathway Glycolysis and Gluconeogenesis WP534; Metabolic reprogramming in colon cancer WP4290; Pathways in clear cell renal cell carcinoma WP4018 Glycolysis / Gluconeogenesis; HIF-1 signaling pathway; Central carbon metabolism in cancer cadherin binding (GO:0045296) HIF1A,TP53,KLF10,EPAS1,USP7,STAT1,SPI1,BRD4,SMAD1,ARNT,MYC,MAX,MED1,NFE2,JMJD1C,RUNX1,CEBPA,KLF1,BMI1,EBF1 Macrophage ENO1,BNIP3,BTG1,PTTG1IP,ATF5 HIF1A,TP53,KLF10,EPAS1,STAT1 JUND,CEBPB,MXI1,BHLHE40 JUND,CEBPB,MXI1,BHLHE40,ATF3,KLF6 Monocyte,M2 27 MeC_27 NR2F2,HES4,ID3,EBF1,ID4,CEBPD RGS5,NDUFA4L2,IGFBP7,ACTA2,CALD1,MYL9,PPP1R14A,TAGLN,HIGD1B,TPPP3,COL18A1,BGN,TPM2,COX4I2,COL4A1,NOTCH3,ADIRF,SPARC,THY1,ARHGDIB RGS5,NDUFA4L2,IGFBP7,ACTA2,CALD1,MYL9,PPP1R14A,TAGLN,HIGD1B,TPPP3,COL18A1,BGN,TPM2,COX4I2,COL4A1,NOTCH3,ADIRF,SPARC,THY1,ARHGDIB,PHLDA1,FRZB,SPARCL1,EPS8,COL4A2,PDGFRB,TPM1,RGS16,MFGE8,SEPT7,MGP,MAP1B,CST3,CPE,LGALS1,NR2F2,PLXDC1,SDC2,LHFPL6,TFPI,KCNJ8,SOD3,GJA4,MEF2C,HES4,TINAGL1,MCAM,CCDC102B,CRIP1,APOE,CYTOR,FILIP1L,ASPN,SEPT4,TIMP1,CSRP2,ANGPT2,LGALS3BP,OAZ2,CHN1,COL6A2,ID3,PLAC9,MIR4435-2HG,CCL2,DKK3,CRIP2,FAM162B,PRSS23,PCOLCE,MYLK,UACA,LDHB,STOM,CYGB,CALM2,GPX3,ANXA6,ISG15,CD59,TGFB1I1,LHFP,EBF1,PTP4A3,CRISPLD2,CAV1,IFITM3,EGFL6,COL6A1,ENPEP,ID4,PDLIM1,HSPB1,CD36,CEBPD,PGF,S100A4,HLA-B,CLIC1,EDNRA Epithelial Mesenchymal Transition; FSH regulation of apoptosis; Myogenesis; Smooth Muscle Contraction Homo sapiens R-HSA-445355; Smooth muscle contraction Epithelial Mesenchymal Transition; Myogenesis; Apoptosis negative regulation of endothelial cell proliferation (GO:0001937); supramolecular fiber organization (GO:0097435); muscle contraction (GO:0006936) Smooth Muscle Contraction Homo sapiens R-HSA-445355; Extracellular matrix organization Homo sapiens R-HSA-1474244; Assembly of collagen fibrils and other multimeric structures Homo sapiens R-HSA-2022090 FSH regulation of apoptosis; Smooth muscle contraction; TSH regulation of gene expression miRNA targets in ECM and membrane receptors WP2911; Focal Adhesion WP306; Striated Muscle Contraction Pathway WP383 Focal adhesion; Vascular smooth muscle contraction; Human papillomavirus infection platelet-derived growth factor binding (GO:0048407) PGR,TCF21,TP63,TFAP2A,FOXO1,TP53,KLF10,SMAD1,NEUROG2,SMC3,CHRM2,AR,NOTCH1,CTCF,GATA3,MYOD1,FOSL2,PR,SUMO1,MAML3 Stromal Cell,Endometrium HES4,CSRP2,ID3,CRIP2,TGFB1I1 PGR,TCF21,TP63,TFAP2A,FOXO1 NR2F2 NR2F2,MYC,HIF1A Fibroblasts,Endothelial 28 MeC_28 FOXP1,EGR1,PRDM1,ID2,YBX1 HNRNPH1,CDC42,SET,C1orf56,CDC42SE1,CTNNB1,PPP1CB,B4GALT1,CAPZA1,EIF5A,WTAP,MDM4,CALR,TRA2A,APOBEC3C,CHP1,ARPC4,TNRC6B,YWHAE,CBX6 HNRNPH1,CDC42,SET,C1orf56,CDC42SE1,CTNNB1,PPP1CB,B4GALT1,CAPZA1,EIF5A,WTAP,MDM4,CALR,TRA2A,APOBEC3C,CHP1,ARPC4,TNRC6B,YWHAE,CBX6,C6orf62,EIF2S3,SAR1A,FOXP1,LYZ,PPP3CA,SRSF6,STK17B,TSPYL1,SERPINB9,AXL,RASGEF1B,CTTN,SUMF2,GOLIM4,AC020656.1,FGD2,C16orf54,ADAM19,SRSF3,DNAJC3,IFI6,INSR,APOL2,ADAM17,ARF6,NUCKS1,PIP4K2A,TOR1AIP2,PPP2R5C,ARRDC3,RP11-138A9.2,EGR1,PRDM1,TMED4,RIN2,RASSF3,ID2,ZC3HAV1,IAH1,EIF5AL1,RBM6,WSB1,SAT1,CDC42SE2,RQCD1,SEC22B,YBX1,PSMA3-AS1,ANKRD40,RAP2B,DDX6,PHKG1,TOB1,GIGYF1,PIM2,RP11-1143G9.4,RPL23,SSR3,DOCK5,ELMSAN1,CD47,LRRC75A,PAFAH1B2,CLEC2D,SLC35F6,EIF3E,CSNK1A1,VMP1,CYBB,CNOT9,RPS25,R3HDM2,TLE3,THRAP3,NPM1,SETD5,PTP4A2,MARCH6,RIT1 RNA binding (GO:0003723); RHO GTPase Effectors Homo sapiens R-HSA-195258; S33 mutants of beta-catenin aren't phosphorylated Homo sapiens R-HSA-5358747; S45 mutants of beta-catenin aren't phosphorylated Homo sapiens R-HSA-5358751; phosphorylation site mutants of CTNNB1 are not targeted to the proteasome by the destruction complex Homo sapiens R-HSA-4839743 negative regulation of translation (GO:0017148) RHO GTPase Effectors Homo sapiens R-HSA-195258; S33 mutants of beta-catenin aren't phosphorylated Homo sapiens R-HSA-5358747; S45 mutants of beta-catenin aren't phosphorylated Homo sapiens R-HSA-5358751 E-cadherin nascent AJ-like junctions pathway; Signaling events mediated by hepatocyte growth factor receptor (c-Met); Beta-catenin phosphorylation cascade RNA binding (GO:0003723) MAF,BRD4,GATA4,BRD2,GTF2B,TAF7,INO80,NCOA1,CTCF,RELA,PAX6,TAF1,SPI1,CDK9,FOXP1,CPSF3L,SNAPC1,PHF8,NELFE,PAF1 Osteoblast CTNNB1,ID2,YBX1,THRAP3,NPM1 MAF,BRD4,GATA4,TAF7,INO80 FOXP1,TP53 FOXP1,TP53,EGR1,ADNP,PRDM1,SOX4 CD8Tem,Endothelial,CD8Teff,NK 29 MeC_29 FOS,HMGB2,SUB1,HIF1A,FOSB S100A9,S100A8,S100A12,LYZ,NFKBIA,CD14,VCAN,SELL,G0S2,MNDA,FCN1,NCF1,SRGN,VIM,CSTA,FOS,CTSS,GAPDH,TSPO,ANXA1 S100A9,S100A8,S100A12,LYZ,NFKBIA,CD14,VCAN,SELL,G0S2,MNDA,FCN1,NCF1,SRGN,VIM,CSTA,FOS,CTSS,GAPDH,TSPO,ANXA1,ZFP36,RGS2,NAMPT,S100A6,SLC2A3,PLAUR,HMGB2,TKT,H3F3A,IER2,CD36,GRN,SOD2,CSF3R,APLP2,SERPINB1,PLBD1,RPS9,MS4A6A,TALDO1,IL1B,HLA-A,NEAT1,METTL9,SUB1,CTSD,SH3BGRL3,CH17-373J23.1,OAZ1,MCL1,RNASE2,FTL,CAPG,ACTG1,GCA,PTPRE,PGD,S100A4,CCL3,FPR1,BCL2A1,LAMTOR4,STXBP2,AP1S2,SAT1,NUP214,CCNI,RPS24,TNFSF13B,LAPTM5,BLOC1S6,TYMP,COX4I1,CLEC12A,CD44,CYBB,RPL34,EVI2B,AC020656.1,NDUFB1,TMEM167A,PFDN5,CYBA,CDA,HLA-C,MGST1,MT-ND3,THBS1,RBP7,RPL37A,AHNAK,S100A11,RETN,HIF1A,CD99,NFKBIZ,CCL4,ATP6V0B,CD79A,FOSB neutrophil mediated immunity (GO:0002446); neutrophil activation involved in immune response (GO:0002283); neutrophil degranulation (GO:0043312); TNF-alpha Signaling via NF-kB; inflammatory response (GO:0006954) TNF-alpha Signaling via NF-kB; Inflammatory Response; Apoptosis neutrophil mediated immunity (GO:0002446); neutrophil activation involved in immune response (GO:0002283); neutrophil degranulation (GO:0043312) Cross-presentation of particulate exogenous antigens (phagosomes) Homo sapiens R-HSA-1236973; Antigen processing-Cross presentation Homo sapiens R-HSA-1236975; Immune System Homo sapiens R-HSA-168256 Leptin influence on immune response; T cell receptor regulation of apoptosis; Phagosome Pentose Phosphate Metabolism WP134; Spinal Cord Injury WP2431; Vitamin D Receptor Pathway WP2877 Phagosome; Lipid and atherosclerosis; Leishmaniasis RAGE receptor binding (GO:0050786); calcium ion binding (GO:0005509); Toll-like receptor binding (GO:0035325) CEBPA,SPI1,SMAD1,IRF1,FLI1,RUNX1,STAT1,CEBPB,JMJD1C,KMT2A,PPARG,BRD4,EZH1,LYL1,MED12,MYC,GATA2,NCOR1,EZH2,GATA3 U937,Pleura NFKBIA,MNDA,HMGB2,SUB1,PFDN5 CEBPA,SPI1,SMAD1,IRF1,FLI1 FOS FOS,JUND,HIF1A Monocyte 30 MeC_30 HMGB1,HMGB2,ARID5B,TCF4,BCL11A IGKC,IGHG1,IGHG4,IGHG3,IGHGP,IGHM,IGHG2,PTPN6,ANAPC16,CXCR4,MT-ND5,SNX3,CD37,LINC00926,SELL,CD79A,MEF2C,HMGB1,BTG1,H3F3A IGKC,IGHG1,IGHG4,IGHG3,IGHGP,IGHM,IGHG2,PTPN6,ANAPC16,CXCR4,MT-ND5,SNX3,CD37,LINC00926,SELL,CD79A,MEF2C,HMGB1,BTG1,H3F3A,IFI16,YWHAZ,SUMO2,TMEM123,SEPT7,DRAP1,HMGB2,S100A4,TCL1A,IGHD,HVCN1,UBB,COTL1,LTB,RPS26,P2RX5,S100A11,YBX3,TUBA1B,RPS11,EFHD2,TAPBP,UBL5,PRKCB,RAP1B,HNRNPC,HINT1,SRSF5,POMP,S100A10,CAPZA2,FCER2,MYL12A,FCMR,HNRNPDL,HLA-DOB,ARID5B,AIDA,DDIT4,SNAP23,BANK1,HCLS1,TMSB10,SMAP2,PLPP5,SYF2,RIPOR2,TCF4,RCSD1,TXNIP,ETFA,CD247,BCL11A,CARD16,PRDX4,LMNA,ARHGDIB,LAMTOR4,SRP9,REEP5,RSL24D1,SRSF3,CMTM6,MS4A1,FKBP11,DBI,RHOH,TRAF3IP3,TNFRSF13C,BCLAF1,TMEM154,MARCH1,CLEC2D,MT-ND4,SMCHD1,SNRPF,SAMHD1,GNG7,ITGB1,BZW1 Immune system; Immune System Homo sapiens R-HSA-168256; CD22 mediated BCR regulation Homo sapiens R-HSA-5690714; FCGR activation Homo sapiens R-HSA-2029481; Role of phospholipids in phagocytosis Homo sapiens R-HSA-2029485 Allograft Rejection; Interferon Gamma Response; p53 Pathway B cell activation (GO:0042113); B cell receptor signaling pathway (GO:0050853); cellular response to cytokine stimulus (GO:0071345) Immune System Homo sapiens R-HSA-168256; CD22 mediated BCR regulation Homo sapiens R-HSA-5690714; FCGR activation Homo sapiens R-HSA-2029481 Immune system; Adaptive immune system; Innate immune system Pathogenic Escherichia coli infection WP2272; B Cell Receptor Signaling Pathway WP23 Leukocyte transendothelial migration RNA binding (GO:0003723); RAGE receptor binding (GO:0050786); protein kinase binding (GO:0019901) CD74,FOXP1,FOXO1,NCOR1,MEF2B,RELA,IKZF1,CREBBP,SPI1,IRF1,KMT2A,TCF12,RARA,ZNF384,BCL6,STAT1,MED1,RAG1,TAL1,STAT3 B Lymphocyte HMGB1,BTG1,IFI16,HMGB2,PRKCB FOXP1,FOXO1,NCOR1,MEF2B,RELA Plasma 31 MeC_31 DDIT3,XBP1,JUN,KLF6,HMGB2,ATF4 HSPA5,HSP90B1,CALR,PDIA3,PDIA6,MANF,PPIB,SDF2L1,HERPUD1,P4HB,PDIA4,DNAJB9,SEC61G,CDK2AP2,SERP1,SSR2,FKBP2,SEC61B,OSTC,CANX HSPA5,HSP90B1,CALR,PDIA3,PDIA6,MANF,PPIB,SDF2L1,HERPUD1,P4HB,PDIA4,DNAJB9,SEC61G,CDK2AP2,SERP1,SSR2,FKBP2,SEC61B,OSTC,CANX,DNAJB11,TMED2,TMED9,MYDGF,SPCS2,SELK,HM13,KDELR2,TMEM258,CRELD2,SSR3,SEC11C,SLC3A2,DNAJC3,CTSD,RPL36AL,ARF1,SF3B5,TRAM1,RPN1,DDIT3,SELENOK,XBP1,NUCB2,JUN,ARF4,MTDH,VIMP,HMOX1,DUSP2,MTHFD2,SEC61A1,COPE,FTH1,SSR4,SSR1,ISG20,DERL2,KLF6,CXCL8,LMAN1,HYOU1,EDF1,WARS,TMED10,EVI2B,SARAF,RNF181,DSTN,RPN2,DDOST,CCNI,PTMA,MAP1LC3B,HNRNPC,SARS,UFM1,SURF4,EIF1,DAD1,HMGB2,IGFBP3,S100A11,ANXA5,RSL24D1,NANS,MLEC,UBXN1,SELENOS,HAX1,SQSTM1,ATF4,NUPR1,EIF2S2,ERLEC1,TRMT112,CISD2,CCDC167,MT1X,MORF4L2 Protein processing in endoplasmic reticulum; Protein processing in the endoplasmic reticulum; Metabolism of proteins Homo sapiens R-HSA-392499; Unfolded Protein Response (UPR) Homo sapiens R-HSA-381119; Diabetes pathways mTORC1 Signaling; Unfolded Protein Response; Apoptosis response to endoplasmic reticulum stress (GO:0034976); IRE1-mediated unfolded protein response (GO:0036498); protein exit from endoplasmic reticulum (GO:0032527) Metabolism of proteins Homo sapiens R-HSA-392499; Unfolded Protein Response (UPR) Homo sapiens R-HSA-381119; IRE1alpha activates chaperones Homo sapiens R-HSA-381070 Protein processing in the endoplasmic reticulum; Diabetes pathways; Unfolded protein response Photodynamic therapy-induced unfolded protein response WP3613; Ferroptosis WP4313; Selenium Metabolism and Selenoproteins WP28 Protein processing in endoplasmic reticulum; Protein export; Vibrio cholerae infection dolichyl-diphosphooligosaccharide-protein glycotransferase activity (GO:0004579); RNA binding (GO:0003723); oligosaccharyl transferase activity (GO:0004576) XBP1,MED1,CREB1,TP53,NFYA,HCFC1,KDM1A,DDX21,GMEB2,PAF1,BRD4,PHF8,SP1,BCL3,CREM,CHD1,E2F1,SAP30,SIN3A,AFF4 MDA-MB-231,Epithelium,Breast DDIT3,EDF1,HMGB2,MORF4L2,CITED2 MED1,CREB1,TP53,NFYA,HCFC1 XBP1,EGR1 XBP1,EGR1,KLF6,JUN,ATF4 pDC,Plasma,TMKI67,Mast,Fibroblasts,NK,Endothelial,Epithelial 32 MeC_32 ZEB2,LITAF,TSC22D3,ZNF683,HMGB2,KLF2,KLF3,KLF6 GZMH,CD3D,CCL5,NKG7,CD52,FGFBP2,GNLY,CD8A,GZMB,IL32,CD8B,CD3G,HLA-DPB1,LGALS1,RAP1B,ITGB1,S100A4,PLEK,S100A6,CD3E GZMH,CD3D,CCL5,NKG7,CD52,FGFBP2,GNLY,CD8A,GZMB,IL32,CD8B,CD3G,HLA-DPB1,LGALS1,RAP1B,ITGB1,S100A4,PLEK,S100A6,CD3E,TRAC,TRGC2,ZEB2,HLA-DRB1,YWHAQ,SH3BGRL3,C12orf75,CST7,CD99,LITAF,ANXA1,RPS26,TRBC2,HERPUD1,KLRD1,TOB1,DSTN,ARL6IP5,IFITM2,TSC22D3,ERP29,PPP2R5C,CTSW,ZNF683,VAMP2,CD48,KLRG1,HLA-DPA1,PATL2,RHOA,ARPC2,FCRL6,CTSC,HNRNPDL,CX3CR1,CD2,PTP4A2,SLC25A6,YWHAB,SUN2,SRP14,CLEC2D,FTL,HMGB2,LAT,PNRC1,HIGD2A,KLF2,ADGRG1,VIM,PRSS23,SYNE1,TUBA1B,EIF3H,S100A10,AHNAK,MYL12B,FLNA,PPDPF,KLF3,ARRDC3,CALR,PTPRC,TSPO,PSMB8,TPST2,KLF6,EIF3E,MALAT1,RPS3,PPIB,PSMA2,EIF3F,IDH2,TMEM59,ACTR2,ARPC5,BIN2,TMSB10,ITGB7 Interleukin-2 signaling pathway; Adaptive immune system; Phosphorylation of CD3 and TCR zeta chains Homo sapiens R-HSA-202427; PD-1 signaling; Adaptive Immune System Homo sapiens R-HSA-1280218 Allograft Rejection; Interferon Gamma Response; Epithelial Mesenchymal Transition regulation of immune response (GO:0050776); T cell receptor signaling pathway (GO:0050852); positive regulation of T cell proliferation (GO:0042102) Phosphorylation of CD3 and TCR zeta chains Homo sapiens R-HSA-202427; Adaptive Immune System Homo sapiens R-HSA-1280218; Generation of second messenger molecules Homo sapiens R-HSA-202433 Interleukin-2 signaling pathway; Adaptive immune system; PD-1 signaling Allograft Rejection WP2328; Pathogenic Escherichia coli infection WP2272; T-Cell antigen Receptor (TCR) Signaling Pathway WP69 Hematopoietic cell lineage; Cell adhesion molecules; Salmonella infection CIITA,T,GATA3,MYB,KMT2A,TAL1,RUNX1T1,KDM2B,TCF4,SPI1,MEIS1,RUNX1,LYL1,LMO2,TCF7L1,TBX21,ZMYM3,STAT5B,KLF10,CDK9 Raji,B Lymphocyte,Blood ZEB2,LITAF,TSC22D3,ZNF683,YWHAB CIITA,T,GATA3,MYB,TAL1 CD8Tex,CD8Tcm,CD8Teff,CD4Teff,NK,CD8Tem 33 MeC_33 GTF3A,YBX1 HSP90AB1,NCL,DDX21,C1QBP,HSPE1,NPM1,SERBP1,GTF3A,HSPD1,RAN,RPL22L1,NHP2,ENO1,MIF,APRT,PSME2,RSL1D1,EIF5A,PPA1,NME1 HSP90AB1,NCL,DDX21,C1QBP,HSPE1,NPM1,SERBP1,GTF3A,HSPD1,RAN,RPL22L1,NHP2,ENO1,MIF,APRT,PSME2,RSL1D1,EIF5A,PPA1,NME1,SNRPE,FABP5,YBX1,LDHA,PA2G4,CCT2,PRMT1,SRSF7,CNBP,GADD45GIP1,NME2,PRDX1,POLR2L,CCT3,TIMM13,SNU13,CCT5,APEX1,RPS26,CCT4,TXN,PHB,HNRNPDL,PSMA7,CYCS,NOP58,SLIRP,RBM3,EIF5B,CCT7,CCDC85B,GNL3,HSPA8,SOD1,CCT6A,IMPDH2,EIF4A1,SNRPD1,MIR155HG,TPI1,LSM7,PDCD5,SET,SSBP1,RSL24D1,CCT8,PRELID1,RANBP1,SNHG8,PEBP1,SYNCRIP,FBL,MRPS34,NOP16,DDX18,TOMM22,NOP56,RPS17,PAICS,MRPL4,ATP5G1,SSB,SRSF2,SRM,LDHB,HSPA9,NFKBIA,IMP4,MRTO4,MRPL3,FTL,RBM8A,SNHG15,NIFK,PSMA3,CD44,CHCHD2,WDR43,TOMM40,MRPS12 Myc Targets V1; RNA binding (GO:0003723); Myc Targets V2; T cell receptor regulation of apoptosis; positive regulation of protein localization to chromosome, telomeric region (GO:1904816) Myc Targets V1; Myc Targets V2; mTORC1 Signaling positive regulation of protein localization to chromosome, telomeric region (GO:1904816); positive regulation of telomerase RNA localization to Cajal body (GO:1904874); positive regulation of establishment of protein localization to telomere (GO:1904851) Folding of actin by CCT/TriC Homo sapiens R-HSA-390450; Gene Expression Homo sapiens R-HSA-74160; Association of TriC/CCT with target proteins during biosynthesis Homo sapiens R-HSA-390471 T cell receptor regulation of apoptosis; Folding of actin by CCT/TriC; Protein metabolism mRNA Processing WP411; Glycolysis and Gluconeogenesis WP534 Ribosome biogenesis in eukaryotes; Spliceosome; Ribosome RNA binding (GO:0003723); snoRNA binding (GO:0030515); cadherin binding (GO:0045296) BRD4,MYC,FOXP1,SNAPC1,MAX,KAT5,BMI1,GTF2B,PAF1,BCL3,MAFB,SCML2,TAF1,TP53,TFDP1,E2F4,E2F1,SPI1,ELF1,NRF1 Raji,B Lymphocyte,Blood NPM1,GTF3A,RAN,ENO1,APEX1 BRD4,MYC,FOXP1,MAX,KAT5 CEBPD,YBX1 cDC1,pDC,TMKI67,Treg,B 34 MeC_34 NR4A2,FOS,EGR1,NR4A1,KLF6,ID2,CREM,ARID5B,EGR2,ELF1 CCL4,CCL4L2,IFNG,CCL3,ZFP36L1,TNF,CD69,NR4A2,CCL3L3,RGCC,CCL4L1,SLA,LTB,TIGIT,TAGAP,TNFSF9,XCL1,SDCBP,XCL2,FOS CCL4,CCL4L2,IFNG,CCL3,ZFP36L1,TNF,CD69,NR4A2,CCL3L3,RGCC,CCL4L1,SLA,LTB,TIGIT,TAGAP,TNFSF9,XCL1,SDCBP,XCL2,FOS,LGALS1,EGR1,NR4A1,S100A10,KLF6,RHOH,RILPL2,EVI2A,PRNP,ID2,CREM,PHLDA1,HNRNPA2B1,RNF19A,MIR155HG,CCNI,STK4,ICOS,ARID5B,ALDOA,BIRC3,IFITM2,EGR2,PTGER4,ELF1,GBP2,NEU1,SARAF,PDCD1,CD7,MT-CO2,REL,PGAM1,PTPN7,EEF1B2,PKM,NFKBID,COX6C,S100A11,CCL2,NAP1L1,DEK,EIF3E,HMGN2,EVI2B,FXYD5,KMT2E,EEF2,FASLG,LAG3,RPS27L,LYST,NDFIP1,HSPB1,TRAC,SLC1A5,IFI16,RAB27A,CD2,RPS8,PPP1R2,PTPN22,IER2,COMMD6,IFITM3,PLP2,LDHA,GPX1,POLR2K,FOSB,PNRC1,TCEB1,NDUFA1,ZFAS1,CD52,GSTK1,NDUFV2,JUN,PPIG,RP3-323A16.1 T cell receptor regulation of apoptosis; TNF-alpha Signaling via NF-kB; Interleukin-2 signaling pathway; BDNF signaling pathway; Interleukin-5 regulation of apoptosis TNF-alpha Signaling via NF-kB; Apoptosis; Allograft Rejection cytokine-mediated signaling pathway (GO:0019221); cellular response to cytokine stimulus (GO:0071345); cellular response to tumor necrosis factor (GO:0071356) Chemokine receptors bind chemokines Homo sapiens R-HSA-380108 T cell receptor regulation of apoptosis; Interleukin-2 signaling pathway; BDNF signaling pathway T-Cell antigen Receptor (TCR) pathway during Staphylococcus aureus infection WP3863; Spinal Cord Injury WP2431; Photodynamic therapy-induced AP-1 survival signaling. WP3611 Viral protein interaction with cytokine and cytokine receptor; Cytokine-cytokine receptor interaction; Rheumatoid arthritis CCR chemokine receptor binding (GO:0048020); chemokine activity (GO:0008009); chemokine receptor binding (GO:0042379) CDK9,T,MEF2B,STAT5B,GATA3,NCOR1,RUNX1,KMT2A,SMAD1,NCOR2,CEBPA,EBNA3C,RELA,MYB,IRF1,JMJD1C,SPI1,FOXO1,TBX21,BCL6 Th2 NR4A2,KLF6,ID2,CREM,ARID5B T,MEF2B,STAT5B,GATA3,NCOR1 ELF1,NR4A1 ELF1,NR4A1,FOS,EGR1,REL,EGR2 CD8Tex,NK 35 MeC_35 TSC22D3,KLF6,FOS,ETS1,JUND,FOSB,ARID4B,RARA TAGLN2,ANXA1,CRIP1,TSC22D3,MYADM,UCP2,LMNA,RGCC,VIM,CD44,AHNAK,PBXIP1,LRRFIP1,S100A10,IDS,KLF6,EZR,ATP2B1,TUBA1A,ADGRE5 TAGLN2,ANXA1,CRIP1,TSC22D3,MYADM,UCP2,LMNA,RGCC,VIM,CD44,AHNAK,PBXIP1,LRRFIP1,S100A10,IDS,KLF6,EZR,ATP2B1,TUBA1A,ADGRE5,MCL1,GPR183,CD27,IVNS1ABP,FOS,PPP1R15A,CCR7,YPEL5,AKAP13,MBNL1,S100A11,GLUD1,TAGAP,GNG2,SAMHD1,IQGAP1,YWHAQ,RALGDS,ETS1,JUND,PRMT2,CRIP2,CD27-AS1,TMEM43,ARHGAP9,ANXA2,UBB,CD7,CDC42,YWHAZ,C16orf54,ARL4C,ZFP36,SRGN,CA5B,FOSB,SLC25A3,TUBA1B,MAPRE2,ATP2B4,UFC1,CCDC167,TRIM22,ANKRD28,FAM107B,HNRNPDL,DYNLL1,CYTH1,DUSP1,DDX3X,RBM3,PTGES3,CCL5,EMP3,TMED10,DENND4A,ARHGDIB,PRKAR1A,FAM129A,ARID4B,RAB11A,RTN4,VCP,TMBIM6,CMTM7,NEU1,APOBEC3G,TRAM1,UBC,FAS,ITK,RARA,SF3B1,IK,JMJD1C,ITGA4,CASP8,HIPK1,ENSA,GOLGB1 Interleukin-2 signaling pathway; TNF-alpha Signaling via NF-kB; T cell receptor regulation of apoptosis; Pathogenic Escherichia coli infection; ERBB1 downstream pathway TNF-alpha Signaling via NF-kB; Hypoxia; Apoptosis cytokine-mediated signaling pathway (GO:0019221); extrinsic apoptotic signaling pathway (GO:0097191); negative regulation of cytokine production (GO:0001818) Apoptosis Homo sapiens R-HSA-109581; Programmed Cell Death Homo sapiens R-HSA-5357801; Hemostasis Homo sapiens R-HSA-109582 Interleukin-2 signaling pathway; T cell receptor regulation of apoptosis; ERBB1 downstream pathway Pathogenic Escherichia coli infection WP2272; Spinal Cord Injury WP2431; Fas Ligand (FasL) pathway and Stress induction of Heat Shock Proteins (HSP) regulation WP314 Pathogenic Escherichia coli infection; Salmonella infection; Apoptosis cadherin binding (GO:0045296); ubiquitin protein ligase binding (GO:0031625); ubiquitin-like protein ligase binding (GO:0044389) BRD4,STAT6,T,TAL1,RUNX1,TCF21,MYB,GATA3,NFE2,FOSL2,TBX21,CREBBP,KMT2A,BATF,CEBPA,SPI1,MAFB,SMAD1,NR3C1,TCF4 TC-797 TSC22D3,PBXIP1,CRIP2,FOSB,ARID4B BRD4,STAT6,T,TAL1,RUNX1 GATA3,JUND,RARA,FOS GATA3,JUND,RARA,FOS,JMJD1C,ETS1,TRIM22,FOXP1,KLF6 Mast,Th17 36 MeC_36 JUNB,EGR1,JUND,FOS,ZNF331,CEBPB,MAF SPP1,RNASE1,CTSB,PLIN2,GPNMB,FCER1G,JUNB,C1QA,RGS1,HSPA1B,CD163,ITGB2,CCL2,LAPTM5,HLA-DRB5,S100A4,TGFBI,EGR1,APOE,JUND SPP1,RNASE1,CTSB,PLIN2,GPNMB,FCER1G,JUNB,C1QA,RGS1,HSPA1B,CD163,ITGB2,CCL2,LAPTM5,HLA-DRB5,S100A4,TGFBI,EGR1,APOE,JUND,RPL4,CD14,ZFP36L1,TYROBP,HERPUD1,PLAUR,FOLR2,TUBA1A,FOS,NUPR1,TXNIP,TREM2,RPL13AP5,HSP90AA1,HSPA5,SELENOP,LSP1,CLEC5A,EEF2,FCGR2A,PGK1,LDHA,CD81,PABPC1,APLP2,ZNF331,GSN,A2M,ATP1B3,MYL6,TUBA1B,VIM,CD74,FCGR2B,C6orf62,PSAP,CTSD,TUBA1C,RPL19,SLC2A3,MSR1,H3F3B,RPLP1,LGALS1,C1QC,PPT1,HSP90B1,CXCL3,ALOX5AP,HK2,RPS14,MEF2C,FABP5,FN1,NPC2,RPL7A,CEBPB,TAGLN2,ATP6V1B2,RPS25,VCAN,C5AR1,NAMPT,EIF4A1,RPS26,UBB,DAB2,VSIG4,FBP1,NKG7,RPS16,CSTB,MAF,CHMP1B,SLC11A1,HLA-DPA1,ANXA5,METRNL,RPLP2,PLEK Coronavirus disease; neutrophil mediated immunity (GO:0002446); neutrophil degranulation (GO:0043312); neutrophil activation involved in immune response (GO:0002283); Cap-dependent Translation Initiation Homo sapiens R-HSA-72737 Complement; Hypoxia; TNF-alpha Signaling via NF-kB neutrophil mediated immunity (GO:0002446); neutrophil degranulation (GO:0043312); neutrophil activation involved in immune response (GO:0002283) Eukaryotic Translation Initiation Homo sapiens R-HSA-72613; Peptide chain elongation Homo sapiens R-HSA-156902; Translation Homo sapiens R-HSA-72766 Translation; T cell receptor regulation of apoptosis; Influenza viral RNA transcription and replication Cytoplasmic Ribosomal Proteins WP477; TYROBP Causal Network WP3945; Microglia Pathogen Phagocytosis Pathway WP3937 Coronavirus disease; Phagosome; Tuberculosis amyloid-beta binding (GO:0001540); RNA binding (GO:0003723); MHC class II protein complex binding (GO:0023026) SMAD1,SPI1,BRD4,IRF1,STAT1,CEBPA,FAIRE,CEBPB,TCF4,MED12,CREBBP,RUNX1,JMJD1C,RXRG,TCF7L2,KMT2A,MAX,DRAP1,HDAC2,RUNX1T1 U937,Pleura SMAD1,SPI1,BRD4,IRF1,STAT1 CEBPB,FOS,JUND CEBPB,FOS,JUND,JUNB,EGR1,ZNF331 M2,Monocyte,M1 37 MeC_37 LITAF,YBX1 APOC1,APOE,LGALS3,GPNMB,CTSD,CSTB,FABP5,CD9,LIPA,FTL,ACP5,ASAH1,CAPG,LGALS1,DBI,ATP6V1F,CD68,LGMN,CD52,NUPR1 APOC1,APOE,LGALS3,GPNMB,CTSD,CSTB,FABP5,CD9,LIPA,FTL,ACP5,ASAH1,CAPG,LGALS1,DBI,ATP6V1F,CD68,LGMN,CD52,NUPR1,PSAP,CTSB,CTSL,PLA2G7,GM2A,BRI3,TREM2,CD63,FTH1,CPM,PLD3,GRN,CYP27A1,GCHFR,VIM,IFI30,PRDX1,TXN,BCAP31,ANXA2,FBP1,DNASE2,LITAF,LYZ,CTSS,MGST3,LSP1,NOP10,RGCC,OTOA,S100A6,IGSF6,HEXB,FXYD5,TALDO1,NPL,CTSA,VAT1,LAMP1,TSPO,CTSH,CD48,ITGAX,SH3BGRL3,LGALS9,SDCBP,A2M,CXCL16,H2AFY,CHIT1,MYDGF,ATP6V0B,ATOX1,NAP1L1,GSTO1,ATP6V0D1,CD59,AREG,RNF130,FABP3,LRPAP1,SDS,SMS,UCP2,RNH1,HSPE1,PSMA7,LPL,HM13,YBX1,CHCHD6,MALAT1,CTSZ,CALM3,S100A11,CHCHD10,RAN,AKR1B1,PEBP1,GLUL Lysosome; Lysosome; neutrophil mediated immunity (GO:0002446); neutrophil degranulation (GO:0043312); neutrophil activation involved in immune response (GO:0002283) Complement; Cholesterol Homeostasis; Reactive Oxygen Species Pathway neutrophil mediated immunity (GO:0002446); neutrophil degranulation (GO:0043312); neutrophil activation involved in immune response (GO:0002283) MHC class II antigen presentation Homo sapiens R-HSA-2132295; Trafficking and processing of endosomal TLR Homo sapiens R-HSA-1679131; Metabolism Homo sapiens R-HSA-1430728 Lysosome; MHC class II antigen presentation; Toll-like receptor endosomal trafficking and processing PPAR signaling pathway WP3942; Metabolic pathway of LDL, HDL and TG, including diseases WP4522; TYROBP Causal Network WP3945 Lysosome; Cholesterol metabolism; Tuberculosis ferric iron binding (GO:0008199); cysteine-type endopeptidase activity (GO:0004197); cysteine-type peptidase activity (GO:0008234) CEBPB,SPI1,PPARG,STAT1,SMAD1,CEBPA,HIF1A,EPAS1,IRF1,TP53,RELA,MITF,CD74,FAIRE,TFAP2C,NFE2,BRD4,AR,TCF4,USF1 Macrophage LITAF,RAN,CREG1,ARID5B,BASP1 CEBPB,SPI1,PPARG,STAT1,SMAD1 JUNB,YBX1 M2,Monocyte,M1 38 MeC_38 PROX1,SOX4,KLF6,MAF,SMAD1 CCL21,TFPI,FABP5,TFF3,MMRN1,FABP4,EFEMP1,NTS,LAPTM5,GYPC,S100A10,CD9,PROX1,IGFBP7,PDPN,ANXA2,GNG11,PPP1R2,CLU,ANGPT2 CCL21,TFPI,FABP5,TFF3,MMRN1,FABP4,EFEMP1,NTS,LAPTM5,GYPC,S100A10,CD9,PROX1,IGFBP7,PDPN,ANXA2,GNG11,PPP1R2,CLU,ANGPT2,PTPRE,TIMP3,HSPB1,AKAP12,CLDN5,ARL4A,PPFIBP1,VIM,HYAL2,APP,LYVE1,LIMS1,STMN1,NNMT,SNCG,CAV1,NUDT4,ADD3,TM4SF1,NRP2,ARL6IP1,TUBA1A,GMFG,RAB11A,CAVIN2,LAMA4,SLC38A1,TIMP1,CD59,MARCKSL1,SDCBP,HLA-E,ADIRF,GADD45B,SOX4,RGS16,KLF6,RBP1,RAB11FIP1,RAMP2,FCGRT,WARS,GRN,POLR2L,S100A16,HLA-A,IL32,MRC1,SEMA3A,PROCR,SPTBN1,UNC5B,ATP5E,TMEM123,MAF,EGFL7,ISG20,ADM,EDNRB,TSPAN5,NEAT1,CCND1,MARCKS,THBD,SMAD1,SERPINB9,SDPR,TUBB,ECSCR,IGFBP5,MDK,CD99,CTSD,TIE1,LAYN,MGST2,RELN,DKK3,RARRES3,TGFBR2 BDNF signaling pathway; TGF-beta regulation of extracellular matrix; Apoptosis; Hemostasis Homo sapiens R-HSA-109582; UV Response Dn Apoptosis; UV Response Dn; Estrogen Response Late vasculogenesis (GO:0001570); blood vessel morphogenesis (GO:0048514); protection from natural killer cell mediated cytotoxicity (GO:0042270) Hemostasis Homo sapiens R-HSA-109582; Response to elevated platelet cytosolic Ca2+ Homo sapiens R-HSA-76005; Platelet degranulation Homo sapiens R-HSA-114608 BDNF signaling pathway; TGF-beta regulation of extracellular matrix; FSH regulation of apoptosis Mammary gland development pathway - Puberty (Stage 2 of 4) WP2814; TGF-beta Signaling Pathway WP366 Complement and coagulation cascades hyaluronic acid binding (GO:0005540); endopeptidase inhibitor activity (GO:0004866) TAL1,NR3C1,GATA2,JUN,AR,GATA3,FLI1,ATF3,RELA,FOS,DNMT3A,HOXB13,PGR,ZNF254,FOXA1,FOXO1,TP63,PR,TCF12,MAML3 Cord blood SOX4,KLF6,MAF,ELK3,NFIB TAL1,NR3C1,GATA2,JUN,AR PROX1,NR2F2,SMAD1 PROX1,NR2F2,SMAD1,NR2F1,TCF4 Endothelial,Epithelial,Th1 39 MeC_39 TSC22D1,MAX,HMGB1 PPBP,PF4,TAGLN2,NAP1L1,OST4,GPX1,GNG11,NRGN,TUBA4A,RGS10,TUBB1,CCL5,CLU,SDPR,RGS18,HIST1H2AC,GPX4,NCOA4,MYL12A,ACRBP PPBP,PF4,TAGLN2,NAP1L1,OST4,GPX1,GNG11,NRGN,TUBA4A,RGS10,TUBB1,CCL5,CLU,SDPR,RGS18,HIST1H2AC,GPX4,NCOA4,MYL12A,ACRBP,CALM3,ITM2B,GP9,GSTO1,LIMS1,FERMT3,TPM4,RAP1B,SPARC,ARPC1B,TSC22D1,YWHAH,TIMP1,RUFY1,PRDX6,TLN1,CTSA,TREML1,MAX,PTCRA,SAT1,ODC1,ARF1,UQCRH,PKM,GRAP2,CMTM5,SH3BGRL3,CD9,SNX3,MYL9,LAMTOR1,PDLIM1,MAP3K7CL,DYNLL1,MMD,TMEM40,ITGA2B,MPP1,PGRMC1,NT5C3A,ILK,F13A1,SNAP23,RAB11A,HLA-E,OAZ1,CLEC1B,TALDO1,MARCH2,TPM1,HMGB1,ACTG1,NGFRAP1,ARHGDIB,PTPN18,CCND3,CD99,PPDPF,RSU1,FLNA,RNF11,C9orf16,KIF2A,DNAJB6,ETFA,CALM1,NDUFS5,PARVB,EMC3,TPM3,VCL,C2orf88,ARPC5,CLDN5,ACTN1,TGFB1,SNCA,GMPR,LMNA Response to elevated platelet cytosolic calcium; platelet degranulation (GO:0002576); regulated exocytosis (GO:0045055); Platelet degranulation Homo sapiens R-HSA-114608; Response to elevated platelet cytosolic Ca2+ Homo sapiens R-HSA-76005 Androgen Response; Epithelial Mesenchymal Transition; Apical Junction platelet degranulation (GO:0002576); regulated exocytosis (GO:0045055); homotypic cell-cell adhesion (GO:0034109) Platelet degranulation Homo sapiens R-HSA-114608; Response to elevated platelet cytosolic Ca2+ Homo sapiens R-HSA-76005; Platelet activation, signaling and aggregation Homo sapiens R-HSA-76002 Response to elevated platelet cytosolic calcium; Platelet activation, signaling and aggregation; Hemostasis pathway Focal Adhesion WP306; Striated Muscle Contraction Pathway WP383; Myometrial Relaxation and Contraction Pathways WP289 Focal adhesion; Shigellosis; Leukocyte transendothelial migration TAL1,LMO2,RUNX1,TP53,LYL1,RELA,SMAD1,FLI1,SPI1,FOS,GATA2,GATA1,ERG,JUN,RAD21,BMI1,SOX9,NIPBL,MED1,MAFF Megakaryocyte,Cord blood NCOA4,TSC22D1,PDLIM1,HMGB1,TSC22D3 TAL1,RUNX1,TP53,RELA,SMAD1 LYL1,NFE2 LYL1,NFE2,MAX cDC1,pDC,Monocyte,M1,cDC2,Th17,Mast,Endothelial 40 MeC_40 ID2,JUN,TOX,TSC22D3,ZNF683,PRDM1 GZMB,CXCL13,GNLY,ALOX5AP,RBPJ,HAVCR2,NKG7,CD8A,RGS2,SAMSN1,GZMH,PHLDA1,PRF1,RGS1,ID2,CCL5,CTSW,LAG3,CD63,KRT86 GZMB,CXCL13,GNLY,ALOX5AP,RBPJ,HAVCR2,NKG7,CD8A,RGS2,SAMSN1,GZMH,PHLDA1,PRF1,RGS1,ID2,CCL5,CTSW,LAG3,CD63,KRT86,ENTPD1,LINC01871,ACP5,CTSD,IFNG,MT2A,HLA-DRB1,HLA-DRA,TIGIT,GZMA,FKBP1A,CD8B,LSP1,PDCD1,CCND2,CD82,CLEC2B,ITGB1,ITGAE,JUN,SIRPG,CLEC2D,CD27,IVNS1ABP,GAPDH,KLRB1,NDFIP2,DUSP4,TNFRSF9,CD7,CD3D,PGK1,RAB27A,PRDX6,VCAM1,CXCR6,PAG1,LAYN,TPI1,APOBEC3G,MIR155HG,BST2,TOX,HLA-DQB1,IGFLR1,ITM2A,TSC22D3,CD3G,LDHB,NELL2,JAML,EID1,LYST,PPDPF,FTL,CBLB,MYO7A,SIT1,CCL3,CHN1,LINC02195,SLC3A2,TNFSF4,ZNF683,TOB1,PIK3IP1,FAM3C,GOLIM4,PTMS,CHST12,SRGAP3,UBE2F,HLA-DPA1,TNIP3,PRDM1,ANXA5,PTPN6,TNFRSF1B,TRAF5,HLA-DPB1 Interleukin-2 signaling pathway; regulation of immune response (GO:0050776); PD-1 signaling; PD-1 signaling Homo sapiens R-HSA-389948; Allograft Rejection Allograft Rejection; Inflammatory Response; Complement regulation of immune response (GO:0050776); cellular response to interferon-gamma (GO:0071346); regulation of T cell activation (GO:0050863) PD-1 signaling Homo sapiens R-HSA-389948; Phosphorylation of CD3 and TCR zeta chains Homo sapiens R-HSA-202427; Translocation of ZAP-70 to Immunological synapse Homo sapiens R-HSA-202430 Interleukin-2 signaling pathway; PD-1 signaling; Interleukin-12-mediated signaling events Allograft Rejection WP2328; Ebola Virus Pathway on Host WP4217; T-Cell antigen Receptor (TCR) pathway during Staphylococcus aureus infection WP3863 Allograft rejection; Graft-versus-host disease; Th1 and Th2 cell differentiation MHC class II receptor activity (GO:0032395) T,KMT2A,GATA3,STAT5B,TBX21,NFKB1,SPI1,RUNX1,RUNX1T1,DRAP1,RELA,RELB,NR3C1,BCL3,JUND,ZNF525,SMAD1,ESR1,FOSL2,TCF4 Th1 ID2,TOX,TSC22D3,ZNF683,CREM T,GATA3,STAT5B,TBX21,NFKB1 NR3C1,CEBPB NR3C1,CEBPB,STAT3,BHLHE40,PRDM1,JUN CD8Tex,CD4Teff,Th1,NK,TMKI67 41 MeC_41 TSC22D1,CEBPB TAGLN,ACTA2,ADIRF,MYL9,DSTN,NDUFA4,TPM2,MYH11,CRIP1,S100A4,TPM1,MYL6,GADD45B,MYLK,SPARCL1,FLNA,LPP,MT1X,ACTB,IGFBP5 TAGLN,ACTA2,ADIRF,MYL9,DSTN,NDUFA4,TPM2,MYH11,CRIP1,S100A4,TPM1,MYL6,GADD45B,MYLK,SPARCL1,FLNA,LPP,MT1X,ACTB,IGFBP5,SOD3,MT2A,S100A6,CRYAB,RHOB,CALD1,C11orf96,ACTG2,CSRP1,PLN,CD9,LMOD1,ACTN1,CDKN1A,MGST3,NUPR1,PDK4,RERGL,PLAC9,PHLDA2,GSTP1,SH3BGRL,GPX3,LBH,TSC22D1,PNRC1,TRMT112,CNN1,CLU,MFAP4,BTG2,CSRP2,SBDS,SORBS2,MT1M,PTP4A3,PDLIM7,CALM2,SKP1,PALLD,SELM,PPP1CB,IER2,LTBP1,CAV1,SOD2,ADAMTS1,HSPB1,SELENOM,MAP1B,NEAT1,SNCG,VIM,COX6A1,CEBPB,YBX3,BCAM,PDLIM3,TINAGL1,FABP4,TOMM7,IGFBP4,IGFBP7,COX5B,APLP2,MFGE8,CD151,ZFP36,NET1,UBC,NNMT,AEBP1,TIMP3,CAVIN3,PPP1R12B,FHL1,CRIP2,MT1E,NDUFA4L2,NEXN Smooth muscle contraction; Muscle contraction; Smooth Muscle Contraction Homo sapiens R-HSA-445355; Myogenesis; Epithelial Mesenchymal Transition Myogenesis; Epithelial Mesenchymal Transition; TNF-alpha Signaling via NF-kB muscle contraction (GO:0006936); platelet aggregation (GO:0070527); regulation of vascular associated smooth muscle cell proliferation (GO:1904705) Smooth Muscle Contraction Homo sapiens R-HSA-445355; RHO GTPases activate PAKs Homo sapiens R-HSA-5627123; RHO GTPases Activate ROCKs Homo sapiens R-HSA-5627117 Smooth muscle contraction; Muscle contraction; FSH regulation of apoptosis Striated Muscle Contraction Pathway WP383; Focal Adhesion WP306; Apoptosis-related network due to altered Notch3 in ovarian cancer WP2864 Vascular smooth muscle contraction; Oxytocin signaling pathway; Focal adhesion cytochrome-c oxidase activity (GO:0004129); active ion transmembrane transporter activity (GO:0022853); protein kinase binding (GO:0019901) KLF10,TCF21,AR,RELA,NFIC,ESR1,PR,PPARG,TP53,CEBPB,GATA3,ASCL1,BRD4,ZNF667,NEUROG2,ZBTB16,NR3C1,SRF,KDM6B,CTCF A549,Epithelium,Lung CSRP1,TSC22D1,CSRP2,AEBP1,CRIP2 KLF10,TCF21,AR,RELA,NFIC CEBPB,ZBTB16,FOS,ATF3 CEBPB,ZBTB16,FOS,ATF3,KLF4,EGR1,IRF1,CEBPD Fibroblasts 42 MeC_42 THAP2,REL,NFKB1,MXD1,XBP1,NFE2L2,FOSB,ETS2 CXCL3,CXCL2,IL1B,CXCL8,G0S2,CCL20,IER3,NFKBIA,SOD2,BCL2A1,CCL3,EREG,PLAUR,CCL4,TNFAIP3,PNRC1,BTG1,PTGS2,OLR1,C15orf48 CXCL3,CXCL2,IL1B,CXCL8,G0S2,CCL20,IER3,NFKBIA,SOD2,BCL2A1,CCL3,EREG,PLAUR,CCL4,TNFAIP3,PNRC1,BTG1,PTGS2,OLR1,C15orf48,CFLAR,PLEK,PDE4B,ICAM1,NLRP3,PPP1R15A,DUSP2,CCRL2,CCL3L3,C5AR1,THAP2,CXCL1,REL,MIR155HG,ANXA5,TNF,SERPINB9,IL1RN,NFKB1,ATP1B3,TNFAIP8,CHMP1B,SAMSN1,MXD1,NFKBIZ,AREG,WTAP,CD83,IL1A,PLIN2,CD44,THBS1,ATP2B1,CCL3L1,NINJ1,TNFAIP2,MT2A,XBP1,VEGFA,NFE2L2,EHD1,CCL4L2,OSM,LIMS1,IL10,KDM6B,BASP1,LCP2,BIRC3,AQP9,INHBA,HLA-DPB1,PPIF,MIR3945HG,PHACTR1,FOSB,ACSL1,TNFAIP6,IL6,MS4A7,TWISTNB,ABL2,RBKS,MAP2K3,CTSL,PIM3,VIM,PHLDA1,ETS2,HLA-A,NAMPT,CXCL5,HNRNPC,TIMP1,ATP13A3,SOCS3,TUBB,HBEGF,KYNU,ZFP36 TNF-alpha Signaling via NF-kB; Interleukin-1 regulation of extracellular matrix; TNF-alpha effects on cytokine activity, cell motility, and apoptosis; Inflammatory Response; cytokine-mediated signaling pathway (GO:0019221) TNF-alpha Signaling via NF-kB; Inflammatory Response; Interferon Gamma Response cytokine-mediated signaling pathway (GO:0019221); inflammatory response (GO:0006954); cellular response to lipopolysaccharide (GO:0071222) Chemokine receptors bind chemokines Homo sapiens R-HSA-380108; Peptide ligand-binding receptors Homo sapiens R-HSA-375276; Cytokine Signaling in Immune system Homo sapiens R-HSA-1280215 Interleukin-1 regulation of extracellular matrix; TNF-alpha effects on cytokine activity, cell motility, and apoptosis; Interleukin-5 regulation of apoptosis Photodynamic therapy-induced NF-kB survival signaling WP3617; miRNAs involvement in the immune response in sepsis WP4329; Lung fibrosis WP3624 Rheumatoid arthritis; TNF signaling pathway; NF-kappa B signaling pathway cytokine activity (GO:0005125); chemokine receptor binding (GO:0042379); chemokine activity (GO:0008009) IRF1,JMJD1C,CEBPB,SMAD1,CEBPA,KMT2A,RUNX1,SPI1,STAT1,RARA,FLI1,RELA,BRD4,LYL1,RUNX1T1,RXRG,CREBBP,MED12,NR4A1,RXRA Monocyte,Blood NFKBIA,BTG1,THAP2,MXD1,XBP1 IRF1,JMJD1C,SMAD1,CEBPA,RUNX1 CEBPB,NFKB1,NFE2L2,FOSL2 CEBPB,NFKB1,NFE2L2,FOSL2,CREM,REL,ETS2 Th1,M1,Monocyte,cDC2,cDC1,M2 43 MeC_43 ZNF683,FOS,JUNB,LITAF,NR4A2,KLF2,GTF3A,ZNF331,LEF1,REL CD7,ZFP36L2,TRGC2,HCST,ZNF683,LTB,IFITM2,CTSW,IL32,TRDC,DUSP2,LYAR,FOS,KLRD1,ZFP36,IFITM3,EZR,JUNB,NUCB2,HSPB1 CD7,ZFP36L2,TRGC2,HCST,ZNF683,LTB,IFITM2,CTSW,IL32,TRDC,DUSP2,LYAR,FOS,KLRD1,ZFP36,IFITM3,EZR,JUNB,NUCB2,HSPB1,LITAF,PLAC8,FXYD5,PPP2R5C,CCL5,NR4A2,GADD45B,XCL1,KLF2,RAC2,UBB,ITGB2,RP11-291B21.2,TAGLN2,STK17A,IFITM1,GUK1,GTF3A,S100A10,PIK3R1,TPM3,CD27,CDC42,ZNF331,CXCR3,FAM173A,LEF1,PABPC1,CD63,GYPC,KLRC2,EIF5A,CD52,REL,TXNIP,NCR3,TCF7,XCL2,RGCC,ISG20,S100A4,TRMT112,MBP,DDIT4,PGK1,CYBA,MYL12A,MYL12B,TMEM123,TRG-AS1,VAMP8,C1orf162,CD99,ARHGAP15,ACTG1,HSPE1,YBX1,HMGN1,SPINT2,EVL,ELF1,SET,XBP1,PSME1,DUSP1,MYL6,HOPX,TRDV1,ANXA6,RHOH,IL2RG,ANXA11,LIMD2,MATK,NFE2L2,NCL,AREG,CLIC1,RBM39,SLC25A5 T cell receptor regulation of apoptosis; Interleukin-2 signaling pathway; TNF-alpha Signaling via NF-kB; Leukocyte transendothelial migration; Leukocyte transendothelial migration TNF-alpha Signaling via NF-kB; Interferon Alpha Response; Allograft Rejection cellular response to cytokine stimulus (GO:0071345); cytokine-mediated signaling pathway (GO:0019221); cellular response to tumor necrosis factor (GO:0071356) Immune System Homo sapiens R-HSA-168256; Axon guidance Homo sapiens R-HSA-422475; Smooth Muscle Contraction Homo sapiens R-HSA-445355 T cell receptor regulation of apoptosis; Interleukin-2 signaling pathway; Leukocyte transendothelial migration Chromosomal and microsatellite instability in colorectal cancer WP4216; Endometrial cancer WP4155; DNA Damage Response (only ATM dependent) WP710 Leukocyte transendothelial migration; Colorectal cancer; Fluid shear stress and atherosclerosis T,GATA3,MYB,NCOR2,IKZF1,MEF2A,TAL1,TCF7L1,KMT2A,RXRG,RUNX1,RARA,STAT3,STAT5B,FLI1,NCOR1,SMAD1,PML,NR0B2,NR3C1 Th1 ZNF683,LITAF,NR4A2,KLF2,GTF3A T,GATA3,MYB,NCOR2,IKZF1 ELF1 ELF1,JUNB,FOS,CEBPB,REL,LEF1,YBX1,XBP1,TCF7,ID3,NFE2L2 CD8Tex,NK,CD8Tem,CD8Tcm,Th1,CD8Teff 44 MeC_44 JUNB UBC,DUSP2,HSPA6,HLA-C,RPLP0,DDIT4,RPL21,RNASET2,IL32,RPL12,JUNB,C1QB,RPS13,ADM,UBB,BTG1,RPL23,RPL13AP5,RPL31,RPL23A UBC,DUSP2,HSPA6,HLA-C,RPLP0,DDIT4,RPL21,RNASET2,IL32,RPL12,JUNB,C1QB,RPS13,ADM,UBB,BTG1,RPL23,RPL13AP5,RPL31,RPL23A,NEAT1,RPS3,RPS24,B2M,TUBA1A,FTH1,CKB,MALAT1,CLU,RGS2,C1QA,RPS4X,HILPDA,PLEK,S100A11,SRGN,RPS18,RPS5,RPL27A,MIF,CALM2,RPL18,ALOX5AP,RGCC,CD53,RPL30,PSAP,CST3,LYZ,RPL14,RPL26,RPL4,CCL2,C3,PPP1R15A,ARPC2,GNLY,TUBA1B,GSN,TMSB10,MT-ND4,TPI1,FAU,SDCBP,GPX1,IFITM1,CHI3L2,CD9,RPS27A,PLXDC2,BCL2A1,GPM6B,RPL7A,RPL32,RPS4Y1,ARPC3,TYROBP,SRP14,CLK1,RPLP1,RPS17,RPS12,RPS10,CXCL8,ANXA5,LGALS3,DUSP1,EEF1B2,ATP6V0E1,CAPG,APOC2,S100A9,GZMH,RPL9,RPS23,CAPZA1,DBNDD2,CYBA,RPS11,CXCL13 Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Viral mRNA Translation Homo sapiens R-HSA-192823; Peptide chain elongation Homo sapiens R-HSA-156902; Selenocysteine synthesis Homo sapiens R-HSA-2408557; Eukaryotic Translation Termination Homo sapiens R-HSA-72764 Coagulation; TNF-alpha Signaling via NF-kB; Myc Targets V1 SRP-dependent cotranslational protein targeting to membrane (GO:0006614); cotranslational protein targeting to membrane (GO:0006613); protein targeting to ER (GO:0045047) Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Viral mRNA Translation Homo sapiens R-HSA-192823; Peptide chain elongation Homo sapiens R-HSA-156902 Cytoplasmic ribosomal proteins; Translation; Influenza viral RNA transcription and replication Cytoplasmic Ribosomal Proteins WP477; Allograft Rejection WP2328; TYROBP Causal Network WP3945 Coronavirus disease; Ribosome; Kaposi sarcoma-associated herpesvirus infection RNA binding (GO:0003723); rRNA binding (GO:0019843); large ribosomal subunit rRNA binding (GO:0070180) EZH2,CPSF3L,NR3C2,RELA,KAT2B,NELFE,BMI1,TP53,BRD4,GTF2A2,ZBTB17,NR3C1,CDK9,PML,STAT3,GTF2B,SNAPC1,AFF4,CD74,MED1 Proerythroblast,Fetal Liver BTG1 EZH2,NR3C2,RELA,KAT2B,BMI1 JUNB MAIT 45 MeC_45 JUN,JUNB,ATF3,DDIT3,SOX4,CEBPB,MYC,HMGA1,SUB1,ATF4 CXCL8,CXCL2,CXCL3,CXCL1,NFKBIA,NFKBIZ,C11orf96,HSPA5,JUN,EIF4A3,CYCS,PHLDA1,IL1B,PMAIP1,GPR183,APOE,ALOX5AP,RPS27L,MMP9,AC103591.3 CXCL8,CXCL2,CXCL3,CXCL1,NFKBIA,NFKBIZ,C11orf96,HSPA5,JUN,EIF4A3,CYCS,PHLDA1,IL1B,PMAIP1,GPR183,APOE,ALOX5AP,RPS27L,MMP9,AC103591.3,CTSL,HMOX1,JUNB,IL24,IL1RN,TMSB4X,THBS1,RPS18,ATF3,HERPUD1,SQSTM1,PLIN2,DUSP1,ITM2B,DDIT3,HLA-DRB1,NDUFB4,ENO1,PPDPF,LYZ,COX7B,SOX4,HSPD1,ZFAND5,RPS6,UBC,TPM4,EEF1A1,SERPINB2,CA2,MMP10,CEBPB,FTH1,C1QA,BAX,EIF4G2,SPARCL1,HLA-DQB1,COL6A2,RBPJ,MT-ND4L,PRSS23,CD44,HIST2H2AA4,RPS12,MEG3,NME1,GNA15,P2RY12,SERPINF1,C6orf62,FABP5,GSN,MYC,TMEM14C,SERPINH1,PTGS2,LTB,IER2,C3AR1,GEM,MARCKSL1,HIST2H2BE,C15orf48,SERPINE1,HMGA1,TFPI,MT1X,SUB1,AL157895.1,ATF4,GLUL,DUSP6,ERRFI1,MIF,TPM1,SLC25A3,C1orf43,RNASE2,MTND4LP30 TNF-alpha Signaling via NF-kB; Interleukin-4 regulation of apoptosis; Senescence and autophagy; Senescence and Autophagy in Cancer WP615; Interleukin-1 regulation of extracellular matrix TNF-alpha Signaling via NF-kB; Hypoxia; Apoptosis cytokine-mediated signaling pathway (GO:0019221); response to endoplasmic reticulum stress (GO:0034976); PERK-mediated unfolded protein response (GO:0036499) PERK regulates gene expression Homo sapiens R-HSA-381042; ATF4 activates genes Homo sapiens R-HSA-380994; Unfolded Protein Response (UPR) Homo sapiens R-HSA-381119 Interleukin-4 regulation of apoptosis; Senescence and autophagy; Interleukin-1 regulation of extracellular matrix Senescence and Autophagy in Cancer WP615; Spinal Cord Injury WP2431; Nonalcoholic fatty liver disease WP4396 Legionellosis; TNF signaling pathway; Lipid and atherosclerosis CXCR chemokine receptor binding (GO:0045236); serine-type endopeptidase inhibitor activity (GO:0004867); chemokine activity (GO:0008009) BRD4,CREBBP,RELA,FOXO1,MED1,STAT3,IRF1,NR3C1,VDR,SPI1,CEBPB,STAT1,DAXX,JUN,RUNX1,TCF7,NR1H3,TEAD1,CEBPA,RXRA LX2,Hepatic Stellate Cell NFKBIA,DDIT3,ENO1 BRD4,CREBBP,RELA,FOXO1,MED1 JUN,CEBPB,ATF3,JUNB JUN,CEBPB,ATF3,JUNB,MYC,SOX4 Monocyte,cDC2,M1,M2,Th1,Tfh,Mast 46 MeC_46 YBX1,CSDE1,JUN,FOXP1,NFE2 HBA2,HBB,HBA1,UBB,HBD,ALAS2,SLC25A39,SLC25A37,CA1,BSG,SNCA,GYPC,BNIP3L,AHSP,BLVRB,HBM,PRDX2,BCL2L1,STRADB,DCAF12 HBA2,HBB,HBA1,UBB,HBD,ALAS2,SLC25A39,SLC25A37,CA1,BSG,SNCA,GYPC,BNIP3L,AHSP,BLVRB,HBM,PRDX2,BCL2L1,STRADB,DCAF12,NCOA4,MPP1,SELENBP1,LGALS3,HLA-J,FECH,MKRN1,EIF4A2,CAT,BPGM,MAP2K3,FKBP8,FBXO7,HBG2,HNRNPK,YBX3,RGS10,YBX1,TRIM58,CSDE1,RPS10,ADIPOR1,CTSB,CD44,BAG1,NDUFS5,GMPR,GABARAPL2,JUN,TOP1,ATP5L,CCNDBP1,DMTN,ATP5L2,CA2,GUK1,UBE2B,PPP1R15A,EIF1AY,RBM3,FOXP1,ANP32B,NUDT4,NFE2,HEMGN,PITHD1,GNLY,GLUL,RNR2,NDUFA1,ATP6V0C,EIF3K,TESC,AP2S1,DYNLL1,PDZK1IP1,NACA2,GLRX5,RBM38,TALDO1,TENT5C,ARL4A,PSMF1,C11orf31,STK17A,STOM,PRDX6,CD97,CCL5,HLA-DMA,MT-ND5,TERF2IP,APOBEC3G,GSPT1,RPIA,YPEL5,SELK,CD3D,S100A10,MYL4 heme Metabolism; hydrogen peroxide catabolic process (GO:0042744); Alpha-hemoglobin stabilizing enzyme (AHSP) pathway; hydrogen peroxide metabolic process (GO:0042743); Oxygen/carbon dioxide exchange in erythrocytes heme Metabolism hydrogen peroxide catabolic process (GO:0042744); hydrogen peroxide metabolic process (GO:0042743); regulation of cell death (GO:0010941) Erythrocytes take up oxygen and release carbon dioxide Homo sapiens R-HSA-1247673; O2/CO2 exchange in erythrocytes Homo sapiens R-HSA-1480926; Erythrocytes take up carbon dioxide and release