[
  {
    "path": ".github/workflows/quality.yml",
    "content": "name: Quality\n\non:\n  push:\n    branches:\n      - main\n      - \"*-release\"\n      - \"*-pre\"\n  pull_request:\n    branches:\n      - main\n      - \"*-release\"\n      - \"*-pre\"\n  workflow_dispatch:\n\njobs:\n\n  check_code_quality:\n    name: Check code quality\n    runs-on: ubuntu-latest\n    steps:\n      - name: Checkout code\n        uses: actions/checkout@v6\n      - name: Setup Python environment\n        uses: actions/setup-python@v6\n        with:\n          python-version: \"3.10\"\n      - name: Install uv\n        uses: astral-sh/setup-uv@v6\n      - name: Install pre-commit\n        run: uv pip install pre-commit --system\n      - name: Code quality\n        run: |\n          make check"
  },
  {
    "path": ".github/workflows/tests.yml",
    "content": "name: Unit tests\n\non:\n  push:\n    branches:\n      - main\n      - \"*-release\"\n  pull_request:\n    branches:\n      - main\n      - \"*-release\"\n  workflow_dispatch:\n\nenv:\n  TRANSFORMERS_IS_CI: 1\n  HF_HUB_DISABLE_PROGRESS_BARS: 1  # The Transformers v5 weight loading progress bars heavily expand the logs\n\njobs:\n  test_sampling:\n    name: Run unit tests\n    strategy:\n      matrix:\n        python-version: [\"3.10\", \"3.11\", \"3.12\", \"3.13\"]\n        os: [ubuntu-latest, windows-latest]\n        transformers-version: [\"<5.0.0\", \">=5.0.0\"]\n      fail-fast: false\n    runs-on: ${{ matrix.os }}\n    steps:\n      - name: Remove unnecessary files\n        run: |\n          df -h /\n          # Remove software and language runtimes we're not using\n          sudo rm -rf \\\n            \"$AGENT_TOOLSDIRECTORY\" \\\n            /opt/google/chrome \\\n            /opt/microsoft/msedge \\\n            /opt/microsoft/powershell \\\n            /opt/pipx \\\n            /usr/lib/mono \\\n            /usr/local/julia* \\\n            /usr/local/lib/android \\\n            /usr/local/lib/node_modules \\\n            /usr/local/share/chromium \\\n            /usr/local/share/powershell \\\n            /usr/share/dotnet \\\n            /usr/share/swift\n          df -h /\n        if: runner.os == 'Linux'\n\n      - name: Checkout code\n        uses: actions/checkout@v6\n\n      - name: Setup Python environment\n        uses: actions/setup-python@v6\n        with:\n          python-version: ${{ matrix.python-version }}\n\n      - name: Install uv\n        uses: astral-sh/setup-uv@v6\n\n      - name: Install dependencies (transformers < 5.0.0)\n        if: ${{ matrix.transformers-version == '<5.0.0' }}\n        run: uv pip install '.[train, onnx, openvino, dev]' 'transformers<5.0.0' --system\n\n      - name: Install dependencies (transformers >= 5.0.0)\n        if: ${{ matrix.transformers-version == '>=5.0.0' }}\n        run: uv pip install '.[train, dev]' 'transformers>=5.0.0' --system\n\n      - name: Install model2vec\n        run: uv pip install model2vec --system\n        if: ${{ contains(fromJSON('[\"3.10\", \"3.11\", \"3.12\", \"3.13\"]'), matrix.python-version) }}\n\n      - name: Run unit tests\n        run: |\n          python -m pytest --durations 20 -sv tests/\n"
  },
  {
    "path": ".gitignore",
    "content": "# Distribution / packaging\n.Python\nbuild/\ndevelop-eggs/\ndist/\ndownloads/\neggs/\n.eggs/\nlib/\nlib64/\nparts/\nsdist/\nvar/\nwheels/\nshare/python-wheels/\n*.egg-info/\n.installed.cfg\n*.egg\nMANIFEST\n\n# Docs\n/docs/_build/\n/docs/make.bat\n\n# Editors\n.idea\n.vscode\n\n# Coverage\nhtmlcov\n.coverage*\ncoverage.xml\n\n# Examples\n/examples/**/output/*\n/examples/datasets/\n/examples/embeddings/\n/examples/sentence_transformer/training/quora_duplicate_questions/quora-IR-dataset/\nexamples/datasets/*/\n\n\n# Specific files and folders\n/pretrained-models/\n/cheatsheet.txt\n/testsuite.txt\n/TODO.txt\n\n# Virtual environments\n.env\n.venv\nenv/\nvenv/\n\n# Database\n/qdrant_storage\n/elastic-start-local\n\n# Others\n*.pyc\n*.gz\n*.tsv\ntmp_*.py\nnr_*/\nwandb\ncheckpoints\ntmp\n.DS_Store\n/runs\n/tmp_trainer/"
  },
  {
    "path": ".pre-commit-config.yaml",
    "content": "repos:\n  - repo: https://github.com/astral-sh/ruff-pre-commit\n    rev: v0.14.5\n    hooks:\n      - id: ruff\n        args: [--exit-non-zero-on-fix]\n      - id: ruff-format\n"
  },
  {
    "path": "LICENSE",
    "content": "                                Apache License\n                           Version 2.0, January 2004\n                        http://www.apache.org/licenses/\n\n   TERMS AND CONDITIONS FOR USE, REPRODUCTION, AND DISTRIBUTION\n\n   1. Definitions.\n\n      \"License\" shall mean the terms and conditions for use, reproduction,\n      and distribution as defined by Sections 1 through 9 of this document.\n\n      \"Licensor\" shall mean the copyright owner or entity authorized by\n      the copyright owner that is granting the License.\n\n      \"Legal Entity\" shall mean the union of the acting entity and all\n      other entities that control, are controlled by, or are under common\n      control with that entity. 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  },
  {
    "path": "MANIFEST.in",
    "content": "include sentence_transformers/model_card_template.md\ninclude sentence_transformers/cross_encoder/model_card_template.md\ninclude sentence_transformers/sparse_encoder/model_card_template.md"
  },
  {
    "path": "Makefile",
    "content": "\n.PHONY: check\ncheck: ## Run code quality tools.\n\t@echo \"Linting code via pre-commit\"\n\t@pre-commit run -a\n\n.PHONY: test\ntest: ## Run unit tests\n\t@pytest\n\n.PHONY: test-cov\ntest-cov: ## Run unit tests and generate a coverage report\n\t@pytest --cov-report term --cov-report=html --cov=sentence_transformers\n\n.PHONY: help\nhelp: ## Show help for the commands.\n\t@grep -E '^[a-zA-Z_-]+:.*?## .*$$' $(MAKEFILE_LIST) | awk 'BEGIN {FS = \":.*?## \"}; {printf \"\\033[36m%-20s\\033[0m %s\\n\", $$1, $$2}'\n\n.DEFAULT_GOAL := help\n"
  },
  {
    "path": "NOTICE.txt",
    "content": "-------------------------------------------------------------------------------\r\nSentence Transformers\r\n\r\nCopyright 2019-2025\r\nUbiquitous Knowledge Processing (UKP) Lab\r\nTechnische Universität Darmstadt\r\n\r\nCopyright 2025-present\r\nHugging Face, Inc.\r\n-------------------------------------------------------------------------------"
  },
  {
    "path": "README.md",
    "content": "<!--- BADGES: START --->\n\n[![HF Models](https://img.shields.io/badge/%F0%9F%A4%97-models-yellow)](https://huggingface.co/models?library=sentence-transformers)\n[![GitHub - License](https://img.shields.io/github/license/huggingface/sentence-transformers?logo=github&style=flat&color=green)][#github-license]\n[![PyPI - Python Version](https://img.shields.io/pypi/pyversions/sentence-transformers?logo=pypi&style=flat&color=blue)][#pypi-package]\n[![PyPI - Package Version](https://img.shields.io/pypi/v/sentence-transformers?logo=pypi&style=flat&color=orange)][#pypi-package]\n[![Docs - GitHub.io](https://img.shields.io/static/v1?logo=github&style=flat&color=pink&label=docs&message=sentence-transformers)][#docs-package]\n\n<!-- [![PyPI - Downloads](https://img.shields.io/pypi/dm/sentence-transformers?logo=pypi&style=flat&color=green)][#pypi-package] -->\n\n<!--- BADGES: END --->\n\n# Sentence Transformers: Embeddings, Retrieval, and Reranking\n\nThis framework provides an easy method to compute embeddings for accessing, using, and training state-of-the-art embedding and reranker models. It can be used to compute embeddings using Sentence Transformer models ([quickstart](https://sbert.net/docs/quickstart.html#sentence-transformer)), to calculate similarity scores using Cross-Encoder (a.k.a. reranker) models ([quickstart](https://sbert.net/docs/quickstart.html#cross-encoder)) or to generate sparse embeddings using Sparse Encoder models ([quickstart](https://sbert.net/docs/quickstart.html#sparse-encoder)). This unlocks a wide range of applications, including [semantic search](https://sbert.net/examples/applications/semantic-search/README.html), [semantic textual similarity](https://sbert.net/docs/sentence_transformer/usage/semantic_textual_similarity.html), and [paraphrase mining](https://sbert.net/examples/applications/paraphrase-mining/README.html).\n\nA wide selection of over [15,000 pre-trained Sentence Transformers models](https://huggingface.co/models?library=sentence-transformers) are available for immediate use on 🤗 Hugging Face, including many of the state-of-the-art models from the [Massive Text Embeddings Benchmark (MTEB) leaderboard](https://huggingface.co/spaces/mteb/leaderboard). Additionally, it is easy to train or finetune your own [embedding models](https://sbert.net/docs/sentence_transformer/training_overview.html), [reranker models](https://sbert.net/docs/cross_encoder/training_overview.html) or [sparse encoder models](https://sbert.net/docs/sparse_encoder/training_overview.html) using Sentence Transformers, enabling you to create custom models for your specific use cases.\n\nFor the **full documentation**, see **[www.SBERT.net](https://www.sbert.net)**.\n\n## Installation\n\nWe recommend **Python 3.10+**, **[PyTorch 1.11.0+](https://pytorch.org/get-started/locally/)**, and **[transformers v4.34.0+](https://github.com/huggingface/transformers)**.\n\n**Install with pip**\n\n```\npip install -U sentence-transformers\n```\n\n**Install with conda**\n\n```\nconda install -c conda-forge sentence-transformers\n```\n\n**Install from sources**\n\nAlternatively, you can also clone the latest version from the [repository](https://github.com/huggingface/sentence-transformers) and install it directly from the source code:\n\n```\npip install -e .\n```\n\n**PyTorch with CUDA**\n\nIf you want to use a GPU / CUDA, you must install PyTorch with the matching CUDA Version. Follow\n[PyTorch - Get Started](https://pytorch.org/get-started/locally/) for further details how to install PyTorch.\n\n## Getting Started\n\nSee [Quickstart](https://www.sbert.net/docs/quickstart.html) in our documentation.\n\n### Embedding Models\n\nFirst download a pretrained embedding a.k.a. Sentence Transformer model.\n\n```python\nfrom sentence_transformers import SentenceTransformer\n\nmodel = SentenceTransformer(\"all-MiniLM-L6-v2\")\n```\n\nThen provide some texts to the model.\n\n```python\nsentences = [\n    \"The weather is lovely today.\",\n    \"It's so sunny outside!\",\n    \"He drove to the stadium.\",\n]\nembeddings = model.encode(sentences)\nprint(embeddings.shape)\n# => (3, 384)\n```\n\nAnd that's already it. We now have numpy arrays with the embeddings, one for each text. We can use these to compute similarities.\n\n```python\nsimilarities = model.similarity(embeddings, embeddings)\nprint(similarities)\n# tensor([[1.0000, 0.6660, 0.1046],\n#         [0.6660, 1.0000, 0.1411],\n#         [0.1046, 0.1411, 1.0000]])\n```\n\n### Reranker Models\n\nFirst download a pretrained reranker a.k.a. Cross Encoder model.\n\n```python\nfrom sentence_transformers import CrossEncoder\n\n# 1. Load a pretrained CrossEncoder model\nmodel = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\")\n```\n\nThen provide some texts to the model.\n\n```python\n# The texts for which to predict similarity scores\nquery = \"How many people live in Berlin?\"\npassages = [\n    \"Berlin had a population of 3,520,031 registered inhabitants in an area of 891.82 square kilometers.\",\n    \"Berlin has a yearly total of about 135 million day visitors, making it one of the most-visited cities in the European Union.\",\n    \"In 2013 around 600,000 Berliners were registered in one of the more than 2,300 sport and fitness clubs.\",\n]\n\n# 2a. predict scores for pairs of texts\nscores = model.predict([(query, passage) for passage in passages])\nprint(scores)\n# => [8.607139 5.506266 6.352977]\n```\n\nAnd we're good to go. You can also use [`model.rank`](https://sbert.net/docs/package_reference/cross_encoder/cross_encoder.html#sentence_transformers.cross_encoder.CrossEncoder.rank) to avoid having to perform the reranking manually:\n\n```python\n# 2b. Rank a list of passages for a query\nranks = model.rank(query, passages, return_documents=True)\n\nprint(\"Query:\", query)\nfor rank in ranks:\n    print(f\"- #{rank['corpus_id']} ({rank['score']:.2f}): {rank['text']}\")\n\"\"\"\nQuery: How many people live in Berlin?\n- #0 (8.61): Berlin had a population of 3,520,031 registered inhabitants in an area of 891.82 square kilometers.\n- #2 (6.35): In 2013 around 600,000 Berliners were registered in one of the more than 2,300 sport and fitness clubs.\n- #1 (5.51): Berlin has a yearly total of about 135 million day visitors, making it one of the most-visited cities in the European Union.\n\"\"\"\n```\n\n### Sparse Encoder Models\n\nFirst download a pretrained sparse embedding a.k.a. Sparse Encoder model.\n\n```python\n\nfrom sentence_transformers import SparseEncoder\n\n# 1. Load a pretrained SparseEncoder model\nmodel = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n# The sentences to encode\nsentences = [\n    \"The weather is lovely today.\",\n    \"It's so sunny outside!\",\n    \"He drove to the stadium.\",\n]\n\n# 2. Calculate sparse embeddings by calling model.encode()\nembeddings = model.encode(sentences)\nprint(embeddings.shape)\n# [3, 30522] - sparse representation with vocabulary size dimensions\n\n# 3. Calculate the embedding similarities\nsimilarities = model.similarity(embeddings, embeddings)\nprint(similarities)\n# tensor([[   35.629,     9.154,     0.098],\n#         [    9.154,    27.478,     0.019],\n#         [    0.098,     0.019,    29.553]])\n\n# 4. Check sparsity stats\nstats = SparseEncoder.sparsity(embeddings)\nprint(f\"Sparsity: {stats['sparsity_ratio']:.2%}\")\n# Sparsity: 99.84%\n```\n\n## Pre-Trained Models\n\nWe provide a large list of pretrained models for more than 100 languages. Some models are general purpose models, while others produce embeddings for specific use cases.\n\n- [Pretrained Sentence Transformer (Embedding) Models](https://sbert.net/docs/sentence_transformer/pretrained_models.html)\n- [Pretrained Cross Encoder (Reranker) Models](https://sbert.net/docs/cross_encoder/pretrained_models.html)\n- [Pretrained Sparse Encoder (Sparse Embeddings) Models](https://sbert.net/docs/sparse_encoder/pretrained_models.html)\n\n## Training\n\nThis framework allows you to fine-tune your own sentence embedding methods, so that you get task-specific sentence embeddings. You have various options to choose from in order to get perfect sentence embeddings for your specific task.\n\n- Embedding Models\n  - [Sentence Transformer > Training Overview](https://www.sbert.net/docs/sentence_transformer/training_overview.html)\n  - [Sentence Transformer > Training Examples](https://www.sbert.net/docs/sentence_transformer/training/examples.html) or [training examples on GitHub](https://github.com/huggingface/sentence-transformers/tree/main/examples/sentence_transformer/training).\n- Reranker Models\n  - [Cross Encoder > Training Overview](https://www.sbert.net/docs/cross_encoder/training_overview.html)\n  - [Cross Encoder > Training Examples](https://www.sbert.net/docs/cross_encoder/training/examples.html) or [training examples on GitHub](https://github.com/huggingface/sentence-transformers/tree/main/examples/cross_encoder/training).\n- Sparse Embedding Models\n  - [Sparse Encoder > Training Overview](https://www.sbert.net/docs/sparse_encoder/training_overview.html)\n  - [Sparse Encoder > Training Examples](https://www.sbert.net/docs/sparse_encoder/training/examples.html) or [training examples on GitHub](https://github.com/huggingface/sentence-transformers/tree/main/examples/sparse_encoder/training).\n\nSome highlights across the different types of training are:\n\n- Support of various transformer networks including BERT, RoBERTa, XLM-R, DistilBERT, Electra, BART, ...\n- Multi-Lingual and multi-task learning\n- Evaluation during training to find optimal model\n- [20+ loss functions](https://www.sbert.net/docs/package_reference/sentence_transformer/losses.html) for embedding models, [10+ loss functions](https://www.sbert.net/docs/package_reference/cross_encoder/losses.html) for reranker models and [10+ loss functions](https://www.sbert.net/docs/package_reference/sparse_encoder/losses.html) for sparse embedding models, allowing you to tune models specifically for semantic search, paraphrase mining, semantic similarity comparison, clustering, triplet loss, contrastive loss, etc.\n\n## Application Examples\n\nYou can use this framework for:\n\n- **Computing Sentence Embeddings**\n\n  - [Dense Embeddings](https://www.sbert.net/examples/sentence_transformer/applications/computing-embeddings/README.html)\n  - [Sparse Embeddings](https://www.sbert.net/examples/sparse_encoder/applications/computing_embeddings/README.html)\n\n- **Semantic Textual Similarity**\n\n  - [Dense STS](https://www.sbert.net/docs/sentence_transformer/usage/semantic_textual_similarity.html)\n  - [Sparse STS](https://www.sbert.net/examples/sparse_encoder/applications/semantic_textual_similarity/README.html)\n\n- **Semantic Search**\n\n  - [Dense Search](https://www.sbert.net/examples/sentence_transformer/applications/semantic-search/README.html)\n  - [Sparse Search](https://www.sbert.net/examples/sparse_encoder/applications/semantic_search/README.html)\n\n- **Retrieve & Re-Rank**\n\n  - [Dense only Retrieval](https://www.sbert.net/examples/sentence_transformer/applications/retrieve_rerank/README.html)\n  - [Sparse/Dense/Hybrid Retrieval](https://www.sbert.net/examples/sentence_transformer/applications/retrieve_rerank/README.html)\n\n- [Clustering](https://www.sbert.net/examples/sentence_transformer/applications/clustering/README.html)\n\n- [Paraphrase Mining](https://www.sbert.net/examples/sentence_transformer/applications/paraphrase-mining/README.html)\n\n- [Translated Sentence Mining](https://www.sbert.net/examples/sentence_transformer/applications/parallel-sentence-mining/README.html)\n\n- [Multilingual Image Search, Clustering & Duplicate Detection](https://www.sbert.net/examples/sentence_transformer/applications/image-search/README.html)\n\nand many more use-cases.\n\nFor all examples, see [examples/sentence_transformer/applications](https://github.com/huggingface/sentence-transformers/tree/main/examples/sentence_transformer/applications).\n\n## Development setup\n\nAfter cloning the repo (or a fork) to your machine, in a virtual environment, run:\n\n```\npython -m pip install -e \".[dev]\"\n\npre-commit install\n```\n\nTo test your changes, run:\n\n```\npytest\n```\n\n## Citing & Authors\n\nIf you find this repository helpful, feel free to cite our publication [Sentence-BERT: Sentence Embeddings using Siamese BERT-Networks](https://huggingface.co/papers/1908.10084):\n\n```bibtex\n@inproceedings{reimers-2019-sentence-bert,\n    title = \"Sentence-BERT: Sentence Embeddings using Siamese BERT-Networks\",\n    author = \"Reimers, Nils and Gurevych, Iryna\",\n    booktitle = \"Proceedings of the 2019 Conference on Empirical Methods in Natural Language Processing\",\n    month = \"11\",\n    year = \"2019\",\n    publisher = \"Association for Computational Linguistics\",\n    url = \"https://arxiv.org/abs/1908.10084\",\n}\n```\n\nIf you use one of the multilingual models, feel free to cite our publication [Making Monolingual Sentence Embeddings Multilingual using Knowledge Distillation](https://huggingface.co/papers/2004.09813):\n\n```bibtex\n@inproceedings{reimers-2020-multilingual-sentence-bert,\n    title = \"Making Monolingual Sentence Embeddings Multilingual using Knowledge Distillation\",\n    author = \"Reimers, Nils and Gurevych, Iryna\",\n    booktitle = \"Proceedings of the 2020 Conference on Empirical Methods in Natural Language Processing\",\n    month = \"11\",\n    year = \"2020\",\n    publisher = \"Association for Computational Linguistics\",\n    url = \"https://arxiv.org/abs/2004.09813\",\n}\n```\n\nPlease have a look at [Publications](https://www.sbert.net/docs/publications.html) for our different publications that are integrated into SentenceTransformers.\n\n### Maintainers\n\nMaintainer: [Tom Aarsen](https://github.com/tomaarsen), 🤗 Hugging Face\n\nDon't hesitate to open an issue if something is broken (and it shouldn't be) or if you have further questions.\n\n---\n\nThis project was originally developed by the [Ubiquitous Knowledge Processing (UKP) Lab](https://www.ukp.tu-darmstadt.de/) at TU Darmstadt. We're grateful for their foundational work and continued contributions to the field.\n\n> This repository contains experimental software and is published for the sole purpose of giving additional background details on the respective publication.\n\n[#docs-package]: https://www.sbert.net/\n[#github-license]: https://github.com/huggingface/sentence-transformers/blob/main/LICENSE\n[#pypi-package]: https://pypi.org/project/sentence-transformers/\n"