oxygen Homo sapiens R-HSA-1237044 Alpha-hemoglobin stabilizing enzyme (AHSP) pathway; Oxygen/carbon dioxide exchange in erythrocytes; Malaria Mitophagy; Nitrogen metabolism; Malaria hemoglobin alpha binding (GO:0031721); heme binding (GO:0020037); ubiquitin protein ligase binding (GO:0031625) TAL1,GATA1,SMAD1,EZH2,GATA2,SIX1,STAT2,LDB1,5HMC,ZNF274,CEBPA,FOXO3,KLF1,ZBTB7A,SIRT6,BMI1,NFE2,KMT2A,SMARCA4,MTA2 Proerythroblast,Fetal Liver NCOA4,TRIM58 TAL1,GATA1,SMAD1,EZH2,GATA2 NFE2,JUN NFE2,JUN,YBX1,FOXP1,CSDE1 Mast,CD8Tem,B 47 MeC_47 FOS,ID2,NR4A1,JUNB GAPDH,TPI1,LDHA,ALDOA,AC006064.4,S100A10,PGK1,RPL21,ENO1,RPS27,OLR1,CXCR4,MIF,TMSB4X,FOS,ADM,DUSP1,RPL3,SFRP2,NKG7 GAPDH,TPI1,LDHA,ALDOA,AC006064.4,S100A10,PGK1,RPL21,ENO1,RPS27,OLR1,CXCR4,MIF,TMSB4X,FOS,ADM,DUSP1,RPL3,SFRP2,NKG7,PKM,RPS19,HLA-E,TPT1,IFI6,HILPDA,IFITM2,IFNGR1,ID2,CD74,RGS2,ANXA2,RPL13A,LYZ,RPS10,ZFP36,APOE,EIF4A3,HLA-C,IFITM3,TXNIP,P2RY12,HSPA1B,RPS3A,PLTP,SOD1,OAZ1,SLC2A3,AIF1,RPL21P28,LGALS3,DDIT4,DNAJB1,RPS14,ANXA1,A2M,NPC2,CFD,LUM,PGAM1,RPL34,APOC1,H3F3B,ZFP36L1,RPS25,MT-ATP6,IFI27,NFKBIA,CCL19,CCL2,TNFRSF18,IL1B,COTL1,CYR61,HSPB1,LDHB,HLA-A,ANGPTL4,NR4A1,RPS13,ISG15,RPL10A,RPS28,SERPINE1,FUCA1,RPL23A,MT-ND4,RPL7,MYL6,SDCBP,TUBA1A,S100A11,FOLR2,MGP,MT-ND2,MT-ND1,MALAT1,IL7R,XCL2,JUNB Coronavirus disease; Nonsense-Mediated Decay (NMD) Homo sapiens R-HSA-927802; Nonsense Mediated Decay (NMD) enhanced by the Exon Junction Complex (EJC) Homo sapiens R-HSA-975957; Viral mRNA Translation Homo sapiens R-HSA-192823; Peptide chain elongation Homo sapiens R-HSA-156902 Hypoxia; TNF-alpha Signaling via NF-kB; Glycolysis nuclear-transcribed mRNA catabolic process (GO:0000956); nuclear-transcribed mRNA catabolic process, nonsense-mediated decay (GO:0000184); SRP-dependent cotranslational protein targeting to membrane (GO:0006614) Nonsense-Mediated Decay (NMD) Homo sapiens R-HSA-927802; Nonsense Mediated Decay (NMD) enhanced by the Exon Junction Complex (EJC) Homo sapiens R-HSA-975957; Viral mRNA Translation Homo sapiens R-HSA-192823 Influenza viral RNA transcription and replication; Cytoplasmic ribosomal proteins; Influenza infection Cytoplasmic Ribosomal Proteins WP477; Glycolysis and Gluconeogenesis WP534; Spinal Cord Injury WP2431 Coronavirus disease; Ribosome; Glycolysis / Gluconeogenesis RNA binding (GO:0003723); mRNA binding (GO:0003729); cadherin binding (GO:0045296) NR3C2,HIF1A,EZH2,STAT3,STAT1,CIITA,CREBBP,DRAP1,TP53,KLF1,SPI1,NFE2,REST,RUNX1,RXRG,BRD4,NELFA,MAFB,MYB,SMAD1 Kidney ENO1,ID2,NFKBIA NR3C2,HIF1A,EZH2,STAT3,STAT1 FOS FOS,NR4A1 TMKI67,cDC1,Treg,Monocyte,Fibroblasts 48 MeC_48 ID2,HOPX,ETS1,CREM,IRF1,RUNX3,REL,ZNF331,NR4A2 CCL5,IL32,GNLY,GZMA,CD7,CD52,NKG7,HCST,PTPRC,SH3BGRL3,RAC2,CORO1A,SRGN,TMSB4X,CD2,CD247,LCP1,EVL,CD3E,HLA-A CCL5,IL32,GNLY,GZMA,CD7,CD52,NKG7,HCST,PTPRC,SH3BGRL3,RAC2,CORO1A,SRGN,TMSB4X,CD2,CD247,LCP1,EVL,CD3E,HLA-A,ID2,GZMB,XCL2,CD69,CCL4,CXCR4,ARHGDIB,CTSW,KLRB1,RARRES3,CD3D,LCK,S100A4,ACTB,IL2RG,XCL1,DUSP2,LSP1,HLA-C,CYTIP,IFITM2,STK17A,ITM2A,CST7,IL2RB,PRF1,TNFRSF18,GMFG,CD96,CD53,STK17B,TRAC,ZFP36L2,HOPX,ETS1,CKLF,BTG1,FCER1G,CLEC2B,APOBEC3G,ACAP1,KLRC1,TNFAIP3,CREM,SLA,KLRD1,ARPC2,DDIT4,SPOCK2,IRF1,PFN1,GYPC,CALM1,TXNIP,TRBC2,KRT86,HSPA8,ZFP36,RUNX3,GNG2,TYROBP,ACTG1,FYB,B2M,TUBA4A,DNAJB1,REL,RGS16,HLA-B,CD99,JAK1,IFI16,PTPN7,CRIP1,CCND2,MYL12A,ZNF331,LTB,NR4A2,METRNL Interleukin-2 signaling pathway; Allograft Rejection; T cell receptor regulation of apoptosis; Immune System Homo sapiens R-HSA-168256; Immunoregulatory interactions between a Lymphoid and a non-Lymphoid cell Homo sapiens R-HSA-198933 Allograft Rejection; Interferon Gamma Response; Complement regulation of immune response (GO:0050776); cytokine-mediated signaling pathway (GO:0019221); cellular response to cytokine stimulus (GO:0071345) Immune System Homo sapiens R-HSA-168256; Immunoregulatory interactions between a Lymphoid and a non-Lymphoid cell Homo sapiens R-HSA-198933; Adaptive Immune System Homo sapiens R-HSA-1280218 Interleukin-2 signaling pathway; T cell receptor regulation of apoptosis; Immunoregulatory interactions between a lymphoid and a non-lymphoid cell IL-2 Signaling Pathway WP49; Allograft Rejection WP2328; miRNAs involvement in the immune response in sepsis WP4329 Natural killer cell mediated cytotoxicity; Human T-cell leukemia virus 1 infection; Human immunodeficiency virus 1 infection chemokine receptor binding (GO:0042379); chemokine activity (GO:0008009); CCR chemokine receptor binding (GO:0048020) GATA3,T,RUNX1,LMO2,STAT6,TCF7L1,MYB,SMAD1,KMT2A,TAL1,NR3C1,SPI1,LYL1,RUNX1T1,MED12,STAT5B,FLI1,TBX21,PML,RARA Th1 ID2,HOPX,BTG1,CREM,IFI16 GATA3,T,RUNX1,STAT6,TCF7L1 ETS1,JUNB,RUNX3,BATF ETS1,JUNB,RUNX3,BATF,IRF1,REL NK,CD8Tex,CD8Tcm,CD8Teff,CD4Teff,CD8Tem 49 MeC_49 EGR1,ID2,TSC22D3,NR4A2 RNASE1,SELENOP,C1QB,C1QA,C1QC,CTSB,PSAP,PLTP,HLA-DRB1,CD14,F13A1,NPC2,MS4A6A,CCR7,FCER1G,FOLR2,CTSC,LGMN,TPT1,IFITM3 RNASE1,SELENOP,C1QB,C1QA,C1QC,CTSB,PSAP,PLTP,HLA-DRB1,CD14,F13A1,NPC2,MS4A6A,CCR7,FCER1G,FOLR2,CTSC,LGMN,TPT1,IFITM3,FCGRT,RPS18,CTSD,RPL21,TYROBP,CD163,RPL12,HLA-DRB5,MS4A4A,CST3,AIF1,UBC,CCL13,FCGR3A,TMEM176B,SLC40A1,TGFBI,EEF1A1,RPS15A,GRN,FCGR2A,HLA-DPA1,ITM2B,IFI27,CD68,VSIG4,GPR34,LYVE1,CXCL1,C6orf62,SDCBP,PLAU,CALM2,SSR4,GLUL,PLD3,IFI6,GAPDH,SGK1,RPL41,CD69,DNAJB1,CD63,EGR1,ID2,CFD,HLA-A,HSPA6,MT-ND3,LGALS3BP,MT-ATP6,RNASET2,CREG1,HSPA1B,FCGR2B,IL32,ACTB,EIF3E,RPS6,C6orf48,RPL7,S100A4,FTH1,RPL10A,STAB1,ACTG1,HLA-DQA1,ASAH1,CCL2,RPL36,PMP22,RNASE6,MRC1,MS4A7,RPS8,RPS9,CXCL12,TSC22D3,RPLP1,NR4A2 Coronavirus disease; neutrophil degranulation (GO:0043312); neutrophil activation involved in immune response (GO:0002283); neutrophil mediated immunity (GO:0002446); Peptide chain elongation Homo sapiens R-HSA-156902 Interferon Gamma Response; TNF-alpha Signaling via NF-kB; Complement neutrophil degranulation (GO:0043312); neutrophil activation involved in immune response (GO:0002283); neutrophil mediated immunity (GO:0002446) Peptide chain elongation Homo sapiens R-HSA-156902; Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Translation Homo sapiens R-HSA-72766 Translation; Cytoplasmic ribosomal proteins; Influenza viral RNA transcription and replication Cytoplasmic Ribosomal Proteins WP477; Allograft Rejection WP2328; Ebola Virus Pathway on Host WP4217 Coronavirus disease; Staphylococcus aureus infection; Phagosome IgG binding (GO:0019864); MHC class II receptor activity (GO:0032395); RNA binding (GO:0003723) SPI1,STAT1,IRF1,SMAD1,RUNX1,KDM1A,ZNF48,CIITA,BRD4,GFI1B,JMJD1C,YBX1,ZNF391,TCF4,BCL3,CD74,KMT2A,INO80,CEBPA,LMO2 Macrophage,Blood ID2,CREG1,TSC22D3,NR4A2 SPI1,STAT1,IRF1,SMAD1,RUNX1 EGR1 M2,M1,cDC2,Monocyte 50 MeC_50 FOS,JUN,IRF1,FOXP1,SP100 TCL1A,FCER2,CXCR4,IL4R,FOS,CD69,BTG1,IGHD,CD79B,PLPP5,APLP2,IGHM,HVCN1,MEF2C,LINC00926,HLA-DRB1,CD52,BIRC3,IGLC2,TMSB10 TCL1A,FCER2,CXCR4,IL4R,FOS,CD69,BTG1,IGHD,CD79B,PLPP5,APLP2,IGHM,HVCN1,MEF2C,LINC00926,HLA-DRB1,CD52,BIRC3,IGLC2,TMSB10,LAPTM5,TSPAN13,CD74,DBI,IGLC3,FCRL1,CD72,TSPO,SELL,TUBA1A,HLA-DRA,CD79A,HLA-DMB,CD37,VPREB3,HLA-DQB1,CLEC2D,SEC62,SNX2,NCF1,YBX3,STK17A,LTA4H,CD22,DUSP1,ANXA1,JUN,CLEC2B,RCSD1,ABRACL,HLA-DRB5,TMEM123,IRF1,SARAF,FAM129C,H1FX,STX7,FOXP1,TAGAP,CD55,ISG20,MYL6,ZFP36L1,AES,CD200,C1orf162,SERF2,FKBP1A,ARPC3,HLA-DOB,IL2RG,ITGB2,GLTSCR2,RHOH,RNASE6,ITM2B,HLA-DMA,SNX29,BTLA,HLA-DPB1,IFI16,EVL,IL32,ADK,CD83,LYST,PPIB,NCL,FXYD5,SESN1,ICAM2,RPS4Y1,HLA-DPA1,SP100,BLOC1S2,ATP6V1G1,MYADM,PIK3IP1,H3F3A,POMP Immune System Homo sapiens R-HSA-168256; Immune system; Hematopoietic cell lineage; Leishmaniasis; Leishmaniasis Allograft Rejection; TNF-alpha Signaling via NF-kB; Interferon Gamma Response regulation of immune response (GO:0050776); antigen processing and presentation of exogenous peptide antigen via MHC class II (GO:0019886); antigen processing and presentation of peptide antigen via MHC class II (GO:0002495) Immune System Homo sapiens R-HSA-168256; Adaptive Immune System Homo sapiens R-HSA-1280218; CD22 mediated BCR regulation Homo sapiens R-HSA-5690714 Immune system; Leishmaniasis; Asthma Allograft Rejection WP2328; Ebola Virus Pathway on Host WP4217; Human Complement System WP2806 Hematopoietic cell lineage; Leishmaniasis; Inflammatory bowel disease MHC class II protein complex binding (GO:0023026); MHC class II receptor activity (GO:0032395); CD4 receptor binding (GO:0042609) FOXO1,CD74,BCL6,KMT2A,MEF2B,CREBBP,NCOR2,NCOR1,RELA,SPI1,ZMYM3,SPIB,PAX5,IKZF1,CDK9,SMAD1,FOXP1,EBF1,CEBPA,NR3C1 B Lymphocyte,Tonsil BTG1,AES,IFI16,SP100,EAF2 FOXO1,BCL6,MEF2B,CREBBP,NCOR2 FOXP1,PAX5,IRF1,BACH2,CIITA FOXP1,PAX5,IRF1,BACH2,CIITA,JUN,FOS B,MAIT,pDC 51 MeC_51 ID2,IRF1,REL,SUB1,KLF6,NFKB1 TXN,BIRC3,ID2,MARCKSL1,CCR7,CRIP1,FSCN1,CD83,GPX4,RPS27L,CDKN1A,PNRC1,SEC61B,GSTP1,VIM,RGS1,LSP1,CCL22,ZFP36L1,SAMSN1 TXN,BIRC3,ID2,MARCKSL1,CCR7,CRIP1,FSCN1,CD83,GPX4,RPS27L,CDKN1A,PNRC1,SEC61B,GSTP1,VIM,RGS1,LSP1,CCL22,ZFP36L1,SAMSN1,H2AFZ,SYNGR2,ACTB,LAMP3,IRF1,ZFAS1,HLA-DPB1,PPA1,NUB1,CST7,GSN,BCL2A1,MARCKS,HINT1,BASP1,LGALS1,IL7R,CSF2RA,MTHFD2,ACTG1,TYROBP,TYMP,RASSF4,DUSP5,TNFAIP2,GADD45A,ATOX1,GPR183,ISCU,CD40,HLA-DRA,PFN1,TMEM176B,TMSB10,GPR157,REL,IDO1,LCP1,NAP1L1,TUBB,ALDH2,ANXA6,CFLAR,HLA-DQA1,MGLL,DBI,PPDPF,BTG1,IL32,CCL17,PLEK,TMEM176A,DUSP1,DAPP1,SUB1,CD74,KLF6,IER2,STK4,CIRBP,PSME1,ZFAND5,GNG5,GABARAPL2,CTSZ,TBC1D4,NFKB1,FNBP1,TRAF1,MYO1G,HLA-DQB1,HLA-DPA1,EBI3,SRGN,RAB9A,RAP1B,CXCR4,IL4I1,CD86,YPEL5 TNF-alpha Signaling via NF-kB; T cell receptor regulation of apoptosis; Interleukin-2 signaling pathway; cytokine-mediated signaling pathway (GO:0019221); Thymic stromal lymphopoietin (TSLP) pathway TNF-alpha Signaling via NF-kB; Inflammatory Response; Interferon Gamma Response cytokine-mediated signaling pathway (GO:0019221); cellular response to cytokine stimulus (GO:0071345); cellular response to interferon-gamma (GO:0071346) Immune System Homo sapiens R-HSA-168256; Cytokine Signaling in Immune system Homo sapiens R-HSA-1280215; Translocation of ZAP-70 to Immunological synapse Homo sapiens R-HSA-202430 T cell receptor regulation of apoptosis; Interleukin-2 signaling pathway; Thymic stromal lymphopoietin (TSLP) pathway Ebola Virus Pathway on Host WP4217; Allograft Rejection WP2328; Photodynamic therapy-induced NF-kB survival signaling WP3617 Viral myocarditis; Intestinal immune network for IgA production; Allograft rejection MHC class II receptor activity (GO:0032395) RELA,SPI1,NFKB2,RELB,TBP,KMT2A,EBF1,ETV6,CD74,NFKB1,RBPJ,MED1,FOXP1,TAF1,TP73,BCL6,REL,IKZF1,ZNF597,T GM12878,B Lymphocyte,Blood ID2,BASP1,BTG1,SUB1,KLF6 RELA,SPI1,NFKB2,EBF1,ETV6 NFKB1,REL,RELB,IRF1 NFKB1,REL,RELB,IRF1,IRF4,ATF3,ATF4 M2,cDC2,cDC1 52 MeC_52 LYZ,AC020656.1,MMP12,IFI30,PSAP,FCN1,CD74,TMSB10,FBP1,CST3,GRN,IFNGR1,ALDOA,VIM,RACK1,CTSS,RPS27,S100A11,ANXA2,MT1G LYZ,AC020656.1,MMP12,IFI30,PSAP,FCN1,CD74,TMSB10,FBP1,CST3,GRN,IFNGR1,ALDOA,VIM,RACK1,CTSS,RPS27,S100A11,ANXA2,MT1G,COTL1,SH3BGRL3,CXCL2,RPS11,RPS6,RPL8,RGS2,CALM2,DUSP2,RPS19,CXCR4,EIF4A3,RPLP2,HLA-B,SDCBP,NPC2,BTG1,FCER1G,CAPG,HSPA8,RPL11,ANXA1,TYROBP,PTMA,CD14,COX7C,MS4A6A,ITGB2,TSPO,SLC25A6,RPL23A,CTSH,COX4I1,LDHA,SLC25A5,IFITM3,MT1X,LGALS3,RPS8,RPL15,PPT1,ALDH2,PDK4,OAZ1,LGALS1,NCF2,HSPA1A,TPI1,CD68,C3AR1,PGK1,ASAH1,EEF1B2,AREG,CXCL8,S100A10,NACA,HMGN2,RHOA,RPL12,GSTP1,TKT,ATP5MC2,S100A6,HLA-A,ATP6V1B2,RPL27A,RPL29,LIPA,LTA4H,FN1,IFI6,AIF1,THBS1,IL32,RPL28,DDIT4,CD69,RPS23,SUMO2 Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; neutrophil mediated immunity (GO:0002446); neutrophil degranulation (GO:0043312); neutrophil activation involved in immune response (GO:0002283); Nonsense-Mediated Decay (NMD) Homo sapiens R-HSA-927802 Complement; Hypoxia; mTORC1 Signaling neutrophil mediated immunity (GO:0002446); neutrophil degranulation (GO:0043312); neutrophil activation involved in immune response (GO:0002283) Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Nonsense-Mediated Decay (NMD) Homo sapiens R-HSA-927802; Nonsense Mediated Decay (NMD) enhanced by the Exon Junction Complex (EJC) Homo sapiens R-HSA-975957 Influenza infection; Influenza viral RNA transcription and replication; Cytoplasmic ribosomal proteins Cytoplasmic Ribosomal Proteins WP477; Macrophage markers WP4146; Spinal Cord Injury WP2431 Ribosome; Coronavirus disease; Antigen processing and presentation RNA binding (GO:0003723); cadherin binding (GO:0045296); metal ion binding (GO:0046872) SPI1,KLF10,SMAD1,STAT1,IRF1,BMI1,CEBPA,EZH2,KMT2A,CDK8,BRD4,TP53,CEBPB,JMJD1C,MYC,KLF5,AFF4,FLI1,RUNX1,MAX Monocyte BTG1 SPI1,KLF10,SMAD1,STAT1,IRF1 M1,Monocyte,M2,cDC2 53 MeC_53 CALR,MALAT1,HLA-A,TMBIM6,HLA-B,PPIB,HLA-C,HSP90B1,PSAP,PDIA3,HSPA5,PDIA6,SRGN,CYBA,ITGB2,CD63,B2M,NEAT1,EMP3,HLA-DRB1 CALR,MALAT1,HLA-A,TMBIM6,HLA-B,PPIB,HLA-C,HSP90B1,PSAP,PDIA3,HSPA5,PDIA6,SRGN,CYBA,ITGB2,CD63,B2M,NEAT1,EMP3,HLA-DRB1,CD44,PTPRC,HLA-E,ITM2B,CANX,MTDH,BST2,SSR4,SARAF,BSG,FXYD5,CD74,GRN,HLA-DRB5,ARL6IP5,CD53,P4HB,MT-ND5,LMAN2,ATP6V0B,CTSD,TMEM59,ATP1B3,LY6E,TMED10,TIMP1,ITGB1,MT-CO1,CD99,LAPTM5,RPN2,MYDGF,HLA-DQB1,REEP5,LYZ,ATP6V0E1,SSR2,MT2A,MT-CO2,HCST,HM13,DAD1,TAPBP,CTSC,DDOST,RPN1,CXCR4,MT-ND4,MT-CYB,KRTCAP2,SPCS2,FKBP2,ATP6AP2,IFI6,SPCS3,SYNGR2,SDF2L1,MT-ND2,SPP1,HSPA1A,CUTA,IL2RG,COX6A1,CD48,CD164,PDIA4,OSTC,MT-ND1,CTSS,TMED9,MT-ATP6,HNRNPH1,MT-CO3,CD52,CD3D,CTSA,CST3,TPP1,APLP2,PPT1 Antigen processing and presentation; Antigen processing and presentation; Antigen Presentation: Folding, assembly and peptide loading of class I MHC Homo sapiens R-HSA-983170; Protein processing in endoplasmic reticulum; Protein processing in the endoplasmic reticulum Allograft Rejection; mTORC1 Signaling; Interferon Gamma Response neutrophil degranulation (GO:0043312); neutrophil activation involved in immune response (GO:0002283); neutrophil mediated immunity (GO:0002446) Antigen Presentation: Folding, assembly and peptide loading of class I MHC Homo sapiens R-HSA-983170; Immune System Homo sapiens R-HSA-168256; Adaptive Immune System Homo sapiens R-HSA-1280218 Antigen processing and presentation; Protein processing in the endoplasmic reticulum; Immune system Ebola Virus Pathway on Host WP4217; Allograft Rejection WP2328; Proteasome Degradation WP183 Antigen processing and presentation; Protein processing in endoplasmic reticulum; Phagosome oligosaccharyl transferase activity (GO:0004576); dolichyl-diphosphooligosaccharide-protein glycotransferase activity (GO:0004579); MHC protein binding (GO:0042287) TP53,FOXP1,SPI1,EZH2,TAF1,RELA,FOS,NFYB,SMAD5,RUNX1,MAF,BRD4,MYC,YY1,JUND,CBFB,GATA3,MEF2C,MED1,CREBBP Foreskin NR4A2,ARID4B TP53,FOXP1,SPI1,EZH2,TAF1 FOS FOS,JUN,KLF6,CTNNB1 CD8Tex,Endothelial,CD8Tcm 54 MeC_54 ID2,JUNB,CREM RPS18,RPS27,RPL13AP5,RPL31,RPL18A,RPL37A,RPL29,RPL4,IFITM3,CST3,ACTG1,FTH1,MIF,RPS12,IFNGR1,HLA-DRB1,SRGN,TUBA1B,RPL3,RPS9 RPS18,RPS27,RPL13AP5,RPL31,RPL18A,RPL37A,RPL29,RPL4,IFITM3,CST3,ACTG1,FTH1,MIF,RPS12,IFNGR1,HLA-DRB1,SRGN,TUBA1B,RPL3,RPS9,ZFP36,MYL6,CTSB,ID2,RPSA,NPY,RPS19,DNAJB1,RPL36,JUNB,LAPTM5,CALM2,RPLP2,RPS26,HERPUD1,BCL2A1,TUBA1A,CD14,HLA-DPA1,RPL18,H3F3B,C1QA,GPX1,LIPA,IFITM2,CD63,AREG,HLA-DQA1,RPS17,TYROBP,NPC2,C6orf62,CTGF,FN1,HLA-DRB5,MTRNR2L8,TOB1,SOD2,CTSD,GPR183,TXNIP,TREM2,ALOX5AP,DUSP2,OLR1,ASAH1,ITM2B,HIST1H4C,EEF1D,RPL7A,LYZ,MTRNR2L1,IL32,RPS5,UBB,IL7R,IER2,S100A10,GSN,TPT1,APOC1,CD2,TUBA4A,FABP5,RPL36A,SARAF,S100A6,SGK1,MTRNR2L10,GAPDH,ACTB,ACTA2,VIM,CD3D,RPL34,SLC25A3,PDK4,CYBA,LAMTOR1,CREM Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Peptide chain elongation Homo sapiens R-HSA-156902; Viral mRNA Translation Homo sapiens R-HSA-192823; Eukaryotic Translation Termination Homo sapiens R-HSA-72764; Selenocysteine synthesis Homo sapiens R-HSA-2408557 TNF-alpha Signaling via NF-kB; Apoptosis; Coagulation SRP-dependent cotranslational protein targeting to membrane (GO:0006614); cotranslational protein targeting to membrane (GO:0006613); protein targeting to ER (GO:0045047) Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Peptide chain elongation Homo sapiens R-HSA-156902; Viral mRNA Translation Homo sapiens R-HSA-192823 Cytoplasmic ribosomal proteins; Influenza viral RNA transcription and replication; Translation Cytoplasmic Ribosomal Proteins WP477; Ebola Virus Pathway on Host WP4217; Pathogenic Escherichia coli infection WP2272 Ribosome; Coronavirus disease; Phagosome RNA binding (GO:0003723); MHC class II receptor activity (GO:0032395) EZH2,BMI1,TP53,EZH1,KAT2B,GTF2B,EBF1,PAF1,ZNF22,DRAP1,NELFE,MYC,RELA,BRD4,TAL1,SMAD5,SNRNP70,MED1,CPSF3L,REL Proerythroblast,Fetal Liver ID2 EZH2,BMI1,TP53,EZH1,KAT2B JUNB CD8Tn,CD4Tn,Th17,B 55 MeC_55 IRF8,ID2,BATF3,KLF6,FOS,SPI1 RGCC,CST3,SNX3,IRF8,ID2,C1orf54,CPVL,CLEC9A,LYZ,S100A10,CPNE3,C1orf162,DNASE1L3,GSTP1,CCND1,TAGLN2,PTPRE,WDFY4,PSAP,IDO1 RGCC,CST3,SNX3,IRF8,ID2,C1orf54,CPVL,CLEC9A,LYZ,S100A10,CPNE3,C1orf162,DNASE1L3,GSTP1,CCND1,TAGLN2,PTPRE,WDFY4,PSAP,IDO1,TAP1,RAB32,NAAA,CADM1,LGALS2,UCP2,BASP1,RGS10,BATF3,PPT1,MPEG1,LSP1,CD59,HLA-DPB1,CD48,CLEC2B,GYPC,HLA-DPA1,SHTN1,SAT1,LIMD2,LMNA,FGL2,SAMHD1,ANPEP,CSTB,ACTB,CLNK,ISG15,ICAM3,EVI2B,LGMN,CYB5R3,PLEK,SELPLG,VIM,TMSB4X,SLAMF8,HSPA5,SRGN,FNBP1,C20orf27,DDIT4,KLF6,DUSP4,CALR,CDK2AP2,SERPINB9,CKLF,SERPINF1,COX7C,FOS,TUBA1A,THBD,SPI1,PPA1,HLA-DRB5,ITGB2,CLEC7A,CD74,SERPINB1,TRMT112,NEAT1,CXCL16,CYCS,HLA-DRB1,H2AFY,KLRB1,RNASET2,HLA-DQB1,SLAMF7,ACTG1,MYL6,TGFBI,EVL,EVI2A,TACSTD2,P2RY6,ATG3,FUCA1 Viral myocarditis; Antigen processing and presentation; Phagosome; Viral myocarditis; Antigen processing and presentation TNF-alpha Signaling via NF-kB; Interferon Gamma Response; Epithelial Mesenchymal Transition neutrophil activation involved in immune response (GO:0002283); neutrophil mediated immunity (GO:0002446); neutrophil degranulation (GO:0043312) Generation of second messenger molecules Homo sapiens R-HSA-202433; Translocation of ZAP-70 to Immunological synapse Homo sapiens R-HSA-202430; Phosphorylation of CD3 and TCR zeta chains Homo sapiens R-HSA-202427 Viral myocarditis; Antigen processing and presentation; Phagosome Ebola Virus Pathway on Host WP4217; Development of pulmonary dendritic cells and macrophage subsets WP3892; Allograft Rejection WP2328 Viral myocarditis; Antigen processing and presentation; Phagosome MHC class II receptor activity (GO:0032395) SPI1,STAT1,KMT2A,SMAD1,CEBPB,DROSHA,EBNA3,CD74,TCF4,TRIM28,JMJD6,BRD4,TFAP2A,JARID2,ESR1,NFE2,IRF1,CTCF,SMC3,FOXO1 Monocyte IRF8,ID2,BASP1,BATF3,KLF6 STAT1,SMAD1,CEBPB,TCF4,TRIM28 SPI1,ETV6 SPI1,ETV6,SATB1,FOS cDC1,M2,cDC2,pDC,M1,Monocyte 56 MeC_56 CREM,NR3C1,ARID5B,ELF1,TSC22D3,STAT4,LITAF,ZNF331,HMGB2,FOXP1 CREM,CXCR4,SYTL3,LEPROTL1,SRGN,FYN,PIK3R1,EML4,DDIT4,SH2D2A,TNFAIP3,SPOCK2,CD7,CNOT6L,NR3C1,SARAF,FTH1,PDE4B,YWHAB,SAMSN1 CREM,CXCR4,SYTL3,LEPROTL1,SRGN,FYN,PIK3R1,EML4,DDIT4,SH2D2A,TNFAIP3,SPOCK2,CD7,CNOT6L,NR3C1,SARAF,FTH1,PDE4B,YWHAB,SAMSN1,LDHA,YPEL5,DNAJB1,DUSP4,WIPF1,CD5,SRSF7,ZFP36L2,ARID5B,RGS1,PFKFB3,DUSP2,CST7,ELF1,LGALS1,SYAP1,TSC22D3,FAM177A1,TNFRSF1B,STAT4,ZFP36,GPR171,SMCHD1,PABPC1,PTPRC,PPP1CB,ITM2A,ISG20,LITAF,ARHGDIB,NDUFS5,PDE3B,DYNLT1,RNF125,ZNF331,CD8A,AKNA,PPP2R5C,HMGB2,EVI2A,STK17B,UBB,KMT2E,PBXIP1,UBE2B,FXYD5,STK4,UBC,CEMIP2,SELK,G3BP2,IQGAP2,USP36,CD55,PAIP2,TPM4,AOAH,CYBA,TENT5C,HSPE1,FAM129A,SRSF2,GUK1,OAZ1,CDC42SE2,BTG1,TECR,PARP8,DNAJB6,SDCBP,TSEN54,PTPN22,ALOX5AP,FOXP1,AKAP13,IRF1,MT-ATP6,HERPUD1,PRKAR1A,IL7R Interleukin-2 signaling pathway; TNF-alpha Signaling via NF-kB; Hypoxia; T cell receptor regulation of apoptosis; Negative regulation of MAPK pathway Homo sapiens R-HSA-5675221 TNF-alpha Signaling via NF-kB; Hypoxia; Interferon Gamma Response regulation of mRNA stability (GO:0043488); regulation of mRNA catabolic process (GO:0061013); response to lipopolysaccharide (GO:0032496) Negative regulation of MAPK pathway Homo sapiens R-HSA-5675221; IRS-mediated signalling Homo sapiens R-HSA-112399; Insulin receptor signalling cascade Homo sapiens R-HSA-74751 Interleukin-2 signaling pathway; T cell receptor regulation of apoptosis; Immune system Nuclear Receptors Meta-Pathway WP2882; Viral Acute Myocarditis WP4298; Interferon type I signaling pathways WP585 STAT6,CD74,GATA3,MYB,NR3C1,STAT5B,RELA,CEBPA,SPI1,KMT2A,IKZF1,TAL1,MAF,SMAD1,EBNA3C,MED1,AFF1,TCF12,EBF1,BRD4 T Lymphocyte,Cord blood CREM,YWHAB,ARID5B,TSC22D3,STAT4 STAT6,GATA3,MYB,STAT5B,RELA NR3C1,FOXP1,CEBPB,IRF1,RUNX3 NR3C1,FOXP1,CEBPB,IRF1,RUNX3,ETS1,ELF1,REL,NFE2L2,ZNF331 CD8Tex,Th1,CD8Tem,CD8Tcm,Tfh 57 MeC_57 JUN,FOS,ID2,KLF6,EGR1,FOSB,MAFB,ATF4,ATF3,ID3 JUN,IER2,FOS,ID2,GADD45B,KLF6,CITED2,DUSP1,EGR1,FOSB,NFKBIA,PPP1R15A,NEAT1,RHOB,SAT1,BRD2,CD69,BTG2,HEXIM1,SRSF3 JUN,IER2,FOS,ID2,GADD45B,KLF6,CITED2,DUSP1,EGR1,FOSB,NFKBIA,PPP1R15A,NEAT1,RHOB,SAT1,BRD2,CD69,BTG2,HEXIM1,SRSF3,TXNIP,EIF4A2,RSRP1,UBB,MT-CYB,HSPA8,FUS,RPL3,SRSF7,TRBC2,TUBA1A,C12orf57,SLC38A2,HIST1H1C,RAN,MAFB,TLE4,RPL28,UBC,GIMAP7,ATF4,IGKC,SQSTM1,H3F3B,MYLIP,NFKBIZ,ATF3,CCNL1,MYL6,EIF4A3,HLA-DRA,RPL11,AC007952.4,COMMD6,INTS6,GSTP1,Z93241.1,H1FX,ANXA6,IFRD1,TNF,TPI1,HSP90AB1,TRA2B,NKG7,DDX3X,DNAJA1,IFITM2,TMEM107,WDR74,SERTAD1,MT1X,AC245014.3,CCL2,ID3,JUND,HAMP,GNLY,CD37,H2AFX,CSKMT,KLF2,MORF4L1,IFNG,RPL22L1,FAM53C,TUBB4B,RPL7,SNHG7,PPP1CA,PMAIP1,ARPC5,RACK1,PNRC1,RALY,IER5,AMD1,CYCS,IER3,TMSB10 TNF-alpha Signaling via NF-kB; Apoptosis; BDNF signaling pathway; T cell receptor regulation of apoptosis; AP-1 transcription factor network TNF-alpha Signaling via NF-kB; Apoptosis; p53 Pathway positive regulation of programmed cell death (GO:0043068); positive regulation of apoptotic process (GO:0043065); regulation of cell cycle (GO:0051726) NF-kB is activated and signals survival Homo sapiens R-HSA-209560; p75NTR signals via NF-kB Homo sapiens R-HSA-193639; Cellular responses to stress Homo sapiens R-HSA-2262752 BDNF signaling pathway; T cell receptor regulation of apoptosis; AP-1 transcription factor network Hypertrophy Model WP516; Spinal Cord Injury WP2431; Nuclear Receptors Meta-Pathway WP2882 IL-17 signaling pathway; Fluid shear stress and atherosclerosis; Apoptosis ubiquitin protein ligase binding (GO:0031625); ubiquitin-like protein ligase binding (GO:0044389); RNA binding (GO:0003723) RELA,NR3C2,NELFE,GTF2B,KAT2B,GTF2A2,DNMT3B,CDK7,ELL2,MAFB,MED1,CPSF3L,BRD4,ZMYND11,PAF1,REL,SNAPC1,CD74,SNRNP70,MAF Endothelial Cell,Umbilical Vein ID2,CITED2,FOSB,NFKBIA,RAN RELA,NR3C2,KAT2B,GTF2A2,DNMT3B MAFB,JUN,JUND,FOS MAFB,JUN,JUND,FOS,EGR1,ATF3,ATF4,KLF4,KLF6,ID3 Mast,Endothelial,MAIT,Fibroblasts 58 MeC_58 KLF2,CEBPB,MAFB,YBX1,KLF10 ZFP36L1,LGALS2,PSME2,NPC2,HLA-DPB1,HLA-DRA,HLA-DRB1,PLAC8,HLA-DMA,CCL3,VAMP8,HLA-DPA1,CD63,NEAT1,CPVL,TXNIP,FTH1,NFKBIA,APOBEC3A,IFITM3 ZFP36L1,LGALS2,PSME2,NPC2,HLA-DPB1,HLA-DRA,HLA-DRB1,PLAC8,HLA-DMA,CCL3,VAMP8,HLA-DPA1,CD63,NEAT1,CPVL,TXNIP,FTH1,NFKBIA,APOBEC3A,IFITM3,FCN1,UCP2,CD4,DOK2,AIF1,PRELID1,CRIP1,HLA-DQA1,HCST,GPX4,CFD,TIMP1,RHOA,DUSP6,EMP3,FTL,IL1B,HSPA8,POLR2L,CALM2,HLA-DQB1,SERPINA1,CD74,YBX3,MS4A6A,LGALS3,ZFP36,MARCKS,RGS10,IL32,UBB,G0S2,HLA-DMB,TAGLN2,CLEC7A,KLF2,CD52,ITM2B,FGL2,HSP90AA1,CEBPB,MT2A,SAT1,NAAA,TNFAIP2,CD7,GSTO1,CLIC1,PID1,CD3D,GIMAP4,MAFB,RGCC,TNFRSF1B,TRAC,RPS4Y1,FKBP1A,NAMPT,NOSIP,NPM1,VAMP5,CUTA,CD300E,TMEM176B,PSME1,CD99,PTMA,SH3BGRL3,YBX1,ISG20,RPL36AL,EIF3E,CXCL8,THBS1,SEPT9,APRT,CCNI,KLF10,TMEM123,AP2S1 Antigen processing and presentation; Antigen processing and presentation; Interferon Gamma Response; Translocation of ZAP-70 to Immunological synapse Homo sapiens R-HSA-202430; Phosphorylation of CD3 and TCR zeta chains Homo sapiens R-HSA-202427 Interferon Gamma Response; Allograft Rejection; TNF-alpha Signaling via NF-kB cytokine-mediated signaling pathway (GO:0019221); cellular response to cytokine stimulus (GO:0071345); antigen processing and presentation of exogenous peptide antigen via MHC class II (GO:0019886) Translocation of ZAP-70 to Immunological synapse Homo sapiens R-HSA-202430; Phosphorylation of CD3 and TCR zeta chains Homo sapiens R-HSA-202427; Downstream TCR signaling Homo sapiens R-HSA-202424 Antigen processing and presentation; PD-1 signaling; Generation of second messenger molecules Allograft Rejection WP2328; Ebola Virus Pathway on Host WP4217; Lung fibrosis WP3624 Antigen processing and presentation; Th17 cell differentiation; Hematopoietic cell lineage MHC class II protein complex binding (GO:0023026); MHC class II receptor activity (GO:0032395) CIITA,SPI1,STAT1,CREBBP,KMT2A,IRF1,RELA,TBP,RUNX1,IKZF1,MAPK1,IRF3,FOS,PML,EBF1,JMJD1C,SP1,NFYA,TCF4,SMAD1 Raji,B Lymphocyte,Blood NFKBIA,KLF2,MAFB,NPM1,YBX1 CIITA,SPI1,CREBBP,IRF1,RELA STAT1,IKZF1,CEBPB STAT1,IKZF1,CEBPB,KLF10,JUND,XBP1,ZEB2 M1,cDC2,M2,Monocyte,pDC 59 MeC_59 CREM,FOS,LITAF,FOSB,KLF2,MYC IGLC2,IGLC3,IGHGP,IGHG1,EMP3,CD37,CD79A,TXNIP,TMBIM6,SH3BGRL3,HLA-DPA1,SSR2,RGS2,CREM,IGLC7,EZR,ERP29,HLA-DRB1,FOS,TAGLN2 IGLC2,IGLC3,IGHGP,IGHG1,EMP3,CD37,CD79A,TXNIP,TMBIM6,SH3BGRL3,HLA-DPA1,SSR2,RGS2,CREM,IGLC7,EZR,ERP29,HLA-DRB1,FOS,TAGLN2,MT2A,MT-ATP6,LAMTOR5,FKBP1A,MT-ND1,DDX21,PPDPF,CRIP1,CD74,SNU13,MT-CYB,RGS1,EEF2,TOMM7,HMGN2,HLA-DQA1,S100A11,IGHD,HNRNPA1,MS4A1,PPP1CB,ARF6,LITAF,HSPA8,FOSB,SSR4,TRAPPC1,SUMO2,MYL6,GPR183,MZB1,HLA-DRA,HLA-DPB1,CCDC12,TIMP1,HSPE1,SDCBP,HERPUD1,WTAP,RHOC,IFITM2,PLP2,NEDD8,RBMX,PFDN5,COL1A1,KLF2,SLC25A3,COTL1,MAP3K8,CD83,CIRBP,MT1X,LTB,MT-ND4L,SLPI,ANKRD12,MYC,RPL36A,CAPZA1,GZMB,MT-CO3,P2RX5,RAN,S100A4,RPS21,EIF4G2,MORF4L1,HLA-B,RPL11,PIM2,ATP5D,ANAPC5,H3F3B,EIF6,HLA-DQB1,ITM2A,SNX9,DDX5,LMNA Graft-versus-host disease; Type I diabetes mellitus; Allograft rejection; Allograft rejection; Graft-versus-host disease TNF-alpha Signaling via NF-kB; Interferon Gamma Response; Myc Targets V1 interferon-gamma-mediated signaling pathway (GO:0060333); cytokine-mediated signaling pathway (GO:0019221); antigen processing and presentation of exogenous peptide antigen via MHC class II (GO:0019886) Translocation of ZAP-70 to Immunological synapse Homo sapiens R-HSA-202430; Phosphorylation of CD3 and TCR zeta chains Homo sapiens R-HSA-202427; PD-1 signaling Homo sapiens R-HSA-389948 Allograft rejection; Graft-versus-host disease; BDNF signaling pathway Allograft Rejection WP2328; Ebola Virus Pathway on Host WP4217 Graft-versus-host disease; Type I diabetes mellitus; Allograft rejection MHC class II receptor activity (GO:0032395); MHC class II protein complex binding (GO:0023026); cadherin binding (GO:0045296) CIITA,FOXO1,PAX5,KMT2A,MYC,SPI1,TBP,BRD4,CD74,KAT2B,MED1,BHLHE40,GATA3,CREBBP,RELA,CTCF,JUND,RUNX1,ZNF143,ZNF30 Raji,B Lymphocyte,Blood HMGN2,LITAF,FOSB,PFDN5,KLF2 CIITA,FOXO1,PAX5,SPI1,BRD4 MYC MYC,FOS,CREM Plasma 60 MeC_60 JUN RGS1,JUN,S100A4,GNLY,RPL17,RPS18,ACTB,RPL7,HSPA1A,BTG1,MALAT1,IL1B,RPS3,RPS3A,CD55,RPS14,CD69,MT-CYB,G0S2,RBM39 RGS1,JUN,S100A4,GNLY,RPL17,RPS18,ACTB,RPL7,HSPA1A,BTG1,MALAT1,IL1B,RPS3,RPS3A,CD55,RPS14,CD69,MT-CYB,G0S2,RBM39,MT-ND2,IFITM3,RPL9,S100A9,NKG7,UBB,RPL26,CLEC2B,LYZ,DUSP4,MIF,FTH1,RPLP0,ITM2B,SOD2,CD63,RPS13,EEF1G,CCL2,S100A6,SRP14,RPL21,IFRD1,HSPA8,CXCL2,CIB1,TSPO,DYNLL1,TMEM59,GMFG,HAMP,RPL15,ACKR1,ZC3HAV1,RP11-138A9.2,MT-ATP6,DNAJA1,RPL8,RPS6,CCNL1,ATP5L,CYTIP,CYBA,AHSA1,HMGN3,COX7B,TIMP1,S100A8,EIF1AX,ATP1B3,IGFBP7,CXCL8,FKBP4,RPLP2,EIF3G,TUBA1B,SUMO2,LDHA,MT-ND5,CTSW,MGP,IFITM2,ARGLU1,FAM133B,GADD45B,FUS,PPP1CB,ANXA2,PDIA3,TPI1,RPL13,AIF1,MT-CO2,GPR65,CLDN5,GUK1,RNASET2,NBEAL1,CCL3,LGALS3 Formation of a pool of free 40S subunits Homo sapiens R-HSA-72689; L13a-mediated translational silencing of Ceruloplasmin expression Homo sapiens R-HSA-156827; 3' -UTR-mediated translational regulation Homo sapiens R-HSA-157279; GTP hydrolysis and joining of the 60S ribosomal subunit Homo sapiens R-HSA-72706; Translation Homo sapiens R-HSA-72766 Apoptosis; TNF-alpha Signaling via NF-kB; Inflammatory Response SRP-dependent cotranslational protein targeting to membrane (GO:0006614); cotranslational protein targeting to membrane (GO:0006613); protein targeting to ER (GO:0045047) Formation of a pool of free 40S subunits Homo sapiens R-HSA-72689; L13a-mediated translational silencing of Ceruloplasmin expression Homo sapiens R-HSA-156827; 3' -UTR-mediated translational regulation Homo sapiens R-HSA-157279 Translation; Cytoplasmic ribosomal proteins; Influenza infection Cytoplasmic Ribosomal Proteins WP477; Lung fibrosis WP3624; Spinal Cord Injury WP2431 Coronavirus disease; Ribosome; Lipid and atherosclerosis RNA binding (GO:0003723); C3HC4-type RING finger domain binding (GO:0055131); mRNA 5'-UTR binding (GO:0048027) KAT2B,RELA,HSF1,SNAPC1,WDR5,TP53,RUNX1,CEBPA,ERG,SPI1,KMT2A,MED1,STAT3,BRD4,RXRG,ZBED1,EZH2,IRF1,NELFE,EBF1 HeLa-S3,Epithelium,Cervix BTG1 KAT2B,RELA,HSF1,TP53,RUNX1 JUN JUN CD4Teff,CD8Tex 61 MeC_61 FOS,JUNB,JUN,KLF6,TSC22D3,FOSB,KLF2,NR4A2,LITAF,XBP1 FOS,DUSP1,JUNB,JUN,KLF6,TSC22D3,CD69,PPP1R15A,ZFP36,CXCR4,UBC,TUBA1A,FOSB,H3F3B,TAGAP,UCP2,BTG2,ZFP36L2,CITED2,RGS2 FOS,DUSP1,JUNB,JUN,KLF6,TSC22D3,CD69,PPP1R15A,ZFP36,CXCR4,UBC,TUBA1A,FOSB,H3F3B,TAGAP,UCP2,BTG2,ZFP36L2,CITED2,RGS2,NFKBIA,DNAJB1,PNRC1,EIF1,TNFAIP3,RPS26,KLF2,TUBA1B,UBB,NR4A2,GZMB,SRSF3,IER2,YPEL5,RHOA,FKBP5,CCND3,PMAIP1,PPIA,DUSP2,LITAF,IGHM,COX7A2,TUBA4A,IDH2,RBM3,SRSF7,HMGN2,RPS4Y1,MORF4L1,RGS1,EIF4A1,EIF3F,SRSF5,IL6ST,GZMH,HSPA8,TCL1A,YWHAQ,RPL36AL,PPP1CA,SLC2A3,HNRNPK,CYCS,ACTG1,CD27,IFNG,GZMA,GBP5,KRT10,HNRNPDL,HNRNPA0,XBP1,CCNL1,NEAT1,COX7C,ADTRP,GTF3A,KIAA1551,STAT1,GADD45B,APOBEC3G,ZNF331,SUB1,ARPC2,EEF1B2,ITGB2,HIST1H4C,ENO1,CALM2,DBI,PRF1,CNN2,COMMD6,EIF4A2,SOCS3,RPL39,JUND,IDS,CTLA4 TNF-alpha Signaling via NF-kB; Interleukin-2 signaling pathway; T cell receptor regulation of apoptosis; Hypoxia; BDNF signaling pathway TNF-alpha Signaling via NF-kB; Hypoxia; UV Response Up cellular response to cytokine stimulus (GO:0071345); apoptotic process (GO:0006915); cytokine-mediated signaling pathway (GO:0019221) Gene Expression Homo sapiens R-HSA-74160; Signaling by TGF-beta Receptor Complex Homo sapiens R-HSA-170834; Interferon Signaling Homo sapiens R-HSA-913531 Interleukin-2 signaling pathway; T cell receptor regulation of apoptosis; BDNF signaling pathway Pathogenic Escherichia coli infection WP2272; Oncostatin M Signaling Pathway WP2374; Nuclear Receptors Meta-Pathway WP2882 Apoptosis; Osteoclast differentiation; Parkinson disease RNA binding (GO:0003723); ubiquitin-like protein ligase binding (GO:0044389); ubiquitin protein ligase binding (GO:0031625) CD74,CREBBP,KAT2B,NR3C2,RELA,BRD4,FOXO1,MED1,MAF,ZMYND11,TCF7L1,MYB,SPI1,SMAD1,T,NCOR1,HDAC6,NFE2,CPSF3L,CEBPA B Lymphocyte TSC22D3,FOSB,CITED2,NFKBIA,KLF2 CREBBP,KAT2B,NR3C2,RELA,BRD4 JUN,JUND,FOS,STAT1,STAT3 JUN,JUND,FOS,STAT1,STAT3,JUNB,XBP1,KLF6 MAIT,Endothelial,Mast,M2 62 MeC_62 JUNB,CREM,FOSB,ZNF655 JUNB,ZFP36,HSPA1B,IER2,DNAJB1,RPS15A,RPL8,EEF1A1,EEF1G,BTG1,GADD45B,CREM,PTMA,RPL27,CORO1A,RPS6,TUBA1B,IFI27,RACK1,HLA-DRB1 JUNB,ZFP36,HSPA1B,IER2,DNAJB1,RPS15A,RPL8,EEF1A1,EEF1G,BTG1,GADD45B,CREM,PTMA,RPL27,CORO1A,RPS6,TUBA1B,IFI27,RACK1,HLA-DRB1,RGS2,RPS11,RPL23A,CD74,HSPA1A,RPS3,RPS10,FOSB,GPR183,RPL13A,ENO1,ANXA2,CD52,ZFP36L2,RPL36AL,MYL12A,TPT1,NACA,RPL34,ALDOA,RPSA,TNFAIP3,SUMO2,PTPRC,CXCL13,EEF1B2,CHMP1B,VIM,TSPYL2,HNRNPH1,HLA-DRA,ISG15,RBKS,RBMX,TRBC2,FKBP1A,TRAT1,PABPC1,SPARC,SYTL3,MYL12B,SOD1,RPLP2,CCL3,COTL1,MT-ND3,RPL29,SOCS3,IGFBP7,IFITM1,RPL28,MT-ND4,HLA-A,ZNF655,ITM2B,MYDGF,SPP1,C15orf48,HMGN2,TPI1,COX4I1,CRIP1,RPL12,H2AFZ,TMBIM6,TAGAP,MRPL1,SERF2,MRPL23,CSTB,DEF6,ARF5,LDHA,DCXR,CKS1B,ATP5IF1,PSMA1,HILPDA,SCAND1,ITM2C Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Translation; Translation Homo sapiens R-HSA-72766; Peptide chain elongation Homo sapiens R-HSA-156902; Nonsense Mediated Decay (NMD) independent of the Exon Junction Complex (EJC) Homo sapiens R-HSA-975956 Myc Targets V1; TNF-alpha Signaling via NF-kB; Hypoxia SRP-dependent cotranslational protein targeting to membrane (GO:0006614); nuclear-transcribed mRNA catabolic process, nonsense-mediated decay (GO:0000184); cotranslational protein targeting to membrane (GO:0006613) Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Translation Homo sapiens R-HSA-72766; Peptide chain elongation Homo sapiens R-HSA-156902 Translation; Influenza viral RNA transcription and replication; Cytoplasmic ribosomal proteins Cytoplasmic Ribosomal Proteins WP477; Allograft Rejection WP2328; Glycolysis and Gluconeogenesis WP534 Ribosome; Coronavirus disease; Antigen processing and presentation RNA binding (GO:0003723); cadherin binding (GO:0045296); MHC class II protein complex binding (GO:0023026) KAT2B,EZH2,KLF10,REL,BRD4,TP53,RELA,SMAD5,GTF2F1,MED1,MAFB,GTF2B,CPSF3L,NELFE,MAF,EZH1,ELL2,CREBBP,RFX5,SNAPC1 GM12878,B Lymphocyte,Blood BTG1,FOSB,ENO1,ZNF655,HMGN2 KAT2B,EZH2,KLF10,REL,BRD4 CREM CREM,JUNB MAIT,Mast 63 MeC_63 JUN,JUNB HLA-DRA,HLA-DRB1,HLA-DPA1,HLA-DQA1,IFI30,HLA-DRB5,TUBA1B,HLA-DQB1,RPL4,S100A4,DUSP2,NKG7,SRGN,TPT1,PPP1R15A,MALAT1,RPL31,RPS18,RPS3,SAT1 HLA-DRA,HLA-DRB1,HLA-DPA1,HLA-DQA1,IFI30,HLA-DRB5,TUBA1B,HLA-DQB1,RPL4,S100A4,DUSP2,NKG7,SRGN,TPT1,PPP1R15A,MALAT1,RPL31,RPS18,RPS3,SAT1,RPS19,CXCL10,RPS15,RPLP1,APOE,GSN,TRBC2,JUN,A2M,RPL10,BTG1,HLA-A,TMSB10,EIF1,IER2,RPL36,FCGBP,GNLY,WARS,MYL6,C3AR1,IFITM1,CCL2,RPS15A,ITM2B,MYL12A,MTRNR2L8,SARAF,CD9,ACTB,CXCL3,MT-ND3,UBB,JUNB,RPL13AP5,MTRNR2L1,SLC25A3,RPS3A,CALM1,HLA-DMA,P2RY12,AREG,HSPA1B,MT-ND4,PABPC1,UBA52,RPL38,CST7,ANXA2,LIPA,HLA-DMB,KLRK1,RPL32,HNRNPA2B1,TXNIP,IFI27,S100A10,MGP,CTSC,SPARC,FAU,RPS10,MT-ND2,FCER1A,RPL35A,MYL12B,CD3D,IL7R,EEF1A1,IGHV1-46,IGHV4-34,COMP,ANXA5,RPS7,RPS28,TPI1,HLA-DQB2,CCR7,RPS14,DNAJB1 Peptide chain elongation Homo sapiens R-HSA-156902; Nonsense Mediated Decay (NMD) independent of the Exon Junction Complex (EJC) Homo sapiens R-HSA-975956; Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Viral mRNA Translation Homo sapiens R-HSA-192823; Eukaryotic Translation Termination Homo sapiens R-HSA-72764 TNF-alpha Signaling via NF-kB; Interferon Gamma Response; Allograft Rejection cotranslational protein targeting to membrane (GO:0006613); nuclear-transcribed mRNA catabolic process, nonsense-mediated decay (GO:0000184); cytoplasmic translation (GO:0002181) Peptide chain elongation Homo sapiens R-HSA-156902; Nonsense Mediated Decay (NMD) independent of the Exon Junction Complex (EJC) Homo sapiens R-HSA-975956; Eukaryotic Translation Elongation Homo sapiens R-HSA-156842 Translation; Cytoplasmic ribosomal proteins; Influenza viral RNA transcription and replication Cytoplasmic Ribosomal Proteins WP477; Allograft Rejection WP2328; Ebola Virus Pathway on Host WP4217 Coronavirus disease; Ribosome; Asthma MHC class II receptor activity (GO:0032395); RNA binding (GO:0003723); MHC class II protein complex binding (GO:0023026) CIITA,KAT2B,DRAP1,EZH2,BRD4,EZH1,RELA,MED1,CDK9,SMAD5,FOXP1,BMI1,CD74,KLF10,REST,REL,FAIRE,RFX5,NFYB,TCF12 Raji,B Lymphocyte,Blood BTG1 CIITA,KAT2B,EZH2,BRD4,EZH1 JUNB,JUN M1,cDC2,M2,pDC,Monocyte,B,cDC1 64 MeC_64 EGR1,FOSB,JUN,ID2,DDIT3,NR4A2,ATF4,NR4A1 IER2,EGR1,EIF4A3,FOSB,SERTAD1,TUBB4B,SAT1,JUN,CITED2,DNAJA1,BRD2,GADD45B,ID2,H2AFZ,DDIT4,TNF,SRSF2,DDX3X,DDIT3,BTG2 IER2,EGR1,EIF4A3,FOSB,SERTAD1,TUBB4B,SAT1,JUN,CITED2,DNAJA1,BRD2,GADD45B,ID2,H2AFZ,DDIT4,TNF,SRSF2,DDX3X,DDIT3,BTG2,DDX5,RSRP1,TPI1,NR4A2,ATF4,FUS,TOB1,SRSF5,CCNL1,H3F3B,UBB,SAP18,DYNLL1,EIF4A2,PPP1R15A,CHMP1B,C6orf62,WSB1,ARL6IP1,NXF1,NEU1,UBE2S,ZFAS1,TUBA1A,TXNIP,PPP1R10,CALM1,MAT2A,TUBA1B,SNHG12,EIF1,ARF4,GTF2B,CKS2,CYCS,SNHG8,IFRD1,MARCKSL1,SRSF7,H2AFX,HERPUD1,SLC38A2,SRSF3,FAM53C,ODC1,AREG,UBC,SNHG1,SFPQ,PCF11,PNRC1,CDKN1A,ZC3HAV1,CD53,TRAF3IP3,EIF5,GAS5,NR4A1,HNRNPH1,CD27,TMSB10,POLR2A,TUBA1C,NASP,SNHG5,SLC25A3,RHOB,POLR2L,PNP,ITM2B,PMAIP1,GPX1,HIST2H2AA4,GSTK1,SLC1A5,MYLIP,MCL1,HEXIM1,GLA,TUBA4A TNF-alpha Signaling via NF-kB; BDNF signaling pathway; Apoptosis; Apoptosis; mRNA Splicing - Major Pathway Homo sapiens R-HSA-72163 TNF-alpha Signaling via NF-kB; Apoptosis; mTORC1 Signaling RNA splicing, via transesterification reactions with bulged adenosine as nucleophile (GO:0000377); mRNA splicing, via spliceosome (GO:0000398); mRNA processing (GO:0006397) mRNA Splicing - Major Pathway Homo sapiens R-HSA-72163; mRNA Splicing Homo sapiens R-HSA-72172; Processing of Capped Intron-Containing Pre-mRNA Homo sapiens R-HSA-72203 BDNF signaling pathway; T cell receptor regulation of apoptosis; Capped intron-containing pre-mRNA processing mRNA Processing WP411; Pathogenic Escherichia coli infection WP2272; DNA Damage Response WP707 Apoptosis; Amyotrophic lateral sclerosis; Parkinson disease RNA binding (GO:0003723); ubiquitin protein ligase binding (GO:0031625); ubiquitin-like protein ligase binding (GO:0044389) KAT2B,NR3C2,NELFE,DNMT3B,CPSF3L,MAFB,PHF8,SNAPC1,GTF2B,SNRNP70,ELL2,RELA,BRD4,PAF1,HDAC6,GTF2F1,MAF,MED1,TET2,REL GM12878,B Lymphocyte,Blood FOSB,SERTAD1,CITED2,ID2,SRSF2 KAT2B,NR3C2,DNMT3B,MAFB,RELA EGR1 EGR1,FOS,JUN,NR4A1,ATF4,DDX5 Mast 65 MeC_65 ID2,REL,BATF,ZBTB32,CREM,VDR,STAT3,ID3,GATA3 TNFRSF4,TNFRSF18,TNFRSF9,ID2,SERPINB9,CLEC2D,SH2D2A,LGALS1,SYNGR2,ICOS,DDIT4,NFKBIA,BIRC3,PKM,REL,TNFRSF1B,IL2RA,TRAF1,CFLAR,NINJ1 TNFRSF4,TNFRSF18,TNFRSF9,ID2,SERPINB9,CLEC2D,SH2D2A,LGALS1,SYNGR2,ICOS,DDIT4,NFKBIA,BIRC3,PKM,REL,TNFRSF1B,IL2RA,TRAF1,CFLAR,NINJ1,DUSP2,RHOG,IL21R,IL1R2,EMP3,CCND2,ZFP36,CCR8,CD82,TYMP,PIM3,PTP4A3,MIR155HG,BATF,MAP2K3,APOBEC3G,ZBTB32,SDC4,CST7,HSP90AB1,GADD45B,CXCR6,HSPA5,CREM,TFRC,TUBB,LCP1,DOK2,BCL2L1,FYN,TNFAIP3,HSPB1,PPA1,ANP32E,RHOH,KCNN4,PSMA2,ZFP36L1,RAN,GADD45A,NDFIP1,VDR,LDHA,ANXA6,GRSF1,C7orf25,PTPN6,STAT3,ID3,CXCR3,SMS,LTA,NFKBID,NCL,CCL22,PSMA6,SLC3A2,LY75,SLC7A5,IL21R-AS1,ARF6,PDIA6,EBI3,MAT2A,MYO1G,NAMPT,SOD1,LINC01588,SYTL3,SPECC1L,GATA3,HLA-DQA1,GCNT1,TC2N,ZNFX1,RBM3,ADORA2A,RHOF,LAIR2,PARK7 Interleukin-2 signaling pathway; T cell receptor regulation of apoptosis; TNF-alpha Signaling via NF-kB; IL-2/STAT5 Signaling; cytokine-mediated signaling pathway (GO:0019221) TNF-alpha Signaling via NF-kB; IL-2/STAT5 Signaling; Inflammatory Response cytokine-mediated signaling pathway (GO:0019221); cellular response to tumor necrosis factor (GO:0071356); tumor necrosis factor-mediated signaling pathway (GO:0033209) Immune System Homo sapiens R-HSA-168256; TNFR2 non-canonical NF-kB pathway Homo sapiens R-HSA-5668541; Cytokine Signaling in Immune system Homo sapiens R-HSA-1280215 Interleukin-2 signaling pathway; T cell receptor regulation of apoptosis; TNF-alpha signaling pathway TNF alpha Signaling Pathway WP231; Apoptosis WP254; VEGFA-VEGFR2 Signaling Pathway WP3888 NF-kappa B signaling pathway; Cytokine-cytokine receptor interaction; TNF signaling pathway kinase binding (GO:0019900); cytokine receptor activity (GO:0004896); C-C chemokine binding (GO:0019957) CD74,RELA,LYL1,NFKB2,NFKB1,CDK9,T,EBF1,RELB,RBPJ,PML,MYB,STAT3,GATA3,ZNF597,TCF7L1,STAT5,STAT5B,JUND,RARA B Lymphocyte ID2,NFKBIA,ZBTB32,CREM,RAN RELA,LYL1,NFKB1,T,EBF1 STAT3,GATA3,NFKB2,REL,IKZF1,BATF STAT3,GATA3,NFKB2,REL,IKZF1,BATF,RUNX3,STAT5A,IRF4,VDR,NR4A1,FOXP3,ID3,POU2F2,PRDM1,YBX1,CSDE1 Treg,cDC1,Mast,Th1,cDC2,CD8Tex 66 MeC_66 JUN CCL2,EIF4A3,DBI,TUBA1B,MT2A,CYR61,RPL21P28,RPL19,RPS14,CD14,FCER1G,FCN3,IL6,EMP1,JUN,CSF3,RPL18A,PLAUR,PLEK,GPR183 CCL2,EIF4A3,DBI,TUBA1B,MT2A,CYR61,RPL21P28,RPL19,RPS14,CD14,FCER1G,FCN3,IL6,EMP1,JUN,CSF3,RPL18A,PLAUR,PLEK,GPR183,RPS6,PFN1,HNRNPA1,RPL8,CKB,RPL10A,H2AFZ,RPL3,ERRFI1,A2M,C6orf62,GPX1,BIRC3,TUBB4B,ISG20,ZFP36,RPL41,COCH,PTGDS,HMOX1,PLPP3,TGFBI,COL1A1,CTSL,PABPC1,RPL12,SLC25A5,RPS7,IL1RL1,SERPINE1,GADD45B,BRI3,DNAJB1,CD53,DAB2,MARCKS,ICAM1,GSTO1,NEAT1,RPS4Y1,RPS27,RGS2,LINC00152,HSPB1,NINJ1,BTG1,SPARCL1,SEPT11,RPL34,PTGES,FAM3C,LGALS3,NPM1,NPY,CYP1B1,RPS5,RPL13AP5,HLA-C,CALM2,LYZ,H1FX,MPC2,SSR3,TIMP1,RPL15,CXCR4,PSME2,S100A4,CST3,CNN3,RPL27A,CD44,PHLDA2,MAP2K3,H3F3B,MAT2A,CHIC2,RPS10,TM4SF1,MT1M Nonsense Mediated Decay (NMD) enhanced by the Exon Junction Complex (EJC) Homo sapiens R-HSA-975957; Nonsense-Mediated Decay (NMD) Homo sapiens R-HSA-927802; Nonsense Mediated Decay (NMD) independent of the Exon Junction Complex (EJC) Homo sapiens R-HSA-975956; Peptide chain elongation Homo sapiens R-HSA-156902; L13a-mediated translational silencing of Ceruloplasmin expression Homo sapiens R-HSA-156827 TNF-alpha Signaling via NF-kB; Apoptosis; Hypoxia nuclear-transcribed mRNA catabolic process, nonsense-mediated decay (GO:0000184); SRP-dependent cotranslational protein targeting to membrane (GO:0006614); cotranslational protein targeting to membrane (GO:0006613) Nonsense Mediated Decay (NMD) enhanced by the Exon Junction Complex (EJC) Homo sapiens R-HSA-975957; Nonsense-Mediated Decay (NMD) Homo sapiens R-HSA-927802; Nonsense Mediated Decay (NMD) independent of the Exon Junction Complex (EJC) Homo sapiens R-HSA-975956 Influenza viral RNA transcription and replication; Translation; Cytoplasmic ribosomal proteins Cytoplasmic Ribosomal Proteins WP477; Lung fibrosis WP3624; Senescence and Autophagy in Cancer WP615 Coronavirus disease; Ribosome; Fluid shear stress and atherosclerosis RNA binding (GO:0003723) ZNF22,STAT5A,PPARG,TP53,STAT3,MAFB,RXRG,PML,FOXA2,RARA,EZH2,GTF2B,FLI1,RELA,MYC,NELFE,CPSF3L,IRF1,KAT2B,TCF21 HEK293,Epithelium,Embryonic Kidney BTG1,NPM1 ZNF22,STAT5A,PPARG,TP53,STAT3 JUN JUN TMKI67,M1,cDC2,M2,Fibroblasts 67 MeC_67 TSC22D3,NR4A1,ARID5B,YBX1,LITAF,KLF6,ELF1,CREM,SUB1,ARID4B HSPA1A,HSPA1B,DDIT4,SAT1,DNAJB1,SON,GNLY,HSP90AA1,H2AFZ,MORF4L1,MT2A,FTH1,TSC22D3,HNRNPA2B1,GIMAP7,WSB1,HSPH1,PCBP1,NR4A1,PDCD4 HSPA1A,HSPA1B,DDIT4,SAT1,DNAJB1,SON,GNLY,HSP90AA1,H2AFZ,MORF4L1,MT2A,FTH1,TSC22D3,HNRNPA2B1,GIMAP7,WSB1,HSPH1,PCBP1,NR4A1,PDCD4,HNRNPK,ZFAS1,AREG,H3F3A,ARID5B,CD74,NDUFS5,NEAT1,CLEC2D,BTG1,HLA-DRB1,YBX1,VIM,ATP6V0E1,LITAF,COX8A,CXCR4,CXCL13,DDX5,MGP,SLC25A6,KLF6,COX6A1,ARHGDIB,COMMD6,PPIB,SELT,C19orf53,SLC25A3,H2AFV,DDX17,ELF1,IFI16,UQCRB,ATP5L,BIRC3,BRK1,SH3BGRL3,CCL4,CD48,TPI1,LTB,RBM25,ZFP36L1,RTN4,GABARAPL1,CREM,TAF1D,CDK2AP2,APOC1,JTB,SERP1,LIMD2,BAG3,SUB1,RBM39,CHCHD2,ARID4B,HNRNPLL,ANXA2,CALM2,SEC11A,SRP14,ATP5G3,CORO1A,MT1E,NDUFB11,NR4A2,ANXA5,PCBP2,MAT2B,LAPTM4A,CD99,IGFBP7,SNRPG,RGCC,ATPIF1,POMP,HMGB1,SUMO2 RNA binding (GO:0003723); T cell receptor regulation of apoptosis; Interleukin-2 signaling pathway; Electron transport chain; Hypoxia Hypoxia; TNF-alpha Signaling via NF-kB; Oxidative Phosphorylation response to unfolded protein (GO:0006986); mRNA metabolic process (GO:0016071); regulation of cellular response to heat (GO:1900034) HSF1 activation Homo sapiens R-HSA-3371511; Attenuation phase Homo sapiens R-HSA-3371568; HSF1-dependent transactivation Homo sapiens R-HSA-3371571 T cell receptor regulation of apoptosis; Interleukin-2 signaling pathway; Electron transport chain Ferroptosis WP4313; mRNA Processing WP411; Electron Transport Chain (OXPHOS system in mitochondria) WP111 Spliceosome; Prion disease; Antigen processing and presentation RNA binding (GO:0003723); ubiquitin protein ligase binding (GO:0031625); ubiquitin-like protein ligase binding (GO:0044389) KAT2B,HSF1,BRD4,MEF2B,RELA,STAT5B,MAFB,MYB,CREBBP,CD74,PAF1,IRF1,ELL2,GTF2B,TP53,NR3C2,CPSF3L,TAF1,SPI1,CEBPB GM12878,B Lymphocyte,Blood MORF4L1,TSC22D3,ARID5B,BTG1,YBX1 KAT2B,HSF1,BRD4,MEF2B,RELA CEBPB,NR4A1,ELF1 CEBPB,NR4A1,ELF1,CREM,DDX5,TAF7,KLF6 Treg,cDC1 68 MeC_68 NR4A1,NR4A2,REL,EGR2,ID2,ARID5B,EGR1,NR4A3,KLF6,IRF4 NFKBIA,CD69,SDCBP,ZFP36L1,NR4A1,DUSP2,NR4A2,NFKBID,EVI2A,REL,GBP2,IFNG,TAGAP,ICOS,IER2,BIRC3,CD48,TNF,RGCC,EGR2 NFKBIA,CD69,SDCBP,ZFP36L1,NR4A1,DUSP2,NR4A2,NFKBID,EVI2A,REL,GBP2,IFNG,TAGAP,ICOS,IER2,BIRC3,CD48,TNF,RGCC,EGR2,SLA,BTG2,SERPINB9,PTGER4,SRGN,ID2,ARID5B,RILPL2,NFKBIZ,GADD45B,KDM6B,TRAF1,PIM3,EGR1,RHOH,NR4A3,NAMPT,CRTAM,MIR155HG,PTPN7,RNF19A,PRNP,TNFRSF9,FASLG,MAP3K8,RASSF5,KLF6,HCST,TNFAIP3,HNRNPA2B1,TIGIT,SOD1,IRF4,XCL2,TNFSF14,CD53,CREM,GHITM,LBH,SRSF5,EVI2B,XCL1,SYNE2,GZMB,DENND2D,EZR,CD83,FOXP1,TNFRSF1B,ITM2B,NDFIP1,BCL2A1,DEK,TUBA4A,ISG20,STAT3,VSIR,CKLF,EIF4G2,CYTOR,MAP2K3,CD52,ARL6IP1,PPP1R2,CD2,PHLDA1,PTPN22,MYC,ARF6,DDX3X,KMT2E,UBE2D3,PDCD1,CFLAR,LINC00861,CTLA4,PGAM1,PPP1R15A,GBP5,ANXA5 TNF-alpha Signaling via NF-kB; T cell receptor regulation of apoptosis; Interleukin-2 signaling pathway; IL-2/STAT5 Signaling; Apoptosis WP254 TNF-alpha Signaling via NF-kB; IL-2/STAT5 Signaling; Apoptosis cytokine-mediated signaling pathway (GO:0019221); negative regulation of cytokine production (GO:0001818); positive regulation of cytokine production (GO:0001819) Immune System Homo sapiens R-HSA-168256; Death Receptor Signalling Homo sapiens R-HSA-73887; Cytokine Signaling in Immune system Homo sapiens R-HSA-1280215 T cell receptor regulation of apoptosis; Interleukin-2 signaling pathway; TNF-alpha signaling pathway Apoptosis WP254; TNF alpha Signaling Pathway WP231; T-Cell antigen Receptor (TCR) pathway during Staphylococcus aureus infection WP3863 NF-kappa B signaling pathway; Apoptosis; TNF signaling pathway glucocorticoid receptor binding (GO:0035259); DNA-binding transcription activator activity, RNA polymerase II-specific (GO:0001228); cysteine-type endopeptidase inhibitor activity involved in apoptotic process (GO:0043027) CD74,CDK9,T,BRD4,GATA3,STAT5B,MAF,RELA,NCOR2,KMT2A,BCL6,IRF1,NCOR1,FOXO1,HDAC6,TAL1,TBX21,MEF2B,CREBBP,NFKB2 B Lymphocyte NFKBIA,NR4A2,ID2,ARID5B,NR4A3 T,BRD4,GATA3,STAT5B,MAF FOXP1,RUNX3,STAT3,REL,NR4A1,BATF,IRF4,JUNB,BHLHE40 FOXP1,RUNX3,STAT3,REL,NR4A1,BATF,IRF4,JUNB,BHLHE40,MYC,EGR1,EGR2,ATF3,NFE2L2,FOSL2 Mast,MAIT,M2 69 MeC_69 TSC22D3,ID2,ZNF331,CEBPD,HMGB1 CXCR4,IL32,HERPUD1,TSC22D3,ZFP36L2,GAPDH,RPLP0,RPL35,RPL19,ACTB,AREG,RPL37A,PTMA,MT-ND3,RPL5,CXCL13,RPS9,HSPA1A,SGK1,CD63 CXCR4,IL32,HERPUD1,TSC22D3,ZFP36L2,GAPDH,RPLP0,RPL35,RPL19,ACTB,AREG,RPL37A,PTMA,MT-ND3,RPL5,CXCL13,RPS9,HSPA1A,SGK1,CD63,ITM2B,CCL2,SAT1,GZMK,HSPA5,RPL7A,RPL18A,GPR183,YPEL5,RPS3A,RPL13,TUBA4A,IFITM2,DDIT4,GPX1,RPL26,MIF,RPL3,RPL11,MT-ND1,IFITM3,CYBA,TYROBP,HLA-DRA,TPI1,RNASET2,RPL38,IFI27,GZMA,TPT1,RPS19,ID2,KLRB1,GSTP1,IFI30,TPSAB1,ZNF331,SEPP1,RPS24,NEAT1,HAMP,FTL,CEBPD,TIMP1,AC020656.1,S100A9,AIF1,CPA3,RPS21,C5AR1,ENO1,CTSW,PGK1,RPL23,TNFRSF18,HLA-DRB5,EIF4A1,RPS11,CLU,RPS23,HSP90B1,TMSB10,LGALS1,ISG15,S100A11,MALAT1,MT-RNR1,CCL22,MGP,S100A6,CFD,HMGB1,SPP1,RPL8,LDHA,AC006064.4,HLA-E,CCL5,IL1B,GNLY Viral mRNA Translation Homo sapiens R-HSA-192823; Peptide chain elongation Homo sapiens R-HSA-156902; Selenocysteine synthesis Homo sapiens R-HSA-2408557; Eukaryotic Translation Termination Homo sapiens R-HSA-72764; L13a-mediated translational silencing of Ceruloplasmin expression Homo sapiens R-HSA-156827 Allograft Rejection; mTORC1 Signaling; TNF-alpha Signaling via NF-kB cytoplasmic translation (GO:0002181); SRP-dependent cotranslational protein targeting to membrane (GO:0006614); cotranslational protein targeting to membrane (GO:0006613) Viral mRNA Translation Homo sapiens R-HSA-192823; Peptide chain elongation Homo sapiens R-HSA-156902; Selenocysteine synthesis Homo sapiens R-HSA-2408557 Cytoplasmic ribosomal proteins; Influenza infection; Influenza viral RNA transcription and replication Cytoplasmic Ribosomal Proteins WP477; Cori Cycle WP1946; Glycolysis and Gluconeogenesis WP534 Coronavirus disease; Ribosome; Antigen processing and presentation RNA binding (GO:0003723); rRNA binding (GO:0019843); cytokine activity (GO:0005125) MYC,KAT2B,TP53,MAFB,EZH2,RUNX1,KLF10,RELA,GTF2B,KMT2A,EZH1,NR3C1,STAT6,MAF,SNAPC1,SPI1,CREBBP,MYB,REL,CEBPB U87,Glioblastoma cell TSC22D3,ID2,ENO1 MYC,KAT2B,TP53,MAFB,EZH2 CEBPD,ZNF331 CD8Tex,Th1,CD8Tcm,CD8Tem 70 MeC_70 KLF6,RORA,ARID5B,HMGB2,JUN,IKZF3,MAF,ZBTB38 S100A4,KLF6,KLRB1,FYN,GPR183,S100A11,SYNE2,AHNAK,DUSP1,IL10RA,PPP2R5C,ANXA1,CLIC1,TIGIT,ALOX5AP,IFI16,PYHIN1,ITGB1,CLDND1,SLA S100A4,KLF6,KLRB1,FYN,GPR183,S100A11,SYNE2,AHNAK,DUSP1,IL10RA,PPP2R5C,ANXA1,CLIC1,TIGIT,ALOX5AP,IFI16,PYHIN1,ITGB1,CLDND1,SLA,CD99,COTL1,GAPDH,SH3BGRL3,BIRC3,CD2,CD82,SRGN,IL32,CCR6,ANKRD12,GLIPR1,CD84,CCL5,RNF19A,MYO1F,KIAA1551,PLP2,S100A10,GSTK1,RORA,ARID5B,CD74,CD69,FXYD5,OPTN,HMGB2,JUN,SAT1,ANXA2,STOM,INPP4B,IL2RB,RNASET2,MIAT,GZMK,SH2D1A,TTC39C,YWHAB,IKZF3,RCSD1,ZFP36L2,NCL,RGS1,IDS,CST7,CTSA,LCP1,NFKBIA,MAF,PBXIP1,TXN,EML4,NABP1,PTPRC,SLAMF1,LYAR,TRADD,RPL22L1,CRIP1,EZR,MBP,LTB,IL7R,FCRL3,KLRC4-KLRK1,ARPC1B,LIMS1,KLRK1,CYBA,PPP1R15A,SPCS2,CKLF,PTPRCAP,ZBTB38,ARHGAP15,MACF1,ICAM3,FAS,CXCR5 Interleukin-2 signaling pathway; T cell receptor regulation of apoptosis; TNF-alpha Signaling via NF-kB; Inflammatory Response; Pathogenic Escherichia coli infection TNF-alpha Signaling via NF-kB; Inflammatory Response; Interferon Gamma Response cytokine-mediated signaling pathway (GO:0019221); cellular response to cytokine stimulus (GO:0071345); regulation of DNA binding (GO:0051101) Immune System Homo sapiens R-HSA-168256; Adaptive Immune System Homo sapiens R-HSA-1280218; Regulated Necrosis Homo sapiens R-HSA-5218859 Interleukin-2 signaling pathway; T cell receptor regulation of apoptosis; BDNF signaling pathway TNF alpha Signaling Pathway WP231; VEGFA-VEGFR2 Signaling Pathway WP3888; Pathogenic Escherichia coli infection WP2272 Pathogenic Escherichia coli infection; Salmonella infection; TNF signaling pathway actin binding (GO:0003779); cadherin binding (GO:0045296); chemokine binding (GO:0019956) CD74,T,MYB,GATA3,KMT2A,JUNB,FOXP3,NR3C1,LYL1,FOXO1,STAT5B,BACH2,SPI1,STAT6,RUNX1T1,CREBBP,TAL1,EBNA3,SMAD1,JUND B Lymphocyte KLF6,IFI16,PYHIN1,RORA,ARID5B T,MYB,FOXP3,NR3C1,LYL1 GATA3,JUNB,IRF1,JUN,FOS,MAF GATA3,JUNB,IRF1,JUN,FOS,MAF,SP140 MAIT 71 MeC_71 ID2,JUNB,KLF6 MT-CO2,TPT1,MT-ND1,MT-ND3,EEF1A1,MT-ND2,MT-RNR1,RPL19,MT-ND5,PABPC1,RPL41,HLA-B,RPL17,HLA-C,CCL5,HLA-A,RPS16,DUSP2,TNFAIP3,RPS27 MT-CO2,TPT1,MT-ND1,MT-ND3,EEF1A1,MT-ND2,MT-RNR1,RPL19,MT-ND5,PABPC1,RPL41,HLA-B,RPL17,HLA-C,CCL5,HLA-A,RPS16,DUSP2,TNFAIP3,RPS27,RPL4,PTMA,RPS23,HSPA1A,RPS29,RPS15A,RPL30,MT-ATP6,RPL27A,SRGN,IFITM1,ID2,SPP1,IFITM2,DNAJB1,RPL5,RPL18A,RPL37A,VIM,EIF1,RPSA,RPL39,NFKBIA,VSIG4,IGHA2,JUNB,COX4I1,RPL23A,DUSP1,PSME1,CD69,NEAT1,RPL7A,RPS4X,PPIA,NACA,RPS17,S100A11,HLA-E,EMP3,CD74,S100A10,GABARAP,IL32,TMSB10,TRBC2,RPL26,HLA-DRB1,G0S2,MTRNR2L1,S100A9,RPL35A,GZMK,PLAUR,MTRNR2L12,IFI6,MT-CYB,UBC,RPS6,GZMA,RPS3A,FN1,CD8A,LGALS1,IGKV2-28,TXN,C1QA,MT-ATP8,SLC25A6,ALOX5AP,KLF6,RPL10,IGHM,GADD45B,AIF1,CSTB,RPL12,GRN,HLA-DRB5,CD81 Peptide chain elongation Homo sapiens R-HSA-156902; Nonsense Mediated Decay (NMD) independent of the Exon Junction Complex (EJC) Homo sapiens R-HSA-975956; Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Viral mRNA Translation Homo sapiens R-HSA-192823; Selenocysteine synthesis Homo sapiens R-HSA-2408557 TNF-alpha Signaling via NF-kB; Interferon Gamma Response; Epithelial Mesenchymal Transition SRP-dependent cotranslational protein targeting to membrane (GO:0006614); cytoplasmic translation (GO:0002181); cotranslational protein targeting to membrane (GO:0006613) Peptide chain elongation Homo sapiens R-HSA-156902; Nonsense Mediated Decay (NMD) independent of the Exon Junction Complex (EJC) Homo sapiens R-HSA-975956; Eukaryotic Translation Elongation Homo sapiens R-HSA-156842 Cytoplasmic ribosomal proteins; Influenza viral RNA transcription and replication; Influenza infection Cytoplasmic Ribosomal Proteins WP477; Allograft Rejection WP2328; Proteasome Degradation WP183 Ribosome; Coronavirus disease; Antigen processing and presentation RNA binding (GO:0003723); mRNA 5'-UTR binding (GO:0048027); MHC protein binding (GO:0042287) EZH2,TP53,EZH1,MED1,RELA,SNAPC1,GTF2B,KAT2B,MAF,SMAD5,FOXP1,MYC,BRD4,NELFE,CBFB,DRAP1,NIPBL,KAT5,CDK9,AFF4 Proerythroblast,Fetal Liver ID2,NFKBIA EZH2,TP53,EZH1,MED1,RELA MAIT 72 MeC_72 JUN,TSC22D3 SAT1,BTG1,ZFP36L2,RPS4X,EEF1A1,RPLP2,JUN,RPS15,S100A4,CD74,GZMA,TUBA1B,CSTB,CD52,RPS27,HSPA1A,PFN1,MT-ND3,RPS3,LGALS3 SAT1,BTG1,ZFP36L2,RPS4X,EEF1A1,RPLP2,JUN,RPS15,S100A4,CD74,GZMA,TUBA1B,CSTB,CD52,RPS27,HSPA1A,PFN1,MT-ND3,RPS3,LGALS3,RPL3,TMSB10,MT-CYB,RPL31,RPLP1,RPLP0,RPS18,ACTG1,HSPA1B,MT2A,PRDX1,TXN,FABP5,PLTP,SEC61B,HLA-C,EIF5A,STMN1,CALM2,GLTSCR2,PARK7,P4HB,HNRNPK,CD3D,HMGN2,SPP1,MALAT1,GSN,PPIA,TOB1,LMNA,HNRNPA2B1,ACTA2,RPS16,SF3B5,SNU13,CCL5,DAD1,SFRP2,AQP1,RPL4,RPS20,NKG7,IGFBP7,SEC61G,SF1,RPL23A,RPS29,CCL3,CD7,TSC22D3,CRIP1,RPS19,INSIG1,DNAJB9,SDF2L1,TUBB,IGHG4,CYTIP,CCL4,XRCC6,PLIN2,SERBP1,SPARC,CALR,RPS27A,CLDN5,ARL4A,BCAS2,APOC1,RPL35,PDIA6,PTGES3,FABP4,ARF1,C9orf16,SLC38A2,EID1,HNRNPF,NDUFA4 Peptide chain elongation Homo sapiens R-HSA-156902; Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; SRP-dependent cotranslational protein targeting to membrane Homo sapiens R-HSA-1799339; SRP-dependent cotranslational protein targeting to membrane (GO:0006614); Viral mRNA Translation Homo sapiens R-HSA-192823 Allograft Rejection; Myc Targets V1; Androgen Response SRP-dependent cotranslational protein targeting to membrane (GO:0006614); protein targeting to ER (GO:0045047); cotranslational protein targeting to membrane (GO:0006613) Peptide chain elongation Homo sapiens R-HSA-156902; Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; SRP-dependent cotranslational protein targeting to membrane Homo sapiens R-HSA-1799339 Translation; Influenza infection; Cytoplasmic ribosomal proteins Cytoplasmic Ribosomal Proteins WP477; Lung fibrosis WP3624; Senescence and Autophagy in Cancer WP615 Ribosome; Coronavirus disease; Protein processing in endoplasmic reticulum RNA binding (GO:0003723); CCR1 chemokine receptor binding (GO:0031726); CCR5 chemokine receptor binding (GO:0031730) KAT2B,EZH2,NR3C2,TP53,KLF10,EZH1,GTF2B,GTF2A2,SNAPC1,GTF2E2,BRD4,MED1,CDK7,BCL3,ELL2,CPSF3L,SCML2,MAFB,BMI1,FOXP1 Proerythroblast,Fetal Liver BTG1,HMGN2,TSC22D3 KAT2B,EZH2,NR3C2,TP53,KLF10 JUN Th1 73 MeC_73 TSC22D3,JUNB RPL27A,MT-ATP8,RPS9,RPL3,RPS18,RPL27,CXCR4,HLA-A,CALM2,EIF4A2,RPS6,RPL38,RPL37A,MT-ATP6,ANXA2,SRSF7,RPS29,SRSF2,EIF3E,ZFAS1 RPL27A,MT-ATP8,RPS9,RPL3,RPS18,RPL27,CXCR4,HLA-A,CALM2,EIF4A2,RPS6,RPL38,RPL37A,MT-ATP6,ANXA2,SRSF7,RPS29,SRSF2,EIF3E,ZFAS1,RPL35,SRSF5,RPL21,RPS27,RPS20,RPL10A,RBM3,TSC22D3,RPS11,HNRNPC,TMSB4X,MT-ND1,SSR4,RPL4,STK4,CALR,CD44,TUBA1B,MTRNR2L12,HLA-B,HNRNPA0,RPL23A,JUNB,RPL13A,EIF3G,RPL9,EIF3D,ATP5B,EIF3L,LGALS1,GLTSCR2,CRIP1,RPS25,TPT1,HCST,SF3B1,DUSP1,CAPZA1,LAPTM5,LTB,ZFP36,C6orf48,CD6,RPS16,LPXN,HSP90AA1,CORO1A,CYCS,SRSF3,RBM39,UXT,PRRC2C,RPL13,RPL23,HSPA1B,TOMM20,TRMT112,TUBA4A,BSG,CLEC2D,EDF1,PIM2,CCNL1,UQCRH,PTPN22,ICAM3,N4BP2L2,BUB3,SNHG8,CHD2,HLA-C,TOMM7,UBA52,CD63,AHNAK,CFL1,ARGLU1,CD7,FKBP8,RPL17 L13a-mediated translational silencing of Ceruloplasmin expression Homo sapiens R-HSA-156827; GTP hydrolysis and joining of the 60S ribosomal subunit Homo sapiens R-HSA-72706; 3' -UTR-mediated translational regulation Homo sapiens R-HSA-157279; Formation of a pool of free 40S subunits Homo sapiens R-HSA-72689; Eukaryotic Translation Initiation Homo sapiens R-HSA-72613 Myc Targets V1; Allograft Rejection cytoplasmic translation (GO:0002181); SRP-dependent cotranslational protein targeting to membrane (GO:0006614); cotranslational protein targeting to membrane (GO:0006613) L13a-mediated translational silencing of Ceruloplasmin expression Homo sapiens R-HSA-156827; GTP hydrolysis and joining of the 60S ribosomal subunit Homo sapiens R-HSA-72706; 3' -UTR-mediated translational regulation Homo sapiens R-HSA-157279 Cytoplasmic ribosomal proteins; Translation; Influenza infection Cytoplasmic Ribosomal Proteins WP477; mRNA Processing WP411; Translation Factors WP107 Ribosome; Coronavirus disease; Antigen processing and presentation RNA binding (GO:0003723); translation initiation factor activity (GO:0003743); ubiquitin protein ligase binding (GO:0031625) KAT2B,BRD4,FOXM1,MYC,MED1,GTF2B,ZNF22,SNRNP70,SNAPC1,BCL3,MAFB,EZH2,TP53,BMI1,AFF4,NELFE,FOXP1,DNMT3B,PAF1,CPSF3L HeLa-S3,Epithelium,Cervix SRSF2,TSC22D3,EDF1,ID2,MORF4L1 KAT2B,BRD4,FOXM1,MYC,MED1 TAF7 TAF7,CHD2,JUNB,XBP1,CSDE1 CD8Tn,CD4Tn 74 MeC_74 HMGB2,ID2,SUB1,CEBPD S100A8,S100A9,S100A12,HMGB2,VCAN,SELL,CTSD,PKM,RETN,ALOX5AP,METTL9,SLC2A3,GAPDH,LTA4H,FCN1,SERPINB1,PGAM1,VIM,TSPO,PLAC8 S100A8,S100A9,S100A12,HMGB2,VCAN,SELL,CTSD,PKM,RETN,ALOX5AP,METTL9,SLC2A3,GAPDH,LTA4H,FCN1,SERPINB1,PGAM1,VIM,TSPO,PLAC8,TALDO1,CCND3,LGALS1,CSTA,MNDA,PLBD1,CAPG,PGD,NCF1,ITGAM,CTSS,ID2,APLP2,GRN,CES1,NDUFB9,GCA,MYH9,RBP7,QPCT,CD36,SUB1,MSN,MEGF9,RNASE2,MCL1,MSRB1,MGST1,STXBP2,COX6C,GLIPR1,IGHM,CYP1B1,ENO1,PSMA7,ARF1,UQCRH,RHOG,WSB1,PPDPF,CEBPD,BLVRB,ANXA6,CD14,CKAP4,NUP214,PADI4,RNF213,CSTB,MCEMP1,LYZ,ARHGDIB,YPEL5,TKT,MGST3,MS4A6A,EMB,PLEC,ZFAND5,CAP1,STK17B,ADD3,KCTD12,PPIA,NDUFA11,RPS21,TPM3,CYBB,SQSTM1,BLOC1S1,LBR,CDC42,S100A6,RP11-1143G9.4,ATP5I,RPL37A,CSF3R,COX7B,TMPO,ARPC5 neutrophil mediated immunity (GO:0002446); neutrophil activation involved in immune response (GO:0002283); neutrophil degranulation (GO:0043312); Complement; Metabolic reprogramming in colon cancer WP4290 Complement; Adipogenesis; mTORC1 Signaling neutrophil mediated immunity (GO:0002446); neutrophil activation involved in immune response (GO:0002283); neutrophil degranulation (GO:0043312) Metabolism Homo sapiens R-HSA-1430728; Metabolism of carbohydrates Homo sapiens R-HSA-71387; Cross-presentation of particulate exogenous antigens (phagosomes) Homo sapiens R-HSA-1236973 TGF-beta regulation of extracellular matrix; Leptin influence on immune response; T cell receptor regulation of apoptosis Metabolic reprogramming in colon cancer WP4290; Pentose Phosphate Metabolism WP134; Glycolysis and Gluconeogenesis WP534 Diabetic cardiomyopathy; Phagosome; Non-alcoholic fatty liver disease RAGE receptor binding (GO:0050786); icosatetraenoic acid binding (GO:0050543); arachidonic acid binding (GO:0050544) LYL1,SMAD1,FLI1,CEBPA,JMJD1C,KMT2A,CEBPB,RUNX1,SPI1,RXRG,MED12,NFE2,STAT1,BRD4,USP7,RUNX1T1,IRF1,TP53,NCOR1,ERG HL-60,Promyeloblast,Blood HMGB2,MNDA,ID2,SUB1,ENO1 LYL1,SMAD1,FLI1,CEBPA,JMJD1C NFE2,IRF1,SMARCB1 NFE2,IRF1,SMARCB1,CUX1,CEBPD,ZEB2,JUN Monocyte 75 MeC_75 HOPX,ID2,TSC22D3,HMGB1,XBP1,RUNX3,GATA3,FOS,BHLHE40,IRF1 GNLY,IFITM2,SELL,CMC1,COTL1,CD7,GZMK,CD44,FXYD5,CTSW,KLRC1,DUSP2,TAGLN2,NFKBIA,HOPX,CD52,TYROBP,XCL1,IFITM3,SRGN GNLY,IFITM2,SELL,CMC1,COTL1,CD7,GZMK,CD44,FXYD5,CTSW,KLRC1,DUSP2,TAGLN2,NFKBIA,HOPX,CD52,TYROBP,XCL1,IFITM3,SRGN,XCL2,CD63,SSR4,CD2,IFITM1,ICAM3,KLRD1,CRIP1,TRDC,LY6E,IL2RB,FCER1G,HINT1,STK17A,SEC61G,NKG7,ITGB1,ID2,JAK1,TMEM123,CALM2,CD74,SPTSSB,FKBP1A,TSC22D3,MIF,CAPG,KLRF1,GAPDH,S100A10,TSPO,EIF3G,CDKN2D,WDR83OS,CXCR3,TNFRSF18,HMGB1,ARF6,EIF4G2,GMFG,BST2,IL10RA,MATK,XBP1,SRSF2,MAP3K8,H3F3AP4,COX5A,C1orf162,HCST,TPT1,RUNX3,EMP3,RPL22L1,LINC01871,BTG1,SNRPD2,DYNLL1,SRP14,GATA3,RPS24,AHNAK,FOS,ADGRE5,BHLHE40,RAP1B,GPR183,ARF1,ANXA1,ISG20,POLR2L,CLIC1,LDHA,EDF1,CDC42SE1,IRF1,C9orf16,DOK2,MYADM,TUBB Interleukin-2 signaling pathway; T cell receptor regulation of apoptosis; cytokine-mediated signaling pathway (GO:0019221); Immune system; Immune System Homo sapiens R-HSA-168256 Interferon Gamma Response; IL-2/STAT5 Signaling; Interferon Alpha Response cytokine-mediated signaling pathway (GO:0019221); regulation of immune response (GO:0050776); response to interferon-gamma (GO:0034341) Immune System Homo sapiens R-HSA-168256; Hemostasis Homo sapiens R-HSA-109582; Interferon alpha/beta signaling Homo sapiens R-HSA-909733 Interleukin-2 signaling pathway; T cell receptor regulation of apoptosis; Immune system IL-4 Signaling Pathway WP395; Prolactin Signaling Pathway WP2037; TYROBP Causal Network WP3945 Th1 and Th2 cell differentiation; Salmonella infection; Pathogenic Escherichia coli infection cadherin binding (GO:0045296); cytokine receptor activity (GO:0004896) MAPK1,T,GATA3,STAT3,STAT5B,MYB,KMT2A,TAL1,ERG,CD74,SPI1,RUNX1,TBX21,RUNX1T1,EZH2,CHRM2,LMO2,SMAD1,GABPA,JMJD1C HeLa,Epithelium,Cervix NFKBIA,HOPX,ID2,TSC22D3,HMGB1 T,STAT3,STAT5B,MYB,TAL1 GATA3,BHLHE40,RUNX3 GATA3,BHLHE40,RUNX3,IRF1,FOS,HIF1A NK,CD8Tcm,CD8Tex 76 MeC_76 ID2,IRF8,EGR2 RGS2,CXCL1,LAPTM5,P2RY12,ID2,CXCR4,BCL2A1,PDK4,RPL4,EIF4A3,ITM2B,GADD45B,CD14,CXCL2,CALM2,TYROBP,RPL8,IFNGR1,HLA-E,HNRNPA1 RGS2,CXCL1,LAPTM5,P2RY12,ID2,CXCR4,BCL2A1,PDK4,RPL4,EIF4A3,ITM2B,GADD45B,CD14,CXCL2,CALM2,TYROBP,RPL8,IFNGR1,HLA-E,HNRNPA1,MT2A,HSPA6,RPS14,DUSP2,BTG2,RPL6,SGK1,MTRNR2L8,RPSA,NAA20,PLIN2,EEF1A1,RNASE1,MTND4LP30,EEF1G,RPS3A,CD69,KLRK1,ANXA1,PTGS2,UGDH-AS1,NACA,CHMP1B,C6orf62,MAT2A,RPS24,YWHAH,CD53,ATP1B3,HLA-DQB2,RPL39,RPL10A,HAVCR2,PSMB9,RPL21P28,SPARC,RPL21,PTGDS,PSME2,EFEMP1,ARPC2,SPP1,HLA-C,RPL23,RPL13A,SELENOK,ATP6V1B2,GSN,CNBP,PSME1,SERPINB9,TMIGD3,EIF3E,PSMA4,UBE2L6,ARL4C,CD9,ACTB,RPL7,SLC25A6,CORO1A,COX7C,IRF8,LYZ,RPS11,EGR2,PLAU,SNX10,ARPC3,RPS28,CSF1R,XCL2,GAPDH,GDI2,UBE2D3,SRSF7,CKLF,SELENOF,CD47,RPLP2 Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Peptide chain elongation Homo sapiens R-HSA-156902; Formation of a pool of free 40S subunits Homo sapiens R-HSA-72689; Viral mRNA Translation Homo sapiens R-HSA-192823; Nonsense Mediated Decay (NMD) enhanced by the Exon Junction Complex (EJC) Homo sapiens R-HSA-975957 TNF-alpha Signaling via NF-kB; Interferon Gamma Response; Interferon Alpha Response nuclear-transcribed mRNA catabolic process, nonsense-mediated decay (GO:0000184); SRP-dependent cotranslational protein targeting to membrane (GO:0006614); cotranslational protein targeting to membrane (GO:0006613) Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Peptide chain elongation Homo sapiens R-HSA-156902; Formation of a pool of free 40S subunits Homo sapiens R-HSA-72689 Translation; Cytoplasmic ribosomal proteins; Influenza viral RNA transcription and replication Cytoplasmic Ribosomal Proteins WP477; Proteasome Degradation WP183; Spinal Cord Injury WP2431 Ribosome; Coronavirus disease; Legionellosis RNA binding (GO:0003723); chemokine activity (GO:0008009); chemokine receptor binding (GO:0042379) IRF1,SPI1,KMT2A,SMAD1,CEBPA,RXRG,RUNX1,CEBPB,FLI1,LYL1,STAT1,JMJD1C,RARA,BRD4,RELA,FOS,JUN,NELFE,HES2,STAT3 Monocyte,Blood ID2,IRF8 IRF1,SPI1,SMAD1,CEBPA,RUNX1 EGR2 M1,Mast,Th1,cDC2,Monocyte,M2 77 MeC_77 TSC22D3,LITAF,JUN,FOSB,SUB1,ID3,ARID5B,JUND,EGR1,FOS JCHAIN,IGHA1,VIM,CD48,IER2,PABPC4,TIMP1,IGHA2,IGKC,SRGN,EZR,CIRBP,LMNA,DUSP1,TSC22D3,SRSF7,LITAF,AHNAK,CD69,JUN JCHAIN,IGHA1,VIM,CD48,IER2,PABPC4,TIMP1,IGHA2,IGKC,SRGN,EZR,CIRBP,LMNA,DUSP1,TSC22D3,SRSF7,LITAF,AHNAK,CD69,JUN,HSP90B1,MT2A,SRSF5,SPINK2,HMGN2,FOSB,RNASET2,HSP90AB1,RPL36AL,CALR,TNFRSF17,SEC61B,TBCA,ZFP36,SUB1,LGALS1,TMSB10,GLTSCR2,TNFRSF18,HNRNPA1,CD53,IL2RG,DDX18,S100A10,PDIA3,ITM2B,EIF3F,TMCO1,ID3,TAGLN2,PPIB,CLK1,FXYD5,EVI2B,SNRPD2,GMFG,ANXA2,SNRPE,ATP5L,CCL3,SEC62,TNFRSF13B,HNRNPA3,S100A6,EEF1A1,H3F3B,HINT1,TXNDC5,YPEL5,BTF3,PCBP2,ANP32B,UBE2J1,SPCS2,VAMP8,EIF3D,GNG7,ARID5B,HCLS1,SEC11A,SMAP2,ANKRD37,DBI,JUND,EGR1,PTPN6,MEF2C,PTGES3,CCL5,SHFM1,SF3B5,SELENOS,PTMA,OS9,FOS,CLECL1,C11ORF31,HNRNPM,CXCL13,IGKV3-11 T cell receptor regulation of apoptosis; RNA binding (GO:0003723); AP-1 transcription factor network; BDNF signaling pathway; Interleukin-2 signaling pathway TNF-alpha Signaling via NF-kB; Myc Targets V1; Allograft Rejection cytokine-mediated signaling pathway (GO:0019221); endoplasmic reticulum to cytosol transport (GO:1903513); cellular response to cytokine stimulus (GO:0071345) mRNA Splicing - Major Pathway Homo sapiens R-HSA-72163; mRNA Splicing Homo sapiens R-HSA-72172; Processing of Capped Intron-Containing Pre-mRNA Homo sapiens R-HSA-72203 T cell receptor regulation of apoptosis; AP-1 transcription factor network; BDNF signaling pathway mRNA Processing WP411; IL-3 Signaling Pathway WP286 Protein processing in endoplasmic reticulum; Spliceosome; Protein export RNA binding (GO:0003723); mRNA binding (GO:0003729); RNA polymerase binding (GO:0070063) NFKB2,RELA,MED1,MEF2A,TP53,ZMYND11,T,NCOR1,SPI1,STAT1,ETV6,RARA,GATA3,ZMYM3,NFKB1,HDAC6,KAT2B,JUND,CREB1,TCF7L1 L1236,Hodgkin Lymphoma Cell TSC22D3,LITAF,HMGN2,FOSB,SUB1 NFKB2,RELA,MED1,MEF2A,TP53 JUND,JUN,FOS JUND,JUN,FOS,EGR1,NR4A1 Plasma 78 MeC_78 RORA,KLF6,JUN,GATA3,FOS,XBP1,FOXP1 S100A4,ANXA1,LTB,ITGB1,IL7R,S100A11,KLRB1,CRIP1,IL32,RNASET2,LDHA,VIM,TRADD,LGALS1,AQP3,TNFAIP3,RORA,TIMP1,PSME2,PLP2 S100A4,ANXA1,LTB,ITGB1,IL7R,S100A11,KLRB1,CRIP1,IL32,RNASET2,LDHA,VIM,TRADD,LGALS1,AQP3,TNFAIP3,RORA,TIMP1,PSME2,PLP2,CD40LG,KLF6,FXYD5,S100A10,TRAT1,JUN,SH3BGRL3,GPR183,ALOX5AP,CD69,EMP3,CD99,MIF,ANXA2,AHNAK,IFITM2,GLIPR1,TTC39C,TNFRSF4,GIMAP7,GATA3,MYL6,PPIB,FOS,IFITM1,TXN,DDIT4,GSTK1,COTL1,CD2,DSTN,FTH1,ZFP36L2,PRDX1,NFKBIA,BIRC3,SAMSN1,XBP1,FKBP11,PIM1,TRAC,GAPDH,RAN,ZFP36L1,TSPO,FOXP1,PPP1R15A,PTGER2,PDIA6,FLNA,CCR6,RGS1,PPP2R5C,USP10,PBXIP1,C1QBP,CD6,SEC61G,GLIPR2,TXNIP,ARL6IP5,ANKRD12,MAL,TPM4,DUSP1,LPAR6,TC2N,NME2,CTSH,HSPA5,PRDX2,CALM1,CYBA,HSP90AA1,TNFSF13B,UBC,IGHM,CKLF,AC058791.1,TLN1 Interleukin-2 signaling pathway; T cell receptor regulation of apoptosis; cytokine-mediated signaling pathway (GO:0019221); BDNF signaling pathway; Hypoxia Hypoxia; Epithelial Mesenchymal Transition; TNF-alpha Signaling via NF-kB cytokine-mediated signaling pathway (GO:0019221); cellular response to cytokine stimulus (GO:0071345); regulation of apoptotic process (GO:0042981) Immune System Homo sapiens R-HSA-168256; Smooth Muscle Contraction Homo sapiens R-HSA-445355; TNFR2 non-canonical NF-kB pathway Homo sapiens R-HSA-5668541 Interleukin-2 signaling pathway; T cell receptor regulation of apoptosis; BDNF signaling pathway TNF alpha Signaling Pathway WP231; Prolactin Signaling Pathway WP2037; Photodynamic therapy-induced unfolded protein response WP3613 Salmonella infection; NF-kappa B signaling pathway; Lipid and atherosclerosis cadherin binding (GO:0045296); phosphatase activator activity (GO:0019211); protein phosphatase activator activity (GO:0072542) T,GATA3,TAL1,MYB,KMT2A,STAT5B,BRD4,SMAD1,CDK9,RUNX1,MAF,STAT6,FOS,TBX21,RELA,TRIM28,SPI1,CEBPA,NR4A1,JUN Th1 RORA,NFKBIA,RAN,PBXIP1,ARID5B T,TAL1,MYB,STAT5B,BRD4 GATA3,FOS,JUN,MAF GATA3,FOS,JUN,MAF,ELF1,CEBPB,KLF6,FOXP1,XBP1 Th17 79 MeC_79 TSC22D3,KLF6,FOS,CREM,ATF3 TSC22D3,TNFAIP3,HSPA8,RPL12,SGK1,KLF6,RPL19,EIF1,RPS6,CD83,RPS27,ANXA1,RPL8,FOS,CD7,RPL29,RPS25,MYL6,DNAJA1,VIM TSC22D3,TNFAIP3,HSPA8,RPL12,SGK1,KLF6,RPL19,EIF1,RPS6,CD83,RPS27,ANXA1,RPL8,FOS,CD7,RPL29,RPS25,MYL6,DNAJA1,VIM,TMSB10,OAZ1,SRGN,S100A6,RPL11,SARAF,C1QA,ACTG1,HSPA1A,GPR183,PLAUR,PTMA,APOE,TXNIP,TAGLN2,S100A10,MT-ND4,S100A11,H2AFZ,H3F3B,RPS16,MT-CO1,CRIP1,TOB1,TYROBP,HSPA5,HNRNPH1,IL7R,HLA-C,TIGIT,TUBA1B,SDCBP,RPS3,LAPTM5,PABPC1,RPL34,RPS12,CALM1,BIRC3,RPS14,TUBA1A,ITM2B,RPS13,IFI30,TRBC2,RPS26,RPL30,TPI1,RAN,CALM2,TNF,SOD1,FCGR3A,EZR,EIF4A3,CD74,GZMB,RPL21,RPS15A,CD27,NPM1,APOC1,CD44,SLA,RNASE1,FXYD5,LGMN,PFDN5,CREM,MTND4LP30,YWHAZ,RPS11,ATF3,CXCL1,LMNA,CLK1,CD14,HSP90AB1,DDX3X,SQSTM1 Nonsense-Mediated Decay (NMD) Homo sapiens R-HSA-927802; Nonsense Mediated Decay (NMD) enhanced by the Exon Junction Complex (EJC) Homo sapiens R-HSA-975957; Nonsense Mediated Decay (NMD) independent of the Exon Junction Complex (EJC) Homo sapiens R-HSA-975956; Viral mRNA Translation Homo sapiens R-HSA-192823; Peptide chain elongation Homo sapiens R-HSA-156902 TNF-alpha Signaling via NF-kB; Apoptosis; Complement nuclear-transcribed mRNA catabolic process, nonsense-mediated decay (GO:0000184); SRP-dependent cotranslational protein targeting to membrane (GO:0006614); cotranslational protein targeting to membrane (GO:0006613) Nonsense-Mediated Decay (NMD) Homo sapiens R-HSA-927802; Nonsense Mediated Decay (NMD) enhanced by the Exon Junction Complex (EJC) Homo sapiens R-HSA-975957; Nonsense Mediated Decay (NMD) independent of the Exon Junction Complex (EJC) Homo sapiens R-HSA-975956 Influenza viral RNA transcription and replication; Influenza infection; Cytoplasmic ribosomal proteins Cytoplasmic Ribosomal Proteins WP477; Apoptosis-related network due to altered Notch3 in ovarian cancer WP2864; Pathogenic Escherichia coli infection WP2272 Coronavirus disease; Ribosome; Antigen processing and presentation RNA binding (GO:0003723); cadherin binding (GO:0045296); ubiquitin protein ligase binding (GO:0031625) EZH2,KAT2B,SNAPC1,TP53,KLF10,MAFB,JUN,GTF2B,WDR5,MAF,MYB,BCL3,SPI1,SMAD1,HDAC6,BRD4,CREBBP,REL,ELL2,ZNF22 Proerythroblast,Fetal Liver TSC22D3,RAN,NPM1,PFDN5 EZH2,KAT2B,TP53,KLF10,MAFB FOS FOS,ATF3,CREM,KLF6 Th1,Tfh 80 MeC_80 HMGB1,ZNF683,HMGB2 FTH1,HLA-E,CCL5,APOE,RPL5,PFN1,IFITM2,RPL3,RPS4X,RPS3,HMGN2,RPLP1,HSPA8,HNRNPA1,RPS29,IFI27,HLA-B,UBB,CORO1A,HLA-C FTH1,HLA-E,CCL5,APOE,RPL5,PFN1,IFITM2,RPL3,RPS4X,RPS3,HMGN2,RPLP1,HSPA8,HNRNPA1,RPS29,IFI27,HLA-B,UBB,CORO1A,HLA-C,TUBA1B,RGS1,RPL30,RPSA,MGP,AQP1,CD69,RPS27,RPL4,SELENOP,MALAT1,SFRP2,ACKR1,C1QC,CYR61,ACTG1,IL7R,IL32,NKG7,PABPC1,GSN,RPL37A,YWHAB,GADD45B,COL1A1,CFL1,CTSW,RPLP2,RPS15A,HYAL2,RPL10A,C6orf62,TGFBI,DEPP1,KLRK1,RPL37,IGFBP7,LTF,HIST1H4C,RPS28,RPL29,MTRNR2L8,RPL41,RPL23,TUBB,RPL35,GIMAP7,SPARC,BTG2,HLA-A,RNASE1,RHOG,UGDH-AS1,MZB1,RPL18A,MAT2A,TRBC2,CFD,EEF1G,HMGB1,HLA-DRB5,PTGDS,SRP14,NPM1,HDAC1,PPIA,SLC25A5,FKBP1A,TM4SF1,HLA-DQA2,PLTP,ADM,ZNF683,HMGB2,NAP1L4,PPT1,PSMB9,HNRNPF,PMEL,RPS12 Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Nonsense Mediated Decay (NMD) independent of the Exon Junction Complex (EJC) Homo sapiens R-HSA-975956; SRP-dependent cotranslational protein targeting to membrane (GO:0006614); Viral mRNA Translation Homo sapiens R-HSA-192823; Peptide chain elongation Homo sapiens R-HSA-156902 Interferon Gamma Response; Inflammatory Response; Apoptosis SRP-dependent cotranslational protein targeting to membrane (GO:0006614); cotranslational protein targeting to membrane (GO:0006613); protein targeting to ER (GO:0045047) Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Nonsense Mediated Decay (NMD) independent of the Exon Junction Complex (EJC) Homo sapiens R-HSA-975956; Viral mRNA Translation Homo sapiens R-HSA-192823 Translation; Influenza viral RNA transcription and replication; Cytoplasmic ribosomal proteins Cytoplasmic Ribosomal Proteins WP477; Allograft Rejection WP2328; Ebola Virus Pathway on Host WP4217 Ribosome; Coronavirus disease; Phagosome RNA binding (GO:0003723); supercoiled DNA binding (GO:0097100); ubiquitin ligase inhibitor activity (GO:1990948) EZH2,EZH1,TP53,FOXP1,RELA,YY1,BMI1,KLF10,STAT5B,KAT2B,SP1,CBFB,DRAP1,BRD4,MYC,CHD1,MAF,DNMT3B,IRF1,MED1 Proerythroblast,Fetal Liver HMGN2,YWHAB,HMGB1,NPM1 EZH2,EZH1,TP53,FOXP1,RELA HDAC1 CD4Teff 81 MeC_81 ATF4,CSDE1 MT2A,CPE,VEGFA,ENO1,ZFAS1,TIMP1,TGFBI,NDRG1,PGK1,FN1,MT1E,RPS27L,BNIP3,SERPINE1,ENO2,LDHA,TIMP3,GAPDH,PLOD2,CCNI MT2A,CPE,VEGFA,ENO1,ZFAS1,TIMP1,TGFBI,NDRG1,PGK1,FN1,MT1E,RPS27L,BNIP3,SERPINE1,ENO2,LDHA,TIMP3,GAPDH,PLOD2,CCNI,ACTG1,ANGPTL4,CCDC85B,P4HA1,IGFBP5,BNIP3L,ALDOA,LGALS3,CIRBP,ATF4,IGFBP3,ADM,PLP2,CLEC2B,VIM,LOX,CA9,CA12,TMEM45A,MME,LOXL2,ERO1A,MIF,RND3,C1R,CANX,PLIN2,FTH1,CD44,EMP3,SEC62,RPL14,SLC2A1,CSDE1,EIF1,MORF4L1,NPM1,PTGES3,CAST,THBS2,SLC16A3,LRRFIP1,PSAP,SYF2,DARS,SMS,PLAUR,TAF1D,CTSL,SELENOM,SERPINE2,IGFBP6,ERRFI1,IL32,FAM162A,SLC3A2,NAP1L1,HILPDA,HSP90B1,PKM,GAS5,SPON2,DDIT4,P4HA2,WSB1,DNAJB9,EGLN3,EIF4B,SH3BP5,ITGB1,STC1,DUSP1,NDUFA4L2,SCG5,RPS26,PHPT1,PTTG1IP,LMAN1,FTL,SEC63 Hypoxia; Glycolysis; HIF-1 transcriptional activity in hypoxia; Epithelial Mesenchymal Transition; mTORC1 Signaling Hypoxia; Glycolysis; Epithelial Mesenchymal Transition glycolytic process (GO:0006096); pyruvate metabolic process (GO:0006090); carbohydrate catabolic process (GO:0016052) Extracellular matrix organization Homo sapiens R-HSA-1474244; Glycolysis Homo sapiens R-HSA-70171; Gluconeogenesis Homo sapiens R-HSA-70263 HIF-1 transcriptional activity in hypoxia; BDNF signaling pathway; TGF-beta regulation of extracellular matrix Photodynamic therapy-induced HIF-1 survival signaling WP3614; Pathways in clear cell renal cell carcinoma WP4018; Glycolysis and Gluconeogenesis WP534 HIF-1 signaling pathway; Glycolysis / Gluconeogenesis; Proteoglycans in cancer cadherin binding (GO:0045296); RNA binding (GO:0003723); insulin-like growth factor II binding (GO:0031995) TP53,HIF1A,CREBBP,BRD4,SMAD3,CEBPB,KLF11,FOSL2,GTF2B,TCF21,ATF3,MYOD1,MED1,CPSF3L,MAX,BCL3,TFAP2A,CTCF,NKX2-1,IKZF2 Foreskin ENO1,BNIP3,CSDE1,MORF4L1,NPM1 TP53,HIF1A,CREBBP,BRD4,SMAD3 MXI1 MXI1,GTF2F1,ATF4 Fibroblasts 82 MeC_82 CEBPD,KLF6,TSC22D3,KLF2,CEBPB,CREM DUSP1,RPS4X,RPS27,GNLY,SGK1,ZFP36L2,RPL9,CEBPD,PTPRCAP,ISG15,SSR4,RPL4,RPS12,RPL17,RHOB,IFI27,NKG7,KLF6,CST3,ARHGDIB DUSP1,RPS4X,RPS27,GNLY,SGK1,ZFP36L2,RPL9,CEBPD,PTPRCAP,ISG15,SSR4,RPL4,RPS12,RPL17,RHOB,IFI27,NKG7,KLF6,CST3,ARHGDIB,CTSB,FN1,H2AFZ,ALDH1A1,CCNI,HNRNPH1,RPS27A,IFI6,UBE2D3,FXYD5,MTRNR2L2,NAP1L1,HINT1,LAPTM5,DBI,IL32,COTL1,NNMT,PNRC1,RPL21,POSTN,MIF,TSC22D3,HERPUD1,DAZAP2,S100A10,HNRNPA1P10,ATP6V0E1,CFL1,SSR2,ACTR3,UCP2,CTSD,STK4,VSIG4,SRSF3,LAMTOR1,BTG1,OST4,CXCL13,CXCL8,PPIA,NDUFB2,SON,GMFG,SRSF7,ACTA2,KLF2,CEBPB,RPL31,HSPB1,ARRDC3,RPS28,MYL6,BIRC3,ANXA1,TPT1,RPS29,NEDD8,RAC1,HNRNPA2B1,COX6A1,PIM2,PGAM1,CD163,MT-CO2,RPSA,RPS3,CLU,PMAIP1,TYMP,CLDN5,CREM,PGK1,HNRNPA0,FYB,ARPC1B,MT-ATP6,CCL4L2,RPL13AP5 SRP-dependent cotranslational protein targeting to membrane Homo sapiens R-HSA-1799339; cotranslational protein targeting to membrane (GO:0006613); Viral mRNA Translation Homo sapiens R-HSA-192823; Peptide chain elongation Homo sapiens R-HSA-156902; Selenoamino acid metabolism Homo sapiens R-HSA-2408522 TNF-alpha Signaling via NF-kB; Myc Targets V1; Epithelial Mesenchymal Transition cotranslational protein targeting to membrane (GO:0006613); SRP-dependent cotranslational protein targeting to membrane (GO:0006614); cytoplasmic translation (GO:0002181) SRP-dependent cotranslational protein targeting to membrane Homo sapiens R-HSA-1799339; Viral mRNA Translation Homo sapiens R-HSA-192823; Peptide chain elongation Homo sapiens R-HSA-156902 T cell receptor regulation of apoptosis; Translation; Cytoplasmic ribosomal proteins Cytoplasmic Ribosomal Proteins WP477; Exercise-induced Circadian Regulation WP410; Transcriptional cascade regulating adipogenesis WP4211 Ribosome; Coronavirus disease; Salmonella infection RNA binding (GO:0003723) TP53,GTF2B,NFATC1,IRF1,SPI1,CPSF3L,NKX2-1,ELF3,FOXA2,BCL3,MYC,PAF1,PHF8,YY1,HEY1,NR3C1,FOXA1,CREB1,RNF2,POLR2H Foreskin KLF6,TSC22D3,BTG1,KLF2 TP53,NFATC1,IRF1,SPI1,NKX2-1 CEBPB CEBPB,CEBPD MAIT,CD4Teff 83 MeC_83 JUN,YBX1 TIMP1,DDIT4,MT2A,NNMT,SERPINE1,IL1B,DUSP1,CCL20,TUBA1B,RPS29,IGFBP3,ARHGDIB,ITM2B,RPS24,CORO1A,ENO1,RPS8,HSPA1B,PTPRCAP,APOE TIMP1,DDIT4,MT2A,NNMT,SERPINE1,IL1B,DUSP1,CCL20,TUBA1B,RPS29,IGFBP3,ARHGDIB,ITM2B,RPS24,CORO1A,ENO1,RPS8,HSPA1B,PTPRCAP,APOE,HSPA8,IFITM3,THBS1,IFI27,LDHA,SRGN,RPS4X,RPL12,HLA-E,GZMA,TNC,OAZ1,GZMK,MALAT1,RPL23,RPS27A,LDHB,MT1X,RPL6,APOC1,TMSB10,SH3BGRL3,MMP9,JUN,CTSB,MGST1,IFI30,MTRNR2L10,NME1,FCN1,YBX1,C1QB,MT-ATP6,GPM6B,HLA-DPB1,TMBIM6,RPS3,ANGPTL4,UGDH-AS1,PSAP,RPL23A,RPL30,C1QA,BTF3,RPS3A,FBP1,AREG,RACK1,RPS28,CHI3L2,CCL5,RPL9,CXCL14,CYP1B1,APOBEC3A,ARPC2,CCL22,AQP1,CD53,MT1G,TNFRSF11B,PGK1,EEF1B2,PLAUR,RGS1,RPS11,TCP1,UBC,RPL4,CALM1,DUSP2,IL1RN,RPL28,RPS13,KLRK1,CXCL1,NPY,PTPRC,LTB,CXCL13 Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Viral mRNA Translation Homo sapiens R-HSA-192823; Peptide chain elongation Homo sapiens R-HSA-156902; Selenocysteine synthesis Homo sapiens R-HSA-2408557; Eukaryotic Translation Termination Homo sapiens R-HSA-72764 Allograft Rejection; Complement; Hypoxia SRP-dependent cotranslational protein targeting to membrane (GO:0006614); cotranslational protein targeting to membrane (GO:0006613); cytoplasmic translation (GO:0002181) Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Viral mRNA Translation Homo sapiens R-HSA-192823; Peptide chain elongation Homo sapiens R-HSA-156902 Cytoplasmic ribosomal proteins; Influenza viral RNA transcription and replication; Translation Cytoplasmic Ribosomal Proteins WP477; Allograft Rejection WP2328; Senescence and Autophagy in Cancer WP615 Coronavirus disease; Ribosome; Rheumatoid arthritis RNA binding (GO:0003723); cytokine activity (GO:0005125); chemokine activity (GO:0008009) EZH2,TP53,SNAPC1,TERF2,DNMT3B,RELA,KLF10,EZH1,ZNF528,CPSF3L,RUNX1,NFE2,MYB,NR3C1,BCL3,HIF1A,CEBPB,KAT2B,TCF12,STAT3 Proerythroblast,Fetal Liver ENO1,YBX1 EZH2,TP53,TERF2,DNMT3B,RELA JUN JUN Fibroblasts,Endothelial 84 MeC_84 TSC22D3,HMGB2,ATF3,DDIT3 FTL,EEF1A1,SPARC,PTMA,EIF1,RPLP1,ACTB,RPL8,IGFBP7,TSC22D3,RPL41,HLA-A,RPLP2,CORO1A,RPL9,RPS13,GPR183,TUBA1B,RPS12,CXCR4 FTL,EEF1A1,SPARC,PTMA,EIF1,RPLP1,ACTB,RPL8,IGFBP7,TSC22D3,RPL41,HLA-A,RPLP2,CORO1A,RPL9,RPS13,GPR183,TUBA1B,RPS12,CXCR4,ACKR1,CD74,AQP1,SPARCL1,NEAT1,H2AFZ,LDHA,COL9A1,TUBA1A,RPL3,DUSP2,ARHGDIB,EZR,DLK1,GSN,RPS4X,IFITM2,UBC,RPL21P28,S100B,GZMA,PLVAP,COL1A1,FMO1,HNRNPH1,TMSB10,FBLN5,HMGB2,RPL11,CD69,VIM,CCL5,TUBB,SAMSN1,ENO1,CRIP2,GAS5,CXCL13,TRMT112,TNFAIP3,CRIP1,LDHB,RPL18,RPS10,RPS8,ENO2,LTB,NME1-NME2,ATF3,KRT18,GZMB,EFEMP1,MS4A1,CLIC1,C6orf62,ATP5PO,RPS27A,MT-CYB,EMP3,HYAL2,SIVA1,SUMO2,SOD1,ISG20,LMNA,MYL12A,SKP1,AREG,MAP1LC3B,CD83,HSPA8,HILPDA,ARF1,RPL39,CCL19,DDIT3,DDX5,GNLY,FKBP1A,TPSAB1 Peptide chain elongation Homo sapiens R-HSA-156902; Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Eukaryotic Translation Termination Homo sapiens R-HSA-72764; Viral mRNA Translation Homo sapiens R-HSA-192823; Selenocysteine synthesis Homo sapiens R-HSA-2408557 Apoptosis; Allograft Rejection; TNF-alpha Signaling via NF-kB cotranslational protein targeting to membrane (GO:0006613); SRP-dependent cotranslational protein targeting to membrane (GO:0006614); protein targeting to ER (GO:0045047) Peptide chain elongation Homo sapiens R-HSA-156902; Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Eukaryotic Translation Termination Homo sapiens R-HSA-72764 Cytoplasmic ribosomal proteins; Disease; Translation Cytoplasmic Ribosomal Proteins WP477; Allograft Rejection WP2328; Pathogenic Escherichia coli infection WP2272 Ribosome; Coronavirus disease; Apoptosis RNA binding (GO:0003723); ubiquitin protein ligase binding (GO:0031625); ubiquitin-like protein ligase binding (GO:0044389) EZH2,KAT2B,EZH1,KLF10,TP53,RELA,NR3C2,SNRNP70,ZNF22,BRD4,SNAPC1,BMI1,CD74,GTF2B,MED1,REL,BATF,GTF2A2,MYC,BCL3 Proerythroblast,Fetal Liver TSC22D3,HMGB2,ENO1,CRIP2 EZH2,KAT2B,EZH1,KLF10,TP53 Fibroblasts,Endothelial 85 MeC_85 JUN,JUNB,KLF6 ACTB,RPS19,TPT1,MALAT1,EEF1A1,H3F3B,CXCR4,IFITM3,RNASE1,RPL12,RPL13A,NEAT1,RPS27,MT-CYB,RPS2,CD74,HLA-C,MT-ND4,APOC1,IFITM2 ACTB,RPS19,TPT1,MALAT1,EEF1A1,H3F3B,CXCR4,IFITM3,RNASE1,RPL12,RPL13A,NEAT1,RPS27,MT-CYB,RPS2,CD74,HLA-C,MT-ND4,APOC1,IFITM2,HSPA5,BTG1,B2M,EIF1,RPS14,CSTB,RPL31,FAU,FTL,HAMP,NUPR1,HSPA8,IFI27,HLA-E,PLIN2,MTRNR2L1,RPL37A,CLDN5,RPL32,CD69,C1QB,LUM,CXCL3,IFITM1,TMSB10,MGP,IGFBP7,RPL10,DUSP2,DDIT4,TPSAB1,RPS11,RPS25,CCL5,AC020656.1,JUN,CXCL2,RPS18,SSR4,DNAJB1,SRGN,CLU,ZFP36L2,MT-ND1,C1QA,RPL35A,NTS,RPS15A,FTH1,HSP90B1,UGDH-AS1,MTND4LP30,RPS12,TRBC2,FABP4,GZMB,RPL36,CD63,EFEMP1,RGS1,RPL23A,RPS20,SLC2A3,RPS23,ZFP36L1,RGCC,RPL26,DCN,RNASET2,JUNB,UBB,EEF1G,RPL34,RPL41,CCL3L3,HYAL2,ANXA1,KLF6,PPIB,GSN Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Peptide