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sortAsc = !sortAsc : false; sortBy='name'\">\n                    <i class=\"fas fa-active\" v-if=\"sortBy == 'name'\" v-bind:class=\"{ 'fa-sort-amount-up': !sortAsc, 'fa-sort-amount-down-alt': sortAsc }\"></i>\n                    Model Name\n                </th>\n                <th class=\"header-cell text-center\" @click=\"sortAsc = (sortBy=='sentence_performance') ? sortAsc = !sortAsc : false; sortBy='sentence_performance'\">\n                    <i class=\"fas fa-active\" v-if=\"sortBy == 'sentence_performance'\" v-bind:class=\"{ 'fa-sort-amount-up': !sortAsc, 'fa-sort-amount-down-alt': sortAsc }\"></i>\n                     Performance Sentence Embeddings (14 Datasets)\n                     <span class=\"info-icon\" data-trigger=\"hover\" data-toggle=\"popover\" title=\"Performance Sentence Embeddings\" data-content=\"Average performance on encoding sentences over 14 diverse tasks from different domains.<br>Higher = Better\" data-html=\"true\" data-placement=\"bottom\"><i class=\"fas fa-info-circle\"></i></span>\n                </th>\n                <th class=\"header-cell text-center\" @click=\"sortAsc = (sortBy=='semantic_search') ? sortAsc = !sortAsc : false; sortBy='semantic_search'\">\n                    <i class=\"fas fa-active\" v-if=\"sortBy == 'semantic_search'\" v-bind:class=\"{ 'fa-sort-amount-up': !sortAsc, 'fa-sort-amount-down-alt': sortAsc }\"></i>\n                    Performance Semantic Search (6 Datasets)\n                     <span class=\"info-icon\" data-trigger=\"hover\" data-toggle=\"popover\" title=\"Performance Semantic Search\" data-content=\"Performance on 6 diverse tasks for semantic search: Encoding of queries / questions and paragraphs up to 512 word pieces.<br>Higher = Better.\" data-html=\"true\" data-placement=\"bottom\"><i class=\"fas fa-info-circle\"></i></span>\n                </th>\n                 <th class=\"header-cell text-center\" @click=\"sortAsc = (sortBy=='avg_performance') ? sortAsc = !sortAsc : false; sortBy='avg_performance'\">\n                    <i class=\"fas fa-active\" v-if=\"sortBy == 'avg_performance'\" v-bind:class=\"{ 'fa-sort-amount-up': !sortAsc, 'fa-sort-amount-down-alt': sortAsc }\"></i>\n                    Avg. Performance\n                     <span class=\"info-icon\" data-trigger=\"hover\" data-toggle=\"popover\" title=\"Average Performance\" data-content=\"Average of sentence performance and semantic search performance.<br>Higher = Better.\" data-html=\"true\" data-placement=\"bottom\"><i class=\"fas fa-info-circle\"></i></span>\n                </th>\n                <th class=\"header-cell text-center\" @click=\"sortAsc = (sortBy=='speed') ? sortAsc = !sortAsc : false; sortBy='speed'\">\n                    <i class=\"fas fa-active\" v-if=\"sortBy == 'speed'\" v-bind:class=\"{ 'fa-sort-amount-up': !sortAsc, 'fa-sort-amount-down-alt': sortAsc }\"></i>\n                    Speed\n                     <span class=\"info-icon\" data-trigger=\"hover\" data-toggle=\"popover\" title=\"Encoding Speed\" data-content=\"Encoding speed (sentences / sec) on a V100 GPU.<br>Higher = Better\" data-html=\"true\" data-placement=\"bottom\"><i class=\"fas fa-info-circle\"></i></span>\n                </th>\n                <th class=\"header-cell text-center\" @click=\"sortAsc = (sortBy=='size') ? sortAsc = !sortAsc : false; sortBy='size'\">\n                    <i class=\"fas fa-active\" v-if=\"sortBy == 'size'\" v-bind:class=\"{ 'fa-sort-amount-up': !sortAsc, 'fa-sort-amount-down-alt': sortAsc }\"></i>\n                    Model Size\n                     <span class=\"info-icon\" data-trigger=\"hover\" data-toggle=\"popover\" title=\"Size\" data-content=\"Size (in MB) of the model.\" data-html=\"true\" data-placement=\"bottom\"><i class=\"fas fa-info-circle\"></i></span>\n                </th>\n            </tr>\n        </thead>\n        <tbody>\n            <template  v-for=\"item in sortedModels\">\n                <tr v-on:click=\"item.show_details = !item.show_details\" style=\"cursor: pointer\">\n                    <td style=\"white-space: nowrap;\">\n                        {{ item.name }}\n                        <span class=\"info-icon-model\" v-bind:class=\"{'info-icon-active': item.show_details, 'info-icon-disabled': !item.show_details}\" ><i class=\"fas fa-info-circle\"></i></span>\n                    </td>\n                    <td class=\"text-center\">{{ item.sentence_performance > 0 ? item.sentence_performance.toFixed(2) : \"\" }}</td>\n                    <td class=\"text-center\">{{ item.semantic_search > 0 ? item.semantic_search.toFixed(2) : \"\" }}</td>\n                    <td class=\"text-center\">{{ (item.sentence_performance > 0 && item.semantic_search > 0) ? item.avg_performance.toFixed(2) : \"\" }}</td>\n                    <td class=\"text-center\">{{ item.speed }}</td>\n                    <td class=\"text-center\">{{ item.size }} MB</td>\n                </tr>\n                <tr v-if=\"item.show_details\">\n                    <td colspan=\"6\" style=\"padding-left: 20px\">\n                        <table class=\"table table-sm\" style=\"width: 100%; font-size: 0.9em;\">\n                            <thead>\n                            <tr>\n                                <td colspan=\"2\">\n                                    <b>{{ item.name }}</b>\n                                    <button title=\"Copy model name\" type=\"button\" class=\"btn btn-link p-0\" v-on:click=\"copyClipboard(item.name)\" data-toggle=\"tooltip\" data-placement=\"bottom\" data-trigger=\"hover\" :id=\"item.name+'-copy-btn'\" style=\"border: 0;\">\n                                        <svg class=\"\" xmlns=\"http://www.w3.org/2000/svg\" aria-hidden=\"true\" fill=\"currentColor\" focusable=\"false\" role=\"img\" width=\"1em\" height=\"1em\" preserveAspectRatio=\"xMidYMid meet\" viewBox=\"0 0 32 32\"><path d=\"M28,10V28H10V10H28m0-2H10a2,2,0,0,0-2,2V28a2,2,0,0,0,2,2H28a2,2,0,0,0,2-2V10a2,2,0,0,0-2-2Z\" transform=\"translate(0)\"></path><path d=\"M4,18H2V4A2,2,0,0,1,4,2H18V4H4Z\" transform=\"translate(0)\"></path><rect fill=\"none\" width=\"32\" height=\"32\"></rect></svg>\n                                    </button>\n\n                                    <br>\n\n\n                                </td>\n                            </tr>\n                            </thead>\n                            <tbody>\n                            <tr v-if=\"item.hasOwnProperty('description')\">\n                                <th>Description:</th>\n                                <td>{{item.description}}</td>\n                            </tr>\n                            <tr>\n                                <th>Base Model:</th>\n                                <td><span v-html=\"item.base_model\"></span></td>\n                            </tr>\n                            <tr>\n                                <th>Max Sequence Length:</th>\n                                <td>{{item.max_seq_length || ''}}</td>\n                            </tr>\n                            <tr>\n                                <th>Dimensions:</th>\n                                <td>{{item.dim }}</td>\n                            </tr>\n                            <tr>\n                                <th style=\"width: 220px;\">Normalized Embeddings:</th>\n                                <td>{{item.normalized_embeddings}}</td>\n                            </tr>\n                            <tr>\n                                <th>Suitable Score Functions:</th>\n                                <td>\n                                    <span v-html=\"getScoreFunction(item.score_functions)\"></span>\n\n\n                                    <!--<span v-if=\"item.normalized_embeddings\">dot-product (<code>util.dot_score</code>), cosine-similarity (<code>util.cos_sim</code>), and euclidean distance\n                                    </span>\n                                    <span v-else>Unclear</span> -->\n\n                                </td>\n                            </tr>\n                            <tr>\n                                <th>Size:</th>\n                                <td>{{item.size}} MB</td>\n                            </tr>\n                            <tr>\n                                <th>Pooling:</th>\n                                <td>{{item.pooling}}</td>\n                            </tr>\n                            <tr>\n                                <th>Training Data:</th>\n                                <td>{{item.training_data}}</td>\n                            </tr>\n                            <tr>\n                                <th>Model Card:</th>\n                                <td><a :href=\"'https://huggingface.co/sentence-transformers/'+item.name\" target=\"_blank\">https://huggingface.co/sentence-transformers/{{item.name}}</a></td>\n                            </tr>\n                            </tbody>\n                        </table>\n\n                    </td>\n                </tr>\n            </template>\n\n        </tbody>\n    </table>\n</div>\n\n<script>\n\n    var app = new Vue({\n        el: '#app',\n        data: {\n            show_all_models: false,\n            models: [\n                {\n                    \"name\": \"average_word_embeddings_glove.6B.300d\",\n                    \"base_model\": \"Word Embeddings: GloVe\",\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"-\",\n                    \"sentence_performance\": 49.79,\n                    \"semantic_search\": 22.71,\n                    \"speed\": 34000,\n                    \"size\": 420,\n                    \"dim\": 300,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": false,\n                    \"score_functions\": [\"cos\"]\n                },\n                {\n                    \"name\": \"average_word_embeddings_komninos\",\n                    \"base_model\": \"Word Embeddings: Komninos et al.\",\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"-\",\n                    \"sentence_performance\": 51.13,\n                    \"semantic_search\": 21.64,\n                    \"speed\": 22000,\n                    \"size\": 240,\n                    \"dim\": 300,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": false,\n                    \"score_functions\": [\"cos\"]\n                },\n                 {\n                    \"name\": \"paraphrase-MiniLM-L3-v2\",\n                    \"base_model\": '<a href=\"https://huggingface.co/nreimers/MiniLM-L6-H384-uncased\" target=\"_blank\">nreimers/MiniLM-L3-H384-uncased</a>',\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"AllNLI, sentence-compression, SimpleWiki, altlex, msmarco-triplets, quora_duplicates, coco_captions,flickr30k_captions, yahoo_answers_title_question, S2ORC_citation_pairs, stackexchange_duplicate_questions, wiki-atomic-edits\",\n                    \"sentence_performance\": 62.29,\n                    \"semantic_search\": 39.19,\n                    \"speed\": 19000,\n                    \"size\": 61,\n                    \"dim\": 384,\n                    \"max_seq_length\": 128,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": false,\n                    \"score_functions\": [\"cos\"],\n                     \"recommended_model\": true\n                },\n                {\n                    \"name\": \"paraphrase-MiniLM-L6-v2\",\n                    \"base_model\": '<a href=\"https://huggingface.co/nreimers/MiniLM-L6-H384-uncased\" target=\"_blank\">nreimers/MiniLM-L6-H384-uncased</a>',\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"AllNLI, sentence-compression, SimpleWiki, altlex, msmarco-triplets, quora_duplicates, coco_captions,flickr30k_captions, yahoo_answers_title_question, S2ORC_citation_pairs, stackexchange_duplicate_questions, wiki-atomic-edits\",\n                    \"sentence_performance\": 64.82,\n                    \"semantic_search\": 40.31,\n                    \"speed\": 14200,\n                    \"size\": 80,\n                    \"dim\": 384,\n                    \"max_seq_length\": 128,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": false,\n                    \"score_functions\": [\"cos\"]\n                },\n                {\n                    \"name\": \"paraphrase-MiniLM-L12-v2\",\n                    \"base_model\": '<a href=\"https://huggingface.co/microsoft/MiniLM-L12-H384-uncased\" target=\"_blank\">microsoft/MiniLM-L12-H384-uncased</a>',\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"AllNLI, sentence-compression, SimpleWiki, altlex, msmarco-triplets, quora_duplicates, coco_captions,flickr30k_captions, yahoo_answers_title_question, S2ORC_citation_pairs, stackexchange_duplicate_questions, wiki-atomic-edits\",\n                    \"sentence_performance\": 66.01,\n                    \"semantic_search\": 43.01,\n                    \"speed\": 7500,\n                    \"size\": 120,\n                    \"dim\": 384,\n                    \"max_seq_length\": 256,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": false,\n                    \"score_functions\": [\"cos\"]\n                },\n                {\n                    \"name\": \"paraphrase-distilroberta-base-v2\",\n                    \"base_model\": '<a href=\"https://huggingface.co/distilroberta-base\" target=\"_blank\">distilroberta-base</a>',\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"AllNLI, sentence-compression, SimpleWiki, altlex, msmarco-triplets, quora_duplicates, coco_captions,flickr30k_captions, yahoo_answers_title_question, S2ORC_citation_pairs, stackexchange_duplicate_questions, wiki-atomic-edits\",\n                    \"sentence_performance\": 66.27,\n                    \"semantic_search\": 43.10,\n                    \"speed\": 4000,\n                    \"size\": 290,\n                    \"dim\": 768,\n                    \"max_seq_length\": 256,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": false,\n                    \"score_functions\": [\"cos\"]\n                },\n                {\n                    \"name\": \"paraphrase-TinyBERT-L6-v2\",\n                    \"base_model\": '<a href=\"https://huggingface.co/nreimers/TinyBERT_L-6_H-768_v2\" target=\"_blank\">nreimers/TinyBERT_L-6_H-768_v2</a>',\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"AllNLI, sentence-compression, SimpleWiki, altlex, msmarco-triplets, quora_duplicates, coco_captions,flickr30k_captions, yahoo_answers_title_question, S2ORC_citation_pairs, stackexchange_duplicate_questions, wiki-atomic-edits\",\n                    \"sentence_performance\": 66.19,\n                    \"semantic_search\": 41.07,\n                    \"speed\": 4500,\n                    \"size\": 240,\n                    \"dim\": 768,\n                    \"max_seq_length\": 128,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": false,\n                    \"score_functions\": [\"cos\"]\n                },\n                {\n                    \"name\": \"paraphrase-mpnet-base-v2\",\n                    \"base_model\": '<a href=\"https://huggingface.co/microsoft/mpnet-base\" target=\"_blank\">microsoft/mpnet-base</a>',\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"AllNLI, sentence-compression, SimpleWiki, altlex, msmarco-triplets, quora_duplicates, coco_captions,flickr30k_captions, yahoo_answers_title_question, S2ORC_citation_pairs, stackexchange_duplicate_questions, wiki-atomic-edits\",\n                    \"sentence_performance\": 67.97,\n                    \"semantic_search\": 47.43,\n                    \"speed\": 2800,\n                    \"size\": 420,\n                    \"dim\": 768,\n                    \"max_seq_length\": 512,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": false,\n                    \"score_functions\": [\"cos\"]\n                },\n                {\n                    \"name\": \"paraphrase-albert-small-v2\",\n                    \"base_model\": '<a href=\"https://huggingface.co/nreimers/albert-small-v2\" target=\"_blank\">nreimers/albert-small-v2</a>',\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"AllNLI, sentence-compression, SimpleWiki, altlex, msmarco-triplets, quora_duplicates, coco_captions,flickr30k_captions, yahoo_answers_title_question, S2ORC_citation_pairs, stackexchange_duplicate_questions, wiki-atomic-edits\",\n                    \"sentence_performance\": 64.46,\n                    \"semantic_search\": 40.04,\n                    \"speed\": 5000,\n                    \"size\": 43,\n                    \"dim\": 768,\n                    \"max_seq_length\": 256,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": false,\n                    \"score_functions\": [\"cos\"],\n                    \"recommended_model\": true\n                },\n                {\n                    \"name\": \"paraphrase-multilingual-mpnet-base-v2\",\n                    \"base_model\": \"Teacher: paraphrase-mpnet-base-v2; Student: xlm-roberta-base\",\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"Multi-lingual model of paraphrase-mpnet-base-v2, extended to 50+ languages.\",\n                    \"sentence_performance\": 65.83,\n                    \"semantic_search\": 41.68,\n                    \"speed\": 2500,\n                    \"size\": 970,\n                    \"dim\": 768,\n                    \"max_seq_length\": 128,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": false,\n                    \"score_functions\": [\"cos\"],\n                    \"recommended_model\": true\n                },\n                {\n                    \"name\": \"paraphrase-multilingual-MiniLM-L12-v2\",\n                    \"base_model\": \"Teacher: paraphrase-MiniLM-L12-v2; Student: microsoft/Multilingual-MiniLM-L12-H384\",\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"Multi-lingual model of paraphrase-multilingual-MiniLM-L12-v2, extended to 50+ languages.\",\n                    \"sentence_performance\": 64.25,\n                    \"semantic_search\": 39.19,\n                    \"speed\": 7500,\n                    \"size\": 420,\n                    \"dim\": 384,\n                    \"max_seq_length\": 128,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": false,\n                    \"score_functions\": [\"cos\"],\n                    \"recommended_model\": true\n                },\n                {\n                    \"name\": \"distiluse-base-multilingual-cased-v1\",\n                    \"base_model\": \"Teacher: mUSE; Student: distilbert-base-multilingual\",\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"Multi-Lingual model of Universal Sentence Encoder for 15 languages: Arabic, Chinese, Dutch, English, French, German, Italian, Korean, Polish, Portuguese, Russian, Spanish, Turkish.\",\n                    \"sentence_performance\": 61.30,\n                    \"semantic_search\": 29.87,\n                    \"speed\": 4000,\n                    \"size\": 480,\n                    \"dim\": 512,\n                    \"max_seq_length\": 128,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": false,\n                    \"score_functions\": [\"cos\"],\n                    \"recommended_model\": true\n                },\n                {\n                    \"name\": \"distiluse-base-multilingual-cased-v2\",\n                    \"base_model\": \"Teacher: mUSE; Student: distilbert-base-multilingual\",\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"Multi-Lingual model of Universal Sentence Encoder for 50 languages.\",\n                    \"sentence_performance\": 60.18,\n                    \"semantic_search\": 27.35,\n                    \"speed\": 4000,\n                    \"size\": 480,\n                    \"dim\": 512,\n                    \"max_seq_length\": 128,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": false,\n                    \"score_functions\": [\"cos\"],\n                    \"recommended_model\": true\n                },\n                {\n                    \"name\": \"all-distilroberta-v1\",\n                    \"description\": \"All-round model tuned for many use-cases. Trained on a large and diverse dataset of over 1 billion training pairs.\",\n                    \"base_model\": '<a href=\"https://huggingface.co/distilroberta-base\" target=\"_blank\">distilroberta-base</a>',\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"1B+ training pairs. For details, see model card.\",\n                    \"sentence_performance\": 68.73,\n                    \"semantic_search\": 50.94,\n                    \"speed\": 4000,\n                    \"size\": 290,\n                    \"dim\": 768,\n                    \"max_seq_length\": 512,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": true,\n                    \"score_functions\": [\"dot\", \"cos\", \"eucl\"],\n                    \"recommended_model\": true\n                },\n                {\n                    \"name\": \"all-MiniLM-L6-v1\",\n                    \"description\": \"All-round model tuned for many use-cases. Trained on a large and diverse dataset of over 1 billion training pairs.\",\n                    \"base_model\": '<a href=\"https://huggingface.co/nreimers/MiniLM-L6-H384-uncased\" target=\"_blank\">nreimers/MiniLM-L6-H384-uncased</a>',\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"1B+ training pairs. For details, see model card.\",\n                    \"sentence_performance\": 68.03,\n                    \"semantic_search\": 48.07,\n                    \"speed\": 14200,\n                    \"size\": 80,\n                    \"dim\": 384,\n                    \"max_seq_length\": 128,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": true,\n                    \"score_functions\": [\"dot\", \"cos\", \"eucl\"]\n                },\n                {\n                    \"name\": \"all-MiniLM-L6-v2\",\n                    \"description\": \"All-round model tuned for many use-cases. Trained on a large and diverse dataset of over 1 billion training pairs.\",\n                    \"base_model\": '<a href=\"https://huggingface.co/nreimers/MiniLM-L6-H384-uncased\" target=\"_blank\">nreimers/MiniLM-L6-H384-uncased</a>',\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"1B+ training pairs. For details, see model card.