chain elongation Homo sapiens R-HSA-156902; Viral mRNA Translation Homo sapiens R-HSA-192823; Selenocysteine synthesis Homo sapiens R-HSA-2408557; Eukaryotic Translation Termination Homo sapiens R-HSA-72764 TNF-alpha Signaling via NF-kB; Interferon Alpha Response; Hypoxia SRP-dependent cotranslational protein targeting to membrane (GO:0006614); cotranslational protein targeting to membrane (GO:0006613); cytoplasmic translation (GO:0002181) Eukaryotic Translation Elongation Homo sapiens R-HSA-156842; Peptide chain elongation Homo sapiens R-HSA-156902; Viral mRNA Translation Homo sapiens R-HSA-192823 Translation; Cytoplasmic ribosomal proteins; Influenza viral RNA transcription and replication Cytoplasmic Ribosomal Proteins WP477; Allograft Rejection WP2328 Coronavirus disease; Ribosome; Antigen processing and presentation RNA binding (GO:0003723) KAT2B,TP53,CDK9,EZH1,ZBED1,BMI1,MED1,GTF2F1,EZH2,SMAD5,ELL2,RELA,NELFE,NR3C2,GTF2B,SNAPC1,CD74,SCML2,ZBTB18,NFE2L2 GM12878,B Lymphocyte,Blood BTG1 KAT2B,TP53,EZH1,ZBED1,BMI1 JUN,JUNB,EGR1,KLF6 CD8Tn,CD4Tn ================================================ FILE: metatime/pretrained/mec/MeC_anno_name.tsv ================================================ MeCi MeC_id Annotation MecCategory MecCategoryAbbreviation Annotation_v0 catogory_index MeC_size MeC_number_datasets UseForCellStateAnno 0 MeC_0 0: Pan_Interferon-response Pan: Pan-cell signaling Pan Interferon_response 50 40 40 1 1 MeC_1 1: Pan_Proliferation-S Pan: Pan-cell signaling Pan Proliferation_S 51 32 32 1 2 MeC_2 2: Pan_Heat-stress Pan: Pan-cell signaling Pan Heat_stress 54 28 27 1 3 MeC_3 3: DC_pDC DC: dendritic cells DC pDC 25 25 25 1 4 MeC_4 4: B_Plasma B: B cells B Bplasma 2 24 24 1 5 MeC_5 5: Pan_Proliferation-G2-M Pan: Pan-cell signaling Pan Proliferation_G2/M 52 23 23 1 6 MeC_6 6: DC_cDC2-MHCII DC: dendritic cells DC cDC2_MHCII 26 22 22 1 7 MeC_7 7: T_Treg-T-co-signaling T: CD8T, CD4T, NK cells T Treg_T-co-signaling 19 21 21 1 8 MeC_8 8: T_NK-cytotoxic T: CD8T, CD4T, NK cells T Cytotoxic_NK 6 19 19 1 9 MeC_9 9: M_Monocyte-CD16 M: monocytes and macrophages M Mono_CD16 33 18 18 1 10 MeC_10 10: Pan_Mitochondrial Pan: Pan-cell signaling Pan Mito. 72 18 18 0 11 MeC_11 11: T_NK-T-cytotoxic T: CD8T, CD4T, NK cells T Cytotoxic_NK-T 7 17 17 1 12 MeC_12 12: T_CD8T-GZMK-CCL5 T: CD8T, CD4T, NK cells T CD8T_GZMK-CCL5 10 16 16 1 13 MeC_13 13: Myeloid_Mast Myeloid: other myeloid cells besides monocytes and macrophages OtherMye Mast 41 15 15 1 14 MeC_14 14: Pan_Proliferation Pan: Pan-cell signaling Pan Proliferation_2 53 15 15 1 15 MeC_15 15: Pan_Ribosome Pan: Pan-cell signaling Pan Ribosome 69 15 15 1 16 MeC_16 16: T_CD4T-MAIT-Th17 T: CD8T, CD4T, NK cells T CD4T_MAIT/Th17 21 14 14 1 17 MeC_17 17: M_Monocyte-CD14 M: monocytes and macrophages M Mono_CD14 30 14 14 1 18 MeC_18 18: B_B B: B cells B B 0 14 14 1 19 MeC_19 19: M_Macrophage-C1Q M: monocytes and macrophages M Mac_C1Q 37 14 13 1 20 MeC_20 20: T_Tfh-CXCL13 T: CD8T, CD4T, NK cells T Tfh_CXCL13 20 13 13 1 21 MeC_21 21: T_CD4T-cytoskeleton T: CD8T, CD4T, NK cells T CD4T_cytoskeleton 22 13 13 1 22 MeC_22 22: Stroma_Fibroblast-collagen Stroma: stroma cells Stroma Fibro_collagen 44 13 13 1 23 MeC_23 23: Stroma_Endothelial Stroma: stroma cells Stroma Endothelial 46 13 13 1 24 MeC_24 24: Pan_Metallothionein Pan: Pan-cell signaling Pan Metallothionein 59 12 12 1 25 MeC_25 25: T_Cytotoxic-GZMB T: CD8T, CD4T, NK cells T Cytotoxic_T_GZMB 9 12 11 1 26 MeC_26 26: M_Macrophage-SPP1 M: monocytes and macrophages M Mac_SPP1 36 12 12 1 27 MeC_27 27: Stroma_Fibro-endo-EMT Stroma: stroma cells Stroma Fibro_Endo_EMT 48 12 12 1 28 MeC_28 28: Pan_Beta-catenin Pan: Pan-cell signaling Pan Beta_catenin 60 11 10 1 29 MeC_29 29: M_Monocyte-CD14-S100A12 M: monocytes and macrophages M Mono_CD14_1 31 11 11 1 30 MeC_30 30: B_B-Ig-kappa B: B cells B B_Ig-kappa 3 11 8 1 31 MeC_31 31: Pan_Protein-processing Pan: Pan-cell signaling Pan protein_processing 61 10 10 1 32 MeC_32 32: T_CD8T-CD3 T: CD8T, CD4T, NK cells T CD8T_CD3 14 10 10 1 33 MeC_33 33: Pan_Cycling-MYC Pan: Pan-cell signaling Pan Cycling_MYC 55 10 10 1 34 MeC_34 34: T_NK-T-IFNG-CCL4 T: CD8T, CD4T, NK cells T IFNG-CCL3/4_NK-T 12 9 9 1 35 MeC_35 35: T_T-Immune-synapse T: CD8T, CD4T, NK cells T T_immune_synapse 17 9 9 1 36 MeC_36 36: M_Macrophage-SPP1-C1Q M: monocytes and macrophages M Mac_SPP1_C1Q 38 8 8 1 37 MeC_37 37: M_Macrophage-lipid-PPARG M: monocytes and macrophages M Mac_lipid_PPAR 40 8 8 1 38 MeC_38 38: Stroma_Endothelial-CCL21 Stroma: stroma cells Stroma Endo._CCL21 47 8 8 1 39 MeC_39 39: Myeloid_Platelet Myeloid: other myeloid cells besides monocytes and macrophages OtherMye Platelet 42 8 8 1 40 MeC_40 40: T_CD8Tex-CXCL13 T: CD8T, CD4T, NK cells T CD8Tex_CXCL13 13 8 8 1 41 MeC_41 41: Stroma_Myofibroblast Stroma: stroma cells Stroma Myofibroblast 49 8 8 1 42 MeC_42 42: M_Macrophage-IL1-NFKB M: monocytes and macrophages M Mac_IL1_NFKB 34 8 8 1 43 MeC_43 43: T_T-naive T: CD8T, CD4T, NK cells T T_naive 16 7 7 1 44 MeC_44 44: Pan_Ubiquitin-C-UBC Pan: Pan-cell signaling Pan MeC_44 75 7 7 0 45 MeC_45 45: M_Macrophage-IL1-JUN M: monocytes and macrophages M Mac_IL1_JUN 35 7 7 1 46 MeC_46 46: Myeloid_Erythrocytes Myeloid: other myeloid cells besides monocytes and macrophages OtherMye Erythrocytes 43 7 7 1 47 MeC_47 47: Pan_Glycolysis Pan: Pan-cell signaling Pan Glycolysis 62 7 7 1 48 MeC_48 48: T_NK-T-CCL5 T: CD8T, CD4T, NK cells T NK-T_CCL5 11 7 7 1 49 MeC_49 49: M_Macrophage_RNASE1-C1Q M: monocytes and macrophages M Mac_RNASE_C1Q 39 7 6 1 50 MeC_50 50: B_B-PAX5 B: B cells B B_PAX5 1 7 7 1 51 MeC_51 51: DC_DC-Mature DC: dendritic cells DC DC_mature 27 7 7 1 52 MeC_52 52: M_Monocyte-LYZ M: monocytes and macrophages M Mono_MeC_52 29 6 6 1 53 MeC_53 53: Pan_MHCI Pan: Pan-cell signaling Pan MHCI 58 6 6 1 54 MeC_54 54: Pan_Ribosome-RPS18 Pan: Pan-cell signaling Pan Ribosome_1 70 6 6 1 55 MeC_55 55: DC_cDC1 DC: dendritic cells DC cDC1 28 6 6 1 56 MeC_56 56: T_T-CREM T: CD8T, CD4T, NK cells T T_CREM 18 6 6 1 57 MeC_57 57: Pan_AP1-JUN Pan: Pan-cell signaling Pan JUN/FOS_1 65 6 6 1 58 MeC_58 58: Pan_MHCII Pan: Pan-cell signaling Pan MHCII_1 57 6 6 1 59 MeC_59 59: B_B-Ig-lambda B: B cells B B_Ig-lambda 5 6 5 1 60 MeC_60 60: Pan_Gprotein-regulator-RGS1 Pan: Pan-cell signaling Pan MeC_60 76 6 6 0 61 MeC_61 61: Pan_AP1-FOS Pan: Pan-cell signaling Pan JUN/FOS 64 6 6 1 62 MeC_62 62: Pan_AP1-JUNB Pan: Pan-cell signaling Pan MeC_62_AP1 77 6 6 0 63 MeC_63 63: Pan_MHCII-HLA-DRA Pan: Pan-cell signaling Pan MHCII 56 6 6 1 64 MeC_64 64: Pan_AP1-IER2 Pan: Pan-cell signaling Pan IER2/JUN/FOS 66 6 6 1 65 MeC_65 65: T_T-co-signaling T: CD8T, CD4T, NK cells T T_co-signaling 15 6 6 1 66 MeC_66 66: Pan_CCL2 Pan: Pan-cell signaling Pan CCL2_MeC_66 68 6 6 1 67 MeC_67 67: Pan_Heat-stress-HSPA1A Pan: Pan-cell signaling Pan MeC_67 78 5 5 1 68 MeC_68 68: Pan_NR4A-signaling Pan: Pan-cell signaling Pan NR4A_signaling 63 5 5 1 69 MeC_69 69: T_CD4T-CXCR4 T: CD8T, CD4T, NK cells T CD4T_MeC_69 24 5 5 1 70 MeC_70 70: T_T-non-naive T: CD8T, CD4T, NK cells T T_non_naive 79 5 5 0 71 MeC_71 71: Pan_Mito-ribo Pan: Pan-cell signaling Pan Mito._Ribo. 73 5 3 0 72 MeC_72 72: Pan_Spermidine-SAT1 Pan: Pan-cell signaling Pan MeC_72_T 80 5 5 0 73 MeC_73 73: Pan_Ribosome-CXCR4 Pan: Pan-cell signaling Pan Ribosome_2 71 5 5 0 74 MeC_74 74: M_Monocyte-CD14-proliferation M: monocytes and macrophages M Mono_CD14_prolif. 32 5 5 1 75 MeC_75 75: T_NK-T-Cytotoxic-GZMB T: CD8T, CD4T, NK cells T Cytotoxic_NK-T_GZMK 8 5 5 1 76 MeC_76 76: Pan_CXCL1-CXCL2 Pan: Pan-cell signaling Pan CXCL1/2 67 5 5 1 77 MeC_77 77: B_Plasma-JCHAIN B: B cells B Bplasma_1 4 5 4 1 78 MeC_78 78: T_CD4T-IL7R T: CD8T, CD4T, NK cells T CD4T_IL7R 23 5 5 1 79 MeC_79 79: Pan_Steroid-induced-TSC22D3 Pan: Pan-cell signaling Pan MeC_79 81 5 5 0 80 MeC_80 80: Pan_Ferritin-FTH1 Pan: Pan-cell signaling Pan MeC_80 82 5 5 0 81 MeC_81 81: Stroma_Fibroblast-VEGF Stroma: stroma cells Stroma Fibro_VEGF 45 5 5 1 82 MeC_82 82: Pan_Phosphatase-DUSP1 Pan: Pan-cell signaling Pan MeC_82 83 5 5 0 83 MeC_83 83: Pan_Myeloid-fibroblast Pan: Pan-cell signaling Pan MeC_83_Mye/Fibro 74 5 5 1 84 MeC_84 84: Pan_Ferritin-FTL Pan: Pan-cell signaling Pan MeC_84 84 5 5 0 85 MeC_85 85: Pan_Actin-ACTB Pan: Pan-cell signaling Pan MeC_85 85 5 5 0 ================================================ FILE: metatime/pretrained/mec/MeC_topgene.tsv ================================================ TopTF TopGene20 TopGene100 0 STAT1,IRF7,SP100,SP110,STAT2,ELF1 ISG15,IFI6,LY6E,MX1,ISG20,IFI44L,IFITM1,IFIT3,STAT1,MT2A,BST2,OAS1,UBE2L6,IFIT1,EPSTI1,XAF1,IRF7,MX2,SAT1,IFI16 ISG15,IFI6,LY6E,MX1,ISG20,IFI44L,IFITM1,IFIT3,STAT1,MT2A,BST2,OAS1,UBE2L6,IFIT1,EPSTI1,XAF1,IRF7,MX2,SAT1,IFI16,EIF2AK2,IFITM3,IFITM2,TRIM22,SAMD9L,IFI44,RNF213,IFI35,RSAD2,PLSCR1,PSMB9,LAP3,GBP1,TNFSF10,IFIT2,SP100,OASL,PSME2,PARP14,OAS3,SAMD9,OAS2,PARP9,DRAP1,ADAR,SP110,HERC5,TYMP,NT5C3A,PSMB8,TAP1,CMPK2,TMEM123,MYL12A,LGALS9,USP18,C19orf66,CD164,PPM1K,PSME1,GBP4,DYNLT1,CXCL10,PHF11,CD48,NMI,STAT2,SHISA5,SMCHD1,ELF1,DNAJA1,RBCK1,DDX60,DDX58,GBP2,CHMP5,DDX60L,APOL6,WARS,HLA-E,IFIH1,IFI27,HLA-C,HSH2D,CARD16,HELZ2,TNFSF13B,ANXA1,ALOX5AP,CD69,XRN1,RARRES3,PNPT1,MYD88,ZNFX1,CHST12,PSMA4,SLFN5,NUB1,C4orf3 1 HMGB2,HMGB1,CARHSP1 TUBA1B,H2AFZ,HMGB2,STMN1,TUBB,HIST1H4C,HMGN2,HMGB1,DUT,TYMS,DEK,MKI67,TOP2A,H2AFV,PCNA,RRM2,NUSAP1,SMC4,UBE2C,ANP32B TUBA1B,H2AFZ,HMGB2,STMN1,TUBB,HIST1H4C,HMGN2,HMGB1,DUT,TYMS,DEK,MKI67,TOP2A,H2AFV,PCNA,RRM2,NUSAP1,SMC4,UBE2C,ANP32B,TK1,CENPF,PTMA,PTTG1,CDK1,TUBB4B,CKS1B,NUCKS1,TMPO,BIRC5,MCM7,CKS2,ZWINT,ARL6IP1,RANBP1,TPX2,SLC25A5,SIVA1,ANP32E,TMEM106C,SMC2,SNRPB,CENPM,DNAJC9,NASP,ASPM,HNRNPA2B1,RAN,KIF22,PCLAF,H2AFX,IDH2,KIAA0101,COX8A,MAD2L1,CCNA2,RPA3,ASF1B,DTYMK,AURKB,DNMT1,VIM,CDKN3,MT2A,DDX39A,RRM1,PRC1,RAD21,TUBA1C,CALM2,UBE2T,CALM3,CLSPN,ATAD2,MCM5,KPNA2,LSM4,FEN1,CARHSP1,LMNB1,MCM3,CRIP1,MZT2B,GGH,EZH2,TPI1,FAM111A,CENPW,ANAPC11,USP1,TACC3,SRSF3,CENPU,BUB3,KIF20B,CCNB2,SMC1A,H2AFY,SAE1,GMNN 2 NR4A1,JUN,ID3,ATF3 HSPA1A,HSPA1B,DNAJB1,HSP90AA1,HSPB1,HSPH1,HSPE1,HSPA6,HSPD1,HSP90AB1,DNAJA1,HSPA8,CACYBP,UBC,ZFAND2A,BAG3,UBB,RGS2,PPP1R15A,SERPINH1 HSPA1A,HSPA1B,DNAJB1,HSP90AA1,HSPB1,HSPH1,HSPE1,HSPA6,HSPD1,HSP90AB1,DNAJA1,HSPA8,CACYBP,UBC,ZFAND2A,BAG3,UBB,RGS2,PPP1R15A,SERPINH1,TCP1,IER5,MRPL18,PTGES3,CLK1,DNAJB4,FKBP4,DNAJB6,AHSA1,DNAJA4,CHORDC1,DOK2,LGALS1,NR4A1,HSPA1L,DEDD2,SOD1,ANXA1,CCT4,STIP1,PLIN2,TRA2B,JUN,TSPYL2,GADD45B,TXNIP,SNX3,RPL36AL,G0S2,NEU1,CKS2,HSPA4,EIF5,NUDC,IFNG,DYNLL1,CXCL8,SLC3A2,S100A4,HSPE1-MOB4,ANKRD37,MT-CYB,SUMO2,MT-ATP6,SNAP23,TIMP1,PPP1R2,FTL,TAF7,EIF4A2,SLC25A6,HNRNPU,ID3,ST13,MAP1LC3B,SLC20A1,CDC42EP3,HLA-DPB1,NOP10,MRPS6,CCT2,MT-ND2,MT-ND4,BCAS2,MALAT1,CLEC2B,ATF3,DUSP1,HSPA5,IGLL5,PRRC2C,PFDN5,TNF,CRYAB,FXYD5,RHOB,SLC25A5,RPL26,HLA-DRA,C12orf57 3 IRF7,IRF8,TCF4,SOX4,SPIB,IRF4,BCL11A GZMB,JCHAIN,PLAC8,IRF7,ALOX5AP,IRF8,ITM2C,LILRA4,NPC2,GPR183,TCF4,SEC61B,SERPINF1,PLD4,UGCG,C12orf75,PPP1R14B,PTGDS,CCDC50,PLP2 GZMB,JCHAIN,PLAC8,IRF7,ALOX5AP,IRF8,ITM2C,LILRA4,NPC2,GPR183,TCF4,SEC61B,SERPINF1,PLD4,UGCG,C12orf75,PPP1R14B,PTGDS,CCDC50,PLP2,APP,TXN,TSPAN13,CLIC3,SPCS1,IL3RA,RNASET2,HERPUD1,CTSB,MPEG1,SOX4,MYL12A,RGS2,SRP14,CYB561A3,VAMP8,TYROBP,TPM2,RNASE6,SPIB,GPX1,FCER1G,IRF4,CTSC,SELL,BCL11A,MZB1,TAGLN2,SMPD3,PARK7,HSP90B1,TCL1A,LILRB4,DERL3,CD74,COMMD6,PLEK,SLC15A4,CST3,CD68,UCP2,CXCR4,CD4,PTCRA,ERP29,TGFBI,CXCR3,PSAP,LRRC26,CLEC4C,PTPRE,MAP1A,GRN,ZFP36,SCT,MAPKAPK2,TRAF4,STMN1,RGS1,CD164,PTPRS,S100A6,SLC7A5,IRF2BP2,FAM129C,CYBA,SELPLG,NUCB2,LTB,HIGD1A,DUSP5,MYL12B,LDLRAD4,CLN8,DSTN,SLC20A1,SEC61G,SSR4,DNASE1L3,GAPT 4 XBP1,SUB1,JUN,ATF4,PRDM1 SSR4,MZB1,XBP1,FKBP11,JCHAIN,HSP90B1,SEC11C,HERPUD1,PPIB,IGKC,PRDX4,ISG20,IGLL5,DERL3,MYDGF,SSR3,SDF2L1,SPCS2,ITM2C,SUB1 SSR4,MZB1,XBP1,FKBP11,JCHAIN,HSP90B1,SEC11C,HERPUD1,PPIB,IGKC,PRDX4,ISG20,IGLL5,DERL3,MYDGF,SSR3,SDF2L1,SPCS2,ITM2C,SUB1,HSPA5,FKBP2,SPCS3,SEC61B,BTG2,CD79A,PDIA6,PIM2,MANF,SPCS1,SERP1,RABAC1,CYBA,IGHA1,SSR2,LMAN1,ERLEC1,IGHG1,PDIA4,TMEM258,UBE2J1,TMEM59,TNFRSF17,DNAJB9,IGHG3,NUCB2,JUN,RPN2,CD38,CALR,CD27,CRELD2,HM13,TRAM1,TMED9,HLA-C,OSTC,DAD1,RPL36AL,KDELR2,TMBIM6,SEC61G,VIMP,GSTP1,OST4,TMED2,NEAT1,PLPP5,TMED10,IGLC2,LMAN2,TENT5C,P4HB,POU2AF1,ATF4,CYTIP,COPE,SELENOS,MTDH,SDC1,IGLC3,ERGIC3,CITED2,RRBP1,SELK,TXNDC15,DDOST,JSRP1,KRTCAP2,DERL1,TXNDC11,MIF,HIST1H1C,FCRL5,SLAMF7,IDH2,SEC62,GLRX,SEL1L,PRDM1 5 HMGB2,HMGB1,HMGB3,MXD3 ARL6IP1,HMGB2,UBE2C,TUBB4B,PTTG1,CENPF,TOP2A,KPNA2,CKS2,CCNB1,CDC20,TUBA1B,CCNB2,TUBA1C,BIRC5,MKI67,ASPM,HMGN2,NUSAP1,PLK1 ARL6IP1,HMGB2,UBE2C,TUBB4B,PTTG1,CENPF,TOP2A,KPNA2,CKS2,CCNB1,CDC20,TUBA1B,CCNB2,TUBA1C,BIRC5,MKI67,ASPM,HMGN2,NUSAP1,PLK1,TUBB,CDKN3,TPX2,CKS1B,CALM2,HIST1H4C,DLGAP5,STMN1,SMC4,CENPE,RAD21,AURKB,CCNA2,HMMR,NUCKS1,CDK1,TROAP,ANP32E,H2AFV,TUBA1A,NUF2,HMGB1,GTSE1,LGALS1,KIF20B,UBE2S,CENPA,CDCA8,HMGB3,CKAP2,AURKA,PRC1,CDCA3,HSP90B1,HP1BP3,DCTN3,BUB3,MAD2L1,CALM3,JPT1,KIF23,KIF2C,UBB,BUB1,DYNLL1,KIF22,SDCBP,CDC25B,RACGAP1,HN1,H2AFZ,VIM,CENPW,KIF14,PTMS,NDC80,TMPO,H2AFX,TACC3,SUN2,KNSTRN,CKAP2L,WSB1,KIFC1,DEPDC1,CKAP5,NEK2,LSM5,MXD3,MZT1,LRRFIP1,HJURP,MYL12A,NCAPG,KIF20A,CEP55,DDX39A,CDCA2,RAN,PRR11 6 ID2,FOS,CEBPD,SPI1 CST3,HLA-DPB1,HLA-DQA1,HLA-DQB1,HLA-DPA1,FCER1A,HLA-DRB1,HLA-DRA,LSP1,CLEC10A,PPA1,CD74,CD1C,GSTP1,HLA-DMA,HLA-DRB5,AREG,COTL1,CPVL,VIM CST3,HLA-DPB1,HLA-DQA1,HLA-DQB1,HLA-DPA1,FCER1A,HLA-DRB1,HLA-DRA,LSP1,CLEC10A,PPA1,CD74,CD1C,GSTP1,HLA-DMA,HLA-DRB5,AREG,COTL1,CPVL,VIM,TUBA1B,HLA-DMB,LYZ,S100A10,GSN,TUBA1A,LGALS2,SAMHD1,RGS10,ARL4C,ANXA1,JAML,HLA-DQA2,H2AFY,ALDH2,ID2,C1orf162,GPR183,SPINT2,TIMP1,HMGN1,CD1E,ACTB,CTSH,GDI2,NAP1L1,PKIB,ACTG1,LST1,ITGB2,CSTB,PAK1,CST7,EIF3L,MYL12A,LGALS1,DDIT4,FOS,BASP1,CEBPD,CFP,CSF2RA,PABPC1,CKLF,ANXA2,TMSB10,NDRG2,SERPINB1,SNX3,RAC1,AP1S2,BID,HINT1,RGS1,RGCC,RNASE6,RBPJ,LIMD2,TMEM14C,MNDA,PLD4,SPI1,ARPC1B,RNH1,FAM49B,DBI,CNN2,GLIPR1,LRRFIP1,GABARAPL2,ENHO,PPT1,IFI30,STK17B,KCNK6,INSIG1,LCP1,PKM,PRCP,DUSP2 7 BATF,FOXP3,ARID5B,CREM,IKZF2,PRDM1,REL,TSC22D3,GATA3 IL32,TNFRSF18,TNFRSF4,LTB,S100A4,BATF,IL2RA,CARD16,CTSC,FOXP3,CD7,TIGIT,SAT1,TNFRSF1B,CD27,CTLA4,UGP2,GBP2,PMAIP1,SPOCK2 IL32,TNFRSF18,TNFRSF4,LTB,S100A4,BATF,IL2RA,CARD16,CTSC,FOXP3,CD7,TIGIT,SAT1,TNFRSF1B,CD27,CTLA4,UGP2,GBP2,PMAIP1,SPOCK2,TBC1D4,ICOS,PIM2,DNPH1,TNFRSF9,GLRX,DUSP4,IL2RG,GADD45A,HLA-A,ENO1,LAIR2,STK17B,LAYN,IL1R2,ARID5B,IL2RB,CORO1B,ACP5,GBP5,UCP2,PHLDA1,RPS27L,MAGEH1,HTATIP2,PBXIP1,MIR4435-2HG,TYMP,BIRC3,CXCR6,BTG1,CD2,PKM,CD74,S100A6,SYNGR2,RTKN2,SOD1,CST7,CCR8,CCND2,SH2D2A,NAMPT,CREM,CYTIP,IKZF2,PRDM1,CASP1,UQCRB,TRAC,PARK7,REL,RGS1,STAM,AC017002.3,ARL6IP5,ARPC1B,COX17,CALM3,SELL,SERPINB9,SLAMF1,GAPDH,BTG3,NDUFA4,CFLAR,ENTPD1,NEAT1,LMNA,SUMO2,DOK2,TSC22D3,SH3BGRL,CD247,CYTOR,MYL6,GATA3,DDIT4,RHBDD2,TNFAIP3 8 HOPX,ID2,REL,FOS,XBP1,CEBPD,TBX21 GNLY,TYROBP,KLRB1,FCER1G,CD7,KLRD1,KLRF1,NKG7,PRF1,CTSW,IFITM2,GZMB,CMC1,HOPX,IL2RB,CD247,XCL2,PLAC8,KLRC1,SPON2 GNLY,TYROBP,KLRB1,FCER1G,CD7,KLRD1,KLRF1,NKG7,PRF1,CTSW,IFITM2,GZMB,CMC1,HOPX,IL2RB,CD247,XCL2,PLAC8,KLRC1,SPON2,TRDC,XCL1,AREG,CLIC3,FCGR3A,ID2,SRGN,CD63,JAK1,MATK,IFITM1,FGFBP2,TXK,CST7,TNFRSF18,SH2D1B,RHOC,ITGB2,IFITM3,NFKBIA,BTG1,EFHD2,CD300A,EIF3G,LAT2,IGFBP7,APMAP,GSTP1,LIMD2,FXYD5,CLIC1,REL,BIN2,RAC2,FOS,S1PR5,CXXC5,CTSD,CD160,PTGDR,AKR1C3,FAM49B,UBB,SELL,HCST,TPI1,XBP1,NCR3,HNRNPA1,GNG2,FGR,CEBPD,PFN1,DUSP2,DDIT4,PRDX5,EVL,ARHGAP9,CHST12,TMIGD2,CDC42SE1,CCL3,TTC38,IER2,CCL4,GNPTAB,GLIPR2,BST2,ZAP70,CIRBP,STK17A,SERPINB1,PRSS23,ACTG1,ATM,GZMM,CX3CR1,B3GNT7,C1orf162,TBX21 9 TCF7L2,SPI1,MAFB,CEBPB,POU2F2,HES4,YBX1,CUX1,TSC22D3 FCGR3A,LST1,MS4A7,NAP1L1,AIF1,IFITM2,IFITM3,SAT1,SERPINA1,RHOC,COTL1,FCER1G,CFD,LILRB2,PSAP,STXBP2,CTSS,LYN,HCK,PECAM1 FCGR3A,LST1,MS4A7,NAP1L1,AIF1,IFITM2,IFITM3,SAT1,SERPINA1,RHOC,COTL1,FCER1G,CFD,LILRB2,PSAP,STXBP2,CTSS,LYN,HCK,PECAM1,CD68,LRRC25,CDKN1C,FTH1,PILRA,TCF7L2,MTSS1,RNASET2,FTL,BCL2A1,WARS,HMOX1,LINC01272,TNFRSF1B,S100A11,SPI1,VASP,PTPN6,MAFB,CEBPB,ASAH1,DRAP1,POU2F2,RHOB,BID,CSF1R,HES4,TUBA1A,C5AR1,TIMP1,RPS19,CD52,LILRB1,TUBA1B,CALM2,NAAA,CTSC,ABI3,EVI2B,CYTIP,LILRA5,FAM26F,SLC7A7,SIGLEC10,YBX1,FKBP1A,CSTB,MAPKAPK3,UNC119,PPDPF,NACA,LYST,LILRA1,S100A4,NFKBIZ,SPN,CUX1,TYROBP,TESC,ARPC3,IFI30,BIN2,SMIM25,ZFAND5,LYPD2,TSC22D3,RNF149,FAM110A,CD37,RAP1B,LTA4H,SLC11A1,CXCL16,SOD1,ARRB2,NPC2,CD48,DUSP1,SLC2A6,TKT 10 KLF6,JUNB,FOS,ATF3,FOSB,JUN,ELF1,EGR1 MT-CO3,MT-CO2,MT-CYB,MT-CO1,MT-ATP6,MT-ND3,MT-ND4,MT-ND1,MT-ND2,MT-ND5,MT-ND4L,MT-ATP8,MALAT1,KLF6,MTRNR2L12,JUNB,MT-ND6,MTRNR2L8,ZFP36L2,BTG1 MT-CO3,MT-CO2,MT-CYB,MT-CO1,MT-ATP6,MT-ND3,MT-ND4,MT-ND1,MT-ND2,MT-ND5,MT-ND4L,MT-ATP8,MALAT1,KLF6,MTRNR2L12,JUNB,MT-ND6,MTRNR2L8,ZFP36L2,BTG1,SLC2A3,NEAT1,PPP1R15A,FOS,HSP90B1,ATF3,FOSB,EMP3,ZFP36,DNAJB1,SQSTM1,IER2,CD52,IFITM1,B2M,PSMA7,INS,RGS1,HLA-B,JUN,MTDH,DUSP2,HLA-E,ZFP36L1,MTRNR2L10,MTRNR2L1,DUSP1,COX5B,TMBIM6,CCL4,UBXN1,SARAF,SEC61B,SAT1,IL32,COX7A2,CD83,H1FX,FYB,SSR4,FXYD5,ARHGEF1,ELF1,STK17B,RAN,SGK1,CXCL8,CD37,PLIN2,HLA-C,CORO1B,MZT2B,SOD2,NFKBIZ,SEC62,PNRC1,UBXN4,IQGAP1,PCBP2,CCL4L2,CLEC2B,PSMB9,ZFAND5,GADD45B,GABARAPL2,ATP6V1F,EVL,MT-RNR2,UBE2D3,DRAP1,IFI30,IER3,LGALS3,BSG,EIF3G,EGR1,RGS10,APLP2,CTSZ,H3F3B 11 HOPX,KLF2,LITAF,ZEB2,TSC22D3,TBX21,XBP1,YBX1,RORA GNLY,NKG7,FGFBP2,GZMB,GZMH,PRF1,FCGR3A,CST7,ITGB2,SPON2,KLRD1,PLAC8,CTSW,CCND3,PLEK,CX3CR1,CD247,ARPC2,IFITM1,S1PR5 GNLY,NKG7,FGFBP2,GZMB,GZMH,PRF1,FCGR3A,CST7,ITGB2,SPON2,KLRD1,PLAC8,CTSW,CCND3,PLEK,CX3CR1,CD247,ARPC2,IFITM1,S1PR5,FLNA,HOPX,KLF2,BIN2,EFHD2,LITAF,GZMA,TXNIP,EMP3,CALM1,KLRF1,RAP1B,ITGB1,TYROBP,AES,UCP2,ADGRG1,GZMM,ZEB2,C12orf75,CYBA,IFITM2,CTSC,S100A4,IER2,GNG2,KLRB1,ARL4C,MYL12A,LGALS1,PFN1,SYNE1,FCRL6,CD53,TTC38,PRSS23,C1orf21,PXN,TSC22D3,HLA-E,CCL4,FGR,UBB,DSTN,CLIC3,APMAP,TGFBR3,ANXA1,MT2A,FCER1G,SPN,CMC1,DDIT4,YWHAQ,CD47,ADD3,CD300A,CYTH1,NEAT1,SUN2,TPST2,SRGN,TBX21,SYNE2,SH3BP5,MSN,XBP1,YBX1,KLRG1,CFL1,ITGAL,ADRB2,TCF25,HCST,HNRNPA2B1,DOK2,SYTL3,HLA-C,PDIA3,RORA 12 EOMES,JUNB,SUB1,JUN,ELF1 GZMK,CCL5,GZMA,DUSP2,CST7,CMC1,NKG7,CD74,CCL4,COTL1,SH2D1A,CD27,CXCR4,CD8A,CLDND1,RGS1,KLRG1,CD8B,SRSF7,LYAR GZMK,CCL5,GZMA,DUSP2,CST7,CMC1,NKG7,CD74,CCL4,COTL1,SH2D1A,CD27,CXCR4,CD8A,CLDND1,RGS1,KLRG1,CD8B,SRSF7,LYAR,CD44,ITM2C,HLA-DRB1,TRAT1,GZMM,LYST,EOMES,PPP2R5C,APOBEC3G,PYHIN1,STK17A,GIMAP4,OAZ1,IL32,DNAJB1,ITM2A,FYN,BTG1,TRAC,PTPRC,CLEC2B,PPDPF,SRGN,LDHA,GPR183,CRTAM,HCST,HLA-DPB1,CD3D,CD3E,CNN2,SAMD3,PIK3R1,HLA-DPA1,TIGIT,JUNB,RARRES3,PLEK,ITGB2,RPS15A,TC2N,CTSC,RPL27A,WIPF1,RNF213,TUBA4A,RPL13A,CSTB,MYL12B,TRBC2,MT2A,CD69,GUK1,PSMB9,ARPC3,HERPUD1,IFNG,CD84,CCL4L2,ANXA2,PTP4A2,MIAT,CYBA,ALDOA,DUSP4,TERF2IP,ARL6IP1,CD2,SUB1,GABARAPL2,CALM2,GIMAP7,YPEL5,DTHD1,JUN,ELF1,ATP6V1G1,CHI3L2,PNRC1,TSPYL2 13 GATA2,TSC22D1,EGR1,FOXP1,FOSB,ELF1,ID2,AHR TPSAB1,TPSB2,CPA3,CLU,HPGDS,ANXA1,SAMSN1,SRGN,GATA2,VWA5A,HPGD,SLC18A2,LAPTM4A,GLUL,RGS2,CD69,CAPG,KIT,MS4A2,RGS1 TPSAB1,TPSB2,CPA3,CLU,HPGDS,ANXA1,SAMSN1,SRGN,GATA2,VWA5A,HPGD,SLC18A2,LAPTM4A,GLUL,RGS2,CD69,CAPG,KIT,MS4A2,RGS1,CTSG,CD9,CD63,HDC,IL1RL1,ALOX5AP,FCER1G,RGS13,RAC2,LTC4S,PLIN2,VIM,ARHGDIB,LAPTM5,CD44,PRDX6,TIMP1,NFKBIA,MAOB,CLIC1,CTSD,TSC22D1,NSMCE1,UBB,DUSP6,ACSL4,PTGS1,LMNA,SH3BGRL3,BIRC3,LMO4,BTK,EGR1,ARHGAP18,SDCBP,FOXP1,CTNNBL1,CD82,ALOX5,FOSB,NFKBIZ,NDUFA4,LAT2,S100A4,TNFSF10,FXYD5,PPP1R15A,ASAH1,TYROBP,STMN1,LAT,ELF1,ID2,PRDX1,ADCYAP1,C1ORF186,S100A6,FTH1,CD37,PTGS2,GCSAML,SOCS1,ALDH1A1,EMP3,RPL36AL,SMYD3,CNRIP1,IFITM2,SERPINB1,AREG,TAGLN2,RGS10,AHR,ARHGEF6,AKAP13,ATP6V1F,IER2,DRAP1,TPSD1,RAB27B 14 CARHSP1,HMGA1 DUT,PCNA,TYMS,MCM7,TK1,RRM2,STMN1,MCM5,MCM3,DEK,HIST1H4C,RANBP1,FEN1,SLBP,H2AFZ,DHFR,GINS2,PCLAF,NASP,TMEM106C DUT,PCNA,TYMS,MCM7,TK1,RRM2,STMN1,MCM5,MCM3,DEK,HIST1H4C,RANBP1,FEN1,SLBP,H2AFZ,DHFR,GINS2,PCLAF,NASP,TMEM106C,DNMT1,HELLS,TUBB,CENPM,CLSPN,ZWINT,SIVA1,ASF1B,DNAJC9,IDH2,RPA3,ATAD2,MCM6,NAP1L1,CENPU,MCM4,MCM2,LIG1,CARHSP1,KIAA0101,CDCA7,TUBA1B,HNRNPF,RNASEH2A,GMNN,RFC2,RRM1,CDK4,PPDPF,PKMYT1,SVIP,RPA2,HPRT1,CDT1,TCF19,SNRPB,FAM111B,CRIP1,ARL6IP6,RFC4,HSPB11,H2AFY,HAT1,UNG,CENPK,RBBP7,SMC3,TMEM109,GGCT,PSIP1,CDC45,USP1,UBE2T,UHRF1,WDR76,CENPH,RAD51AP1,RBBP4,PA2G4,NUDT1,HNRNPAB,SNRNP25,SRSF2,ANXA5,WDR34,LDHB,EIF4EBP1,PGAM1,TPI1,FABP5,CKLF,SMC1A,PRDX2,GGH,CDC6,C19orf48,SMC2,COPS3,PTMA,HMGA1 15 YBX1 RPL41,RPL26,RPL23A,RPS12,RPS15A,RPS29,RPL30,RPL32,RPL21,RPL12,RPS14,RPS18,RPS13,RPL34,RPL19,RPL35A,RPS25,RPL39,RPL31,PPDPF RPL41,RPL26,RPL23A,RPS12,RPS15A,RPS29,RPL30,RPL32,RPL21,RPL12,RPS14,RPS18,RPS13,RPL34,RPL19,RPL35A,RPS25,RPL39,RPL31,PPDPF,RPS27A,EEF1D,RPS23,PFDN5,RPL29,RPS27,RPS10,RPL27,FTL,RPLP1,RPLP2,RPL9,RPL38,RPS3A,FTH1,RPL17,RPL37,RPL36A,UBB,RPL18A,RPS7,FAU,RPS21,RPL10A,NACA,RPL22,RPL36,RPS15,RPL28,RPL8,RPL37A,RPS4X,UBA52,RPS16,TPT1,RPS5,RPL10,RPS8,RPL15,HMGN2,RPS20,RPS24,RPS28,RPL11,RPL35,RPL24,RPS6,RPL6,RPL13,SH3BGRL3,TOMM7,RPS11,COMMD6,RPS26,RPS3,SERF2,RPS19,PNRC1,RPS9,CCL5,RPL18,PFN1,S100A4,TMA7,TMSB10,RPL27A,UBC,COX4I1,RPL7A,TMSB4X,H2AFZ,ATP5E,RPL36AL,RPL7,OAZ1,RPL14,YBX1,CST7,H3F3B,SNRPD2 16 RORA,ID2,CEBPD,SATB1,BHLHE40,ZBTB16,HOPX,XBP1,MYC KLRB1,LTB,IL7R,GZMK,S100A4,RORA,SPOCK2,NCR3,GZMA,DUSP1,S100A6,CXCR4,ID2,LAPTM5,AQP3,KLRG1,TNFAIP3,ALOX5AP,FKBP11,RGS2 KLRB1,LTB,IL7R,GZMK,S100A4,RORA,SPOCK2,NCR3,GZMA,DUSP1,S100A6,CXCR4,ID2,LAPTM5,AQP3,KLRG1,TNFAIP3,ALOX5AP,FKBP11,RGS2,DUSP2,GPR65,LYAR,NKG7,RPLP0,CXCR6,CEBPD,GYG1,IL32,GBP5,JAML,LST1,PRF1,CD69,CCR6,MT2A,SLC4A10,CTSA,SATB1,NFKBIA,LGALS3,IFNGR1,TNFRSF25,SYNE2,LAG3,YWHAQ,CTSW,LCP1,DPP4,IL2RG,CTSH,EIF4A1,LINC01871,ZFP36,CCL5,PDE4D,PBXIP1,ZFP36L1,CCL20,OSTF1,TNFAIP8,SRSF3,UCP2,ERN1,TMIGD2,ARL4C,ODF2L,EML4,SERP1,PDCD4,PIM1,MGAT4A,YWHAH,CASP1,CCDC107,PARP8,UBC,CD96,MYO1F,SESN1,BHLHE40,TTC39C,TPM3,CALM1,CNN2,DDIT4,ZBTB16,CD74,HOPX,TC2N,SLC25A6,ATF7IP2,XBP1,JAK1,CST7,MT-CO3,MYC,PHACTR2,PERP,BZW1 17 FOS,ZEB2,CEBPB S100A9,S100A8,LYZ,FCN1,VCAN,CTSS,S100A4,S100A6,TIMP1,PSAP,SERPINA1,TKT,THBS1,CFD,IL1B,TSPO,CD55,LST1,CSTA,COTL1 S100A9,S100A8,LYZ,FCN1,VCAN,CTSS,S100A4,S100A6,TIMP1,PSAP,SERPINA1,TKT,THBS1,CFD,IL1B,TSPO,CD55,LST1,CSTA,COTL1,S100A12,CD52,DUSP1,FGR,CFP,APOBEC3A,AP1S2,MNDA,SAMSN1,TYROBP,SLC11A1,C1orf162,EREG,SOD2,AIF1,FPR1,STXBP2,SH3BGRL3,BCL2A1,NAMPT,C5AR1,LTA4H,NCF2,SERPINB1,OAZ1,DUSP6,CD300E,FCER1G,APLP2,TNFRSF1B,CORO1A,IFI30,CD36,RETN,LYST,NEAT1,LCP1,FKBP1A,VMP1,CLEC12A,SLC25A6,H3F3A,PLBD1,PLAUR,CXCL2,RGS2,NFKBIA,TYMP,SRGN,CD48,MPEG1,PLAC8,HCK,CST3,FOS,EVI2B,TALDO1,CARD16,AQP9,CYBB,CD14,GSTP1,LILRB2,MARCO,WARS,MCEMP1,ZEB2,AC020656.1,ITGB2,CSF3R,PRELID1,CD44,CEBPB,CYBA,ATP2B1,SERP1,G0S2,PTPRE,SDCBP,SRSF5 18 TSC22D3,POU2F2,ID3,SP100,IRF8,REL,TCF4,NR4A2,SP140,HMGB1 CD74,CD79A,MS4A1,CD37,HLA-DRA,CD52,LAPTM5,IGKC,CD79B,CD83,HLA-DRB1,BANK1,EZR,LTB,IGHM,BTG1,CD69,HLA-DQB1,CXCR4,MEF2C CD74,CD79A,MS4A1,CD37,HLA-DRA,CD52,LAPTM5,IGKC,CD79B,CD83,HLA-DRB1,BANK1,EZR,LTB,IGHM,BTG1,CD69,HLA-DQB1,CXCR4,MEF2C,HLA-DPB1,HLA-DPA1,ARPC3,SMIM14,HLA-DQA1,ZFP36L1,LINC00926,SNX2,CYBA,ISG20,CD53,LY9,VPREB3,ADAM28,NCF1,SWAP70,TSC22D3,POU2F2,ID3,RALGPS2,SP100,IRF8,YWHAZ,CORO1A,FCMR,BIRC3,TXNIP,CD22,REL,SYPL1,ARHGAP24,SNX3,SEPT7,TNFRSF13C,BLK,HERPUD1,IGLC2,RAC2,TCL1A,PDLIM1,SYNGR2,LIMD2,IGHD,CLIC1,IFT57,CD19,HVCN1,HLA-DMA,CD24,TAGLN2,IGHA1,STK17A,LY86,PARP14,OAZ1,CD55,FCRLA,TPD52,RPS11,CD40,IGLC3,LSM7,TCEA1,EMP3,EVI2B,TCF4,PTPRCAP,PKIG,RHOH,RPLP2,HLA-DMB,NR4A2,SP140,RPS5,H3F3A,RCSD1,PARP1,FCER2,HMGB1,ORAI2 19 CREM,MAF,MAFB C1QB,C1QA,APOE,C1QC,CTSD,APOC1,LGMN,PLD3,GPNMB,RNASE1,FTL,CTSB,CD14,TMEM176B,ASAH1,LIPA,ACP5,SLC40A1,PSAP,CTSL C1QB,C1QA,APOE,C1QC,CTSD,APOC1,LGMN,PLD3,GPNMB,RNASE1,FTL,CTSB,CD14,TMEM176B,ASAH1,LIPA,ACP5,SLC40A1,PSAP,CTSL,MS4A4A,A2M,CD68,CTSC,SELENOP,CREG1,MS4A6A,MS4A7,FOLR2,DAB2,PRDX1,PLTP,FCGRT,FCGR3A,TMEM176A,SLCO2B1,CTSZ,CAPG,TREM2,CD163,GRN,HLA-E,SEPP1,HLA-DMB,ITM2B,LAPTM5,STAB1,GLUL,FUCA1,CD81,BLVRB,HMOX1,CTSS,HLA-DQA1,GM2A,CTSA,CD63,NUPR1,PMP22,TYROBP,AKR1B1,VSIG4,HLA-A,RGS1,NPC2,CREM,SDS,CD4,MSR1,ATOX1,NINJ1,ARL4C,MAF,ATP6V1F,MAFB,CFD,RNASE6,HLA-DMA,GPR34,ADAP2,LGALS3,GPX1,FCGR2A,UCP2,SDCBP,UBB,LAIR1,AIF1,MMP9,AKR1A1,PLA2G7,CD59,LY96,HEXA,FCER1G,LAMP1,CD9,TIMP2,CSF1R,CCL18 20 NR3C1,JUNB,BHLHE40,TOX,STAT4,HIF1A,ARID5A,TCF7,KLF6,MAF CXCL13,NR3C1,ITM2A,RBPJ,SRGN,ALOX5AP,JUNB,NMB,FKBP5,SH2D1A,DUSP4,TNFRSF18,CXCR4,KLRB1,UCP2,YWHAQ,BHLHE40,COTL1,CHN1,H2AFZ CXCL13,NR3C1,ITM2A,RBPJ,SRGN,ALOX5AP,JUNB,NMB,FKBP5,SH2D1A,DUSP4,TNFRSF18,CXCR4,KLRB1,UCP2,YWHAQ,BHLHE40,COTL1,CHN1,H2AFZ,CD200,ICA1,PDCD1,NFKBIA,IGFL2,FABP5,TSHZ2,CD247,TOX,CD82,TNFRSF4,S100A11,SEPT6,CPM,STAT4,SLA,SOCS1,BTLA,HIF1A,SEC11A,RNF19A,GNG4,TRAT1,LAPTM5,AHI1,TNFAIP8,CORO1B,ARID5A,TCF7,CIRBP,TMEM173,OST4,PPP1CC,KLF6,ISCU,MAF,DBI,CD37,SMCO4,SMARCA2,PNRC1,CNIH1,IFITM1,BHLHE40-AS1,SOD1,TSPO,ACTG1,RGS2,IGFBP4,XCL1,TNFSF8,CD40LG,RNASET2,BST2,FYB1,FXYD5,LAT,AC004585.1,CCDC50,GRAMD1A,ITGB2,TMSB10,GYPC,SERF2,SRSF5,DYNLL1,HINT1,UBC,C9orf16,RILPL2,PTPRC,CTSB,EDF1,DUSP1,SKP1,CRIP1,TPI1,CD6,SLC25A6,MYL12B 21 SUB1,ARID5B ACTG1,COTL1,SUB1,ISG20,GMFG,GYPC,CD52,LIMD2,CD27,NEAT1,LDHB,CNN2,RGS10,SAT1,UCP2,GZMK,EVI2B,CD44,CD3D,CD74 ACTG1,COTL1,SUB1,ISG20,GMFG,GYPC,CD52,LIMD2,CD27,NEAT1,LDHB,CNN2,RGS10,SAT1,UCP2,GZMK,EVI2B,CD44,CD3D,CD74,ARPC1B,GAPDH,CORO1A,ARHGDIB,GBP2,SLC25A5,PFN1,MT2A,AES,LCK,UBXN1,EEF2,ARPC3,CYTOR,PPP1CA,CAPZB,POLR1D,EVL,TRBC2,RAC2,ITM2A,SLC25A6,FYB1,ARPC2,TMSB10,ACTB,HINT1,SELL,LEPROTL1,BTF3,EIF3H,PMAIP1,NOSIP,LAT,PSMB8,COX7A2,IL32,HIGD2A,TRAF3IP3,PSME1,EIF3F,COX6B1,SEPT6,TRAC,LAPTM5,MYL6,BIN1,C9orf16,TMSB4X,DYNLL1,CLIC1,RGS1,ISG15,STK17A,PTPRCAP,OCIAD2,FKBP1A,MZT2A,MIR4435-2HG,CALM3,SH3BGRL3,ARID5B,CASP4,CD2,SLC25A3,ATP5MC2,GPR183,RARRES3,CORO1B,EIF3M,RSL24D1,EIF3E,NOP10,SRGN,GSTK1,ARPC5,GPSM3,NDUFB11,EIF3D,MCL1 22 EGR1,PRRX1 COL1A1,COL3A1,COL1A2,LUM,DCN,SPARC,COL6A3,C1S,SFRP2,FN1,SERPINF1,BGN,COL6A2,VCAN,COL6A1,COL5A2,C1R,CTHRC1,CTSK,CCDC80 COL1A1,COL3A1,COL1A2,LUM,DCN,SPARC,COL6A3,C1S,SFRP2,FN1,SERPINF1,BGN,COL6A2,VCAN,COL6A1,COL5A2,C1R,CTHRC1,CTSK,CCDC80,POSTN,AEBP1,FSTL1,RARRES2,FBLN1,MGP,PCOLCE,MMP2,THY1,ISLR,SFRP4,CTGF,SERPING1,LGALS1,COL5A1,TIMP1,CALD1,THBS2,NNMT,EFEMP1,TAGLN,CFD,PLA2G2A,C3,FBLN2,CXCL14,FBN1,LGALS3BP,SPON2,CST3,SERPINH1,CD99,MXRA8,MXRA5,GSN,MFAP4,SULF1,IGFBP6,TIMP2,COL12A1,IGFBP4,LRP1,IGF1,IGFBP5,COL8A1,CXCL12,CDH11,TPM2,NBL1,MMP14,DPT,EGR1,PPIC,TUBA1A,INHBA,ASPN,MYL9,ZFP36L1,TPM4,CYR61,PRRX1,ITGB1,HTRA1,LY6E,SELENOM,OLFML3,MEG3,MFAP5,LAPTM4A,APOD,PPIB,TPM1,PSAP,IGFBP7,CD63,PDGFRB,COL14A1,C12orf57,S100A13,MRC2 23 ID1,TCF4,TSC22D1,ETS2,ID3 ACKR1,IFITM3,IGFBP7,AQP1,TM4SF1,IFI27,SPARCL1,FKBP1A,PLVAP,VWF,ENG,A2M,CRIP2,RAMP2,RNASE1,HYAL2,RAMP3,PDLIM1,CLDN5,IFITM2 ACKR1,IFITM3,IGFBP7,AQP1,TM4SF1,IFI27,SPARCL1,FKBP1A,PLVAP,VWF,ENG,A2M,CRIP2,RAMP2,RNASE1,HYAL2,RAMP3,PDLIM1,CLDN5,IFITM2,CLEC14A,HSPG2,EPAS1,PECAM1,MGP,NPDC1,PRCP,CD74,CD59,GNG11,EGFL7,CD93,ESAM,STOM,ADGRL4,HLA-E,HLA-DRB1,ID1,CAV1,GUK1,CALCRL,SPARC,COL15A1,TCF4,EMCN,TSC22D1,SRP14,CD34,TGM2,SELE,TAGLN2,ADAM15,S1PR1,PALMD,MSN,CD9,ECSCR,EMP1,ITM2B,DUSP23,ETS2,VIM,TPM3,CDC37,SLCO2A1,SPRY1,CDH5,PTPRB,ICAM2,S100A16,TSPAN7,PRSS23,APP,SOCS3,GIMAP4,ZFP36,FLT1,IGFBP4,COL4A1,SLC2A3,ICAM1,FXYD5,NEAT1,PODXL,GIMAP7,NEDD9,HLA-DRA,ID3,ITM2A,YBX3,CYYR1,PCAT19,ADAMTS9,ADIRF,HLA-DRB5,VAMP5,LDB2,MMRN2,LMNA,SWAP70 24 CSDE1,NR4A1,ID3,EGR3 MT2A,MT1X,MT1G,MT1E,MT1F,MT1H,MT1M,ZFP36,SQSTM1,RPSA,CD63,RPS6,GEM,GSN,CSDE1,TUBA1A,APOC2,RPS2,BTG2,IL32 MT2A,MT1X,MT1G,MT1E,MT1F,MT1H,MT1M,ZFP36,SQSTM1,RPSA,CD63,RPS6,GEM,GSN,CSDE1,TUBA1A,APOC2,RPS2,BTG2,IL32,ANGPTL4,TRBC2,SLC3A2,IFITM2,CCL20,STK17A,RPS25,ALOX5AP,HMOX1,DUSP1,MIF,RPL13A,RPL4,CLDND1,SAMSN1,PSAP,S100A9,CUTA,PRRC2C,ATP6V0B,IFITM3,NPC2,SSR4,FKBP8,RPS15A,S100A8,PLP2,MT-CYB,MTND4LP30,GLUL,NR4A1,GABARAP,CYBA,GPX4,EIF3E,ARPC1B,CCL3,SLC25A6,SLC7A5,ADM,RPL17,H3F3B,UBE2B,EIF4B,RPS11,ID3,CNN2,MARCKSL1,MT1A,UQCR11,TNF,GMFG,RASD1,EMC4,A2M,EGR3,SPCS1,SLC39A8,PIM1,GPBP1,RAB13,GAPDH,EEF1A1,UBB,ATP6V1F,FAU,MYL12B,C3,UBXN1,MMP9,BTG1,ITGB1,RPL5,YWHAB,SLC25A37,TREM1,FUS,RPL7,RPL10A,P2RY12 25 HOPX,ID2,ZNF683,ARID5B,HMGB1,TSC22D3,ZBTB16,BHLHE40 GNLY,GZMB,PRF1,SELL,HOPX,KLRD1,CD74,CD52,CD44,ITGB1,KLRC1,DDIT4,LGALS3,LYAR,CD63,MYL12B,RPL15,ID2,PMAIP1,FXYD5 GNLY,GZMB,PRF1,SELL,HOPX,KLRD1,CD74,CD52,CD44,ITGB1,KLRC1,DDIT4,LGALS3,LYAR,CD63,MYL12B,RPL15,ID2,PMAIP1,FXYD5,IL7R,CYTIP,HLA-A,ZNF683,XCL1,CXCR3,LGALS1,RP11-291B21.2,SOD1,MT-CO2,IFITM3,ITM2C,ISG20,GPR183,SERP1,COX7C,IFITM2,CCR7,RPS14,CTSW,RPL30,JAK1,ANXA1,ARID5B,LSP1,RPS12,DUSP4,CFLAR,HMGB1,TOB1,NDUFS5,CD247,RPL41,TSC22D3,CD82,NEAT1,SAT1,ERP29,EMB,GLIPR1,YWHAQ,CIB1,S100A11,RPS10,GAS5,RPL11,KLRC2,ZBTB16,HLA-DRA,SLA2,PGK1,S100A10,SSR4,RPL27A,H3F3A,DSTN,BHLHE40,KLRC3,CLIC3,CYCS,IL10RA,HLA-DRB5,RPS27,CD53,COX4I1,PPP1R2,LINC02446,COX5A,RPS24,HNRNPF,FCGR3A,LDHA,ALDOA,RGS2,EEF1G,NFKBIA,CCL5,CD37,ARL4C,PRDX2 26 MXI1 SPP1,CSTB,PLIN2,LDHA,MIF,ENO1,TPI1,ALDOA,LSP1,GAPDH,S100A10,NUPR1,PGK1,CXCL8,GPNMB,RNASET2,BNIP3L,C15orf48,CTSD,SLC2A3 SPP1,CSTB,PLIN2,LDHA,MIF,ENO1,TPI1,ALDOA,LSP1,GAPDH,S100A10,NUPR1,PGK1,CXCL8,GPNMB,RNASET2,BNIP3L,C15orf48,CTSD,SLC2A3,VIM,PKM,FTL,HK2,PPDPF,GLUL,LGALS3,ERO1A,LGALS1,FTH1,CLEC2B,ATP6V1F,ADM,BNIP3,PGAM1,C4orf3,FAM162A,BTG1,RGCC,P4HA1,RALA,GPI,RNASE1,ALOX5AP,GUK1,CXCR4,FCGR2B,H2AFY,NDRG1,ANXA1,EIF4EBP1,APOC1,CYTIP,SGK1,LAPTM5,IL1RN,MGAT1,BCL2A1,WSB1,SDCBP,EMP3,CD68,PLAUR,HILPDA,VKORC1,BLVRB,ATP6V1G1,GSTO1,MAP1LC3B,SLC2A1,CAPG,SEC61G,ADAM8,NCF1,LIMS1,ENO2,VCAN,SLC11A1,SNHG12,SAT1,SNX10,VDAC1,UPP1,GRB2,CD9,LRRFIP1,CD300A,MPC2,ZNF385A,SLC16A3,SOD2,MXI1,FXYD5,S100A11,FABP5,SCD,C15ORF48,ASAH1,BRI3,TAGLN2 27 NR2F2,HES4,ID3,EBF1,ID4,CEBPD RGS5,NDUFA4L2,IGFBP7,ACTA2,CALD1,MYL9,PPP1R14A,TAGLN,HIGD1B,TPPP3,COL18A1,BGN,TPM2,COX4I2,COL4A1,NOTCH3,ADIRF,SPARC,THY1,ARHGDIB RGS5,NDUFA4L2,IGFBP7,ACTA2,CALD1,MYL9,PPP1R14A,TAGLN,HIGD1B,TPPP3,COL18A1,BGN,TPM2,COX4I2,COL4A1,NOTCH3,ADIRF,SPARC,THY1,ARHGDIB,PHLDA1,FRZB,SPARCL1,EPS8,COL4A2,PDGFRB,TPM1,RGS16,MFGE8,SEPT7,MGP,MAP1B,CST3,CPE,LGALS1,NR2F2,PLXDC1,SDC2,LHFPL6,TFPI,KCNJ8,SOD3,GJA4,MEF2C,HES4,TINAGL1,MCAM,CCDC102B,CRIP1,APOE,CYTOR,FILIP1L,ASPN,SEPT4,TIMP1,CSRP2,ANGPT2,LGALS3BP,OAZ2,CHN1,COL6A2,ID3,PLAC9,MIR4435-2HG,CCL2,DKK3,CRIP2,FAM162B,PRSS23,PCOLCE,MYLK,UACA,LDHB,STOM,CYGB,CALM2,GPX3,ANXA6,ISG15,CD59,TGFB1I1,LHFP,EBF1,PTP4A3,CRISPLD2,CAV1,IFITM3,EGFL6,COL6A1,ENPEP,ID4,PDLIM1,HSPB1,CD36,CEBPD,PGF,S100A4,HLA-B,CLIC1,EDNRA 28 FOXP1,EGR1,PRDM1,ID2,YBX1 HNRNPH1,CDC42,SET,C1orf56,CDC42SE1,CTNNB1,PPP1CB,B4GALT1,CAPZA1,EIF5A,WTAP,MDM4,CALR,TRA2A,APOBEC3C,CHP1,ARPC4,TNRC6B,YWHAE,CBX6 HNRNPH1,CDC42,SET,C1orf56,CDC42SE1,CTNNB1,PPP1CB,B4GALT1,CAPZA1,EIF5A,WTAP,MDM4,CALR,TRA2A,APOBEC3C,CHP1,ARPC4,TNRC6B,YWHAE,CBX6,C6orf62,EIF2S3,SAR1A,FOXP1,LYZ,PPP3CA,SRSF6,STK17B,TSPYL1,SERPINB9,AXL,RASGEF1B,CTTN,SUMF2,GOLIM4,AC020656.1,FGD2,C16orf54,ADAM19,SRSF3,DNAJC3,IFI6,INSR,APOL2,ADAM17,ARF6,NUCKS1,PIP4K2A,TOR1AIP2,PPP2R5C,ARRDC3,RP11-138A9.2,EGR1,PRDM1,TMED4,RIN2,RASSF3,ID2,ZC3HAV1,IAH1,EIF5AL1,RBM6,WSB1,SAT1,CDC42SE2,RQCD1,SEC22B,YBX1,PSMA3-AS1,ANKRD40,RAP2B,DDX6,PHKG1,TOB1,GIGYF1,PIM2,RP11-1143G9.4,RPL23,SSR3,DOCK5,ELMSAN1,CD47,LRRC75A,PAFAH1B2,CLEC2D,SLC35F6,EIF3E,CSNK1A1,VMP1,CYBB,CNOT9,RPS25,R3HDM2,TLE3,THRAP3,NPM1,SETD5,PTP4A2,MARCH6,RIT1 29 FOS,HMGB2,SUB1,HIF1A,FOSB S100A9,S100A8,S100A12,LYZ,NFKBIA,CD14,VCAN,SELL,G0S2,MNDA,FCN1,NCF1,SRGN,VIM,CSTA,FOS,CTSS,GAPDH,TSPO,ANXA1 S100A9,S100A8,S100A12,LYZ,NFKBIA,CD14,VCAN,SELL,G0S2,MNDA,FCN1,NCF1,SRGN,VIM,CSTA,FOS,CTSS,GAPDH,TSPO,ANXA1,ZFP36,RGS2,NAMPT,S100A6,SLC2A3,PLAUR,HMGB2,TKT,H3F3A,IER2,CD36,GRN,SOD2,CSF3R,APLP2,SERPINB1,PLBD1,RPS9,MS4A6A,TALDO1,IL1B,HLA-A,NEAT1,METTL9,SUB1,CTSD,SH3BGRL3,CH17-373J23.1,OAZ1,MCL1,RNASE2,FTL,CAPG,ACTG1,GCA,PTPRE,PGD,S100A4,CCL3,FPR1,BCL2A1,LAMTOR4,STXBP2,AP1S2,SAT1,NUP214,CCNI,RPS24,TNFSF13B,LAPTM5,BLOC1S6,TYMP,COX4I1,CLEC12A,CD44,CYBB,RPL34,EVI2B,AC020656.1,NDUFB1,TMEM167A,PFDN5,CYBA,CDA,HLA-C,MGST1,MT-ND3,THBS1,RBP7,RPL37A,AHNAK,S100A11,RETN,HIF1A,CD99,NFKBIZ,CCL4,ATP6V0B,CD79A,FOSB 30 HMGB1,HMGB2,ARID5B,TCF4,BCL11A IGKC,IGHG1,IGHG4,IGHG3,IGHGP,IGHM,IGHG2,PTPN6,ANAPC16,CXCR4,MT-ND5,SNX3,CD37,LINC00926,SELL,CD79A,MEF2C,HMGB1,BTG1,H3F3A IGKC,IGHG1,IGHG4,IGHG3,IGHGP,IGHM,IGHG2,PTPN6,ANAPC16,CXCR4,MT-ND5,SNX3,CD37,LINC00926,SELL,CD79A,MEF2C,HMGB1,BTG1,H3F3A,IFI16,YWHAZ,SUMO2,TMEM123,SEPT7,DRAP1,HMGB2,S100A4,TCL1A,IGHD,HVCN1,UBB,COTL1,LTB,RPS26,P2RX5,S100A11,YBX3,TUBA1B,RPS11,EFHD2,TAPBP,UBL5,PRKCB,RAP1B,HNRNPC,HINT1,SRSF5,POMP,S100A10,CAPZA2,FCER2,MYL12A,FCMR,HNRNPDL,HLA-DOB,ARID5B,AIDA,DDIT4,SNAP23,BANK1,HCLS1,TMSB10,SMAP2,PLPP5,SYF2,RIPOR2,TCF4,RCSD1,TXNIP,ETFA,CD247,BCL11A,CARD16,PRDX4,LMNA,ARHGDIB,LAMTOR4,SRP9,REEP5,RSL24D1,SRSF3,CMTM6,MS4A1,FKBP11,DBI,RHOH,TRAF3IP3,TNFRSF13C,BCLAF1,TMEM154,MARCH1,CLEC2D,MT-ND4,SMCHD1,SNRPF,SAMHD1,GNG7,ITGB1,BZW1 31 DDIT3,XBP1,JUN,KLF6,HMGB2,ATF4 HSPA5,HSP90B1,CALR,PDIA3,PDIA6,MANF,PPIB,SDF2L1,HERPUD1,P4HB,PDIA4,DNAJB9,SEC61G,CDK2AP2,SERP1,SSR2,FKBP2,SEC61B,OSTC,CANX HSPA5,HSP90B1,CALR,PDIA3,PDIA6,MANF,PPIB,SDF2L1,HERPUD1,P4HB,PDIA4,DNAJB9,SEC61G,CDK2AP2,SERP1,SSR2,FKBP2,SEC61B,OSTC,CANX,DNAJB11,TMED2,TMED9,MYDGF,SPCS2,SELK,HM13,KDELR2,TMEM258,CRELD2,SSR3,SEC11C,SLC3A2,DNAJC3,CTSD,RPL36AL,ARF1,SF3B5,TRAM1,RPN1,DDIT3,SELENOK,XBP1,NUCB2,JUN,ARF4,MTDH,VIMP,HMOX1,DUSP2,MTHFD2,SEC61A1,COPE,FTH1,SSR4,SSR1,ISG20,DERL2,KLF6,CXCL8,LMAN1,HYOU1,EDF1,WARS,TMED10,EVI2B,SARAF,RNF181,DSTN,RPN2,DDOST,CCNI,PTMA,MAP1LC3B,HNRNPC,SARS,UFM1,SURF4,EIF1,DAD1,HMGB2,IGFBP3,S100A11,ANXA5,RSL24D1,NANS,MLEC,UBXN1,SELENOS,HAX1,SQSTM1,ATF4,NUPR1,EIF2S2,ERLEC1,TRMT112,CISD2,CCDC167,MT1X,MORF4L2 32 ZEB2,LITAF,TSC22D3,ZNF683,HMGB2,KLF2,KLF3,KLF6 GZMH,CD3D,CCL5,NKG7,CD52,FGFBP2,GNLY,CD8A,GZMB,IL32,CD8B,CD3G,HLA-DPB1,LGALS1,RAP1B,ITGB1,S100A4,PLEK,S100A6,CD3E GZMH,CD3D,CCL5,NKG7,CD52,FGFBP2,GNLY,CD8A,GZMB,IL32,CD8B,CD3G,HLA-DPB1,LGALS1,RAP1B,ITGB1,S100A4,PLEK,S100A6,CD3E,TRAC,TRGC2,ZEB2,HLA-DRB1,YWHAQ,SH3BGRL3,C12orf75,CST7,CD99,LITAF,ANXA1,RPS26,TRBC2,HERPUD1,KLRD1,TOB1,DSTN,ARL6IP5,IFITM2,TSC22D3,ERP29,PPP2R5C,CTSW,ZNF683,VAMP2,CD48,KLRG1,HLA-DPA1,PATL2,RHOA,ARPC2,FCRL6,CTSC,HNRNPDL,CX3CR1,CD2,PTP4A2,SLC25A6,YWHAB,SUN2,SRP14,CLEC2D,FTL,HMGB2,LAT,PNRC1,HIGD2A,KLF2,ADGRG1,VIM,PRSS23,SYNE1,TUBA1B,EIF3H,S100A10,AHNAK,MYL12B,FLNA,PPDPF,KLF3,ARRDC3,CALR,PTPRC,TSPO,PSMB8,TPST2,KLF6,EIF3E,MALAT1,RPS3,PPIB,PSMA2,EIF3F,IDH2,TMEM59,ACTR2,ARPC5,BIN2,TMSB10,ITGB7 33 GTF3A,YBX1 HSP90AB1,NCL,DDX21,C1QBP,HSPE1,NPM1,SERBP1,GTF3A,HSPD1,RAN,RPL22L1,NHP2,ENO1,MIF,APRT,PSME2,RSL1D1,EIF5A,PPA1,NME1 HSP90AB1,NCL,DDX21,C1QBP,HSPE1,NPM1,SERBP1,GTF3A,HSPD1,RAN,RPL22L1,NHP2,ENO1,MIF,APRT,PSME2,RSL1D1,EIF5A,PPA1,NME1,SNRPE,FABP5,YBX1,LDHA,PA2G4,CCT2,PRMT1,SRSF7,CNBP,GADD45GIP1,NME2,PRDX1,POLR2L,CCT3,TIMM13,SNU13,CCT5,APEX1,RPS26,CCT4,TXN,PHB,HNRNPDL,PSMA7,CYCS,NOP58,SLIRP,RBM3,EIF5B,CCT7,CCDC85B,GNL3,HSPA8,SOD1,CCT6A,IMPDH2,EIF4A1,SNRPD1,MIR155HG,TPI1,LSM7,PDCD5,SET,SSBP1,RSL24D1,CCT8,PRELID1,RANBP1,SNHG8,PEBP1,SYNCRIP,FBL,MRPS34,NOP16,DDX18,TOMM22,NOP56,RPS17,PAICS,MRPL4,ATP5G1,SSB,SRSF2,SRM,LDHB,HSPA9,NFKBIA,IMP4,MRTO4,MRPL3,FTL,RBM8A,SNHG15,NIFK,PSMA3,CD44,CHCHD2,WDR43,TOMM40,MRPS12 34 NR4A2,FOS,EGR1,NR4A1,KLF6,ID2,CREM,ARID5B,EGR2,ELF1 CCL4,CCL4L2,IFNG,CCL3,ZFP36L1,TNF,CD69,NR4A2,CCL3L3,RGCC,CCL4L1,SLA,LTB,TIGIT,TAGAP,TNFSF9,XCL1,SDCBP,XCL2,FOS CCL4,CCL4L2,IFNG,CCL3,ZFP36L1,TNF,CD69,NR4A2,CCL3L3,RGCC,CCL4L1,SLA,LTB,TIGIT,TAGAP,TNFSF9,XCL1,SDCBP,XCL2,FOS,LGALS1,EGR1,NR4A1,S100A10,KLF6,RHOH,RILPL2,EVI2A,PRNP,ID2,CREM,PHLDA1,HNRNPA2B1,RNF19A,MIR155HG,CCNI,STK4,ICOS,ARID5B,ALDOA,BIRC3,IFITM2,EGR2,PTGER4,ELF1,GBP2,NEU1,SARAF,PDCD1,CD7,MT-CO2,REL,PGAM1,PTPN7,EEF1B2,PKM,NFKBID,COX6C,S100A11,CCL2,NAP1L1,DEK,EIF3E,HMGN2,EVI2B,FXYD5,KMT2E,EEF2,FASLG,LAG3,RPS27L,LYST,NDFIP1,HSPB1,TRAC,SLC1A5,IFI16,RAB27A,CD2,RPS8,PPP1R2,PTPN22,IER2,COMMD6,IFITM3,PLP2,LDHA,GPX1,POLR2K,FOSB,PNRC1,TCEB1,NDUFA1,ZFAS1,CD52,GSTK1,NDUFV2,JUN,PPIG,RP3-323A16.1 35 TSC22D3,KLF6,FOS,ETS1,JUND,FOSB,ARID4B,RARA TAGLN2,ANXA1,CRIP1,TSC22D3,MYADM,UCP2,LMNA,RGCC,VIM,CD44,AHNAK,PBXIP1,LRRFIP1,S100A10,IDS,KLF6,EZR,ATP2B1,TUBA1A,ADGRE5 TAGLN2,ANXA1,CRIP1,TSC22D3,MYADM,UCP2,LMNA,RGCC,VIM,CD44,AHNAK,PBXIP1,LRRFIP1,S100A10,IDS,KLF6,EZR,ATP2B1,TUBA1A,ADGRE5,MCL1,GPR183,CD27,IVNS1ABP,FOS,PPP1R15A,CCR7,YPEL5,AKAP13,MBNL1,S100A11,GLUD1,TAGAP,GNG2,SAMHD1,IQGAP1,YWHAQ,RALGDS,ETS1,JUND,PRMT2,CRIP2,CD27-AS1,TMEM43,ARHGAP9,ANXA2,UBB,CD7,CDC42,YWHAZ,C16orf54,ARL4C,ZFP36,SRGN,CA5B,FOSB,SLC25A3,TUBA1B,MAPRE2,ATP2B4,UFC1,CCDC167,TRIM22,ANKRD28,FAM107B,HNRNPDL,DYNLL1,CYTH1,DUSP1,DDX3X,RBM3,PTGES3,CCL5,EMP3,TMED10,DENND4A,ARHGDIB,PRKAR1A,FAM129A,ARID4B,RAB11A,RTN4,VCP,TMBIM6,CMTM7,NEU1,APOBEC3G,TRAM1,UBC,FAS,ITK,RARA,SF3B1,IK,JMJD1C,ITGA4,CASP8,HIPK1,ENSA,GOLGB1 36 JUNB,EGR1,JUND,FOS,ZNF331,CEBPB,MAF SPP1,RNASE1,CTSB,PLIN2,GPNMB,FCER1G,JUNB,C1QA,RGS1,HSPA1B,CD163,ITGB2,CCL2,LAPTM5,HLA-DRB5,S100A4,TGFBI,EGR1,APOE,JUND SPP1,RNASE1,CTSB,PLIN2,GPNMB,FCER1G,JUNB,C1QA,RGS1,HSPA1B,CD163,ITGB2,CCL2,LAPTM5,HLA-DRB5,S100A4,TGFBI,EGR1,APOE,JUND,RPL4,CD14,ZFP36L1,TYROBP,HERPUD1,PLAUR,FOLR2,TUBA1A,FOS,NUPR1,TXNIP,TREM2,RPL13AP5,HSP90AA1,HSPA5,SELENOP,LSP1,CLEC5A,EEF2,FCGR2A,PGK1,LDHA,CD81,PABPC1,APLP2,ZNF331,GSN,A2M,ATP1B3,MYL6,TUBA1B,VIM,CD74,FCGR2B,C6orf62,PSAP,CTSD,TUBA1C,RPL19,SLC2A3,MSR1,H3F3B,RPLP1,LGALS1,C1QC,PPT1,HSP90B1,CXCL3,ALOX5AP,HK2,RPS14,MEF2C,FABP5,FN1,NPC2,RPL7A,CEBPB,TAGLN2,ATP6V1B2,RPS25,VCAN,C5AR1,NAMPT,EIF4A1,RPS26,UBB,DAB2,VSIG4,FBP1,NKG7,RPS16,CSTB,MAF,CHMP1B,SLC11A1,HLA-DPA1,ANXA5,METRNL,RPLP2,PLEK 37 LITAF,YBX1 APOC1,APOE,LGALS3,GPNMB,CTSD,CSTB,FABP5,CD9,LIPA,FTL,ACP5,ASAH1,CAPG,LGALS1,DBI,ATP6V1F,CD68,LGMN,CD52,NUPR1 APOC1,APOE,LGALS3,GPNMB,CTSD,CSTB,FABP5,CD9,LIPA,FTL,ACP5,ASAH1,CAPG,LGALS1,DBI,ATP6V1F,CD68,LGMN,CD52,NUPR1,PSAP,CTSB,CTSL,PLA2G7,GM2A,BRI3,TREM2,CD63,FTH1,CPM,PLD3,GRN,CYP27A1,GCHFR,VIM,IFI30,PRDX1,TXN,BCAP31,ANXA2,FBP1,DNASE2,LITAF,LYZ,CTSS,MGST3,LSP1,NOP10,RGCC,OTOA,S100A6,IGSF6,HEXB,FXYD5,TALDO1,NPL,CTSA,VAT1,LAMP1,TSPO,CTSH,CD48,ITGAX,SH3BGRL3,LGALS9,SDCBP,A2M,CXCL16,H2AFY,CHIT1,MYDGF,ATP6V0B,ATOX1,NAP1L1,GSTO1,ATP6V0D1,CD59,AREG,RNF130,FABP3,LRPAP1,SDS,SMS,UCP2,RNH1,HSPE1,PSMA7,LPL,HM13,YBX1,CHCHD6,MALAT1,CTSZ,CALM3,S100A11,CHCHD10,RAN,AKR1B1,PEBP1,GLUL 38 PROX1,SOX4,KLF6,MAF,SMAD1 CCL21,TFPI,FABP5,TFF3,MMRN1,FABP4,EFEMP1,NTS,LAPTM5,GYPC,S100A10,CD9,PROX1,IGFBP7,PDPN,ANXA2,GNG11,PPP1R2,CLU,ANGPT2 CCL21,TFPI,FABP5,TFF3,MMRN1,FABP4,EFEMP1,NTS,LAPTM5,GYPC,S100A10,CD9,PROX1,IGFBP7,PDPN,ANXA2,GNG11,PPP1R2,CLU,ANGPT2,PTPRE,TIMP3,HSPB1,AKAP12,CLDN5,ARL4A,PPFIBP1,VIM,HYAL2,APP,LYVE1,LIMS1,STMN1,NNMT,SNCG,CAV1,NUDT4,ADD3,TM4SF1,NRP2,ARL6IP1,TUBA1A,GMFG,RAB11A,CAVIN2,LAMA4,SLC38A1,TIMP1,CD59,MARCKSL1,SDCBP,HLA-E,ADIRF,GADD45B,SOX4,RGS16,KLF6,RBP1,RAB11FIP1,RAMP2,FCGRT,WARS,GRN,POLR2L,S100A16,HLA-A,IL32,MRC1,SEMA3A,PROCR,SPTBN1,UNC5B,ATP5E,TMEM123,MAF,EGFL7,ISG20,ADM,EDNRB,TSPAN5,NEAT1,CCND1,MARCKS,THBD,SMAD1,SERPINB9,SDPR,TUBB,ECSCR,IGFBP5,MDK,CD99,CTSD,TIE1,LAYN,MGST2,RELN,DKK3,RARRES3,TGFBR2 39 TSC22D1,MAX,HMGB1 PPBP,PF4,TAGLN2,NAP1L1,OST4,GPX1,GNG11,NRGN,TUBA4A,RGS10,TUBB1,CCL5,CLU,SDPR,RGS18,HIST1H2AC,GPX4,NCOA4,MYL12A,ACRBP PPBP,PF4,TAGLN2,NAP1L1,OST4,GPX1,GNG11,NRGN,TUBA4A,RGS10,TUBB1,CCL5,CLU,SDPR,RGS18,HIST1H2AC,GPX4,NCOA4,MYL12A,ACRBP,CALM3,ITM2B,GP9,GSTO1,LIMS1,FERMT3,TPM4,RAP1B,SPARC,ARPC1B,TSC22D1,YWHAH,TIMP1,RUFY1,PRDX6,TLN1,CTSA,TREML1,MAX,PTCRA,SAT1,ODC1,ARF1,UQCRH,PKM,GRAP2,CMTM5,SH3BGRL3,CD9,SNX3,MYL9,LAMTOR1,PDLIM1,MAP3K7CL,DYNLL1,MMD,TMEM40,ITGA2B,MPP1,PGRMC1,NT5C3A,ILK,F13A1,SNAP23,RAB11A,HLA-E,OAZ1,CLEC1B,TALDO1,MARCH2,TPM1,HMGB1,ACTG1,NGFRAP1,ARHGDIB,PTPN18,CCND3,CD99,PPDPF,RSU1,FLNA,RNF11,C9orf16,KIF2A,DNAJB6,ETFA,CALM1,NDUFS5,PARVB,EMC3,TPM3,VCL,C2orf88,ARPC5,CLDN5,ACTN1,TGFB1,SNCA,GMPR,LMNA 40 ID2,JUN,TOX,TSC22D3,ZNF683,PRDM1 GZMB,CXCL13,GNLY,ALOX5AP,RBPJ,HAVCR2,NKG7,CD8A,RGS2,SAMSN1,GZMH,PHLDA1,PRF1,RGS1,ID2,CCL5,CTSW,LAG3,CD63,KRT86 GZMB,CXCL13,GNLY,ALOX5AP,RBPJ,HAVCR2,NKG7,CD8A,RGS2,SAMSN1,GZMH,PHLDA1,PRF1,RGS1,ID2,CCL5,CTSW,LAG3,CD63,KRT86,ENTPD1,LINC01871,ACP5,CTSD,IFNG,MT2A,HLA-DRB1,HLA-DRA,TIGIT,GZMA,FKBP1A,CD8B,LSP1,PDCD1,CCND2,CD82,CLEC2B,ITGB1,ITGAE,JUN,SIRPG,CLEC2D,CD27,IVNS1ABP,GAPDH,KLRB1,NDFIP2,DUSP4,TNFRSF9,CD7,CD3D,PGK1,RAB27A,PRDX6,VCAM1,CXCR6,PAG1,LAYN,TPI1,APOBEC3G,MIR155HG,BST2,TOX,HLA-DQB1,IGFLR1,ITM2A,TSC22D3,CD3G,LDHB,NELL2,JAML,EID1,LYST,PPDPF,FTL,CBLB,MYO7A,SIT1,CCL3,CHN1,LINC02195,SLC3A2,TNFSF4,ZNF683,TOB1,PIK3IP1,FAM3C,GOLIM4,PTMS,CHST12,SRGAP3,UBE2F,HLA-DPA1,TNIP3,PRDM1,ANXA5,PTPN6,TNFRSF1B,TRAF5,HLA-DPB1 41 TSC22D1,CEBPB TAGLN,ACTA2,ADIRF,MYL9,DSTN,NDUFA4,TPM2,MYH11,CRIP1,S100A4,TPM1,MYL6,GADD45B,MYLK,SPARCL1,FLNA,LPP,MT1X,ACTB,IGFBP5 TAGLN,ACTA2,ADIRF,MYL9,DSTN,NDUFA4,TPM2,MYH11,CRIP1,S100A4,TPM1,MYL6,GADD45B,MYLK,SPARCL1,FLNA,LPP,MT1X,ACTB,IGFBP5,SOD3,MT2A,S100A6,CRYAB,RHOB,CALD1,C11orf96,ACTG2,CSRP1,PLN,CD9,LMOD1,ACTN1,CDKN1A,MGST3,NUPR1,PDK4,RERGL,PLAC9,PHLDA2,GSTP1,SH3BGRL,GPX3,LBH,TSC22D1,PNRC1,TRMT112,CNN1,CLU,MFAP4,BTG2,CSRP2,SBDS,SORBS2,MT1M,PTP4A3,PDLIM7,CALM2,SKP1,PALLD,SELM,PPP1CB,IER2,LTBP1,CAV1,SOD2,ADAMTS1,HSPB1,SELENOM,MAP1B,NEAT1,SNCG,VIM,COX6A1,CEBPB,YBX3,BCAM,PDLIM3,TINAGL1,FABP4,TOMM7,IGFBP4,IGFBP7,COX5B,APLP2,MFGE8,CD151,ZFP36,NET1,UBC,NNMT,AEBP1,TIMP3,CAVIN3,PPP1R12B,FHL1,CRIP2,MT1E,NDUFA4L2,NEXN 42 THAP2,REL,NFKB1,MXD1,XBP1,NFE2L2,FOSB,ETS2 CXCL3,CXCL2,IL1B,CXCL8,G0S2,CCL20,IER3,NFKBIA,SOD2,BCL2A1,CCL3,EREG,PLAUR,CCL4,TNFAIP3,PNRC1,BTG1,PTGS2,OLR1,C15orf48 CXCL3,CXCL2,IL1B,CXCL8,G0S2,CCL20,IER3,NFKBIA,SOD2,BCL2A1,CCL3,EREG,PLAUR,CCL4,TNFAIP3,PNRC1,BTG1,PTGS2,OLR1,C15orf48,CFLAR,PLEK,PDE4B,ICAM1,NLRP3,PPP1R15A,DUSP2,CCRL2,CCL3L3,C5AR1,THAP2,CXCL1,REL,MIR155HG,ANXA5,TNF,SERPINB9,IL1RN,NFKB1,ATP1B3,TNFAIP8,CHMP1B,SAMSN1,MXD1,NFKBIZ,AREG,WTAP,CD83,IL1A,PLIN2,CD44,THBS1,ATP2B1,CCL3L1,NINJ1,TNFAIP2,MT2A,XBP1,VEGFA,NFE2L2,EHD1,CCL4L2,OSM,LIMS1,IL10,KDM6B,BASP1,LCP2,BIRC3,AQP9,INHBA,HLA-DPB1,PPIF,MIR3945HG,PHACTR1,FOSB,ACSL1,TNFAIP6,IL6,MS4A7,TWISTNB,ABL2,RBKS,MAP2K3,CTSL,PIM3,VIM,PHLDA1,ETS2,HLA-A,NAMPT,CXCL5,HNRNPC,TIMP1,ATP13A3,SOCS3,TUBB,HBEGF,KYNU,ZFP36 43 ZNF683,FOS,JUNB,LITAF,NR4A2,KLF2,GTF3A,ZNF331,LEF1,REL CD7,ZFP36L2,TRGC2,HCST,ZNF683,LTB,IFITM2,CTSW,IL32,TRDC,DUSP2,LYAR,FOS,KLRD1,ZFP36,IFITM3,EZR,JUNB,NUCB2,HSPB1 CD7,ZFP36L2,TRGC2,HCST,ZNF683,LTB,IFITM2,CTSW,IL32,TRDC,DUSP2,LYAR,FOS,KLRD1,ZFP36,IFITM3,EZR,JUNB,NUCB2,HSPB1,LITAF,PLAC8,FXYD5,PPP2R5C,CCL5,NR4A2,GADD45B,XCL1,KLF2,RAC2,UBB,ITGB2,RP11-291B21.2,TAGLN2,STK17A,IFITM1,GUK1,GTF3A,S100A10,PIK3R1,TPM3,CD27,CDC42,ZNF331,CXCR3,FAM173A,LEF1,PABPC1,CD63,GYPC,KLRC2,EIF5A,CD52,REL,TXNIP,NCR3,TCF7,XCL2,RGCC,ISG20,S100A4,TRMT112,MBP,DDIT4,PGK1,CYBA,MYL12A,MYL12B,TMEM123,TRG-AS1,VAMP8,C1orf162,CD99,ARHGAP15,ACTG1,HSPE1,YBX1,HMGN1,SPINT2,EVL,ELF1,SET,XBP1,PSME1,DUSP1,MYL6,HOPX,TRDV1,ANXA6,RHOH,IL2RG,ANXA11,LIMD2,MATK,NFE2L2,NCL,AREG,CLIC1,RBM39,SLC25A5 44 JUNB UBC,DUSP2,HSPA6,HLA-C,RPLP0,DDIT4,RPL21,RNASET2,IL32,RPL12,JUNB,C1QB,RPS13,ADM,UBB,BTG1,RPL23,RPL13AP5,RPL31,RPL23A UBC,DUSP2,HSPA6,HLA-C,RPLP0,DDIT4,RPL21,RNASET2,IL32,RPL12,JUNB,C1QB,RPS13,ADM,UBB,BTG1,RPL23,RPL13AP5,RPL31,RPL23A,NEAT1,RPS3,RPS24,B2M,TUBA1A,FTH1,CKB,MALAT1,CLU,RGS2,C1QA,RPS4X,HILPDA,PLEK,S100A11,SRGN,RPS18,RPS5,RPL27A,MIF,CALM2,RPL18,ALOX5AP,RGCC,CD53,RPL30,PSAP,CST3,LYZ,RPL14,RPL26,RPL4,CCL2,C3,PPP1R15A,ARPC2,GNLY,TUBA1B,GSN,TMSB10,MT-ND4,TPI1,FAU,SDCBP,GPX1,IFITM1,CHI3L2,CD9,RPS27A,PLXDC2,BCL2A1,GPM6B,RPL7A,RPL32,RPS4Y1,ARPC3,TYROBP,SRP14,CLK1,RPLP1,RPS17,RPS12,RPS10,CXCL8,ANXA5,LGALS3,DUSP1,EEF1B2,ATP6V0E1,CAPG,APOC2,S100A9,GZMH,RPL9,RPS23,CAPZA1,DBNDD2,CYBA,RPS11,CXCL13 45 JUN,JUNB,ATF3,DDIT3,SOX4,CEBPB,MYC,HMGA1,SUB1,ATF4 CXCL8,CXCL2,CXCL3,CXCL1,NFKBIA,NFKBIZ,C11orf96,HSPA5,JUN,EIF4A3,CYCS,PHLDA1,IL1B,PMAIP1,GPR183,APOE,ALOX5AP,RPS27L,MMP9,AC103591.3 CXCL8,CXCL2,CXCL3,CXCL1,NFKBIA,NFKBIZ,C11orf96,HSPA5,JUN,EIF4A3,CYCS,PHLDA1,IL1B,PMAIP1,GPR183,APOE,ALOX5AP,RPS27L,MMP9,AC103591.3,CTSL,HMOX1,JUNB,IL24,IL1RN,TMSB4X,THBS1,RPS18,ATF3,HERPUD1,SQSTM1,PLIN2,DUSP1,ITM2B,DDIT3,HLA-DRB1,NDUFB4,ENO1,PPDPF,LYZ,COX7B,SOX4,HSPD1,ZFAND5,RPS6,UBC,TPM4,EEF1A1,SERPINB2,CA2,MMP10,CEBPB,FTH1,C1QA,BAX,EIF4G2,SPARCL1,HLA-DQB1,COL6A2,RBPJ,MT-ND4L,PRSS23,CD44,HIST2H2AA4,RPS12,MEG3,NME1,GNA15,P2RY12,SERPINF1,C6orf62,FABP5,GSN,MYC,TMEM14C,SERPINH1,PTGS2,LTB,IER2,C3AR1,GEM,MARCKSL1,HIST2H2BE,C15orf48,SERPINE1,HMGA1,TFPI,MT1X,SUB1,AL157895.1,ATF4,GLUL,DUSP6,ERRFI1,MIF,TPM1,SLC25A3,C1orf43,RNASE2,MTND4LP30 46 YBX1,CSDE1,JUN,FOXP1,NFE2 HBA2,HBB,HBA1,UBB,HBD,ALAS2,SLC25A39,SLC25A37,CA1,BSG,SNCA,GYPC,BNIP3L,AHSP,BLVRB,HBM,PRDX2,BCL2L1,STRADB,DCAF12 HBA2,HBB,HBA1,UBB,HBD,ALAS2,SLC25A39,SLC25A37,CA1,BSG,SNCA,GYPC,BNIP3L,AHSP,BLVRB,HBM,PRDX2,BCL2L1,STRADB,DCAF12,NCOA4,MPP1,SELENBP1,LGALS3,HLA-J,FECH,MKRN1,EIF4A2,CAT,BPGM,MAP2K3,FKBP8,FBXO7,HBG2,HNRNPK,YBX3,RGS10,YBX1,TRIM58,CSDE1,RPS10,ADIPOR1,CTSB,CD44,BAG1,NDUFS5,GMPR,GABARAPL2,JUN,TOP1,ATP5L,CCNDBP1,DMTN,ATP5L2,CA2,GUK1,UBE2B,PPP1R15A,EIF1AY,RBM3,FOXP1,ANP32B,NUDT4,NFE2,HEMGN,PITHD1,GNLY,GLUL,RNR2,NDUFA1,ATP6V0C,EIF3K,TESC,AP2S1,DYNLL1,PDZK1IP1,NACA2,GLRX5,RBM38,TALDO1,TENT5C,ARL4A,PSMF1,C11orf31,STK17A,STOM,PRDX6,CD97,CCL5,HLA-DMA,MT-ND5,TERF2IP,APOBEC3G,GSPT1,RPIA,YPEL5,SELK,CD3D,S100A10,MYL4 47 FOS,ID2,NR4A1,JUNB GAPDH,TPI1,LDHA,ALDOA,AC006064.4,S100A10,PGK1,RPL21,ENO1,RPS27,OLR1,CXCR4,MIF,TMSB4X,FOS,ADM,DUSP1,RPL3,SFRP2,NKG7 GAPDH,TPI1,LDHA,ALDOA,AC006064.4,S100A10,PGK1,RPL21,ENO1,RPS27,OLR1,CXCR4,MIF,TMSB4X,FOS,ADM,DUSP1,RPL3,SFRP2,NKG7,PKM,RPS19,HLA-E,TPT1,IFI6,HILPDA,IFITM2,IFNGR1,ID2,CD74,RGS2,ANXA2,RPL13A,LYZ,RPS10,ZFP36,APOE,EIF4A3,HLA-C,IFITM3,TXNIP,P2RY12,HSPA1B,RPS3A,PLTP,SOD1,OAZ1,SLC2A3,AIF1,RPL21P28,LGALS3,DDIT4,DNAJB1,RPS14,ANXA1,A2M,NPC2,CFD,LUM,PGAM1,RPL34,APOC1,H3F3B,ZFP36L1,RPS25,MT-ATP6,IFI27,NFKBIA,CCL19,CCL2,TNFRSF18,IL1B,COTL1,CYR61,HSPB1,LDHB,HLA-A,ANGPTL4,NR4A1,RPS13,ISG15,RPL10A,RPS28,SERPINE1,FUCA1,RPL23A,MT-ND4,RPL7,MYL6,SDCBP,TUBA1A,S100A11,FOLR2,MGP,MT-ND2,MT-ND1,MALAT1,IL7R,XCL2,JUNB 48 ID2,HOPX,ETS1,CREM,IRF1,RUNX3,REL,ZNF331,NR4A2 CCL5,IL32,GNLY,GZMA,CD7,CD52,NKG7,HCST,PTPRC,SH3BGRL3,RAC2,CORO1A,SRGN,TMSB4X,CD2,CD247,LCP1,EVL,CD3E,HLA-A CCL5,IL32,GNLY,GZMA,CD7,CD52,NKG7,HCST,PTPRC,SH3BGRL3,RAC2,CORO1A,SRGN,TMSB4X,CD2,CD247,LCP1,EVL,CD3E,HLA-A,ID2,GZMB,XCL2,CD69,CCL4,CXCR4,ARHGDIB,CTSW,KLRB1,RARRES3,CD3D,LCK,S100A4,ACTB,IL2RG,XCL1,DUSP2,LSP1,HLA-C,CYTIP,IFITM2,STK17A,ITM2A,CST7,IL2RB,PRF1,TNFRSF18,GMFG,CD96,CD53,STK17B,TRAC,ZFP36L2,HOPX,ETS1,CKLF,BTG1,FCER1G,CLEC2B,APOBEC3G,ACAP1,KLRC1,TNFAIP3,CREM,SLA,KLRD1,ARPC2,DDIT4,SPOCK2,IRF1,PFN1,GYPC,CALM1,TXNIP,TRBC2,KRT86,HSPA8,ZFP36,RUNX3,GNG2,TYROBP,ACTG1,FYB,B2M,TUBA4A,DNAJB1,REL,RGS16,HLA-B,CD99,JAK1,IFI16,PTPN7,CRIP1,CCND2,MYL12A,ZNF331,LTB,NR4A2,METRNL 49 EGR1,ID2,TSC22D3,NR4A2 RNASE1,SELENOP,C1QB,C1QA,C1QC,CTSB,PSAP,PLTP,HLA-DRB1,CD14,F13A1,NPC2,MS4A6A,CCR7,FCER1G,FOLR2,CTSC,LGMN,TPT1,IFITM3 RNASE1,SELENOP,C1QB,C1QA,C1QC,CTSB,PSAP,PLTP,HLA-DRB1,CD14,F13A1,NPC2,MS4A6A,CCR7,FCER1G,FOLR2,CTSC,LGMN,TPT1,IFITM3,FCGRT,RPS18,CTSD,RPL21,TYROBP,CD163,RPL12,HLA-DRB5,MS4A4A,CST3,AIF1,UBC,CCL13,FCGR3A,TMEM176B,SLC40A1,TGFBI,EEF1A1,RPS15A,GRN,FCGR2A,HLA-DPA1,ITM2B,IFI27,CD68,VSIG4,GPR34,LYVE1,CXCL1,C6orf62,SDCBP,PLAU,CALM2,SSR4,GLUL,PLD3,IFI6,GAPDH,SGK1,RPL41,CD69,DNAJB1,CD63,EGR1,ID2,CFD,HLA-A,HSPA6,MT-ND3,LGALS3BP,MT-ATP6,RNASET2,CREG1,HSPA1B,FCGR2B,IL32,ACTB,EIF3E,RPS6,C6orf48,RPL7,S100A4,FTH1,RPL10A,STAB1,ACTG1,HLA-DQA1,ASAH1,CCL2,RPL36,PMP22,RNASE6,MRC1,MS4A7,RPS8,RPS9,CXCL12,TSC22D3,RPLP1,NR4A2 50 FOS,JUN,IRF1,FOXP1,SP100 TCL1A,FCER2,CXCR4,IL4R,FOS,CD69,BTG1,IGHD,CD79B,PLPP5,APLP2,IGHM,HVCN1,MEF2C,LINC00926,HLA-DRB1,CD52,BIRC3,IGLC2,TMSB10 TCL1A,FCER2,CXCR4,IL4R,FOS,CD69,BTG1,IGHD,CD79B,PLPP5,APLP2,IGHM,HVCN1,MEF2C,LINC00926,HLA-DRB1,CD52,BIRC3,IGLC2,TMSB10,LAPTM5,TSPAN13,CD74,DBI,IGLC3,FCRL1,CD72,TSPO,SELL,TUBA1A,HLA-DRA,CD79A,HLA-DMB,CD37,VPREB3,HLA-DQB1,CLEC2D,SEC62,SNX2,NCF1,YBX3,STK17A,LTA4H,CD22,DUSP1,ANXA1,JUN,CLEC2B,RCSD1,ABRACL,HLA-DRB5,TMEM123,IRF1,SARAF,FAM129C,H1FX,STX7,FOXP1,TAGAP,CD55,ISG20,MYL6,ZFP36L1,AES,CD200,C1orf162,SERF2,FKBP1A,ARPC3,HLA-DOB,IL2RG,ITGB2,GLTSCR2,RHOH,RNASE6,ITM2B,HLA-DMA,SNX29,BTLA,HLA-DPB1,IFI16,EVL,IL32,ADK,CD83,LYST,PPIB,NCL,FXYD5,SESN1,ICAM2,RPS4Y1,HLA-DPA1,SP100,BLOC1S2,ATP6V1G1,MYADM,PIK3IP1,H3F3A,POMP 51 ID2,IRF1,REL,SUB1,KLF6,NFKB1 TXN,BIRC3,ID2,MARCKSL1,CCR7,CRIP1,FSCN1,CD83,GPX4,RPS27L,CDKN1A,PNRC1,SEC61B,GSTP1,VIM,RGS1,LSP1,CCL22,ZFP36L1,SAMSN1 TXN,BIRC3,ID2,MARCKSL1,CCR7,CRIP1,FSCN1,CD83,GPX4,RPS27L,CDKN1A,PNRC1,SEC61B,GSTP1,VIM,RGS1,LSP1,CCL22,ZFP36L1,SAMSN1,H2AFZ,SYNGR2,ACTB,LAMP3,IRF1,ZFAS1,HLA-DPB1,PPA1,NUB1,CST7,GSN,BCL2A1,MARCKS,HINT1,BASP1,LGALS1,IL7R,CSF2RA,MTHFD2,ACTG1,TYROBP,TYMP,RASSF4,DUSP5,TNFAIP2,GADD45A,ATOX1,GPR183,ISCU,CD40,HLA-DRA,PFN1,TMEM176B,TMSB10,GPR157,REL,IDO1,LCP1,NAP1L1,TUBB,ALDH2,ANXA6,CFLAR,HLA-DQA1,MGLL,DBI,PPDPF,BTG1,IL32,CCL17,PLEK,TMEM176A,DUSP1,DAPP1,SUB1,CD74,KLF6,IER2,STK4,CIRBP,PSME1,ZFAND5,GNG5,GABARAPL2,CTSZ,TBC1D4,NFKB1,FNBP1,TRAF1,MYO1G,HLA-DQB1,HLA-DPA1,EBI3,SRGN,RAB9A,RAP1B,CXCR4,IL4I1,CD86,YPEL5 52 LYZ,AC020656.1,MMP12,IFI30,PSAP,FCN1,CD74,TMSB10,FBP1,CST3,GRN,IFNGR1,ALDOA,VIM,RACK1,CTSS,RPS27,S100A11,ANXA2,MT1G LYZ,AC020656.1,MMP12,IFI30,PSAP,FCN1,CD74,TMSB10,FBP1,CST3,GRN,IFNGR1,ALDOA,VIM,RACK1,CTSS,RPS27,S100A11,ANXA2,MT1G,COTL1,SH3BGRL3,CXCL2,RPS11,RPS6,RPL8,RGS2,CALM2,DUSP2,RPS19,CXCR4,EIF4A3,RPLP2,HLA-B,SDCBP,NPC2,BTG1,FCER1G,CAPG,HSPA8,RPL11,ANXA1,TYROBP,PTMA,CD14,COX7C,MS4A6A,ITGB2,TSPO,SLC25A6,RPL23A,CTSH,COX4I1,LDHA,SLC25A5,IFITM3,MT1X,LGALS3,RPS8,RPL15,PPT1,ALDH2,PDK4,OAZ1,LGALS1,NCF2,HSPA1A,TPI1,CD68,C3AR1,PGK1,ASAH1,EEF1B2,AREG,CXCL8,S100A10,NACA,HMGN2,RHOA,RPL12,GSTP1,TKT,ATP5MC2,S100A6,HLA-A,ATP6V1B2,RPL27A,RPL29,LIPA,LTA4H,FN1,IFI6,AIF1,THBS1,IL32,RPL28,DDIT4,CD69,RPS23,SUMO2 53 CALR,MALAT1,HLA-A,TMBIM6,HLA-B,PPIB,HLA-C,HSP90B1,PSAP,PDIA3,HSPA5,PDIA6,SRGN,CYBA,ITGB2,CD63,B2M,NEAT1,EMP3,HLA-DRB1 CALR,MALAT1,HLA-A,TMBIM6,HLA-B,PPIB,HLA-C,HSP90B1,PSAP,PDIA3,HSPA5,PDIA6,SRGN,CYBA,ITGB2,CD63,B2M,NEAT1,EMP3,HLA-DRB1,CD44,PTPRC,HLA-E,ITM2B,CANX,MTDH,BST2,SSR4,SARAF,BSG,FXYD5,CD74,GRN,HLA-DRB5,ARL6IP5,CD53,P4HB,MT-ND5,LMAN2,ATP6V0B,CTSD,TMEM59,ATP1B3,LY6E,TMED10,TIMP1,ITGB1,MT-CO1,CD99,LAPTM5,RPN2,MYDGF,HLA-DQB1,REEP5,LYZ,ATP6V0E1,SSR2,MT2A,MT-CO2,HCST,HM13,DAD1,TAPBP,CTSC,DDOST,RPN1,CXCR4,MT-ND4,MT-CYB,KRTCAP2,SPCS2,FKBP2,ATP6AP2,IFI6,SPCS3,SYNGR2,SDF2L1,MT-ND2,SPP1,HSPA1A,CUTA,IL2RG,COX6A1,CD48,CD164,PDIA4,OSTC,MT-ND1,CTSS,TMED9,MT-ATP6,HNRNPH1,MT-CO3,CD52,CD3D,CTSA,CST3,TPP1,APLP2,PPT1 54 ID2,JUNB,CREM RPS18,RPS27,RPL13AP5,RPL31,RPL18A,RPL37A,RPL29,RPL4,IFITM3,CST3,ACTG1,FTH1,MIF,RPS12,IFNGR1,HLA-DRB1,SRGN,TUBA1B,RPL3,RPS9 RPS18,RPS27,RPL13AP5,RPL31,RPL18A,RPL37A,RPL29,RPL4,IFITM3,CST3,ACTG1,FTH1,MIF,RPS12,IFNGR1,HLA-DRB1,SRGN,TUBA1B,RPL3,RPS9,ZFP36,MYL6,CTSB,ID2,RPSA,NPY,RPS19,DNAJB1,RPL36,JUNB,LAPTM5,CALM2,RPLP2,RPS26,HERPUD1,BCL2A1,TUBA1A,CD14,HLA-DPA1,RPL18,H3F3B,C1QA,GPX1,LIPA,IFITM2,CD63,AREG,HLA-DQA1,RPS17,TYROBP,NPC2,C6orf62,CTGF,FN1,HLA-DRB5,MTRNR2L8,TOB1,SOD2,CTSD,GPR183,TXNIP,TREM2,ALOX5AP,DUSP2,OLR1,ASAH1,ITM2B,HIST1H4C,EEF1D,RPL7A,LYZ,MTRNR2L1,IL32,RPS5,UBB,IL7R,IER2,S100A10,GSN,TPT1,APOC1,CD2,TUBA4A,FABP5,RPL36A,SARAF,S100A6,SGK1,MTRNR2L10,GAPDH,ACTB,ACTA2,VIM,CD3D,RPL34,SLC25A3,PDK4,CYBA,LAMTOR1,CREM 55 IRF8,ID2,BATF3,KLF6,FOS,SPI1 RGCC,CST3,SNX3,IRF8,ID2,C1orf54,CPVL,CLEC9A,LYZ,S100A10,CPNE3,C1orf162,DNASE1L3,GSTP1,CCND1,TAGLN2,PTPRE,WDFY4,PSAP,IDO1 RGCC,CST3,SNX3,IRF8,ID2,C1orf54,CPVL,CLEC9A,LYZ,S100A10,CPNE3,C1orf162,DNASE1L3,GSTP1,CCND1,TAGLN2,PTPRE,WDFY4,PSAP,IDO1,TAP1,RAB32,NAAA,CADM1,LGALS2,UCP2,BASP1,RGS10,BATF3,PPT1,MPEG1,LSP1,CD59,HLA-DPB1,CD48,CLEC2B,GYPC,HLA-DPA1,SHTN1,SAT1,LIMD2,LMNA,FGL2,SAMHD1,ANPEP,CSTB,ACTB,CLNK,ISG15,ICAM3,EVI2B,LGMN,CYB5R3,PLEK,SELPLG,VIM,TMSB4X,SLAMF8,HSPA5,SRGN,FNBP1,C20orf27,DDIT4,KLF6,DUSP4,CALR,CDK2AP2,SERPINB9,CKLF,SERPINF1,COX7C,FOS,TUBA1A,THBD,SPI1,PPA1,HLA-DRB5,ITGB2,CLEC7A,CD74,SERPINB1,TRMT112,NEAT1,CXCL16,CYCS,HLA-DRB1,H2AFY,KLRB1,RNASET2,HLA-DQB1,SLAMF7,ACTG1,MYL6,TGFBI,EVL,EVI2A,TACSTD2,P2RY6,ATG3,FUCA1 56 CREM,NR3C1,ARID5B,ELF1,TSC22D3,STAT4,LITAF,ZNF331,HMGB2,FOXP1 CREM,CXCR4,SYTL3,LEPROTL1,SRGN,FYN,PIK3R1,EML4,DDIT4,SH2D2A,TNFAIP3,SPOCK2,CD7,CNOT6L,NR3C1,SARAF,FTH1,PDE4B,YWHAB,SAMSN1 CREM,CXCR4,SYTL3,LEPROTL1,SRGN,FYN,PIK3R1,EML4,DDIT4,SH2D2A,TNFAIP3,SPOCK2,CD7,CNOT6L,NR3C1,SARAF,FTH1,PDE4B,YWHAB,SAMSN1,LDHA,YPEL5,DNAJB1,DUSP4,WIPF1,CD5,SRSF7,ZFP36L2,ARID5B,RGS1,PFKFB3,DUSP2,CST7,ELF1,LGALS1,SYAP1,TSC22D3,FAM177A1,TNFRSF1B,STAT4,ZFP36,GPR171,SMCHD1,PABPC1,PTPRC,PPP1CB,ITM2A,ISG20,LITAF,ARHGDIB,NDUFS5,PDE3B,DYNLT1,RNF125,ZNF331,CD8A,AKNA,PPP2R5C,HMGB2,EVI2A,STK17B,UBB,KMT2E,PBXIP1,UBE2B,FXYD5,STK4,UBC,CEMIP2,SELK,G3BP2,IQGAP2,USP36,CD55,PAIP2,TPM4,AOAH,CYBA,TENT5C,HSPE1,FAM129A,SRSF2,GUK1,OAZ1,CDC42SE2,BTG1,TECR,PARP8,DNAJB6,SDCBP,TSEN54,PTPN22,ALOX5AP,FOXP1,AKAP13,IRF1,MT-ATP6,HERPUD1,PRKAR1A,IL7R 57 JUN,FOS,ID2,KLF6,EGR1,FOSB,MAFB,ATF4,ATF3,ID3 JUN,IER2,FOS,ID2,GADD45B,KLF6,CITED2,DUSP1,EGR1,FOSB,NFKBIA,PPP1R15A,NEAT1,RHOB,SAT1,BRD2,CD69,BTG2,HEXIM1,SRSF3 JUN,IER2,FOS,ID2,GADD45B,KLF6,CITED2,DUSP1,EGR1,FOSB,NFKBIA,PPP1R15A,NEAT1,RHOB,SAT1,BRD2,CD69,BTG2,HEXIM1,SRSF3,TXNIP,EIF4A2,RSRP1,UBB,MT-CYB,HSPA8,FUS,RPL3,SRSF7,TRBC2,TUBA1A,C12orf57,SLC38A2,HIST1H1C,RAN,MAFB,TLE4,RPL28,UBC,GIMAP7,ATF4,IGKC,SQSTM1,H3F3B,MYLIP,NFKBIZ,ATF3,CCNL1,MYL6,EIF4A3,HLA-DRA,RPL11,AC007952.4,COMMD6,INTS6,GSTP1,Z93241.1,H1FX,ANXA6,IFRD1,TNF,TPI1,HSP90AB1,TRA2B,NKG7,DDX3X,DNAJA1,IFITM2,TMEM107,WDR74,SERTAD1,MT1X,AC245014.3,CCL2,ID3,JUND,HAMP,GNLY,CD37,H2AFX,CSKMT,KLF2,MORF4L1,IFNG,RPL22L1,FAM53C,TUBB4B,RPL7,SNHG7,PPP1CA,PMAIP1,ARPC5,RACK1,PNRC1,RALY,IER5,AMD1,CYCS,IER3,TMSB10 58 KLF2,CEBPB,MAFB,YBX1,KLF10 ZFP36L1,LGALS2,PSME2,NPC2,HLA-DPB1,HLA-DRA,HLA-DRB1,PLAC8,HLA-DMA,CCL3,VAMP8,HLA-DPA1,CD63,NEAT1,CPVL,TXNIP,FTH1,NFKBIA,APOBEC3A,IFITM3 ZFP36L1,LGALS2,PSME2,NPC2,HLA-DPB1,HLA-DRA,HLA-DRB1,PLAC8,HLA-DMA,CCL3,VAMP8,HLA-DPA1,CD63,NEAT1,CPVL,TXNIP,FTH1,NFKBIA,APOBEC3A,IFITM3,FCN1,UCP2,CD4,DOK2,AIF1,PRELID1,CRIP1,HLA-DQA1,HCST,GPX4,CFD,TIMP1,RHOA,DUSP6,EMP3,FTL,IL1B,HSPA8,POLR2L,CALM2,HLA-DQB1,SERPINA1,CD74,YBX3,MS4A6A,LGALS3,ZFP36,MARCKS,RGS10,IL32,UBB,G0S2,HLA-DMB,TAGLN2,CLEC7A,KLF2,CD52,ITM2B,FGL2,HSP90AA1,CEBPB,MT2A,SAT1,NAAA,TNFAIP2,CD7,GSTO1,CLIC1,PID1,CD3D,GIMAP4,MAFB,RGCC,TNFRSF1B,TRAC,RPS4Y1,FKBP1A,NAMPT,NOSIP,NPM1,VAMP5,CUTA,CD300E,TMEM176B,PSME1,CD99,PTMA,SH3BGRL3,YBX1,ISG20,RPL36AL,EIF3E,CXCL8,THBS1,SEPT9,APRT,CCNI,KLF10,TMEM123,AP2S1 59 CREM,FOS,LITAF,FOSB,KLF2,MYC IGLC2,IGLC3,IGHGP,IGHG1,EMP3,CD37,CD79A,TXNIP,TMBIM6,SH3BGRL3,HLA-DPA1,SSR2,RGS2,CREM,IGLC7,EZR,ERP29,HLA-DRB1,FOS,TAGLN2 IGLC2,IGLC3,IGHGP,IGHG1,EMP3,CD37,CD79A,TXNIP,TMBIM6,SH3BGRL3,HLA-DPA1,SSR2,RGS2,CREM,IGLC7,EZR,ERP29,HLA-DRB1,FOS,TAGLN2,MT2A,MT-ATP6,LAMTOR5,FKBP1A,MT-ND1,DDX21,PPDPF,CRIP1,CD74,SNU13,MT-CYB,RGS1,EEF2,TOMM7,HMGN2,HLA-DQA1,S100A11,IGHD,HNRNPA1,MS4A1,PPP1CB,ARF6,LITAF,HSPA8,FOSB,SSR4,TRAPPC1,SUMO2,MYL6,GPR183,MZB1,HLA-DRA,HLA-DPB1,CCDC12,TIMP1,HSPE1,SDCBP,HERPUD1,WTAP,RHOC,IFITM2,PLP2,NEDD8,RBMX,PFDN5,COL1A1,KLF2,SLC25A3,COTL1,MAP3K8,CD83,CIRBP,MT1X,LTB,MT-ND4L,SLPI,ANKRD12,MYC,RPL36A,CAPZA1,GZMB,MT-CO3,P2RX5,RAN,S100A4,RPS21,EIF4G2,MORF4L1,HLA-B,RPL11,PIM2,ATP5D,ANAPC5,H3F3B,EIF6,HLA-DQB1,ITM2A,SNX9,DDX5,LMNA 60 JUN RGS1,JUN,S100A4,GNLY,RPL17,RPS18,ACTB,RPL7,HSPA1A,BTG1,MALAT1,IL1B,RPS3,RPS3A,CD55,RPS14,CD69,MT-CYB,G0S2,RBM39 RGS1,JUN,S100A4,GNLY,RPL17,RPS18,ACTB,RPL7,HSPA1A,BTG1,MALAT1,IL1B,RPS3,RPS3A,CD55,RPS14,CD69,MT-CYB,G0S2,RBM39,MT-ND2,IFITM3,RPL9,S100A9,NKG7,UBB,RPL26,CLEC2B,LYZ,DUSP4,MIF,FTH1,RPLP0,ITM2B,SOD2,CD63,RPS13,EEF1G,CCL2,S100A6,SRP14,RPL21,IFRD1,HSPA8,CXCL2,CIB1,TSPO,DYNLL1,TMEM59,GMFG,HAMP,RPL15,ACKR1,ZC3HAV1,RP11-138A9.2,MT-ATP6,DNAJA1,RPL8,RPS6,CCNL1,ATP5L,CYTIP,CYBA,AHSA1,HMGN3,COX7B,TIMP1,S100A8,EIF1AX,ATP1B3,IGFBP7,CXCL8,FKBP4,RPLP2,EIF3G,TUBA1B,SUMO2,LDHA,MT-ND5,CTSW,MGP,IFITM2,ARGLU1,FAM133B,GADD45B,FUS,PPP1CB,ANXA2,PDIA3,TPI1,RPL13,AIF1,MT-CO2,GPR65,CLDN5,GUK1,RNASET2,NBEAL1,CCL3,LGALS3 61 FOS,JUNB,JUN,KLF6,TSC22D3,FOSB,KLF2,NR4A2,LITAF,XBP1 FOS,DUSP1,JUNB,JUN,KLF6,TSC22D3,CD69,PPP1R15A,ZFP36,CXCR4,UBC,TUBA1A,FOSB,H3F3B,TAGAP,UCP2,BTG2,ZFP36L2,CITED2,RGS2 FOS,DUSP1,JUNB,JUN,KLF6,TSC22D3,CD69,PPP1R15A,ZFP36,CXCR4,UBC,TUBA1A,FOSB,H3F3B,TAGAP,UCP2,BTG2,ZFP36L2,CITED2,RGS2,NFKBIA,DNAJB1,PNRC1,EIF1,TNFAIP3,RPS26,KLF2,TUBA1B,UBB,NR4A2,GZMB,SRSF3,IER2,YPEL5,RHOA,FKBP5,CCND3,PMAIP1,PPIA,DUSP2,LITAF,IGHM,COX7A2,TUBA4A,IDH2,RBM3,SRSF7,HMGN2,RPS4Y1,MORF4L1,RGS1,EIF4A1,EIF3F,SRSF5,IL6ST,GZMH,HSPA8,TCL1A,YWHAQ,RPL36AL,PPP1CA,SLC2A3,HNRNPK,CYCS,ACTG1,CD27,IFNG,GZMA,GBP5,KRT10,HNRNPDL,HNRNPA0,XBP1,CCNL1,NEAT1,COX7C,ADTRP,GTF3A,KIAA1551,STAT1,GADD45B,APOBEC3G,ZNF331,SUB1,ARPC2,EEF1B2,ITGB2,HIST1H4C,ENO1,CALM2,DBI,PRF1,CNN2,COMMD6,EIF4A2,SOCS3,RPL39,JUND,IDS,CTLA4 62 JUNB,CREM,FOSB,ZNF655 JUNB,ZFP36,HSPA1B,IER2,DNAJB1,RPS15A,RPL8,EEF1A1,EEF1G,BTG1,GADD45B,CREM,PTMA,RPL27,CORO1A,RPS6,TUBA1B,IFI27,RACK1,HLA-DRB1 JUNB,ZFP36,HSPA1B,IER2,DNAJB1,RPS15A,RPL8,EEF1A1,EEF1G,BTG1,GADD45B,CREM,PTMA,RPL27,CORO1A,RPS6,TUBA1B,IFI27,RACK1,HLA-DRB1,RGS2,RPS11,RPL23A,CD74,HSPA1A,RPS3,RPS10,FOSB,GPR183,RPL13A,ENO1,ANXA2,CD52,ZFP36L2,RPL36AL,MYL12A,TPT1,NACA,RPL34,ALDOA,RPSA,TNFAIP3,SUMO2,PTPRC,CXCL13,EEF1B2,CHMP1B,VIM,TSPYL2,HNRNPH1,HLA-DRA,ISG15,RBKS,RBMX,TRBC2,FKBP1A,TRAT1,PABPC1,SPARC,SYTL3,MYL12B,SOD1,RPLP2,CCL3,COTL1,MT-ND3,RPL29,SOCS3,IGFBP7,IFITM1,RPL28,MT-ND4,HLA-A,ZNF655,ITM2B,MYDGF,SPP1,C15orf48,HMGN2,TPI1,COX4I1,CRIP1,RPL12,H2AFZ,TMBIM6,TAGAP,MRPL1,SERF2,MRPL23,CSTB,DEF6,ARF5,LDHA,DCXR,CKS1B,ATP5IF1,PSMA1,HILPDA,SCAND1,ITM2C 63 JUN,JUNB HLA-DRA,HLA-DRB1,HLA-DPA1,HLA-DQA1,IFI30,HLA-DRB5,TUBA1B,HLA-DQB1,RPL4,S100A4,DUSP2,NKG7,SRGN,TPT1,PPP1R15A,MALAT1,RPL31,RPS18,RPS3,SAT1 HLA-DRA,HLA-DRB1,HLA-DPA1,HLA-DQA1,IFI30,HLA-DRB5,TUBA1B,HLA-DQB1,RPL4,S100A4,DUSP2,NKG7,SRGN,TPT1,PPP1R15A,MALAT1,RPL31,RPS18,RPS3,SAT1,RPS19,CXCL10,RPS15,RPLP1,APOE,GSN,TRBC2,JUN,A2M,RPL10,BTG1,HLA-A,TMSB10,EIF1,IER2,RPL36,FCGBP,GNLY,WARS,MYL6,C3AR1,IFITM1,CCL2,RPS15A,ITM2B,MYL12A,MTRNR2L8,SARAF,CD9,ACTB,CXCL3,MT-ND3,UBB,JUNB,RPL13AP5,MTRNR2L1,SLC25A3,RPS3A,CALM1,HLA-DMA,P2RY12,AREG,HSPA1B,MT-ND4,PABPC1,UBA52,RPL38,CST7,ANXA2,LIPA,HLA-DMB,KLRK1,RPL32,HNRNPA2B1,TXNIP,IFI27,S100A10,MGP,CTSC,SPARC,FAU,RPS10,MT-ND2,FCER1A,RPL35A,MYL12B,CD3D,IL7R,EEF1A1,IGHV1-46,IGHV4-34,COMP,ANXA5,RPS7,RPS28,TPI1,HLA-DQB2,CCR7,RPS14,DNAJB1 64 EGR1,FOSB,JUN,ID2,DDIT3,NR4A2,ATF4,NR4A1 IER2,EGR1,EIF4A3,FOSB,SERTAD1,TUBB4B,SAT1,JUN,CITED2,DNAJA1,BRD2,GADD45B,ID2,H2AFZ,DDIT4,TNF,SRSF2,DDX3X,DDIT3,BTG2 IER2,EGR1,EIF4A3,FOSB,SERTAD1,TUBB4B,SAT1,JUN,CITED2,DNAJA1,BRD2,GADD45B,ID2,H2AFZ,DDIT4,TNF,SRSF2,DDX3X,DDIT3,BTG2,DDX5,RSRP1,TPI1,NR4A2,ATF4,FUS,TOB1,SRSF5,CCNL1,H3F3B,UBB,SAP18,DYNLL1,EIF4A2,PPP1R15A,CHMP1B,C6orf62,WSB1,ARL6IP1,NXF1,NEU1,UBE2S,ZFAS1,TUBA1A,TXNIP,PPP1R10,CALM1,MAT2A,TUBA1B,SNHG12,EIF1,ARF4,GTF2B,CKS2,CYCS,SNHG8,IFRD1,MARCKSL1,SRSF7,H2AFX,HERPUD1,SLC38A2,SRSF3,FAM53C,ODC1,AREG,UBC,SNHG1,SFPQ,PCF11,PNRC1,CDKN1A,ZC3HAV1,CD53,TRAF3IP3,EIF5,GAS5,NR4A1,HNRNPH1,CD27,TMSB10,POLR2A,TUBA1C,NASP,SNHG5,SLC25A3,RHOB,POLR2L,PNP,ITM2B,PMAIP1,GPX1,HIST2H2AA4,GSTK1,SLC1A5,MYLIP,MCL1,HEXIM1,GLA,TUBA4A 65 ID2,REL,BATF,ZBTB32,CREM,VDR,STAT3,ID3,GATA3 TNFRSF4,TNFRSF18,TNFRSF9,ID2,SERPINB9,CLEC2D,SH2D2A,LGALS1,SYNGR2,ICOS,DDIT4,NFKBIA,BIRC3,PKM,REL,TNFRSF1B,IL2RA,TRAF1,CFLAR,NINJ1 TNFRSF4,TNFRSF18,TNFRSF9,ID2,SERPINB9,CLEC2D,SH2D2A,LGALS1,SYNGR2,ICOS,DDIT4,NFKBIA,BIRC3,PKM,REL,TNFRSF1B,IL2RA,TRAF1,CFLAR,NINJ1,DUSP2,RHOG,IL21R,IL1R2,EMP3,CCND2,ZFP36,CCR8,CD82,TYMP,PIM3,PTP4A3,MIR155HG,BATF,MAP2K3,APOBEC3G,ZBTB32,SDC4,CST7,HSP90AB1,GADD45B,CXCR6,HSPA5,CREM,TFRC,TUBB,LCP1,DOK2,BCL2L1,FYN,TNFAIP3,HSPB1,PPA1,ANP32E,RHOH,KCNN4,PSMA2,ZFP36L1,RAN,GADD45A,NDFIP1,VDR,LDHA,ANXA6,GRSF1,C7orf25,PTPN6,STAT3,ID3,CXCR3,SMS,LTA,NFKBID,NCL,CCL22,PSMA6,SLC3A2,LY75,SLC7A5,IL21R-AS1,ARF6,PDIA6,EBI3,MAT2A,MYO1G,NAMPT,SOD1,LINC01588,SYTL3,SPECC1L,GATA3,HLA-DQA1,GCNT1,TC2N,ZNFX1,RBM3,ADORA2A,RHOF,LAIR2,PARK7 66 JUN CCL2,EIF4A3,DBI,TUBA1B,MT2A,CYR61,RPL21P28,RPL19,RPS14,CD14,FCER1G,FCN3,IL6,EMP1,JUN,CSF3,RPL18A,PLAUR,PLEK,GPR183 CCL2,EIF4A3,DBI,TUBA1B,MT2A,CYR61,RPL21P28,RPL19,RPS14,CD14,FCER1G,FCN3,IL6,EMP1,JUN,CSF3,RPL18A,PLAUR,PLEK,GPR183,RPS6,PFN1,HNRNPA1,RPL8,CKB,RPL10A,H2AFZ,RPL3,ERRFI1,A2M,C6orf62,GPX1,BIRC3,TUBB4B,ISG20,ZFP36,RPL41,COCH,PTGDS,HMOX1,PLPP3,TGFBI,COL1A1,CTSL,PABPC1,RPL12,SLC25A5,RPS7,IL1RL1,SERPINE1,GADD45B,BRI3,DNAJB1,CD53,DAB2,MARCKS,ICAM1,GSTO1,NEAT1,RPS4Y1,RPS27,RGS2,LINC00152,HSPB1,NINJ1,BTG1,SPARCL1,SEPT11,RPL34,PTGES,FAM3C,LGALS3,NPM1,NPY,CYP1B1,RPS5,RPL13AP5,HLA-C,CALM2,LYZ,H1FX,MPC2,SSR3,TIMP1,RPL15,CXCR4,PSME2,S100A4,CST3,CNN3,RPL27A,CD44,PHLDA2,MAP2K3,H3F3B,MAT2A,CHIC2,RPS10,TM4SF1,MT1M 67 TSC22D3,NR4A1,ARID5B,YBX1,LITAF,KLF6,ELF1,CREM,SUB1,ARID4B HSPA1A,HSPA1B,DDIT4,SAT1,DNAJB1,SON,GNLY,HSP90AA1,H2AFZ,MORF4L1,MT2A,FTH1,TSC22D3,HNRNPA2B1,GIMAP7,WSB1,HSPH1,PCBP1,NR4A1,PDCD4 HSPA1A,HSPA1B,DDIT4,SAT1,DNAJB1,SON,GNLY,HSP90AA1,H2AFZ,MORF4L1,MT2A,FTH1,TSC22D3,HNRNPA2B1,GIMAP7,WSB1,HSPH1,PCBP1,NR4A1,PDCD4,HNRNPK,ZFAS1,AREG,H3F3A,ARID5B,CD74,NDUFS5,NEAT1,CLEC2D,BTG1,HLA-DRB1,YBX1,VIM,ATP6V0E1,LITAF,COX8A,CXCR4,CXCL13,DDX5,MGP,SLC25A6,KLF6,COX6A1,ARHGDIB,COMMD6,PPIB,SELT,C19orf53,SLC25A3,H2AFV,DDX17,ELF1,IFI16,UQCRB,ATP5L,BIRC3,BRK1,SH3BGRL3,CCL4,CD48,TPI1,LTB,RBM25,ZFP36L1,RTN4,GABARAPL1,CREM,TAF1D,CDK2AP2,APOC1,JTB,SERP1,LIMD2,BAG3,SUB1,RBM39,CHCHD2,ARID4B,HNRNPLL,ANXA2,CALM2,SEC11A,SRP14,ATP5G3,CORO1A,MT1E,NDUFB11,NR4A2,ANXA5,PCBP2,MAT2B,LAPTM4A,CD99,IGFBP7,SNRPG,RGCC,ATPIF1,POMP,HMGB1,SUMO2 68 NR4A1,NR4A2,REL,EGR2,ID2,ARID5B,EGR1,NR4A3,KLF6,IRF4 NFKBIA,CD69,SDCBP,ZFP36L1,NR4A1,DUSP2,NR4A2,NFKBID,EVI2A,REL,GBP2,IFNG,TAGAP,ICOS,IER2,BIRC3,CD48,TNF,RGCC,EGR2 NFKBIA,CD69,SDCBP,ZFP36L1,NR4A1,DUSP2,NR4A2,NFKBID,EVI2A,REL,GBP2,IFNG,TAGAP,ICOS,IER2,BIRC3,CD48,TNF,RGCC,EGR2,SLA,BTG2,SERPINB9,PTGER4,SRGN,ID2,ARID5B,RILPL2,NFKBIZ,GADD45B,KDM6B,TRAF1,PIM3,EGR1,RHOH,NR4A3,NAMPT,CRTAM,MIR155HG,PTPN7,RNF19A,PRNP,TNFRSF9,FASLG,MAP3K8,RASSF5,KLF6,HCST,TNFAIP3,HNRNPA2B1,TIGIT,SOD1,IRF4,XCL2,TNFSF14,CD53,CREM,GHITM,LBH,SRSF5,EVI2B,XCL1,SYNE2,GZMB,DENND2D,EZR,CD83,FOXP1,TNFRSF1B,ITM2B,NDFIP1,BCL2A1,DEK,TUBA4A,ISG20,STAT3,VSIR,CKLF,EIF4G2,CYTOR,MAP2K3,CD52,ARL6IP1,PPP1R2,CD2,PHLDA1,PTPN22,MYC,ARF6,DDX3X,KMT2E,UBE2D3,PDCD1,CFLAR,LINC00861,CTLA4,PGAM1,PPP1R15A,GBP5,ANXA5 69 TSC22D3,ID2,ZNF331,CEBPD,HMGB1 CXCR4,IL32,HERPUD1,TSC22D3,ZFP36L2,GAPDH,RPLP0,RPL35,RPL19,ACTB,AREG,RPL37A,PTMA,MT-ND3,RPL5,CXCL13,RPS9,HSPA1A,SGK1,CD63 CXCR4,IL32,HERPUD1,TSC22D3,ZFP36L2,GAPDH,RPLP0,RPL35,RPL19,ACTB,AREG,RPL37A,PTMA,MT-ND3,RPL5,CXCL13,RPS9,HSPA1A,SGK1,CD63,ITM2B,CCL2,SAT1,GZMK,HSPA5,RPL7A,RPL18A,GPR183,YPEL5,RPS3A,RPL13,TUBA4A,IFITM2,DDIT4,GPX1,RPL26,MIF,RPL3,RPL11,MT-ND1,IFITM3,CYBA,TYROBP,HLA-DRA,TPI1,RNASET2,RPL38,IFI27,GZMA,TPT1,RPS19,ID2,KLRB1,GSTP1,IFI30,TPSAB1,ZNF331,SEPP1,RPS24,NEAT1,HAMP,FTL,CEBPD,TIMP1,AC020656.1,S100A9,AIF1,CPA3,RPS21,C5AR1,ENO1,CTSW,PGK1,RPL23,TNFRSF18,HLA-DRB5,EIF4A1,RPS11,CLU,RPS23,HSP90B1,TMSB10,LGALS1,ISG15,S100A11,MALAT1,MT-RNR1,CCL22,MGP,S100A6,CFD,HMGB1,SPP1,RPL8,LDHA,AC006064.4,HLA-E,CCL5,IL1B,GNLY 70 KLF6,RORA,ARID5B,HMGB2,JUN,IKZF3,MAF,ZBTB38 S100A4,KLF6,KLRB1,FYN,GPR183,S100A11,SYNE2,AHNAK,DUSP1,IL10RA,PPP2R5C,ANXA1,CLIC1,TIGIT,ALOX5AP,IFI16,PYHIN1,ITGB1,CLDND1,SLA S100A4,KLF6,KLRB1,FYN,GPR183,S100A11,SYNE2,AHNAK,DUSP1,IL10RA,PPP2R5C,ANXA1,CLIC1,TIGIT,ALOX5AP,IFI16,PYHIN1,ITGB1,CLDND1,SLA,CD99,COTL1,GAPDH,SH3BGRL3,BIRC3,CD2,CD82,SRGN,IL32,CCR6,ANKRD12,GLIPR1,CD84,CCL5,RNF19A,MYO1F,KIAA1551,PLP2,S100A10,GSTK1,RORA,ARID5B,CD74,CD69,FXYD5,OPTN,HMGB2,JUN,SAT1,ANXA2,STOM,INPP4B,IL2RB,RNASET2,MIAT,GZMK,SH2D1A,TTC39C,YWHAB,IKZF3,RCSD1,ZFP36L2,NCL,RGS1,IDS,CST7,CTSA,LCP1,NFKBIA,MAF,PBXIP1,TXN,EML4,NABP1,PTPRC,SLAMF1,LYAR,TRADD,RPL22L1,CRIP1,EZR,MBP,LTB,IL7R,FCRL3,KLRC4-KLRK1,ARPC1B,LIMS1,KLRK1,CYBA,PPP1R15A,SPCS2,CKLF,PTPRCAP,ZBTB38,ARHGAP15,MACF1,ICAM3,FAS,CXCR5 71 ID2,JUNB,KLF6 MT-CO2,TPT1,MT-ND1,MT-ND3,EEF1A1,MT-ND2,MT-RNR1,RPL19,MT-ND5,PABPC1,RPL41,HLA-B,RPL17,HLA-C,CCL5,HLA-A,RPS16,DUSP2,TNFAIP3,RPS27 MT-CO2,TPT1,MT-ND1,MT-ND3,EEF1A1,MT-ND2,MT-RNR1,RPL19,MT-ND5,PABPC1,RPL41,HLA-B,RPL17,HLA-C,CCL5,HLA-A,RPS16,DUSP2,TNFAIP3,RPS27,RPL4,PTMA,RPS23,HSPA1A,RPS29,RPS15A,RPL30,MT-ATP6,RPL27A,SRGN,IFITM1,ID2,SPP1,IFITM2,DNAJB1,RPL5,RPL18A,RPL37A,VIM,EIF1,RPSA,RPL39,NFKBIA,VSIG4,IGHA2,JUNB,COX4I1,RPL23A,DUSP1,PSME1,CD69,NEAT1,RPL7A,RPS4X,PPIA,NACA,RPS17,S100A11,HLA-E,EMP3,CD74,S100A10,GABARAP,IL32,TMSB10,TRBC2,RPL26,HLA-DRB1,G0S2,MTRNR2L1,S100A9,RPL35A,GZMK,PLAUR,MTRNR2L12,IFI6,MT-CYB,UBC,RPS6,GZMA,RPS3A,FN1,CD8A,LGALS1,IGKV2-28,TXN,C1QA,MT-ATP8,SLC25A6,ALOX5AP,KLF6,RPL10,IGHM,GADD45B,AIF1,CSTB,RPL12,GRN,HLA-DRB5,CD81 72 JUN,TSC22D3 SAT1,BTG1,ZFP36L2,RPS4X,EEF1A1,RPLP2,JUN,RPS15,S100A4,CD74,GZMA,TUBA1B,CSTB,CD52,RPS27,HSPA1A,PFN1,MT-ND3,RPS3,LGALS3 SAT1,BTG1,ZFP36L2,RPS4X,EEF1A1,RPLP2,JUN,RPS15,S100A4,CD74,GZMA,TUBA1B,CSTB,CD52,RPS27,HSPA1A,PFN1,MT-ND3,RPS3,LGALS3,RPL3,TMSB10,MT-CYB,RPL31,RPLP1,RPLP0,RPS18,ACTG1,HSPA1B,MT2A,PRDX1,TXN,FABP5,PLTP,SEC61B,HLA-C,EIF5A,STMN1,CALM2,GLTSCR2,PARK7,P4HB,HNRNPK,CD3D,HMGN2,SPP1,MALAT1,GSN,PPIA,TOB1,LMNA,HNRNPA2B1,ACTA2,RPS16,SF3B5,SNU13,CCL5,DAD1,SFRP2,AQP1,RPL4,RPS20,NKG7,IGFBP7,SEC61G,SF1,RPL23A,RPS29,CCL3,CD7,TSC22D3,CRIP1,RPS19,INSIG1,DNAJB9,SDF2L1,TUBB,IGHG4,CYTIP,CCL4,XRCC6,PLIN2,SERBP1,SPARC,CALR,RPS27A,CLDN5,ARL4A,BCAS2,APOC1,RPL35,PDIA6,PTGES3,FABP4,ARF1,C9orf16,SLC38A2,EID1,HNRNPF,NDUFA4 73 TSC22D3,JUNB RPL27A,MT-ATP8,RPS9,RPL3,RPS18,RPL27,CXCR4,HLA-A,CALM2,EIF4A2,RPS6,RPL38,RPL37A,MT-ATP6,ANXA2,SRSF7,RPS29,SRSF2,EIF3E,ZFAS1 RPL27A,MT-ATP8,RPS9,RPL3,RPS18,RPL27,CXCR4,HLA-A,CALM2,EIF4A2,RPS6,RPL38,RPL37A,MT-ATP6,ANXA2,SRSF7,RPS29,SRSF2,EIF3E,ZFAS1,RPL35,SRSF5,RPL21,RPS27,RPS20,RPL10A,RBM3,TSC22D3,RPS11,HNRNPC,TMSB4X,MT-ND1,SSR4,RPL4,STK4,CALR,CD44,TUBA1B,MTRNR2L12,HLA-B,HNRNPA0,RPL23A,JUNB,RPL13A,EIF3G,RPL9,EIF3D,ATP5B,EIF3L,LGALS1,GLTSCR2,CRIP1,RPS25,TPT1,HCST,SF3B1,DUSP1,CAPZA1,LAPTM5,LTB,ZFP36,C6orf48,CD6,RPS16,LPXN,HSP90AA1,CORO1A,CYCS,SRSF3,RBM39,UXT,PRRC2C,RPL13,RPL23,HSPA1B,TOMM20,TRMT112,TUBA4A,BSG,CLEC2D,EDF1,PIM2,CCNL1,UQCRH,PTPN22,ICAM3,N4BP2L2,BUB3,SNHG8,CHD2,HLA-C,TOMM7,UBA52,CD63,AHNAK,CFL1,ARGLU1,CD7,FKBP8,RPL17 74 HMGB2,ID2,SUB1,CEBPD S100A8,S100A9,S100A12,HMGB2,VCAN,SELL,CTSD,PKM,RETN,ALOX5AP,METTL9,SLC2A3,GAPDH,LTA4H,FCN1,SERPINB1,PGAM1,VIM,TSPO,PLAC8 S100A8,S100A9,S100A12,HMGB2,VCAN,SELL,CTSD,PKM,RETN,ALOX5AP,METTL9,SLC2A3,GAPDH,LTA4H,FCN1,SERPINB1,PGAM1,VIM,TSPO,PLAC8,TALDO1,CCND3,LGALS1,CSTA,MNDA,PLBD1,CAPG,PGD,NCF1,ITGAM,CTSS,ID2,APLP2,GRN,CES1,NDUFB9,GCA,MYH9,RBP7,QPCT,CD36,SUB1,MSN,MEGF9,RNASE2,MCL1,MSRB1,MGST1,STXBP2,COX6C,GLIPR1,IGHM,CYP1B1,ENO1,PSMA7,ARF1,UQCRH,RHOG,WSB1,PPDPF,CEBPD,BLVRB,ANXA6,CD14,CKAP4,NUP214,PADI4,RNF213,CSTB,MCEMP1,LYZ,ARHGDIB,YPEL5,TKT,MGST3,MS4A6A,EMB,PLEC,ZFAND5,CAP1,STK17B,ADD3,KCTD12,PPIA,NDUFA11,RPS21,TPM3,CYBB,SQSTM1,BLOC1S1,LBR,CDC42,S100A6,RP11-1143G9.4,ATP5I,RPL37A,CSF3R,COX7B,TMPO,ARPC5 75 HOPX,ID2,TSC22D3,HMGB1,XBP1,RUNX3,GATA3,FOS,BHLHE40,IRF1 GNLY,IFITM2,SELL,CMC1,COTL1,CD7,GZMK,CD44,FXYD5,CTSW,KLRC1,DUSP2,TAGLN2,NFKBIA,HOPX,CD52,TYROBP,XCL1,IFITM3,SRGN GNLY,IFITM2,SELL,CMC1,COTL1,CD7,GZMK,CD44,FXYD5,CTSW,KLRC1,DUSP2,TAGLN2,NFKBIA,HOPX,CD52,TYROBP,XCL1,IFITM3,SRGN,XCL2,CD63,SSR4,CD2,IFITM1,ICAM3,KLRD1,CRIP1,TRDC,LY6E,IL2RB,FCER1G,HINT1,STK17A,SEC61G,NKG7,ITGB1,ID2,JAK1,TMEM123,CALM2,CD74,SPTSSB,FKBP1A,TSC22D3,MIF,CAPG,KLRF1,GAPDH,S100A10,TSPO,EIF3G,CDKN2D,WDR83OS,CXCR3,TNFRSF18,HMGB1,ARF6,EIF4G2,GMFG,BST2,IL10RA,MATK,XBP1,SRSF2,MAP3K8,H3F3AP4,COX5A,C1orf162,HCST,TPT1,RUNX3,EMP3,RPL22L1,LINC01871,BTG1,SNRPD2,DYNLL1,SRP14,GATA3,RPS24,AHNAK,FOS,ADGRE5,BHLHE40,RAP1B,GPR183,ARF1,ANXA1,ISG20,POLR2L,CLIC1,LDHA,EDF1,CDC42SE1,IRF1,C9orf16,DOK2,MYADM,TUBB 76 ID2,IRF8,EGR2 RGS2,CXCL1,LAPTM5,P2RY12,ID2,CXCR4,BCL2A1,PDK4,RPL4,EIF4A3,ITM2B,GADD45B,CD14,CXCL2,CALM2,TYROBP,RPL8,IFNGR1,HLA-E,HNRNPA1 RGS2,CXCL1,LAPTM5,P2RY12,ID2,CXCR4,BCL2A1,PDK4,RPL4,EIF4A3,ITM2B,GADD45B,CD14,CXCL2,CALM2,TYROBP,RPL8,IFNGR1,HLA-E,HNRNPA1,MT2A,HSPA6,RPS14,DUSP2,BTG2,RPL6,SGK1,MTRNR2L8,RPSA,NAA20,PLIN2,EEF1A1,RNASE1,MTND4LP30,EEF1G,RPS3A,CD69,KLRK1,ANXA1,PTGS2,UGDH-AS1,NACA,CHMP1B,C6orf62,MAT2A,RPS24,YWHAH,CD53,ATP1B3,HLA-DQB2,RPL39,RPL10A,HAVCR2,PSMB9,RPL21P28,SPARC,RPL21,PTGDS,PSME2,EFEMP1,ARPC2,SPP1,HLA-C,RPL23,RPL13A,SELENOK,ATP6V1B2,GSN,CNBP,PSME1,SERPINB9,TMIGD3,EIF3E,PSMA4,UBE2L6,ARL4C,CD9,ACTB,RPL7,SLC25A6,CORO1A,COX7C,IRF8,LYZ,RPS11,EGR2,PLAU,SNX10,ARPC3,RPS28,CSF1R,XCL2,GAPDH,GDI2,UBE2D3,SRSF7,CKLF,SELENOF,CD47,RPLP2 77 TSC22D3,LITAF,JUN,FOSB,SUB1,ID3,ARID5B,JUND,EGR1,FOS JCHAIN,IGHA1,VIM,CD48,IER2,PABPC4,TIMP1,IGHA2,IGKC,SRGN,EZR,CIRBP,LMNA,DUSP1,TSC22D3,SRSF7,LITAF,AHNAK,CD69,JUN JCHAIN,IGHA1,VIM,CD48,IER2,PABPC4,TIMP1,IGHA2,IGKC,SRGN,EZR,CIRBP,LMNA,DUSP1,TSC22D3,SRSF7,LITAF,AHNAK,CD69,JUN,HSP90B1,MT2A,SRSF5,SPINK2,HMGN2,FOSB,RNASET2,HSP90AB1,RPL36AL,CALR,TNFRSF17,SEC61B,TBCA,ZFP36,SUB1,LGALS1,TMSB10,GLTSCR2,TNFRSF18,HNRNPA1,CD53,IL2RG,DDX18,S100A10,PDIA3,ITM2B,EIF3F,TMCO1,ID3,TAGLN2,PPIB,CLK1,FXYD5,EVI2B,SNRPD2,GMFG,ANXA2,SNRPE,ATP5L,CCL3,SEC62,TNFRSF13B,HNRNPA3,S100A6,EEF1A1,H3F3B,HINT1,TXNDC5,YPEL5,BTF3,PCBP2,ANP32B,UBE2J1,SPCS2,VAMP8,EIF3D,GNG7,ARID5B,HCLS1,SEC11A,SMAP2,ANKRD37,DBI,JUND,EGR1,PTPN6,MEF2C,PTGES3,CCL5,SHFM1,SF3B5,SELENOS,PTMA,OS9,FOS,CLECL1,C11ORF31,HNRNPM,CXCL13,IGKV3-11 78 RORA,KLF6,JUN,GATA3,FOS,XBP1,FOXP1 S100A4,ANXA1,LTB,ITGB1,IL7R,S100A11,KLRB1,CRIP1,IL32,RNASET2,LDHA,VIM,TRADD,LGALS1,AQP3,TNFAIP3,RORA,TIMP1,PSME2,PLP2 S100A4,ANXA1,LTB,ITGB1,IL7R,S100A11,KLRB1,CRIP1,IL32,RNASET2,LDHA,VIM,TRADD,LGALS1,AQP3,TNFAIP3,RORA,TIMP1,PSME2,PLP2,CD40LG,KLF6,FXYD5,S100A10,TRAT1,JUN,SH3BGRL3,GPR183,ALOX5AP,CD69,EMP3,CD99,MIF,ANXA2,AHNAK,IFITM2,GLIPR1,TTC39C,TNFRSF4,GIMAP7,GATA3,MYL6,PPIB,FOS,IFITM1,TXN,DDIT4,GSTK1,COTL1,CD2,DSTN,FTH1,ZFP36L2,PRDX1,NFKBIA,BIRC3,SAMSN1,XBP1,FKBP11,PIM1,TRAC,GAPDH,RAN,ZFP36L1,TSPO,FOXP1,PPP1R15A,PTGER2,PDIA6,FLNA,CCR6,RGS1,PPP2R5C,USP10,PBXIP1,C1QBP,CD6,SEC61G,GLIPR2,TXNIP,ARL6IP5,ANKRD12,MAL,TPM4,DUSP1,LPAR6,TC2N,NME2,CTSH,HSPA5,PRDX2,CALM1,CYBA,HSP90AA1,TNFSF13B,UBC,IGHM,CKLF,AC058791.1,TLN1 79 TSC22D3,KLF6,FOS,CREM,ATF3 TSC22D3,TNFAIP3,HSPA8,RPL12,SGK1,KLF6,RPL19,EIF1,RPS6,CD83,RPS27,ANXA1,RPL8,FOS,CD7,RPL29,RPS25,MYL6,DNAJA1,VIM TSC22D3,TNFAIP3,HSPA8,RPL12,SGK1,KLF6,RPL19,EIF1,RPS6,CD83,RPS27,ANXA1,RPL8,FOS,CD7,RPL29,RPS25,MYL6,DNAJA1,VIM,TMSB10,OAZ1,SRGN,S100A6,RPL11,SARAF,C1QA,ACTG1,HSPA1A,GPR183,PLAUR,PTMA,APOE,TXNIP,TAGLN2,S100A10,MT-ND4,S100A11,H2AFZ,H3F3B,RPS16,MT-CO1,CRIP1,TOB1,TYROBP,HSPA5,HNRNPH1,IL7R,HLA-C,TIGIT,TUBA1B,SDCBP,RPS3,LAPTM5,PABPC1,RPL34,RPS12,CALM1,BIRC3,RPS14,TUBA1A,ITM2B,RPS13,IFI30,TRBC2,RPS26,RPL30,TPI1,RAN,CALM2,TNF,SOD1,FCGR3A,EZR,EIF4A3,CD74,GZMB,RPL21,RPS15A,CD27,NPM1,APOC1,CD44,SLA,RNASE1,FXYD5,LGMN,PFDN5,CREM,MTND4LP30,YWHAZ,RPS11,ATF3,CXCL1,LMNA,CLK1,CD14,HSP90AB1,DDX3X,SQSTM1 80 HMGB1,ZNF683,HMGB2 FTH1,HLA-E,CCL5,APOE,RPL5,PFN1,IFITM2,RPL3,RPS4X,RPS3,HMGN2,RPLP1,HSPA8,HNRNPA1,RPS29,IFI27,HLA-B,UBB,CORO1A,HLA-C FTH1,HLA-E,CCL5,APOE,RPL5,PFN1,IFITM2,RPL3,RPS4X,RPS3,HMGN2,RPLP1,HSPA8,HNRNPA1,RPS29,IFI27,HLA-B,UBB,CORO1A,HLA-C,TUBA1B,RGS1,RPL30,RPSA,MGP,AQP1,CD69,RPS27,RPL4,SELENOP,MALAT1,SFRP2,ACKR1,C1QC,CYR61,ACTG1,IL7R,IL32,NKG7,PABPC1,GSN,RPL37A,YWHAB,GADD45B,COL1A1,CFL1,CTSW,RPLP2,RPS15A,HYAL2,RPL10A,C6orf62,TGFBI,DEPP1,KLRK1,RPL37,IGFBP7,LTF,HIST1H4C,RPS28,RPL29,MTRNR2L8,RPL41,RPL23,TUBB,RPL35,GIMAP7,SPARC,BTG2,HLA-A,RNASE1,RHOG,UGDH-AS1,MZB1,RPL18A,MAT2A,TRBC2,CFD,EEF1G,HMGB1,HLA-DRB5,PTGDS,SRP14,NPM1,HDAC1,PPIA,SLC25A5,FKBP1A,TM4SF1,HLA-DQA2,PLTP,ADM,ZNF683,HMGB2,NAP1L4,PPT1,PSMB9,HNRNPF,PMEL,RPS12 81 ATF4,CSDE1 MT2A,CPE,VEGFA,ENO1,ZFAS1,TIMP1,TGFBI,NDRG1,PGK1,FN1,MT1E,RPS27L,BNIP3,SERPINE1,ENO2,LDHA,TIMP3,GAPDH,PLOD2,CCNI MT2A,CPE,VEGFA,ENO1,ZFAS1,TIMP1,TGFBI,NDRG1,PGK1,FN1,MT1E,RPS27L,BNIP3,SERPINE1,ENO2,LDHA,TIMP3,GAPDH,PLOD2,CCNI,ACTG1,ANGPTL4,CCDC85B,P4HA1,IGFBP5,BNIP3L,ALDOA,LGALS3,CIRBP,ATF4,IGFBP3,ADM,PLP2,CLEC2B,VIM,LOX,CA9,CA12,TMEM45A,MME,LOXL2,ERO1A,MIF,RND3,C1R,CANX,PLIN2,FTH1,CD44,EMP3,SEC62,RPL14,SLC2A1,CSDE1,EIF1,MORF4L1,NPM1,PTGES3,CAST,THBS2,SLC16A3,LRRFIP1,PSAP,SYF2,DARS,SMS,PLAUR,TAF1D,CTSL,SELENOM,SERPINE2,IGFBP6,ERRFI1,IL32,FAM162A,SLC3A2,NAP1L1,HILPDA,HSP90B1,PKM,GAS5,SPON2,DDIT4,P4HA2,WSB1,DNAJB9,EGLN3,EIF4B,SH3BP5,ITGB1,STC1,DUSP1,NDUFA4L2,SCG5,RPS26,PHPT1,PTTG1IP,LMAN1,FTL,SEC63 82 CEBPD,KLF6,TSC22D3,KLF2,CEBPB,CREM DUSP1,RPS4X,RPS27,GNLY,SGK1,ZFP36L2,RPL9,CEBPD,PTPRCAP,ISG15,SSR4,RPL4,RPS12,RPL17,RHOB,IFI27,NKG7,KLF6,CST3,ARHGDIB DUSP1,RPS4X,RPS27,GNLY,SGK1,ZFP36L2,RPL9,CEBPD,PTPRCAP,ISG15,SSR4,RPL4,RPS12,RPL17,RHOB,IFI27,NKG7,KLF6,CST3,ARHGDIB,CTSB,FN1,H2AFZ,ALDH1A1,CCNI,HNRNPH1,RPS27A,IFI6,UBE2D3,FXYD5,MTRNR2L2,NAP1L1,HINT1,LAPTM5,DBI,IL32,COTL1,NNMT,PNRC1,RPL21,POSTN,MIF,TSC22D3,HERPUD1,DAZAP2,S100A10,HNRNPA1P10,ATP6V0E1,CFL1,SSR2,ACTR3,UCP2,CTSD,STK4,VSIG4,SRSF3,LAMTOR1,BTG1,OST4,CXCL13,CXCL8,PPIA,NDUFB2,SON,GMFG,SRSF7,ACTA2,KLF2,CEBPB,RPL31,HSPB1,ARRDC3,RPS28,MYL6,BIRC3,ANXA1,TPT1,RPS29,NEDD8,RAC1,HNRNPA2B1,COX6A1,PIM2,PGAM1,CD163,MT-CO2,RPSA,RPS3,CLU,PMAIP1,TYMP,CLDN5,CREM,PGK1,HNRNPA0,FYB,ARPC1B,MT-ATP6,CCL4L2,RPL13AP5 83 JUN,YBX1 TIMP1,DDIT4,MT2A,NNMT,SERPINE1,IL1B,DUSP1,CCL20,TUBA1B,RPS29,IGFBP3,ARHGDIB,ITM2B,RPS24,CORO1A,ENO1,RPS8,HSPA1B,PTPRCAP,APOE TIMP1,DDIT4,MT2A,NNMT,SERPINE1,IL1B,DUSP1,CCL20,TUBA1B,RPS29,IGFBP3,ARHGDIB,ITM2B,RPS24,CORO1A,ENO1,RPS8,HSPA1B,PTPRCAP,APOE,HSPA8,IFITM3,THBS1,IFI27,LDHA,SRGN,RPS4X,RPL12,HLA-E,GZMA,TNC,OAZ1,GZMK,MALAT1,RPL23,RPS27A,LDHB,MT1X,RPL6,APOC1,TMSB10,SH3BGRL3,MMP9,JUN,CTSB,MGST1,IFI30,MTRNR2L10,NME1,FCN1,YBX1,C1QB,MT-ATP6,GPM6B,HLA-DPB1,TMBIM6,RPS3,ANGPTL4,UGDH-AS1,PSAP,RPL23A,RPL30,C1QA,BTF3,RPS3A,FBP1,AREG,RACK1,RPS28,CHI3L2,CCL5,RPL9,CXCL14,CYP1B1,APOBEC3A,ARPC2,CCL22,AQP1,CD53,MT1G,TNFRSF11B,PGK1,EEF1B2,PLAUR,RGS1,RPS11,TCP1,UBC,RPL4,CALM1,DUSP2,IL1RN,RPL28,RPS13,KLRK1,CXCL1,NPY,PTPRC,LTB,CXCL13 84 TSC22D3,HMGB2,ATF3,DDIT3 FTL,EEF1A1,SPARC,PTMA,EIF1,RPLP1,ACTB,RPL8,IGFBP7,TSC22D3,RPL41,HLA-A,RPLP2,CORO1A,RPL9,RPS13,GPR183,TUBA1B,RPS12,CXCR4 FTL,EEF1A1,SPARC,PTMA,EIF1,RPLP1,ACTB,RPL8,IGFBP7,TSC22D3,RPL41,HLA-A,RPLP2,CORO1A,RPL9,RPS13,GPR183,TUBA1B,RPS12,CXCR4,ACKR1,CD74,AQP1,SPARCL1,NEAT1,H2AFZ,LDHA,COL9A1,TUBA1A,RPL3,DUSP2,ARHGDIB,EZR,DLK1,GSN,RPS4X,IFITM2,UBC,RPL21P28,S100B,GZMA,PLVAP,COL1A1,FMO1,HNRNPH1,TMSB10,FBLN5,HMGB2,RPL11,CD69,VIM,CCL5,TUBB,SAMSN1,ENO1,CRIP2,GAS5,CXCL13,TRMT112,TNFAIP3,CRIP1,LDHB,RPL18,RPS10,RPS8,ENO2,LTB,NME1-NME2,ATF3,KRT18,GZMB,EFEMP1,MS4A1,CLIC1,C6orf62,ATP5PO,RPS27A,MT-CYB,EMP3,HYAL2,SIVA1,SUMO2,SOD1,ISG20,LMNA,MYL12A,SKP1,AREG,MAP1LC3B,CD83,HSPA8,HILPDA,ARF1,RPL39,CCL19,DDIT3,DDX5,GNLY,FKBP1A,TPSAB1 85 JUN,JUNB,KLF6 ACTB,RPS19,TPT1,MALAT1,EEF1A1,H3F3B,CXCR4,IFITM3,RNASE1,RPL12,RPL13A,NEAT1,RPS27,MT-CYB,RPS2,CD74,HLA-C,MT-ND4,APOC1,IFITM2 ACTB,RPS19,TPT1,MALAT1,EEF1A1,H3F3B,CXCR4,IFITM3,RNASE1,RPL12,RPL13A,NEAT1,RPS27,MT-CYB,RPS2,CD74,HLA-C,MT-ND4,APOC1,IFITM2,HSPA5,BTG1,B2M,EIF1,RPS14,CSTB,RPL31,FAU,FTL,HAMP,NUPR1,HSPA8,IFI27,HLA-E,PLIN2,MTRNR2L1,RPL37A,CLDN5,RPL32,CD69,C1QB,LUM,CXCL3,IFITM1,TMSB10,MGP,IGFBP7,RPL10,DUSP2,DDIT4,TPSAB1,RPS11,RPS25,CCL5,AC020656.1,JUN,CXCL2,RPS18,SSR4,DNAJB1,SRGN,CLU,ZFP36L2,MT-ND1,C1QA,RPL35A,NTS,RPS15A,FTH1,HSP90B1,UGDH-AS1,MTND4LP30,RPS12,TRBC2,FABP4,GZMB,RPL36,CD63,EFEMP1,RGS1,RPL23A,RPS20,SLC2A3,RPS23,ZFP36L1,RGCC,RPL26,DCN,RNASET2,JUNB,UBB,EEF1G,RPL34,RPL41,CCL3L3,HYAL2,ANXA1,KLF6,PPIB,GSN ================================================ FILE: metatime/pretrained/mec/comp_cluster_labels.tsv ================================================ cluster cluster_color dataset dataset_color type type_color SCC_GSE123813_aPD1.54 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SCC_GSE123813_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PAAD_GSE111672.98 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD_GSE111672 (1.0, 0.4980392156862745, 0.054901960784313725) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) GBM_GSE84465.87 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) GBM_GSE84465 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM_GSE138794.30 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) GBM_GSE138794 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) HNSC_GSE103322.39 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) PBMC_8K.66 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PBMC_8K (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) GBM_GSE131928_Smartseq2.18 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) GBM_GSE131928_Smartseq2 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) PBMC_30K.91 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PBMC_30K (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE114727_inDrop.69 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA_GSE114727_inDrop (1.0, 0.4980392156862745, 0.054901960784313725) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC_EMTAB6149.97 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) UVM_GSE139829.71 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) UVM_GSE139829 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) UVM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD_GSE108989.30 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD_GSE108989 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PRAD_GSE141445.83 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PRAD_GSE141445 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PRAD (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) AML_GSE116256.21 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) AML_GSE116256 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) AML (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SCC_GSE145328.73 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SCC_GSE145328 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SCC_GSE144236.50 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PAAD_CRA001160.3 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM_GSE72056.4 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) KIRC_GSE111360.97 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BCC_GSE141526.13 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BCC_GSE141526 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BCC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) CHOL_GSE142784.67 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) CHOL_GSE142784 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) CHOL (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE114727_10X.6 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA_GSE114727_10X (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NHL_GSE128531.52 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BRCA_GSE110686.66 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA_GSE110686 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SKCM_GSE120575_aPD1aCTLA4.5 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SKCM_GSE148190.9 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM_GSE148190 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_GSE99254.32 