\",\n                    \"sentence_performance\": 68.06,\n                    \"semantic_search\": 49.54,\n                    \"speed\": 14200,\n                    \"size\": 80,\n                    \"dim\": 384,\n                    \"max_seq_length\": 256,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": true,\n                    \"score_functions\": [\"dot\", \"cos\", \"eucl\"],\n                    \"recommended_model\": true\n                },\n                {\n                    \"name\": \"all-MiniLM-L12-v1\",\n                    \"description\": \"All-round model tuned for many use-cases. Trained on a large and diverse dataset of over 1 billion training pairs.\",\n                    \"base_model\": '<a href=\"https://huggingface.co/microsoft/MiniLM-L12-H384-uncased\" target=\"_blank\">microsoft/MiniLM-L12-H384-uncased</a>',\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"1B+ training pairs. For details, see model card.\",\n                    \"sentence_performance\": 68.83,\n                    \"semantic_search\": 50.78,\n                    \"speed\": 7500,\n                    \"size\": 120,\n                    \"dim\": 384,\n                    \"max_seq_length\": 256,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": true,\n                    \"score_functions\": [\"dot\", \"cos\", \"eucl\"]\n                },\n                {\n                    \"name\": \"all-MiniLM-L12-v2\",\n                    \"description\": \"All-round model tuned for many use-cases. Trained on a large and diverse dataset of over 1 billion training pairs.\",\n                    \"base_model\": '<a href=\"https://huggingface.co/microsoft/MiniLM-L12-H384-uncased\" target=\"_blank\">microsoft/MiniLM-L12-H384-uncased</a>',\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"1B+ training pairs. For details, see model card.\",\n                    \"sentence_performance\": 68.7,\n                    \"semantic_search\": 50.82,\n                    \"speed\": 7500,\n                    \"size\": 120,\n                    \"dim\": 384,\n                    \"max_seq_length\": 256,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": true,\n                    \"score_functions\": [\"dot\", \"cos\", \"eucl\"],\n                    \"recommended_model\": true\n                },\n                {\n                    \"name\": \"all-mpnet-base-v1\",\n                    \"description\": \"All-round model tuned for many use-cases. Trained on a large and diverse dataset of over 1 billion training pairs.\",\n                    \"base_model\": '<a href=\"https://huggingface.co/microsoft/mpnet-base\" target=\"_blank\">microsoft/mpnet-base</a>',\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"1B+ training pairs. For details, see model card.\",\n                    \"sentence_performance\": 69.98,\n                    \"semantic_search\": 54.69,\n                    \"speed\": 2800,\n                    \"size\": 420,\n                    \"dim\": 768,\n                    \"max_seq_length\": 512,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": true,\n                    \"score_functions\": [\"dot\", \"cos\", \"eucl\"]\n                },\n                {\n                    \"name\": \"all-mpnet-base-v2\",\n                    \"description\": \"All-round model tuned for many use-cases. Trained on a large and diverse dataset of over 1 billion training pairs.\",\n                    \"base_model\": '<a href=\"https://huggingface.co/microsoft/mpnet-base\" target=\"_blank\">microsoft/mpnet-base</a>',\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"1B+ training pairs. For details, see model card.\",\n                    \"sentence_performance\": 69.57,\n                    \"semantic_search\": 57.02,\n                    \"speed\": 2800,\n                    \"size\": 420,\n                    \"dim\": 768,\n                    \"max_seq_length\": 384,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": true,\n                    \"score_functions\": [\"dot\", \"cos\", \"eucl\"],\n                    \"recommended_model\": true\n                },\n                {\n                    \"name\": \"all-roberta-large-v1\",\n                    \"description\": \"All-round model tuned for many use-cases. Trained on a large and diverse dataset of over 1 billion training pairs.\",\n                    \"base_model\": '<a href=\"https://huggingface.co/microsoft/roberta-large\" target=\"_blank\">roberta-large</a>',\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"1B+ training pairs. For details, see model card.\",\n                    \"sentence_performance\": 70.23,\n                    \"semantic_search\": 53.05,\n                    \"speed\": 800,\n                    \"size\": 1360,\n                    \"dim\": 1024,\n                    \"max_seq_length\": 256,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": true,\n                    \"score_functions\": [\"dot\", \"cos\", \"eucl\"]\n                },\n                {\n                    \"name\": \"multi-qa-MiniLM-L6-dot-v1\",\n                    \"description\": \"This model was tuned for semantic search: Given a query/question, it can find relevant passages. It was trained on a large and diverse set of (question, answer) pairs.\",\n                    \"base_model\": '<a href=\"https://huggingface.co/nreimers/MiniLM-L6-H384-uncased\" target=\"_blank\">nreimers/MiniLM-L6-H384-uncased</a>',\n                    \"pooling\": \"CLS Pooling\",\n                    \"training_data\": \"215M (question, answer) pairs from diverse sources.\",\n                    \"sentence_performance\": 63.90,\n                    \"semantic_search\": 49.19,\n                    \"speed\": 14200,\n                    \"size\": 80,\n                    \"dim\": 384,\n                    \"max_seq_length\": 512,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": false,\n                    \"score_functions\": [\"dot\"]\n                },\n                {\n                    \"name\": \"multi-qa-MiniLM-L6-cos-v1\",\n                    \"description\": \"This model was tuned for semantic search: Given a query/question, it can find relevant passages. It was trained on a large and diverse set of (question, answer) pairs.\",\n                    \"base_model\": '<a href=\"https://huggingface.co/nreimers/MiniLM-L6-H384-uncased\" target=\"_blank\">nreimers/MiniLM-L6-H384-uncased</a>',\n                    \"pooling\": \"Mean Pooling\",\n                    \"training_data\": \"215M (question, answer) pairs from diverse sources.\",\n                    \"sentence_performance\": 64.33,\n                    \"semantic_search\": 51.83,\n                    \"speed\": 14200,\n                    \"size\": 80,\n                    \"dim\": 384,\n                    \"max_seq_length\": 512,\n                    \"show_details\": false,\n                    \"normalized_embeddings\": true,\n                    \"score_functions\": [\"dot\", \"cos\", \"eucl\"],\n                    \"recommended_model\": true\n                },\n                {\n                    \"name\": \"multi-qa-distilbert-dot-v1\",\n                    \"description\": \"This model was tuned for semantic search: Given a query/question, it can find relevant passages. 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    "content": "{% extends \"!layout.html\" %}\n{% block extrahead %}\n<!-- Privacy-friendly analytics by Plausible -->\n<script async src=\"https://plausible.io/js/pa-B9Apen_9cO_gfwxvmnY5y.js\"></script>\n<script>\n    window.plausible=window.plausible||function(){(plausible.q=plausible.q||[]).push(arguments)},plausible.init=plausible.init||function(i){plausible.o=i||{}};\n    plausible.init()\n</script>\n{% endblock %}\n"
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    "content": "# Configuration file for the Sphinx documentation builder.\n#\n# This file only contains a selection of the most common options. For a full\n# list see the documentation:\n# https://www.sphinx-doc.org/en/master/usage/configuration.html\n\n# -- Path setup --------------------------------------------------------------\n\n# If extensions (or modules to document with autodoc) are in another directory,\n# add these directories to sys.path here. If the directory is relative to the\n# documentation root, use os.path.abspath to make it absolute, like shown here.\n#\n# import os\n# import sys\n# sys.path.insert(0, os.path.abspath('.'))\n\nimport datetime\nimport importlib\nimport inspect\nimport os\nimport posixpath\n\nfrom sphinx.application import Sphinx\nfrom sphinx.writers.html5 import HTML5Translator\n\n# -- Project information -----------------------------------------------------\n\nproject = \"Sentence Transformers\"\ncopyright = str(datetime.datetime.now().year)\nauthor = \"Nils Reimers, Tom Aarsen\"\n\n\n# -- General configuration ---------------------------------------------------\n\n# Add any Sphinx extension module names here, as strings. They can be\n# extensions coming with Sphinx (named 'sphinx.ext.*') or your custom\n# ones.\nextensions = [\n    \"sphinx.ext.napoleon\",\n    \"sphinx.ext.autodoc\",\n    \"myst_parser\",\n    \"sphinx_markdown_tables\",\n    \"sphinx_copybutton\",\n    \"sphinx.ext.intersphinx\",\n    \"sphinx.ext.linkcode\",\n    \"sphinx_inline_tabs\",\n    \"sphinxcontrib.mermaid\",\n    \"sphinx_toolbox.collapse\",\n]\n\n# Add any paths that contain templates here, relative to this directory.\ntemplates_path = [\"_templates\"]\n\n# List of patterns, relative to source directory, that match files and\n# directories to include when looking for source files.\n# This pattern also affects html_static_path and html_extra_path.\ninclude_patterns = [\n    \"docs/**\",\n    \"sentence_transformers/**/.py\",\n    \"examples/**\",\n    \"index.rst\",\n]\n\nintersphinx_mapping = {\n    \"datasets\": (\"https://huggingface.co/docs/datasets/main/en/\", None),\n    \"transformers\": (\"https://huggingface.co/docs/transformers/main/en/\", None),\n    \"huggingface_hub\": (\"https://huggingface.co/docs/huggingface_hub/main/en/\", None),\n    \"optimum\": (\"https://huggingface.co/docs/optimum/main/en/\", None),\n    \"peft\": (\"https://huggingface.co/docs/peft/main/en/\", None),\n    \"torch\": (\"https://pytorch.org/docs/stable/\", None),\n}\n\n\n# -- Options for HTML output -------------------------------------------------\n\n# The theme to use for HTML and HTML Help pages.  See the documentation for\n# a list of builtin themes.\n#\nhtml_theme = \"sphinx_rtd_theme\"\n\nhtml_theme_options = {\n    \"logo_only\": True,\n    \"canonical_url\": \"https://www.sbert.net\",\n    \"collapse_navigation\": False,\n    \"navigation_depth\": 3,\n}\n\n# Add any paths that contain custom static files (such as style sheets) here,\n# relative to this directory. They are copied after the builtin static files,\n# so a file named \"default.css\" will overwrite the builtin \"default.css\".\nhtml_static_path = [\"_static\", \"img/hf-logo.svg\"]\n\n# Add any paths that contain \"extra\" files, such as .htaccess or\n# robots.txt.\nhtml_extra_path = [\".htaccess\"]\n\nhtml_css_files = [\n    \"css/custom.css\",\n]\n\nhtml_js_files = [\n    \"js/custom.js\",\n]\n\nhtml_show_sourcelink = False\nhtml_context = {\n    \"display_github\": True,\n    \"github_user\": \"huggingface\",\n    \"github_repo\": \"sentence-transformers\",\n    \"github_version\": \"main/\",\n}\n\nhtml_logo = \"img/logo.png\"\nhtml_favicon = \"img/favicon.ico\"\n\nautoclass_content = \"both\"\n\n# Required to get rid of some myst.xref_missing warnings\nmyst_heading_anchors = 3\n\n\n# https://github.com/readthedocs/sphinx-autoapi/issues/202#issuecomment-907582382\ndef linkcode_resolve(domain, info):\n    # Non-linkable objects from the starter kit in the tutorial.\n    if domain == \"js\" or info[\"module\"] == \"connect4\":\n        return\n\n    assert domain == \"py\", \"expected only Python objects\"\n\n    mod = importlib.import_module(info[\"module\"])\n    if \".\" in info[\"fullname\"]:\n        objname, attrname = info[\"fullname\"].split(\".\")\n        obj = getattr(mod, objname)\n        try:\n            # object is a method of a class\n            obj = getattr(obj, attrname)\n        except AttributeError:\n            # object is an attribute of a class\n            return None\n    else:\n        obj = getattr(mod, info[\"fullname\"])\n    obj = inspect.unwrap(obj)\n\n    try:\n        file = inspect.getsourcefile(obj)\n        lines = inspect.getsourcelines(obj)\n    except TypeError:\n        # e.g. object is a typing.Union\n        return None\n    file = os.path.relpath(file, os.path.abspath(\"..\"))\n    if not file.startswith(\"sentence_transformers\"):\n        # e.g. object is a typing.NewType\n        return None\n    start, end = lines[1], lines[1] + len(lines[0]) - 1\n\n    return f\"https://github.com/huggingface/sentence-transformers/blob/main/{file}#L{start}-L{end}\"\n\n\ndef visit_download_reference(self, node):\n    root = \"https://github.com/huggingface/sentence-transformers/tree/main\"\n    atts = {\"class\": \"reference download\", \"download\": \"\"}\n\n    if not self.builder.download_support:\n        self.context.append(\"\")\n    elif \"refuri\" in node:\n        atts[\"class\"] += \" external\"\n        atts[\"href\"] = node[\"refuri\"]\n        self.body.append(self.starttag(node, \"a\", \"\", **atts))\n        self.context.append(\"</a>\")\n    elif \"reftarget\" in node and \"refdoc\" in node:\n        atts[\"class\"] += \" external\"\n        atts[\"href\"] = posixpath.join(root, os.path.dirname(node[\"refdoc\"]), node[\"reftarget\"])\n        self.body.append(self.starttag(node, \"a\", \"\", **atts))\n        self.context.append(\"</a>\")\n    else:\n        self.context.append(\"\")\n\n\nHTML5Translator.visit_download_reference = visit_download_reference\n\n\ndef setup(app: Sphinx):\n    pass\n"
  },
  {
    "path": "docs/cross_encoder/loss_overview.md",
    "content": "# Loss Overview\n\n## Loss Table\n\nLoss functions play a critical role in the performance of your fine-tuned Cross Encoder model. Sadly, there is no \"one size fits all\" loss function. Ideally, this table should help narrow down your choice of loss function(s) by matching them to your data formats.\n\n```{eval-rst}\n.. note:: \n\n    You can often convert one training data format into another, allowing more loss functions to be viable for your scenario. For example, ``(sentence_A, sentence_B) pairs`` with ``class`` labels can be converted into ``(anchor, positive, negative) triplets`` by sampling sentences with the same or different classes.\n\n    Additionally, :func:`~sentence_transformers.util.mine_hard_negatives` can easily be used to turn ``(anchor, positive)`` to:\n\n    - ``(anchor, positive, negative) triplets`` with ``output_format=\"triplet\"``, \n    - ``(anchor, positive, negative_1, …, negative_n) tuples`` with ``output_format=\"n-tuple\"``.\n    - ``(anchor, passage, label) labeled pairs`` with a label of 0 for negative and 1 for positive with ``output_format=\"labeled-pair\"``,\n    - ``(anchor, [doc1, doc2, ..., docN], [label1, label2, ..., labelN]) triplets`` with labels of 0 for negative and 1 for positive with ``output_format=\"labeled-list\"``\n\n    As well as formats with similarity scores instead of binarized labels, by setting ``output_scores=True``.\n```\n\n| Inputs                                            | Labels                                   | Number of Model Output Labels | Appropriate Loss Functions                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                          |\n|---------------------------------------------------|------------------------------------------|-------------------------------|-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------|\n| `(sentence_A, sentence_B) pairs`                  | `class`                                  | `num_classes`                 | <a href=\"../package_reference/cross_encoder/losses.html#crossentropyloss\">`CrossEntropyLoss`</a>                                                                                                                                                                                                                                                                                                                                                                                                                                                    |\n| `(anchor, positive) pairs`                        | `none`                                   | `1`                           | <a href=\"../package_reference/cross_encoder/losses.html#multiplenegativesrankingloss\">`MultipleNegativesRankingLoss`</a><br><a href=\"../package_reference/cross_encoder/losses.html#cachedmultiplenegativesrankingloss\">`CachedMultipleNegativesRankingLoss`</a>                                                                                                                                                                                                                                                                                    |\n| `(anchor, positive/negative) pairs`               | `1 if positive, 0 if negative`           | `1`                           | <a href=\"../package_reference/cross_encoder/losses.html#binarycrossentropyloss\">`BinaryCrossEntropyLoss`</a>                                                                                                                                                                                                                                                                                                                                                                                                                                        |\n| `(sentence_A, sentence_B) pairs`                  | `float similarity score between 0 and 1` | `1`                           | <a href=\"../package_reference/cross_encoder/losses.html#binarycrossentropyloss\">`BinaryCrossEntropyLoss`</a>                                                                                                                                                                                                                                                                                                                                                                                                                                        |\n| `(anchor, positive, negative) triplets`           | `none`                                   | `1`                           | <a href=\"../package_reference/cross_encoder/losses.html#multiplenegativesrankingloss\">`MultipleNegativesRankingLoss`</a><br><a href=\"../package_reference/cross_encoder/losses.html#cachedmultiplenegativesrankingloss\">`CachedMultipleNegativesRankingLoss`</a>                                                                                                                                                                                                                                                                                    |\n| `(anchor, positive, negative_1, ..., negative_n)` | `none`                                   | `1`                           | <a href=\"../package_reference/cross_encoder/losses.html#multiplenegativesrankingloss\">`MultipleNegativesRankingLoss`</a><br><a href=\"../package_reference/cross_encoder/losses.html#cachedmultiplenegativesrankingloss\">`CachedMultipleNegativesRankingLoss`</a>                                                                                                                                                                                                                                                                                    |\n| `(query, [doc1, doc2, ..., docN])`                | `[score1, score2, ..., scoreN]`          | `1`                           | <ol style=\"margin-bottom: 0;line-height: inherit;\"><li><a href=\"../package_reference/cross_encoder/losses.html#lambdaloss\">`LambdaLoss`</a></li><li><a href=\"../package_reference/cross_encoder/losses.html#plistmleloss\">`PListMLELoss`</a></li><li><a href=\"../package_reference/cross_encoder/losses.html#listnetloss\">`ListNetLoss`</a></li><li><a href=\"../package_reference/cross_encoder/losses.html#ranknetloss\">`RankNetLoss`</a></li><li><a href=\"../package_reference/cross_encoder/losses.html#listmleloss\">`ListMLELoss`</a></li></ol> |\n\n## Distillation\n\nThese loss functions are specifically designed to be used when distilling the knowledge from one model into another.\nFor example, when finetuning a small model to behave more like a larger & stronger one, or when finetuning a model to become multi-lingual.\n\n| Texts                                             | Labels                                                                    | Appropriate Loss Functions                                                                 |\n|---------------------------------------------------|---------------------------------------------------------------------------|--------------------------------------------------------------------------------------------|\n| `(sentence_A, sentence_B) pairs`                  | `similarity score`                                                        | <a href=\"../package_reference/cross_encoder/losses.html#mseloss\">`MSELoss`</a>             |\n| `(query, passage_one, passage_two) triplets`      | `gold_sim(query, passage_one) - gold_sim(query, passage_two)`             | <a href=\"../package_reference/cross_encoder/losses.html#marginmseloss\">`MarginMSELoss`</a> |\n| `(query, positive, negative_1, ..., negative_n)`  | `[gold_sim(query, positive) - gold_sim(query, negative_i) for i in 1..n]` | <a href=\"../package_reference/cross_encoder/losses.html#marginmseloss\">`MarginMSELoss`</a> |\n| `(query, positive, negative)`                     | `[gold_sim(query, positive), gold_sim(query, negative)]`                  | <a href=\"../package_reference/cross_encoder/losses.html#marginmseloss\">`MarginMSELoss`</a> |\n| `(query, positive, negative_1, ..., negative_n) ` | `[gold_sim(query, positive), gold_sim(query, negative_i)...] `            | <a href=\"../package_reference/cross_encoder/losses.html#marginmseloss\">`MarginMSELoss`</a> |\n\n## Commonly used Loss Functions\n\nIn practice, not all loss functions get used equally often. The most common scenarios are:\n\n- `(sentence_A, sentence_B) pairs` with `float similarity score` or `1 if positive, 0 if negative`: <a href=\"../package_reference/cross_encoder/losses.html#binarycrossentropyloss\"><code>BinaryCrossEntropyLoss</code></a> is a traditional option that remains very challenging to outperform.