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NSCLC_GSE99254 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) ALL_GSE132509.87 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) ALL_GSE132509 (1.0, 0.4980392156862745, 0.054901960784313725) ALL (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE115978_aPD1.6 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM_GSE115978_aPD1 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) CLL_GSE111014.29 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) CLL_GSE111014 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) CLL (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BRCA_GSE139495.82 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA_GSE139495 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) OV_GSE154600.26 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) LECR_GSE139555_UCEC.0 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) LECR_GSE139555_UCEC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) LECR (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) COAD_GSE146771_Smartseq2.80 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BLCA_GSE149652.76 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BLCA_GSE149652 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) ALL_GSE154109.30 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) ALL_GSE154109 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL (1.0, 0.4980392156862745, 0.054901960784313725) LIHC_GSE98638.16 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) LIHC_GSE98638 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) LIHC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) COAD_GSE146771_10X.19 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NPC_GSE150430.99 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NPC_GSE150430 (1.0, 0.4980392156862745, 0.054901960784313725) NPC (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NSCLC_GSE117570.20 0 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NSCLC_GSE117570 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_GSE117570.97 1 (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_GSE117570 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) UVM_GSE139829.14 1 (1.0, 0.4980392156862745, 0.054901960784313725) UVM_GSE139829 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) UVM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV_GSE130000.29 1 (1.0, 0.4980392156862745, 0.054901960784313725) OV_GSE130000 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM_GSE72056.41 1 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE84465.95 1 (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE84465 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) CLL_GSE142744.94 1 (1.0, 0.4980392156862745, 0.054901960784313725) CLL_GSE142744 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) CLL (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) LIHC_GSE98638.44 1 (1.0, 0.4980392156862745, 0.054901960784313725) LIHC_GSE98638 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) LIHC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PAAD_GSE111672.60 1 (1.0, 0.4980392156862745, 0.054901960784313725) PAAD_GSE111672 (1.0, 0.4980392156862745, 0.054901960784313725) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BRCA_GSE139495.75 1 (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE139495 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SCC_GSE123813_aPD1.24 1 (1.0, 0.4980392156862745, 0.054901960784313725) SCC_GSE123813_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE114727_10X.44 1 (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE114727_10X (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) HNSC_GSE103322.33 1 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_EMTAB6149.7 1 (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE131928_10X.15 1 (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_GSE153935.89 1 (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_GSE153935 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE148190.0 1 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE148190 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV_GSE154600.33 1 (1.0, 0.4980392156862745, 0.054901960784313725) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) LECR_GSE139555_UCEC.17 1 (1.0, 0.4980392156862745, 0.054901960784313725) LECR_GSE139555_UCEC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) LECR (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) CHOL_GSE142784.23 1 (1.0, 0.4980392156862745, 0.054901960784313725) CHOL_GSE142784 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) CHOL (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) COAD_GSE146771_10X.27 1 (1.0, 0.4980392156862745, 0.054901960784313725) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NSCLC_GSE99254.30 1 (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_GSE99254 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE103224.1 1 (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE103224 (1.0, 0.4980392156862745, 0.054901960784313725) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) STAD_GSE134520.23 1 (1.0, 0.4980392156862745, 0.054901960784313725) STAD_GSE134520 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) STAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) GBM_GSE139448.82 1 (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE139448 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) AML_GSE116256.96 1 (1.0, 0.4980392156862745, 0.054901960784313725) AML_GSE116256 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) AML (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM_GSE131928_Smartseq2.89 1 (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE131928_Smartseq2 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) PRAD_GSE141445.40 1 (1.0, 0.4980392156862745, 0.054901960784313725) PRAD_GSE141445 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PRAD (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) COAD_GSE108989.66 1 (1.0, 0.4980392156862745, 0.054901960784313725) COAD_GSE108989 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PBMC_30K.24 1 (1.0, 0.4980392156862745, 0.054901960784313725) PBMC_30K (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE114727_inDrop.4 1 (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE114727_inDrop (1.0, 0.4980392156862745, 0.054901960784313725) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BLCA_GSE149652.4 1 (1.0, 0.4980392156862745, 0.054901960784313725) BLCA_GSE149652 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) CLL_GSE111014.37 1 (1.0, 0.4980392156862745, 0.054901960784313725) CLL_GSE111014 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) CLL (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PAAD_CRA001160.4 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM_GSE148190.46 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM_GSE148190 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) LIHC_GSE98638.96 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) LIHC_GSE98638 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) LIHC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) CHOL_GSE142784.55 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) CHOL_GSE142784 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) CHOL (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_GSE99254.20 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_GSE99254 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SCC_GSE144236.75 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE143423.93 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA_GSE143423 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) GBM_GSE131928_10X.20 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD_GSE108989.26 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) COAD_GSE108989 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SKCM_GSE120575_aPD1aCTLA4.97 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV_GSE154600.59 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) COAD_GSE146771_Smartseq2.54 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NSCLC_GSE143423.73 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_GSE143423 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) HNSC_GSE103322.70 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_EMTAB6149.63 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) OV_GSE115007.66 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) OV_GSE115007 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM_GSE138794.21 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM_GSE138794 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) STAD_GSE134520.46 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) STAD_GSE134520 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) STAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) GBM_GSE84465.48 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM_GSE84465 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM_GSE103224.77 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM_GSE103224 (1.0, 0.4980392156862745, 0.054901960784313725) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) UVM_GSE139829.2 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) UVM_GSE139829 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) UVM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_GSE143423.2 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_GSE143423 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE114727_10X.3 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA_GSE114727_10X (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BCC_GSE141526.94 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BCC_GSE141526 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BCC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM_GSE115978_aPD1.68 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM_GSE115978_aPD1 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PAAD_GSE111672.28 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PAAD_GSE111672 (1.0, 0.4980392156862745, 0.054901960784313725) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) COAD_GSE146771_10X.87 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) LECR_GSE139555_UCEC.3 2 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) LECR_GSE139555_UCEC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) LECR (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) MCC_GSE117988_aPD1aCTLA4.75 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) MCC_GSE117988_aPD1aCTLA4 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PBMC_30K.66 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PBMC_30K (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SKCM_GSE120575_aPD1aCTLA4.41 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) COAD_GSE146771_10X.64 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) AML_GSE116256.89 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) AML_GSE116256 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) AML (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NPC_GSE150430.25 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NPC_GSE150430 (1.0, 0.4980392156862745, 0.054901960784313725) NPC (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM_GSE115978_aPD1.53 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM_GSE115978_aPD1 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC_GSE144236.24 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE114727_inDrop.98 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BRCA_GSE114727_inDrop (1.0, 0.4980392156862745, 0.054901960784313725) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) OV_GSE154600.17 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC_GSE111360.50 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PBMC_8K.86 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PBMC_8K (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NHL_GSE128531.46 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) AEL_GSE142213.7 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) AEL_GSE142213 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) AEL (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) MCC_GSE118056_aPDL1.31 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) MCC_GSE118056_aPDL1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) ALL_GSE132509.94 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) ALL_GSE132509 (1.0, 0.4980392156862745, 0.054901960784313725) ALL (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE139495.93 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BRCA_GSE139495 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BLCA_GSE145281_aPD1.33 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BLCA_GSE145281_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) UVM_GSE139829.4 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) UVM_GSE139829 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) UVM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) CLL_GSE142744.22 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) CLL_GSE142744 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) CLL (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_GSE117570.7 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC_GSE117570 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_GSE153935.47 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC_GSE153935 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) PAAD_GSE111672.82 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PAAD_GSE111672 (1.0, 0.4980392156862745, 0.054901960784313725) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PBMC_60K.11 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PBMC_60K (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE150660.14 3 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BRCA_GSE150660 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) ALL_GSE154109.52 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) ALL_GSE154109 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_GSE143423.6 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC_GSE143423 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE139495.72 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE139495 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SKCM_GSE115978_aPD1.16 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SKCM_GSE115978_aPD1 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PAAD_CRA001160.69 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) CHOL_GSE142784.92 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) CHOL_GSE142784 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) CHOL (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) ALL_GSE132509.67 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) ALL_GSE132509 (1.0, 0.4980392156862745, 0.054901960784313725) ALL (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_GSE117570.81 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC_GSE117570 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) PAAD_GSE141017.80 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PAAD_GSE141017 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) OV_GSE130000.69 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) OV_GSE130000 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PRAD_GSE141445.61 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PRAD_GSE141445 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PRAD (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) OV_GSE115007.6 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) OV_GSE115007 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) HNSC_GSE103322.85 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) MCC_GSE117988_aPD1aCTLA4.67 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) MCC_GSE117988_aPD1aCTLA4 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SCC_GSE144236.6 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NPC_GSE150430.34 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NPC_GSE150430 (1.0, 0.4980392156862745, 0.054901960784313725) NPC (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SCC_GSE145328.37 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SCC_GSE145328 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE143423.18 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE143423 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BRCA_GSE114727_inDrop.49 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE114727_inDrop (1.0, 0.4980392156862745, 0.054901960784313725) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC_30K.83 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC_30K (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC_60K.64 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC_60K (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SKCM_GSE148190.61 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SKCM_GSE148190 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) MCC_GSE118056_aPDL1.80 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) MCC_GSE118056_aPDL1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) AEL_GSE142213.43 4 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) AEL_GSE142213 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) AEL (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA_GSE110686.47 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BRCA_GSE110686 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) MCC_GSE118056_aPDL1.58 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) MCC_GSE118056_aPDL1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) COAD_GSE108989.91 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) COAD_GSE108989 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NSCLC_GSE143423.28 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC_GSE143423 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) NPC_GSE150430.63 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NPC_GSE150430 (1.0, 0.4980392156862745, 0.054901960784313725) NPC (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) KIRC_GSE111360.2 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SCC_GSE144236.4 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) ALL_GSE132509.84 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) ALL_GSE132509 (1.0, 0.4980392156862745, 0.054901960784313725) ALL (1.0, 0.4980392156862745, 0.054901960784313725) MCC_GSE117988_aPD1aCTLA4.95 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) MCC_GSE117988_aPD1aCTLA4 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SCC_GSE145328.11 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SCC_GSE145328 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NB_GSE154037.63 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NB_GSE154037 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NB (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) LIHC_GSE98638.89 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) LIHC_GSE98638 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) LIHC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) COAD_GSE146771_Smartseq2.38 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) OV_GSE115007.86 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) OV_GSE115007 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM_GSE115978_aPD1.46 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SKCM_GSE115978_aPD1 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BRCA_GSE114727_10X.66 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BRCA_GSE114727_10X (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) OV_GSE154600.88 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) UVM_GSE139829.70 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) UVM_GSE139829 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) UVM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NHL_GSE128531.2 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) PAAD_CRA001160.63 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SCC_GSE123813_aPD1.47 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SCC_GSE123813_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) MB_GSE119926.59 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) MB_GSE119926 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) MB (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) AEL_GSE142213.73 5 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) AEL_GSE142213 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) AEL (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD_GSE146771_Smartseq2.8 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) ALL_GSE132509.13 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) ALL_GSE132509 (1.0, 0.4980392156862745, 0.054901960784313725) ALL (1.0, 0.4980392156862745, 0.054901960784313725) MCC_GSE117988_aPD1aCTLA4.56 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) MCC_GSE117988_aPD1aCTLA4 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) OV_GSE130000.79 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) OV_GSE130000 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_GSE143423.17 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_GSE143423 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE139495.6 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE139495 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BRCA_GSE114727_inDrop.3 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE114727_inDrop (1.0, 0.4980392156862745, 0.054901960784313725) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) CLL_GSE142744.36 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) CLL_GSE142744 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) CLL (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) UVM_GSE139829.44 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) UVM_GSE139829 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) UVM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) PBMC_60K.48 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PBMC_60K (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE150660.52 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE150660 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC_EMTAB6149.65 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) PAAD_CRA001160.50 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BLCA_GSE145281_aPD1.98 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BLCA_GSE145281_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) MCC_GSE118056_aPDL1.87 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) MCC_GSE118056_aPDL1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_GSE153935.65 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_GSE153935 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) COAD_GSE146771_10X.23 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) GBM_GSE131928_Smartseq2.83 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) GBM_GSE131928_Smartseq2 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) ALL_GSE154109.23 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) ALL_GSE154109 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL (1.0, 0.4980392156862745, 0.054901960784313725) STAD_GSE134520.67 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) STAD_GSE134520 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) STAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PBMC_30K.71 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PBMC_30K (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) OV_GSE154600.90 6 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC_GSE111360.94 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_GSE99254.40 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_GSE99254 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) OV_GSE154600.24 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_GSE117570.80 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_GSE117570 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) COAD_GSE146771_10X.6 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD_GSE146771_Smartseq2.26 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) LECR_GSE139555_UCEC.62 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) LECR_GSE139555_UCEC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) LECR (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) OV_GSE130000.6 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV_GSE130000 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NHL_GSE128531.22 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) UVM_GSE139829.3 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) UVM_GSE139829 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) UVM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC_GSE144236.91 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_GSE153935.58 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_GSE153935 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) PRAD_GSE141445.76 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PRAD_GSE141445 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PRAD (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PAAD_CRA001160.75 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) HNSC_GSE103322.26 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) SCC_GSE145328.52 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC_GSE145328 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SKCM_GSE115978_aPD1.1 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SKCM_GSE115978_aPD1 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SKCM_GSE148190.24 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SKCM_GSE148190 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PAAD_GSE141017.31 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PAAD_GSE141017 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC_EMTAB6149.55 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE114727_inDrop.57 7 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BRCA_GSE114727_inDrop (1.0, 0.4980392156862745, 0.054901960784313725) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BRCA_GSE150660.91 8 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BRCA_GSE150660 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) AML_GSE116256.19 8 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) AML_GSE116256 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) AML (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PBMC_60K.63 8 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PBMC_60K (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) OV_GSE154600.20 8 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM_GSE148190.26 8 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SKCM_GSE148190 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) COAD_GSE146771_10X.51 8 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) AML_GSE154109.81 8 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) AML_GSE154109 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) AML (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) UVM_GSE139829.6 8 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) UVM_GSE139829 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) UVM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) CLL_GSE111014.90 8 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) CLL_GSE111014 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) CLL (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) ALL_GSE132509.37 8 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) ALL_GSE132509 (1.0, 0.4980392156862745, 0.054901960784313725) ALL (1.0, 0.4980392156862745, 0.054901960784313725) PBMC_8K.90 8 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PBMC_8K (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) COAD_GSE146771_Smartseq2.71 8 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NHL_GSE128531.98 8 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) PRAD_GSE141445.96 8 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PRAD_GSE141445 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PRAD (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SKCM_GSE115978_aPD1.28 8 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SKCM_GSE115978_aPD1 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_EMTAB6149.21 8 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SCC_GSE144236.11 8 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NPC_GSE150430.66 8 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NPC_GSE150430 (1.0, 0.4980392156862745, 0.054901960784313725) NPC (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) CLL_GSE142744.3 8 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) CLL_GSE142744 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) CLL (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) COAD_GSE146771_Smartseq2.34 9 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) ALL_GSE154109.16 9 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) ALL_GSE154109 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL (1.0, 0.4980392156862745, 0.054901960784313725) COAD_GSE146771_10X.60 9 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BLCA_GSE145281_aPD1.75 9 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BLCA_GSE145281_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) ALL_GSE132509.8 9 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) ALL_GSE132509 (1.0, 0.4980392156862745, 0.054901960784313725) ALL (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE139495.94 9 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BRCA_GSE139495 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) CLL_GSE142744.73 9 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) CLL_GSE142744 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) CLL (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PBMC_8K.92 9 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) PBMC_8K (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE114727_inDrop.12 9 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BRCA_GSE114727_inDrop (1.0, 0.4980392156862745, 0.054901960784313725) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) OV_GSE115007.2 9 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV_GSE115007 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC_GSE111360.60 9 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) MCC_GSE118056_aPDL1.40 9 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) MCC_GSE118056_aPDL1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_GSE117570.66 9 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_GSE117570 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) AML_GSE116256.20 9 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) AML_GSE116256 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) AML (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) MCC_GSE117988_aPD1aCTLA4.81 9 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) MCC_GSE117988_aPD1aCTLA4 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_EMTAB6149.45 9 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) CLL_GSE111014.46 9 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) CLL_GSE111014 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) CLL (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC_GSE144236.23 9 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PAAD_CRA001160.42 10 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PAAD_GSE141017.91 10 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD_GSE141017 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PAAD_GSE111672.62 10 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD_GSE111672 (1.0, 0.4980392156862745, 0.054901960784313725) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NHL_GSE128531.82 10 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC_GSE144236.49 10 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) KIRC_GSE111360.67 10 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA_GSE114727_10X.34 10 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA_GSE114727_10X (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SCC_GSE145328.14 10 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SCC_GSE145328 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SCC_GSE123813_aPD1.16 10 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SCC_GSE123813_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_GSE117570.95 10 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NSCLC_GSE117570 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) NB_GSE154037.51 10 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NB_GSE154037 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NB (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BRCA_GSE150660.66 10 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA_GSE150660 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) GBM_GSE103224.64 10 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) GBM_GSE103224 (1.0, 0.4980392156862745, 0.054901960784313725) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SKCM_GSE148190.21 10 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM_GSE148190 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV_GSE115007.27 10 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) OV_GSE115007 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) AML_GSE154109.74 10 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) AML_GSE154109 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) AML (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) UVM_GSE139829.68 10 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) UVM_GSE139829 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) UVM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_GSE143423.91 10 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NSCLC_GSE143423 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE115978_aPD1.97 11 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE115978_aPD1 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BRCA_GSE114727_inDrop.28 11 (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE114727_inDrop (1.0, 0.4980392156862745, 0.054901960784313725) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BRCA_GSE110686.14 11 (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE110686 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) LECR_GSE139555_UCEC.61 11 (1.0, 0.4980392156862745, 0.054901960784313725) LECR_GSE139555_UCEC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) LECR (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) GBM_GSE89567.49 11 (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE89567 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) KIRC_GSE111360.27 11 (1.0, 0.4980392156862745, 0.054901960784313725) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PRAD_GSE141445.28 11 (1.0, 0.4980392156862745, 0.054901960784313725) PRAD_GSE141445 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PRAD (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC_GSE153935.66 11 (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_GSE153935 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) MCC_GSE118056_aPDL1.94 11 (1.0, 0.4980392156862745, 0.054901960784313725) MCC_GSE118056_aPDL1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NHL_GSE128531.45 11 (1.0, 0.4980392156862745, 0.054901960784313725) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) PAAD_CRA001160.40 11 (1.0, 0.4980392156862745, 0.054901960784313725) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) LIHC_GSE98638.6 11 (1.0, 0.4980392156862745, 0.054901960784313725) LIHC_GSE98638 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) LIHC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BLCA_GSE145281_aPD1.31 11 (1.0, 0.4980392156862745, 0.054901960784313725) BLCA_GSE145281_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BLCA_GSE149652.24 11 (1.0, 0.4980392156862745, 0.054901960784313725) BLCA_GSE149652 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SKCM_GSE148190.11 11 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE148190 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) COAD_GSE108989.73 11 (1.0, 0.4980392156862745, 0.054901960784313725) COAD_GSE108989 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC_GSE145328.33 11 (1.0, 0.4980392156862745, 0.054901960784313725) SCC_GSE145328 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE110686.73 12 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA_GSE110686 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC_60K.27 12 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PBMC_60K (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE114727_inDrop.42 12 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA_GSE114727_inDrop (1.0, 0.4980392156862745, 0.054901960784313725) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PRAD_GSE141445.86 12 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PRAD_GSE141445 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PRAD (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) COAD_GSE146771_Smartseq2.19 12 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) KIRC_GSE111360.36 12 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) CLL_GSE142744.86 12 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) CLL_GSE142744 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) CLL (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PBMC_8K.39 12 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PBMC_8K (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NPC_GSE150430.36 12 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NPC_GSE150430 (1.0, 0.4980392156862745, 0.054901960784313725) NPC (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NSCLC_EMTAB6149.91 12 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) NHL_GSE128531.99 12 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) ALL_GSE132509.58 12 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL_GSE132509 (1.0, 0.4980392156862745, 0.054901960784313725) ALL (1.0, 0.4980392156862745, 0.054901960784313725) ALL_GSE154109.73 12 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL_GSE154109 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_GSE99254.5 12 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_GSE99254 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) COAD_GSE146771_10X.70 12 