\n- `(anchor, positive) pairs` without any labels: combined with <a href=\"../package_reference/util.html#sentence_transformers.util.mine_hard_negatives\"><code>mine_hard_negatives</code></a>\n  - with <code>output_format=\"labeled-list\"</code>, then <a href=\"../package_reference/cross_encoder/losses.html#lambdaloss\"><code>LambdaLoss</code></a> is frequently used for learning-to-rank tasks.\n  - with <code>output_format=\"labeled-pair\"</code>, then <a href=\"../package_reference/cross_encoder/losses.html#binarycrossentropyloss\"><code>BinaryCrossEntropyLoss</code></a> remains a strong option.\n\n## Custom Loss Functions\n\n```{eval-rst}\nAdvanced users can create and train with their own loss functions. Custom loss functions only have a few requirements:\n\n- They must be a subclass of :class:`torch.nn.Module`.\n- They must have ``model`` as the first argument in the constructor.\n- They must implement a ``forward`` method that accepts ``inputs`` and ``labels``. The former is a nested list of texts in the batch, with each element in the outer list representing a column in the training dataset. You have to combine these texts into pairs that can be 1) tokenized and 2) fed to the model. The latter is an optional (list of) tensor(s) of labels from a ``label``, ``labels``, ``score``, or ``scores`` column in the dataset. The method must return a single loss value or a dictionary of loss components (component names to loss values) that will be summed to produce the final loss value. When returning a dictionary, the individual components will be logged separately in addition to the summed loss, allowing you to monitor the individual components of the loss.\n\nTo get full support with the automatic model card generation, you may also wish to implement:\n\n- a ``get_config_dict`` method that returns a dictionary of loss parameters.\n- a ``citation`` property so your work gets cited in all models that train with the loss.\n\nConsider inspecting existing loss functions to get a feel for how loss functions are commonly implemented.\n```\n"
  },
  {
    "path": "docs/cross_encoder/pretrained_models.md",
    "content": "# Pretrained Models\n\n```{eval-rst}\nWe have released various pre-trained Cross Encoder models via our Cross Encoder Hugging Face organization. Additionally, numerous community Cross Encoder models have been publicly released on the Hugging Face Hub.\n\n* **Original models**: `Cross Encoder Hugging Face organization <https://huggingface.co/models?library=sentence-transformers&author=cross-encoder>`_.\n* **Community models**: `All Cross Encoder models on Hugging Face <https://huggingface.co/models?library=sentence-transformers&pipeline_tag=text-ranking>`_.\n\nEach of these models can be easily downloaded and used like so:\n```\n\n```python\nfrom sentence_transformers import CrossEncoder\nimport torch\n\n# Load https://huggingface.co/cross-encoder/ms-marco-MiniLM-L6-v2\nmodel = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\", activation_fn=torch.nn.Sigmoid())\nscores = model.predict([\n    (\"How many people live in Berlin?\", \"Berlin had a population of 3,520,031 registered inhabitants in an area of 891.82 square kilometers.\"),\n    (\"How many people live in Berlin?\", \"Berlin is well known for its museums.\"),\n])\n# => array([0.9998173 , 0.01312432], dtype=float32)\n```\n\nCross-Encoders require text pairs as inputs and output a score 0...1 (if the Sigmoid activation function is used). They do not work for individual sentences and they don't compute embeddings for individual texts.\n\n## MS MARCO\n\n[MS MARCO Passage Retrieval](https://github.com/microsoft/MSMARCO-Passage-Ranking) is a large dataset with real user queries from Bing search engine with annotated relevant text passages. Models trained on this dataset are very effective as rerankers for search systems.\n\n```{eval-rst}\n.. note::\n    You can initialize these models with ``activation_fn=torch.nn.Sigmoid()`` to force the model to return scores between 0 and 1. Otherwise, the raw value can reasonably range between -10 and 10.\n```\n\n| Model Name | NDCG@10 (TREC DL 19) | MRR@10 (MS Marco Dev) | Docs / Sec |\n| ------------- | :-------------: | :-----: | ---: |\n| [cross-encoder/ms-marco-TinyBERT-L2-v2](https://huggingface.co/cross-encoder/ms-marco-TinyBERT-L2) | 69.84 | 32.56 | 9000\n| [cross-encoder/ms-marco-MiniLM-L2-v2](https://huggingface.co/cross-encoder/ms-marco-MiniLM-L2-v2) | 71.01 | 34.85 | 4100\n| [cross-encoder/ms-marco-MiniLM-L4-v2](https://huggingface.co/cross-encoder/ms-marco-MiniLM-L4-v2) | 73.04 | 37.70 | 2500\n| **[cross-encoder/ms-marco-MiniLM-L6-v2](https://huggingface.co/cross-encoder/ms-marco-MiniLM-L6-v2)** | 74.30 | 39.01 | 1800\n| [cross-encoder/ms-marco-MiniLM-L12-v2](https://huggingface.co/cross-encoder/ms-marco-MiniLM-L12-v2) | 74.31 | 39.02 | 960\n| [cross-encoder/ms-marco-electra-base](https://huggingface.co/cross-encoder/ms-marco-electra-base) | 71.99 | 36.41 | 340 |\n\nFor details on the usage, see [Retrieve & Re-Rank](../../examples/sentence_transformer/applications/retrieve_rerank/README.md).\n\n## SQuAD (QNLI)\n\nQNLI is based on the [SQuAD dataset](https://rajpurkar.github.io/SQuAD-explorer/) ([HF](https://huggingface.co/datasets/rajpurkar/squad)) and was introduced by the [GLUE Benchmark](https://huggingface.co/papers/1804.07461) ([HF](https://huggingface.co/datasets/nyu-mll/glue)). Given a passage from Wikipedia, annotators created questions that are answerable by that passage. These models output higher scores if a passage answers a question.\n\n| Model Name | Accuracy on QNLI dev set |\n| ------------- | :----------------------------: |\n| [cross-encoder/qnli-distilroberta-base](https://huggingface.co/cross-encoder/qnli-distilroberta-base) | 90.96 |\n| [cross-encoder/qnli-electra-base](https://huggingface.co/cross-encoder/qnli-electra-base) | 93.21 |\n\n## STSbenchmark\n\nThe following models can be used like this:\n\n```python\nfrom sentence_transformers import CrossEncoder\n\nmodel = CrossEncoder(\"cross-encoder/stsb-roberta-base\")\nscores = model.predict([(\"It's a wonderful day outside.\", \"It's so sunny today!\"), (\"It's a wonderful day outside.\", \"He drove to work earlier.\")])\n# => array([0.60443085, 0.00240758], dtype=float32)\n```\n\nThey return a score 0...1 indicating the semantic similarity of the given sentence pair.\n| Model Name | STSbenchmark Test Performance |\n| ------------- | :----------------------------: |\n| [cross-encoder/stsb-TinyBERT-L4](https://huggingface.co/cross-encoder/stsb-TinyBERT-L4) | 85.50 |\n| [cross-encoder/stsb-distilroberta-base](https://huggingface.co/cross-encoder/stsb-distilroberta-base) | 87.92 |\n| [cross-encoder/stsb-roberta-base](https://huggingface.co/cross-encoder/stsb-roberta-base) | 90.17 |\n| [cross-encoder/stsb-roberta-large](https://huggingface.co/cross-encoder/stsb-roberta-large) | 91.47 |\n\n## Quora Duplicate Questions\n\nThese models have been trained on the [Quora duplicate questions dataset](https://huggingface.co/datasets/sentence-transformers/quora-duplicates). They can used like the STSb models and give a score 0...1 indicating the probability that two questions are duplicate questions.\n\n| Model Name | Average Precision dev set |\n| ------------- | :----------------------------: |\n| [cross-encoder/quora-distilroberta-base](https://huggingface.co/cross-encoder/quora-distilroberta-base) | 87.48 |\n| [cross-encoder/quora-roberta-base](https://huggingface.co/cross-encoder/quora-roberta-base) | 87.80 |\n| [cross-encoder/quora-roberta-large](https://huggingface.co/cross-encoder/quora-roberta-large) | 87.91 |\n\n```{eval-rst}\n.. note::\n    The model don't work for question similarity. The question \"How to learn Java?\" and \"How to learn Python?\" will get a low score, as these questions are not duplicates. For question similarity, a :class:`~sentence_transformers.SentenceTransformer` trained on the Quora dataset will yield much more meaningful results.\n```\n\n## NLI\n\nGiven two sentences, are these contradicting each other, entailing one the other or are these neutral? The following models were trained on the [SNLI](https://huggingface.co/datasets/stanfordnlp/snli) and [MultiNLI](https://huggingface.co/datasets/nyu-mll/multi_nli) datasets.\n| Model Name | Accuracy on MNLI mismatched set |\n| ------------- | :----------------------------: |\n| [cross-encoder/nli-deberta-v3-base](https://huggingface.co/cross-encoder/nli-deberta-v3-base) | 90.04 |\n| [cross-encoder/nli-deberta-base](https://huggingface.co/cross-encoder/nli-deberta-base) | 88.08 |\n| [cross-encoder/nli-deberta-v3-xsmall](https://huggingface.co/cross-encoder/nli-deberta-v3-xsmall) | 87.77 |\n| [cross-encoder/nli-deberta-v3-small](https://huggingface.co/cross-encoder/nli-deberta-v3-small) | 87.55 |\n| [cross-encoder/nli-roberta-base](https://huggingface.co/cross-encoder/nli-roberta-base) | 87.47 |\n| [cross-encoder/nli-MiniLM2-L6-H768](https://huggingface.co/cross-encoder/nli-MiniLM2-L6-H768) | 86.89 |\n| [cross-encoder/nli-distilroberta-base](https://huggingface.co/cross-encoder/nli-distilroberta-base) | 83.98 |\n\n```python\nfrom sentence_transformers import CrossEncoder\n\nmodel = CrossEncoder(\"cross-encoder/nli-deberta-v3-base\")\nscores = model.predict([\n    (\"A man is eating pizza\", \"A man eats something\"),\n    (\"A black race car starts up in front of a crowd of people.\", \"A man is driving down a lonely road.\"),\n])\n\n# Convert scores to labels\nlabel_mapping = [\"contradiction\", \"entailment\", \"neutral\"]\nlabels = [label_mapping[score_max] for score_max in scores.argmax(axis=1)]\n# => ['entailment', 'contradiction']\n```\n\n## Community Models\n\nSome notable models from the Community include:\n\n- [BAAI/bge-reranker-base](https://huggingface.co/BAAI/bge-reranker-base)\n- [BAAI/bge-reranker-large](https://huggingface.co/BAAI/bge-reranker-large)\n- [BAAI/bge-reranker-v2-m3](https://huggingface.co/BAAI/bge-reranker-v2-m3)\n- [BAAI/bge-reranker-v2-gemma](https://huggingface.co/BAAI/bge-reranker-v2-gemma)\n- [BAAI/bge-reranker-v2-minicpm-layerwise](https://huggingface.co/BAAI/bge-reranker-v2-minicpm-layerwise)\n- [jinaai/jina-reranker-v1-tiny-en](https://huggingface.co/jinaai/jina-reranker-v1-tiny-en)\n- [jinaai/jina-reranker-v1-turbo-en](https://huggingface.co/jinaai/jina-reranker-v1-turbo-en)\n- [mixedbread-ai/mxbai-rerank-xsmall-v1](https://huggingface.co/mixedbread-ai/mxbai-rerank-xsmall-v1)\n- [mixedbread-ai/mxbai-rerank-base-v1](https://huggingface.co/mixedbread-ai/mxbai-rerank-base-v1)\n- [mixedbread-ai/mxbai-rerank-large-v1](https://huggingface.co/mixedbread-ai/mxbai-rerank-large-v1)\n- [maidalun1020/bce-reranker-base_v1](https://huggingface.co/maidalun1020/bce-reranker-base_v1)\n- [Alibaba-NLP/gte-reranker-modernbert-base](https://huggingface.co/Alibaba-NLP/gte-reranker-modernbert-base)\n- [Alibaba-NLP/gte-multilingual-reranker-base](https://huggingface.co/Alibaba-NLP/gte-multilingual-reranker-base)\n"