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BRCA_GSE139495.9 12 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA_GSE139495 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) STAD_GSE134520.99 13 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) STAD_GSE134520 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) STAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) GBM_GSE139448.60 13 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) GBM_GSE139448 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SKCM_GSE72056.25 13 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_GSE153935.24 13 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC_GSE153935 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE114727_inDrop.0 13 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BRCA_GSE114727_inDrop (1.0, 0.4980392156862745, 0.054901960784313725) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PAAD_CRA001160.96 13 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BCC_GSE141526.97 13 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BCC_GSE141526 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BCC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) GBM_GSE131928_10X.8 13 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_EMTAB6149.38 13 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) NHL_GSE128531.59 13 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD_GSE146771_Smartseq2.17 13 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PAAD_GSE111672.14 13 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PAAD_GSE111672 (1.0, 0.4980392156862745, 0.054901960784313725) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SCC_GSE144236.44 13 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PAAD_GSE141017.97 13 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PAAD_GSE141017 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) COAD_GSE146771_10X.75 13 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) KIRC_GSE111360.96 14 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_GSE143423.94 14 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC_GSE143423 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) MCC_GSE118056_aPDL1.95 14 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) MCC_GSE118056_aPDL1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE110686.18 14 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE110686 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SCC_GSE144236.34 14 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NPC_GSE150430.82 14 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NPC_GSE150430 (1.0, 0.4980392156862745, 0.054901960784313725) NPC (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SCC_GSE145328.96 14 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SCC_GSE145328 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NB_GSE154037.52 14 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NB_GSE154037 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NB (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) MB_GSE119926.84 14 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) MB_GSE119926 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) MB (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SKCM_GSE115978_aPD1.87 14 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SKCM_GSE115978_aPD1 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NHL_GSE128531.85 14 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD_GSE146771_Smartseq2.3 14 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) OV_GSE115007.55 14 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) OV_GSE115007 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PAAD_CRA001160.91 14 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) AEL_GSE142213.42 14 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) AEL_GSE142213 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) AEL (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BLCA_GSE145281_aPD1.90 15 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BLCA_GSE145281_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BLCA_GSE149652.95 15 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BLCA_GSE149652 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE150660.90 15 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BRCA_GSE150660 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SCC_GSE123813_aPD1.52 15 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SCC_GSE123813_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) AML_GSE154109.20 15 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) AML_GSE154109 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) AML (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SCC_GSE145328.5 15 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SCC_GSE145328 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE114727_10X.81 15 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BRCA_GSE114727_10X (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SKCM_GSE148190.69 15 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SKCM_GSE148190 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) KIRC_GSE111360.90 15 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BCC_GSE141526.57 15 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BCC_GSE141526 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BCC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM_GSE120575_aPD1aCTLA4.78 15 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) LECR_GSE139555_UCEC.24 15 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) LECR_GSE139555_UCEC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) LECR (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) COAD_GSE146771_10X.83 15 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD_GSE146771_Smartseq2.59 15 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NHL_GSE128531.77 15 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BRCA_GSE139495.35 16 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE139495 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SCC_GSE145328.43 16 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SCC_GSE145328 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) COAD_GSE146771_10X.13 16 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD_GSE108989.92 16 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) COAD_GSE108989 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NSCLC_GSE99254.64 16 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_GSE99254 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) PBMC_8K.6 16 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PBMC_8K (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) KIRC_GSE111360.7 16 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL_GSE154109.75 16 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) ALL_GSE154109 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE114727_10X.59 16 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE114727_10X (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC_30K.55 16 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PBMC_30K (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SKCM_GSE148190.98 16 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SKCM_GSE148190 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_GSE117570.91 16 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_GSE117570 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) BLCA_GSE149652.52 16 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BLCA_GSE149652 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) AML_GSE154109.6 16 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) AML_GSE154109 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) AML (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA_GSE114727_inDrop.90 17 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BRCA_GSE114727_inDrop (1.0, 0.4980392156862745, 0.054901960784313725) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NPC_GSE150430.96 17 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NPC_GSE150430 (1.0, 0.4980392156862745, 0.054901960784313725) NPC (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PRAD_GSE141445.37 17 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PRAD_GSE141445 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PRAD (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) GBM_GSE138794.41 17 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE138794 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM_GSE131928_Smartseq2.69 17 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE131928_Smartseq2 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) PAAD_GSE141017.35 17 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PAAD_GSE141017 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) UVM_GSE139829.59 17 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) UVM_GSE139829 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) UVM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) PAAD_CRA001160.37 17 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) GBM_GSE84465.25 17 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE84465 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_GSE143423.87 17 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_GSE143423 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_GSE153935.19 17 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_GSE153935 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) NHL_GSE128531.66 17 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SKCM_GSE115978_aPD1.35 17 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SKCM_GSE115978_aPD1 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC_GSE144236.61 17 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) MCC_GSE118056_aPDL1.98 18 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) MCC_GSE118056_aPDL1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) KIRC_GSE111360.30 18 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) AML_GSE116256.0 18 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) AML_GSE116256 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) AML (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PRAD_GSE141445.22 18 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PRAD_GSE141445 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PRAD (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) OV_GSE154600.55 18 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) MCC_GSE117988_aPD1aCTLA4.18 18 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) MCC_GSE117988_aPD1aCTLA4 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_EMTAB6149.56 18 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_GSE117570.24 18 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NSCLC_GSE117570 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) PBMC_60K.17 18 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PBMC_60K (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BLCA_GSE145281_aPD1.71 18 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BLCA_GSE145281_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) OV_GSE115007.91 18 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) OV_GSE115007 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM_GSE148190.91 18 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SKCM_GSE148190 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC_GSE144236.41 18 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NHL_GSE128531.67 18 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_GSE117570.60 19 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_GSE117570 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) MCC_GSE118056_aPDL1.75 19 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) MCC_GSE118056_aPDL1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NET_GSE140312.43 19 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NET_GSE140312 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NET (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD_GSE146771_Smartseq2.83 19 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PAAD_GSE111672.31 19 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) PAAD_GSE111672 (1.0, 0.4980392156862745, 0.054901960784313725) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) COAD_GSE146771_10X.67 19 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SKCM_GSE115978_aPD1.89 19 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SKCM_GSE115978_aPD1 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NPC_GSE150430.58 19 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NPC_GSE150430 (1.0, 0.4980392156862745, 0.054901960784313725) NPC (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA_GSE114727_inDrop.81 19 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BRCA_GSE114727_inDrop (1.0, 0.4980392156862745, 0.054901960784313725) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) STAD_GSE134520.68 19 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) STAD_GSE134520 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) STAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PRAD_GSE141445.43 19 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) PRAD_GSE141445 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PRAD (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PAAD_GSE141017.4 19 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) PAAD_GSE141017 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PAAD_GSE141017.75 19 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) PAAD_GSE141017 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) MCC_GSE117988_aPD1aCTLA4.53 19 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) MCC_GSE117988_aPD1aCTLA4 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SKCM_GSE72056.17 20 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_GSE99254.80 20 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NSCLC_GSE99254 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE148190.85 20 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM_GSE148190 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BRCA_GSE114727_10X.25 20 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA_GSE114727_10X (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) OV_GSE154600.1 20 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA_GSE110686.24 20 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA_GSE110686 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) LECR_GSE139555_UCEC.36 20 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) LECR_GSE139555_UCEC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) LECR (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SCC_GSE144236.93 20 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SCC_GSE145328.71 20 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SCC_GSE145328 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_EMTAB6149.33 20 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) HNSC_GSE103322.42 20 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) NPC_GSE150430.55 20 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NPC_GSE150430 (1.0, 0.4980392156862745, 0.054901960784313725) NPC (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BLCA_GSE149652.94 20 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BLCA_GSE149652 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) OV_GSE154600.12 21 (1.0, 0.4980392156862745, 0.054901960784313725) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL_GSE132509.6 21 (1.0, 0.4980392156862745, 0.054901960784313725) ALL_GSE132509 (1.0, 0.4980392156862745, 0.054901960784313725) ALL (1.0, 0.4980392156862745, 0.054901960784313725) PBMC_60K.77 21 (1.0, 0.4980392156862745, 0.054901960784313725) PBMC_60K (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) ALL_GSE154109.4 21 (1.0, 0.4980392156862745, 0.054901960784313725) ALL_GSE154109 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL (1.0, 0.4980392156862745, 0.054901960784313725) COAD_GSE146771_10X.24 21 (1.0, 0.4980392156862745, 0.054901960784313725) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BLCA_GSE149652.98 21 (1.0, 0.4980392156862745, 0.054901960784313725) BLCA_GSE149652 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) AML_GSE116256.2 21 (1.0, 0.4980392156862745, 0.054901960784313725) AML_GSE116256 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) AML (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PBMC_8K.61 21 (1.0, 0.4980392156862745, 0.054901960784313725) PBMC_8K (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC_30K.59 21 (1.0, 0.4980392156862745, 0.054901960784313725) PBMC_30K (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE139495.19 21 (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE139495 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PAAD_CRA001160.97 21 (1.0, 0.4980392156862745, 0.054901960784313725) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BLCA_GSE145281_aPD1.28 21 (1.0, 0.4980392156862745, 0.054901960784313725) BLCA_GSE145281_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) AML_GSE154109.65 21 (1.0, 0.4980392156862745, 0.054901960784313725) AML_GSE154109 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) AML (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SCC_GSE145328.31 22 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SCC_GSE145328 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_GSE143423.30 22 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_GSE143423 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE72056.97 22 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) MCC_GSE117988_aPD1aCTLA4.77 22 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) MCC_GSE117988_aPD1aCTLA4 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) UVM_GSE139829.72 22 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) UVM_GSE139829 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) UVM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) PRAD_GSE141445.72 22 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PRAD_GSE141445 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PRAD (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) COAD_GSE146771_Smartseq2.35 22 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BRCA_GSE114727_inDrop.96 22 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA_GSE114727_inDrop (1.0, 0.4980392156862745, 0.054901960784313725) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PAAD_GSE111672.43 22 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PAAD_GSE111672 (1.0, 0.4980392156862745, 0.054901960784313725) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC_EMTAB6149.80 22 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) NPC_GSE150430.80 22 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NPC_GSE150430 (1.0, 0.4980392156862745, 0.054901960784313725) NPC (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM_GSE115978_aPD1.69 22 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM_GSE115978_aPD1 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_GSE153935.17 22 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_GSE153935 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) MCC_GSE117988_aPD1aCTLA4.55 23 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) MCC_GSE117988_aPD1aCTLA4 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_GSE117570.31 23 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC_GSE117570 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_GSE153935.48 23 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC_GSE153935 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) COAD_GSE146771_Smartseq2.16 23 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BRCA_GSE114727_inDrop.75 23 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BRCA_GSE114727_inDrop (1.0, 0.4980392156862745, 0.054901960784313725) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SCC_GSE145328.47 23 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SCC_GSE145328 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SKCM_GSE115978_aPD1.51 23 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM_GSE115978_aPD1 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_EMTAB6149.89 23 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SCC_GSE144236.35 23 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) OV_GSE154600.83 23 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM_GSE72056.65 23 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) HNSC_GSE103322.41 23 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) UVM_GSE139829.90 23 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) UVM_GSE139829 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) UVM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_EMTAB6149.25 24 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) HNSC_GSE103322.77 24 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE148190.23 24 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SKCM_GSE148190 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV_GSE154600.31 24 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SCC_GSE123813_aPD1.80 24 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SCC_GSE123813_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) KIRC_GSE111360.93 24 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM_GSE70630.20 24 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) GBM_GSE70630 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) CHOL_GSE142784.28 24 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) CHOL_GSE142784 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) CHOL (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) GBM_GSE89567.2 24 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) GBM_GSE89567 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM_GSE139448.51 24 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) GBM_GSE139448 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) Glioma_GSE141460.99 24 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) Glioma_GSE141460 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) Glioma (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NSCLC_GSE143423.74 24 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC_GSE143423 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) HNSC_GSE103322.40 25 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE150660.35 25 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BRCA_GSE150660 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SKCM_GSE120575_aPD1aCTLA4.88 25 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) Glioma_GSE141460.95 25 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) Glioma_GSE141460 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) Glioma (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NSCLC_EMTAB6149.30 25 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE148190.14 25 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SKCM_GSE148190 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BLCA_GSE149652.56 25 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BLCA_GSE149652 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SKCM_GSE72056.8 25 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BRCA_GSE114727_10X.90 25 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BRCA_GSE114727_10X (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) Glioma_GSE141460.90 25 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) Glioma_GSE141460 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) Glioma (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SCC_GSE145328.10 25 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SCC_GSE145328 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) GBM_GSE135437.5 25 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) GBM_GSE135437 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) KIRC_GSE111360.98 26 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) UVM_GSE139829.81 26 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) UVM_GSE139829 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) UVM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BRCA_GSE110686.2 26 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE110686 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PAAD_CRA001160.27 26 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SCC_GSE144236.80 26 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PAAD_GSE141017.41 26 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PAAD_GSE141017 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM_GSE115978_aPD1.21 26 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SKCM_GSE115978_aPD1 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV_GSE154600.45 26 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) COAD_GSE146771_10X.74 26 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) GBM_GSE138794.19 26 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) GBM_GSE138794 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BLCA_GSE145281_aPD1.54 26 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BLCA_GSE145281_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE150660.73 26 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE150660 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) GBM_GSE138794.93 27 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE138794 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BCC_GSE141526.70 27 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BCC_GSE141526 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BCC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) COAD_GSE146771_Smartseq2.70 27 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NHL_GSE128531.54 27 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC_GSE144236.17 27 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BLCA_GSE130001.70 27 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BLCA_GSE130001 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC_EMTAB6149.77 27 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) PAAD_GSE141017.93 27 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PAAD_GSE141017 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) GBM_GSE139448.67 27 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE139448 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV_GSE154600.69 27 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PAAD_CRA001160.10 27 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) STAD_GSE134520.6 27 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) STAD_GSE134520 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) STAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PRAD_GSE141445.34 28 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PRAD_GSE141445 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PRAD (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) AML_GSE154109.50 28 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) AML_GSE154109 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) AML (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SCC_GSE144236.92 28 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) CLL_GSE111014.42 28 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) CLL_GSE111014 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) CLL (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PAAD_CRA001160.41 28 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) COAD_GSE146771_10X.11 28 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) HNSC_GSE103322.95 28 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) NHL_GSE128531.0 28 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BCC_GSE141526.76 28 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BCC_GSE141526 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BCC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) OV_GSE115007.60 28 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) OV_GSE115007 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) OV_GSE115007.58 28 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) OV_GSE115007 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) CLL_GSE111014.63 29 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) CLL_GSE111014 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) CLL (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) ALL_GSE154109.33 29 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) ALL_GSE154109 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE70630.75 29 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM_GSE70630 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD_GSE146771_Smartseq2.94 29 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) GBM_GSE131928_10X.55 29 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_EMTAB6149.4 29 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) OV_GSE115007.46 29 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV_GSE115007 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA_GSE139495.21 29 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BRCA_GSE139495 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SKCM_GSE72056.21 29 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) MCC_GSE117988_aPD1aCTLA4.89 29 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) MCC_GSE117988_aPD1aCTLA4 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) GBM_GSE135437.24 29 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM_GSE135437 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) AML_GSE154109.67 30 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) AML_GSE154109 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) AML (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM_GSE135437.85 30 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) GBM_GSE135437 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) AML_GSE154109.14 30 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) AML_GSE154109 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) AML (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL_GSE154109.47 30 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) ALL_GSE154109 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_GSE143423.90 30 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NSCLC_GSE143423 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE139495.34 30 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA_GSE139495 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) ALL_GSE132509.46 30 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) ALL_GSE132509 (1.0, 0.4980392156862745, 0.054901960784313725) ALL (1.0, 0.4980392156862745, 0.054901960784313725) PBMC_8K.80 30 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PBMC_8K (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE139495.81 30 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA_GSE139495 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) OV_GSE154600.3 30 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PBMC_8K.62 30 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PBMC_8K (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) STAD_GSE134520.2 31 (1.0, 0.4980392156862745, 0.054901960784313725) STAD_GSE134520 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) STAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) GBM_GSE131928_10X.94 31 (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) PAAD_CRA001160.68 31 (1.0, 0.4980392156862745, 0.054901960784313725) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) COAD_GSE146771_10X.5 31 (1.0, 0.4980392156862745, 0.054901960784313725) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) KIRC_GSE111360.12 31 (1.0, 0.4980392156862745, 0.054901960784313725) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM_GSE103224.69 31 (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE103224 (1.0, 0.4980392156862745, 0.054901960784313725) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) Glioma_GSE141460.75 31 (1.0, 0.4980392156862745, 0.054901960784313725) Glioma_GSE141460 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) Glioma (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SCC_GSE123813_aPD1.85 31 (1.0, 0.4980392156862745, 0.054901960784313725) SCC_GSE123813_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) GBM_GSE131928_Smartseq2.75 31 (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE131928_Smartseq2 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BCC_GSE141526.22 31 (1.0, 0.4980392156862745, 0.054901960784313725) BCC_GSE141526 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BCC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) AML_GSE116256.88 32 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) AML_GSE116256 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) AML (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) COAD_GSE146771_Smartseq2.68 32 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PBMC_30K.36 32 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PBMC_30K (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BLCA_GSE145281_aPD1.95 32 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BLCA_GSE145281_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC_8K.71 32 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PBMC_8K (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) ALL_GSE154109.55 32 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL_GSE154109 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE139495.91 32 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA_GSE139495 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) CLL_GSE142744.31 32 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) CLL_GSE142744 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) CLL (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) AML_GSE154109.27 32 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) AML_GSE154109 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) AML (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_GSE117570.44 32 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_GSE117570 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SCC_GSE123813_aPD1.86 33 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SCC_GSE123813_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PAAD_CRA001160.2 33 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SCC_GSE144236.52 33 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE114727_10X.48 33 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BRCA_GSE114727_10X (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SKCM_GSE148190.83 33 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM_GSE148190 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BRCA_GSE110686.70 33 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BRCA_GSE110686 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SCC_GSE145328.62 33 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SCC_GSE145328 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) CLL_GSE111014.31 33 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) CLL_GSE111014 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) CLL (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) AML_GSE116256.61 33 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) AML_GSE116256 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) AML (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) COAD_GSE146771_10X.22 33 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD_GSE146771_10X.43 34 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) GBM_GSE135437.82 34 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) GBM_GSE135437 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC_GSE123813_aPD1.87 34 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SCC_GSE123813_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) LECR_GSE139555_UCEC.2 34 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) LECR_GSE139555_UCEC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) LECR (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BRCA_GSE110686.71 34 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE110686 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BRCA_GSE114727_10X.92 34 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE114727_10X (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NHL_GSE128531.44 34 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM_GSE131928_10X.66 34 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) KIRC_GSE111360.3 34 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PBMC_60K.4 35 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC_60K (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) LIHC_GSE98638.97 35 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) LIHC_GSE98638 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) LIHC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) ALL_GSE132509.49 35 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) ALL_GSE132509 (1.0, 0.4980392156862745, 0.054901960784313725) ALL (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE148190.76 35 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SKCM_GSE148190 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) COAD_GSE108989.69 35 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) COAD_GSE108989 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC_GSE145328.44 35 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SCC_GSE145328 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE114727_10X.97 35 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BRCA_GSE114727_10X (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC_GSE99254.57 35 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC_GSE99254 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SCC_GSE123813_aPD1.75 35 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SCC_GSE123813_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_EMTAB6149.67 36 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE72056.3 36 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC_GSE144236.9 36 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) HNSC_GSE103322.47 36 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE120575_aPD1aCTLA4.38 36 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE135437.99 36 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) GBM_GSE135437 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV_GSE154600.37 36 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM_GSE89567.89 36 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) GBM_GSE89567 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM_GSE138794.75 37 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE138794 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NHL_GSE128531.37 37 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) PRAD_GSE141445.62 37 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PRAD_GSE141445 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PRAD (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) OV_GSE130000.18 37 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV_GSE130000 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC_GSE111360.24 37 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_GSE143423.82 37 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_GSE143423 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SCC_GSE144236.76 37 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PAAD_CRA001160.31 37 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PRAD_GSE141445.50 38 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PRAD_GSE141445 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PRAD (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SKCM_GSE115978_aPD1.40 38 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SKCM_GSE115978_aPD1 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PAAD_GSE111672.79 38 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PAAD_GSE111672 (1.0, 0.4980392156862745, 0.054901960784313725) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BCC_GSE141526.29 38 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BCC_GSE141526 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BCC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) CHOL_GSE142784.33 38 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) CHOL_GSE142784 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) CHOL (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NHL_GSE128531.12 38 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_GSE117570.34 38 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NSCLC_GSE117570 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SCC_GSE144236.37 38 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) COAD_GSE146771_10X.94 39 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) MCC_GSE118056_aPDL1.64 39 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) MCC_GSE118056_aPDL1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BLCA_GSE145281_aPD1.30 39 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BLCA_GSE145281_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC_8K.98 39 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) PBMC_8K (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) CLL_GSE111014.43 39 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) CLL_GSE111014 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) CLL (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PBMC_30K.16 39 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) PBMC_30K (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) MCC_GSE117988_aPD1aCTLA4.86 39 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) MCC_GSE117988_aPD1aCTLA4 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PBMC_60K.31 39 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) PBMC_60K (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) COAD_GSE146771_Smartseq2.33 40 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PAAD_GSE141017.28 40 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD_GSE141017 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) LECR_GSE139555_UCEC.12 40 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) LECR_GSE139555_UCEC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) LECR (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SCC_GSE144236.42 40 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_GSE99254.55 40 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NSCLC_GSE99254 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) COAD_GSE108989.84 40 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD_GSE108989 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NPC_GSE150430.30 40 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NPC_GSE150430 (1.0, 0.4980392156862745, 0.054901960784313725) NPC (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) OV_GSE154600.34 40 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) OV_GSE130000.85 41 (1.0, 0.4980392156862745, 0.054901960784313725) OV_GSE130000 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_GSE143423.92 41 (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_GSE143423 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) OV_GSE154600.92 41 (1.0, 0.4980392156862745, 0.054901960784313725) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PAAD_CRA001160.15 41 (1.0, 0.4980392156862745, 0.054901960784313725) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PRAD_GSE141445.24 41 (1.0, 0.4980392156862745, 0.054901960784313725) PRAD_GSE141445 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PRAD (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PAAD_GSE141017.98 41 (1.0, 0.4980392156862745, 0.054901960784313725) PAAD_GSE141017 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NET_GSE140312.3 41 (1.0, 0.4980392156862745, 0.054901960784313725) NET_GSE140312 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NET (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) STAD_GSE134520.36 41 (1.0, 0.4980392156862745, 0.054901960784313725) STAD_GSE134520 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) STAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC_GSE144236.43 42 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NET_GSE140312.63 42 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NET_GSE140312 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NET (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD_GSE146771_Smartseq2.89 42 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD_GSE146771_10X.98 42 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NSCLC_GSE117570.4 42 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_GSE117570 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) KIRC_GSE111360.82 42 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM_GSE131928_10X.89 42 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) PRAD_GSE141445.47 42 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) PRAD_GSE141445 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PRAD (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC_8K.20 43 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PBMC_8K (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) AML_GSE154109.28 43 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) AML_GSE154109 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) AML (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL_GSE132509.56 43 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) ALL_GSE132509 (1.0, 0.4980392156862745, 0.054901960784313725) ALL (1.0, 0.4980392156862745, 0.054901960784313725) COAD_GSE146771_10X.54 43 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) ALL_GSE154109.24 43 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) ALL_GSE154109 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE114727_10X.29 43 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BRCA_GSE114727_10X (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BRCA_GSE110686.64 43 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BRCA_GSE110686 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SKCM_GSE72056.2 44 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SKCM_GSE120575_aPD1aCTLA4.21 44 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) Glioma_GSE141460.69 44 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) Glioma_GSE141460 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) Glioma (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NSCLC_EMTAB6149.49 44 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE89567.18 44 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) GBM_GSE89567 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) HNSC_GSE103322.45 44 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE70630.6 44 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) GBM_GSE70630 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC_GSE144236.30 45 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) CHOL_GSE142784.94 45 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) CHOL_GSE142784 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) CHOL (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) HNSC_GSE103322.34 45 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) BCC_GSE141526.37 45 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BCC_GSE141526 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BCC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM_GSE72056.57 45 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE89567.63 45 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) GBM_GSE89567 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) AEL_GSE142213.84 45 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) AEL_GSE142213 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) AEL (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NSCLC_EMTAB6149.6 46 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) MCC_GSE118056_aPDL1.52 46 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) MCC_GSE118056_aPDL1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) GBM_GSE131928_10X.42 46 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SKCM_GSE72056.38 46 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) CLL_GSE142744.74 46 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) CLL_GSE142744 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) CLL (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BLCA_GSE145281_aPD1.19 46 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BLCA_GSE145281_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) MCC_GSE117988_aPD1aCTLA4.37 46 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) MCC_GSE117988_aPD1aCTLA4 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) MCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) Glioma_GSE141460.57 47 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) Glioma_GSE141460 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) Glioma (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) HNSC_GSE103322.9 47 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE120575_aPD1aCTLA4.20 47 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE131928_10X.35 47 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SKCM_GSE72056.66 47 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE89567.45 47 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE89567 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_EMTAB6149.70 47 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE139448.48 48 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) GBM_GSE139448 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) LECR_GSE139555_UCEC.81 48 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) LECR_GSE139555_UCEC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) LECR (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) CHOL_GSE142784.12 48 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) CHOL_GSE142784 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) CHOL (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PAAD_GSE111672.89 48 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PAAD_GSE111672 (1.0, 0.4980392156862745, 0.054901960784313725) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) OV_GSE115007.70 48 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) OV_GSE115007 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) OV_GSE130000.43 48 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) OV_GSE130000 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_GSE143423.80 48 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NSCLC_GSE143423 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE70630.97 49 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM_GSE70630 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_EMTAB6149.46 49 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) HNSC_GSE103322.83 49 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE89567.40 49 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM_GSE89567 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) HNSC_GSE103322.7 49 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE131928_10X.18 49 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SKCM_GSE72056.39 49 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) ALL_GSE154109.62 50 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) ALL_GSE154109 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL (1.0, 0.4980392156862745, 0.054901960784313725) PBMC_30K.60 50 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PBMC_30K (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SKCM_GSE115978_aPD1.86 50 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM_GSE115978_aPD1 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) COAD_GSE146771_Smartseq2.48 50 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD_GSE146771_10X.3 50 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PBMC_8K.11 50 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PBMC_8K (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE139495.27 50 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA_GSE139495 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BCC_GSE141526.24 51 (1.0, 0.4980392156862745, 0.054901960784313725) BCC_GSE141526 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BCC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BRCA_GSE139495.83 51 (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE139495 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PAAD_CRA001160.85 51 (1.0, 0.4980392156862745, 0.054901960784313725) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NPC_GSE150430.24 51 (1.0, 0.4980392156862745, 0.054901960784313725) NPC_GSE150430 (1.0, 0.4980392156862745, 0.054901960784313725) NPC (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL_GSE128531.49 51 (1.0, 0.4980392156862745, 0.054901960784313725) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_GSE117570.58 51 (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_GSE117570 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) COAD_GSE146771_10X.97 51 (1.0, 0.4980392156862745, 0.054901960784313725) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SKCM_GSE72056.0 52 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SKCM_GSE120575_aPD1aCTLA4.34 52 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE131928_10X.29 52 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_EMTAB6149.76 52 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE89567.29 52 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM_GSE89567 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) HNSC_GSE103322.11 52 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) KIRC_GSE111360.44 53 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) UVM_GSE139829.46 53 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) UVM_GSE139829 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) UVM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SKCM_GSE115978_aPD1.33 53 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM_GSE115978_aPD1 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NB_GSE154037.8 53 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NB_GSE154037 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NB (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) OV_GSE154600.73 53 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NHL_GSE128531.24 53 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM_GSE89567.43 54 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) GBM_GSE89567 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SKCM_GSE72056.46 54 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE131928_10X.10 54 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_EMTAB6149.92 54 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) Glioma_GSE141460.19 54 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) Glioma_GSE141460 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) Glioma (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) HNSC_GSE103322.18 54 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_GSE117570.25 55 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC_GSE117570 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) KIRC_GSE111360.91 55 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NHL_GSE128531.95 55 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BRCA_GSE139495.7 55 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BRCA_GSE139495 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SCC_GSE144236.27 55 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NPC_GSE150430.90 55 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NPC_GSE150430 (1.0, 0.4980392156862745, 0.054901960784313725) NPC (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) LIHC_GSE98638.52 56 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) LIHC_GSE98638 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) LIHC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE110686.96 56 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE110686 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SCC_GSE145328.40 56 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SCC_GSE145328 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE114727_10X.76 56 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE114727_10X (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BRCA_GSE150660.19 56 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BRCA_GSE150660 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC_GSE99254.66 56 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_GSE99254 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_EMTAB6149.50 57 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE131928_10X.73 57 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) AML_GSE154109.49 57 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) AML_GSE154109 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) AML (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) COAD_GSE146771_10X.16 57 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) ALL_GSE154109.83 57 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) ALL_GSE154109 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL (1.0, 0.4980392156862745, 0.054901960784313725) UVM_GSE139829.62 57 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) UVM_GSE139829 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) UVM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BLCA_GSE145281_aPD1.41 58 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BLCA_GSE145281_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE139495.67 58 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BRCA_GSE139495 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC_8K.91 58 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PBMC_8K (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC_30K.87 58 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PBMC_30K (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) COAD_GSE146771_10X.61 58 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PBMC_60K.62 58 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) PBMC_60K (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) ALL_GSE132509.40 59 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) ALL_GSE132509 (1.0, 0.4980392156862745, 0.054901960784313725) ALL (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_GSE143423.76 59 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_GSE143423 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) ALL_GSE154109.36 59 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) ALL_GSE154109 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_EMTAB6149.61 59 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) OV_GSE154600.79 59 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) OV_GSE154600.95 59 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM_GSE131928_10X.43 60 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SKCM_GSE72056.18 60 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SKCM_GSE120575_aPD1aCTLA4.19 60 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_EMTAB6149.2 60 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) HNSC_GSE103322.46 60 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_GSE117570.16 60 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NSCLC_GSE117570 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SCC_GSE145328.50 61 (1.0, 0.4980392156862745, 0.054901960784313725) SCC_GSE145328 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_GSE99254.84 61 (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_GSE99254 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE120575_aPD1aCTLA4.31 61 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BRCA_GSE114727_10X.17 61 (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE114727_10X (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC_30K.37 61 (1.0, 0.4980392156862745, 0.054901960784313725) PBMC_30K (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) CLL_GSE111014.94 61 (1.0, 0.4980392156862745, 0.054901960784313725) CLL_GSE111014 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) CLL (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) KIRC_GSE111360.4 62 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) HNSC_GSE103322.61 62 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) Glioma_GSE141460.85 62 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) Glioma_GSE141460 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) Glioma (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM_GSE72056.86 62 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_EMTAB6149.24 62 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE131928_10X.2 62 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM_GSE89567.50 63 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) GBM_GSE89567 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SKCM_GSE120575_aPD1aCTLA4.44 63 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) HNSC_GSE103322.32 63 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE131928_10X.84 63 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_EMTAB6149.88 63 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE72056.99 63 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE89567.38 64 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) GBM_GSE89567 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD_GSE108989.2 64 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) COAD_GSE108989 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BRCA_GSE114727_10X.60 64 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE114727_10X (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) COAD_GSE146771_10X.77 64 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD_GSE146771_Smartseq2.88 64 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) COAD_GSE146771_Smartseq2 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) KIRC_GSE111360.83 64 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) COAD_GSE108989.41 65 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) COAD_GSE108989 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NSCLC_GSE99254.95 65 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC_GSE99254 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) BLCA_GSE149652.82 65 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BLCA_GSE149652 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NPC_GSE150430.61 65 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NPC_GSE150430 (1.0, 0.4980392156862745, 0.054901960784313725) NPC (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) LIHC_GSE98638.81 65 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) LIHC_GSE98638 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) LIHC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE114727_10X.2 65 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BRCA_GSE114727_10X (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) HNSC_GSE103322.59 66 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE89567.66 66 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) GBM_GSE89567 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BCC_GSE141526.30 66 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BCC_GSE141526 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BCC (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) GBM_GSE70630.37 66 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) GBM_GSE70630 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_EMTAB6149.66 66 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) Glioma_GSE141460.12 66 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) Glioma_GSE141460 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) Glioma (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM_GSE72056.24 67 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC_GSE123813_aPD1.29 67 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC_GSE123813_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PRAD_GSE141445.71 67 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PRAD_GSE141445 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PRAD (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) KIRC_GSE111360.9 67 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) COAD_GSE146771_10X.78 67 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD_GSE108989.61 68 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD_GSE108989 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BRCA_GSE110686.82 68 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BRCA_GSE110686 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC_GSE99254.19 68 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NSCLC_GSE99254 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) NPC_GSE150430.98 68 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NPC_GSE150430 (1.0, 0.4980392156862745, 0.054901960784313725) NPC (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SCC_GSE145328.69 68 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC_GSE145328 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) HNSC_GSE103322.25 69 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE120575_aPD1aCTLA4.27 69 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_EMTAB6149.57 69 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE131928_10X.83 69 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SKCM_GSE72056.75 69 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) COAD_GSE146771_10X.55 70 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NPC_GSE150430.27 70 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NPC_GSE150430 (1.0, 0.4980392156862745, 0.054901960784313725) NPC (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA_GSE114727_10X.1 70 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA_GSE114727_10X (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) COAD_GSE108989.1 70 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) COAD_GSE108989 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NSCLC_GSE99254.34 70 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NSCLC_GSE99254 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE120575_aPD1aCTLA4.37 71 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SKCM_GSE120575_aPD1aCTLA4.74 71 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE131928_10X.50 71 (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_EMTAB6149.69 71 (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE120575_aPD1aCTLA4.7 71 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE131928_10X.71 72 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_EMTAB6149.81 72 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) HNSC_GSE103322.17 72 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) NHL_GSE128531.92 72 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NHL_GSE128531 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NHL (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SKCM_GSE120575_aPD1aCTLA4.30 72 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC_GSE123813_aPD1.17 73 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SCC_GSE123813_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SKCM_GSE148190.45 73 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM_GSE148190 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) KIRC_GSE111360.52 73 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) KIRC_GSE111360 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) KIRC (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA_GSE114727_10X.41 73 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) BRCA_GSE114727_10X (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SCC_GSE145328.23 73 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SCC_GSE145328 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) PBMC_8K.42 74 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC_8K (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) COAD_GSE146771_10X.29 74 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) ALL_GSE132509.2 74 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) ALL_GSE132509 (1.0, 0.4980392156862745, 0.054901960784313725) ALL (1.0, 0.4980392156862745, 0.054901960784313725) CLL_GSE142744.33 74 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) CLL_GSE142744 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) CLL (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) PBMC_60K.60 74 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC_60K (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC_8K.26 75 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC_8K (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PBMC_30K.30 75 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) PBMC_30K (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) PBMC (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BLCA_GSE145281_aPD1.74 75 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BLCA_GSE145281_aPD1 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) BRCA_GSE139495.64 75 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) BRCA_GSE139495 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) ALL_GSE154109.42 75 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) ALL_GSE154109 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE72056.71 76 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) Glioma_GSE141460.94 76 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) Glioma_GSE141460 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) Glioma (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) HNSC_GSE103322.69 76 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE89567.96 76 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) GBM_GSE89567 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SCC_GSE144236.68 76 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SCC_GSE144236 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) SCC (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) SKCM_GSE72056.34 77 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) COAD_GSE146771_10X.88 77 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NSCLC_GSE153935.11 77 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_GSE153935 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) HNSC_GSE103322.74 77 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) COAD_GSE146771_10X.96 77 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) CLL_GSE142744.78 78 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) CLL_GSE142744 (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) CLL (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) ALL_GSE132509.76 78 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) ALL_GSE132509 (1.0, 0.4980392156862745, 0.054901960784313725) ALL (1.0, 0.4980392156862745, 0.054901960784313725) ALL_GSE154109.98 78 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) ALL_GSE154109 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) ALL (1.0, 0.4980392156862745, 0.054901960784313725) BRCA_GSE139495.89 78 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) BRCA_GSE139495 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BRCA (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NPC_GSE150430.81 78 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) NPC_GSE150430 (1.0, 0.4980392156862745, 0.054901960784313725) NPC (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM_GSE120575_aPD1aCTLA4.53 79 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_EMTAB6149.20 79 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE72056.83 79 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) HNSC_GSE103322.82 79 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE89567.36 79 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM_GSE89567 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) HNSC_GSE103322.4 80 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_EMTAB6149.62 80 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE120575_aPD1aCTLA4.25 80 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) Glioma_GSE141460.40 80 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) Glioma_GSE141460 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) Glioma (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM_GSE72056.26 80 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_GSE153935.61 81 (1.0, 0.4980392156862745, 0.054901960784313725) NSCLC_GSE153935 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) OV_GSE154600.36 81 (1.0, 0.4980392156862745, 0.054901960784313725) OV_GSE154600 (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) OV_GSE130000.26 81 (1.0, 0.4980392156862745, 0.054901960784313725) OV_GSE130000 (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) OV (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) BLCA_GSE130001.19 81 (1.0, 0.4980392156862745, 0.054901960784313725) BLCA_GSE130001 (0.8901960784313725, 0.4666666666666667, 0.7607843137254902) BLCA (0.5803921568627451, 0.403921568627451, 0.7411764705882353) PAAD_CRA001160.58 81 (1.0, 0.4980392156862745, 0.054901960784313725) PAAD_CRA001160 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) PAAD (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) HNSC_GSE103322.2 82 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) Glioma_GSE141460.96 82 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) Glioma_GSE141460 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) Glioma (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM_GSE72056.16 82 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE131928_10X.90 82 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD_GSE146771_10X.76 82 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) COAD_GSE146771_10X (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) COAD (0.7372549019607844, 0.7411764705882353, 0.13333333333333333) HNSC_GSE103322.30 83 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) GBM_GSE131928_10X.52 83 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) NSCLC_EMTAB6149.60 83 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) Glioma_GSE141460.55 83 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) Glioma_GSE141460 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) Glioma (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) SKCM_GSE72056.9 83 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) NSCLC_EMTAB6149.35 84 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE120575_aPD1aCTLA4.66 84 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) HNSC_GSE103322.76 84 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE72056.52 84 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) Glioma_GSE141460.88 84 (0.5803921568627451, 0.403921568627451, 0.7411764705882353) Glioma_GSE141460 (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) Glioma (0.12156862745098039, 0.4666666666666667, 0.7058823529411765) NSCLC_EMTAB6149.96 85 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) NSCLC_EMTAB6149 (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) NSCLC (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE72056.63 85 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SKCM_GSE72056 (0.8392156862745098, 0.15294117647058825, 0.1568627450980392) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) HNSC_GSE103322.79 85 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) HNSC_GSE103322 (1.0, 0.4980392156862745, 0.054901960784313725) HNSC (1.0, 0.4980392156862745, 0.054901960784313725) SKCM_GSE120575_aPD1aCTLA4.70 85 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) SKCM_GSE120575_aPD1aCTLA4 (1.0, 0.4980392156862745, 0.054901960784313725) SKCM (0.4980392156862745, 0.4980392156862745, 0.4980392156862745) GBM_GSE131928_10X.70 85 (0.5490196078431373, 0.33725490196078434, 0.29411764705882354) GBM_GSE131928_10X (0.17254901960784313, 0.6274509803921569, 0.17254901960784313) GBM (0.09019607843137255, 0.7450980392156863, 0.8117647058823529) ================================================ FILE: setup.py ================================================ import setuptools with open("README.md", "r", encoding="utf-8") as fh: long_description = fh.read() setuptools.setup( name='metatime', version='1.3.0', author='Yi Zhang', author_email='wingsyiz@gmail.com', description='Beta MetaTiME: annotate TME scRNA cell states', long_description = long_description, long_description_content_type="text/markdown", url='https://github.com/yi-zhang/MetaTiME.git', classifiers=[ "Development Status :: 3 - Alpha", "Intended Audience :: Science/Research", "Topic :: Scientific/Engineering :: Bio-Informatics", "Natural Language :: English", "Programming Language :: Python :: 3", "License :: OSI Approved :: GNU General Public License v3 or later (GPLv3+)", "Operating System :: OS Independent", ], packages=['metatime'], package_data = { 'metatime': ['pretrained/mec/*tsv'] }, python_requires='>=3.6', install_requires=['pandas','scanpy','anndata','matplotlib','adjustText', 'leidenalg', 'harmonypy', 'scipy','seaborn'], )