  },
  {
    "path": "docs/cross_encoder/training/examples.rst",
    "content": "\nTraining Examples\n=================\n\n.. toctree::\n   :maxdepth: 1\n   :caption: Supervised Learning\n\n   ../../../examples/cross_encoder/training/sts/README\n   ../../../examples/cross_encoder/training/nli/README\n   ../../../examples/cross_encoder/training/quora_duplicate_questions/README\n   ../../../examples/cross_encoder/training/ms_marco/README\n   ../../../examples/cross_encoder/training/rerankers/README\n   ../../../examples/cross_encoder/training/distillation/README\n\n.. toctree::\n   :maxdepth: 1\n   :caption: Advanced Usage\n\n   ../../sentence_transformer/training/distributed\n"
  },
  {
    "path": "docs/cross_encoder/training_overview.md",
    "content": "# Training Overview\n\n## Why Finetune?\n\nCross Encoder models are very often used as 2nd stage rerankers in a [Retrieve and Rerank](../../examples/sentence_transformer/applications/retrieve_rerank/README.md) search stack. In such a situation, the Cross Encoder reranks the top X candidates from the retriever (which can be a [Sentence Transformer model](../sentence_transformer/usage/usage.rst)). To avoid the reranker model reducing the performance on your use case, finetuning it can be crucial. Rerankers always have just 1 output label.\n\nBeyond that, Cross Encoder models can also be used as pair classifiers. For example, a model trained on Natural Language Inference data can be used to classify pairs of texts as \"contradiction\", \"entailment\", and \"neutral\". Pair Classifiers generally have more than 1 output label.\n\nSee [**Training Examples**](training/examples) for numerous training scripts for common real-world applications that you can adopt.\n\n## Training Components\n\nTraining Cross Encoder models involves between 4 to 6 components, just like [training Sentence Transformer models](../sentence_transformer/training_overview.md):\n\n<div class=\"components\">\n    <a href=\"#model\" class=\"box\">\n        <div class=\"header\">Model</div>\n        Learn how to initialize the <b>model</b> for training.\n    </a>\n    <a href=\"#dataset\" class=\"box\">\n        <div class=\"header\">Dataset</div>\n        Learn how to prepare the <b>data</b> for training.\n    </a>\n    <a href=\"#loss-function\" class=\"box\">\n        <div class=\"header\">Loss Function</div>\n        Learn how to prepare and choose a <b>loss</b> function.\n    </a>\n    <a href=\"#training-arguments\" class=\"box optional\">\n        <div class=\"header\">Training Arguments</div>\n        Learn which <b>training arguments</b> are useful.\n    </a>\n    <a href=\"#evaluator\" class=\"box optional\">\n        <div class=\"header\">Evaluator</div>\n        Learn how to <b>evaluate</b> during and after training.\n    </a>\n    <a href=\"#trainer\" class=\"box\">\n        <div class=\"header\">Trainer</div>\n        Learn how to start the <b>training</b> process.\n    </a>\n</div>\n<p></p>\n\n## Model\n\n```{eval-rst}\n\nCross Encoder models are initialized by loading a pretrained `transformers <https://huggingface.co/docs/transformers>`_ model using a sequence classification head. If the model itself does not have such a head, then it will be added automatically. Consequently, initializing a Cross Encoder model is rather simple:\n\n.. sidebar:: Documentation\n\n    - :class:`sentence_transformers.cross_encoder.CrossEncoder`\n\n::\n\n    from sentence_transformers import CrossEncoder\n\n    # This model already has a sequence classification head\n    model = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\")\n    # And this model does not, so it will be added automatically\n    model = CrossEncoder(\"google-bert/bert-base-uncased\")\n\n.. tip::\n\n    You can find pretrained reranker models in the `Cross Encoder > Pretrained Models <pretrained_models.html>`_ documentation.\n\n    For other models, the strongest pretrained models are often \"encoder models\", i.e. models that are trained to produce a meaningful token embedding for inputs. You can find strong candidates here:\n\n    - `fill-mask models <https://huggingface.co/models?pipeline_tag=fill-mask>`_ - trained for token embeddings\n    - `sentence similarity models <https://huggingface.co/models?pipeline_tag=sentence-similarity>`_ - trained for text embeddings\n    - `feature-extraction models <https://huggingface.co/models?pipeline_tag=feature-extraction>`_ - trained for text embeddings\n\n    Consider looking for base models that are designed on your language and/or domain of interest. For example, `klue/bert-base <https://huggingface.co/klue/bert-base>`_ will work much better than `google-bert/bert-base-uncased <https://huggingface.co/google-bert/bert-base-uncased>`_ for Korean.\n\n```\n\n## Dataset\n\n```{eval-rst}\nThe :class:`CrossEncoderTrainer` trains and evaluates using :class:`datasets.Dataset` (one dataset) or :class:`datasets.DatasetDict` instances (multiple datasets, see also `Multi-dataset training <#multi-dataset-training>`_). \n\n.. tab:: Data on 🤗 Hugging Face Hub\n\n    If you want to load data from the `Hugging Face Datasets <https://huggingface.co/datasets>`_, then you should use :func:`datasets.load_dataset`:\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference external\" href=\"https://huggingface.co/docs/datasets/main/en/loading#hugging-face-hub\">Datasets, Loading from the Hugging Face Hub</a></li>\n                <li><a class=\"reference external\" href=\"https://huggingface.co/docs/datasets/main/en/package_reference/loading_methods#datasets.load_dataset\" title=\"(in datasets vmain)\"><code class=\"xref py py-func docutils literal notranslate\"><span class=\"pre\">datasets.load_dataset()</span></code></a></li>\n                <li><a class=\"reference external\" href=\"https://huggingface.co/datasets/sentence-transformers/all-nli\">sentence-transformers/all-nli</a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from datasets import load_dataset\n\n        train_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair-class\", split=\"train\")\n        eval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair-class\", split=\"dev\")\n\n        print(train_dataset)\n        \"\"\"\n        Dataset({\n            features: ['premise', 'hypothesis', 'label'],\n            num_rows: 942069\n        })\n        \"\"\"\n\n    Some datasets (including `sentence-transformers/all-nli <https://huggingface.co/datasets/sentence-transformers/all-nli>`_) require you to provide a \"subset\" alongside the dataset name. ``sentence-transformers/all-nli`` has 4 subsets, each with different data formats: `pair <https://huggingface.co/datasets/sentence-transformers/all-nli/viewer/pair>`_, `pair-class <https://huggingface.co/datasets/sentence-transformers/all-nli/viewer/pair-class>`_, `pair-score <https://huggingface.co/datasets/sentence-transformers/all-nli/viewer/pair-score>`_, `triplet <https://huggingface.co/datasets/sentence-transformers/all-nli/viewer/triplet>`_.\n\n    .. note::\n\n        Many Hugging Face datasets that work out of the box with Sentence Transformers have been tagged with ``sentence-transformers``, allowing you to easily find them by browsing to `https://huggingface.co/datasets?other=sentence-transformers <https://huggingface.co/datasets?other=sentence-transformers>`_. We strongly recommend that you browse these datasets to find training datasets that might be useful for your tasks.\n\n.. tab:: Local Data (CSV, JSON, Parquet, Arrow, SQL)\n\n    If you have local data in common file-formats, then you can load this data easily using :func:`datasets.load_dataset`:\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference external\" href=\"https://huggingface.co/docs/datasets/main/en/loading#local-and-remote-files\">Datasets, Loading local files</a></li>\n                <li><a class=\"reference external\" href=\"https://huggingface.co/docs/datasets/main/en/package_reference/loading_methods#datasets.load_dataset\" title=\"(in datasets vmain)\"><code class=\"xref py py-func docutils literal notranslate\"><span class=\"pre\">datasets.load_dataset()</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from datasets import load_dataset\n\n        dataset = load_dataset(\"csv\", data_files=\"my_file.csv\")\n    \n    or::\n\n        from datasets import load_dataset\n\n        dataset = load_dataset(\"json\", data_files=\"my_file.json\")\n\n.. tab:: Local Data that requires pre-processing\n\n    If you have local data that requires some extra pre-processing, my recommendation is to initialize your dataset using :meth:`datasets.Dataset.from_dict` and a dictionary of lists, like so:\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference external\" href=\"https://huggingface.co/docs/datasets/main/en/package_reference/main_classes#datasets.Dataset.from_dict\" title=\"(in datasets vmain)\"><code class=\"xref py py-meth docutils literal notranslate\"><span class=\"pre\">datasets.Dataset.from_dict()</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from datasets import Dataset\n\n        anchors = []\n        positives = []\n        # Open a file, do preprocessing, filtering, cleaning, etc.\n        # and append to the lists\n\n        dataset = Dataset.from_dict({\n            \"anchor\": anchors,\n            \"positive\": positives,\n        })\n\n    Each key from the dictionary will become a column in the resulting dataset.\n\n```\n\n### Dataset Format\n\n```{eval-rst}\nIt is important that your dataset format matches your loss function (or that you choose a loss function that matches your dataset format and model). Verifying whether a dataset format and model work with a loss function involves three steps:\n\n1. All columns not named \"label\", \"labels\", \"score\", or \"scores\" are considered *Inputs* according to the `Loss Overview <loss_overview.html>`_ table. The number of remaining columns must match the number of valid inputs for your chosen loss. The names of these columns are **irrelevant**, only the **order matters**. \n2. If your loss function requires a *Label* according to the `Loss Overview <loss_overview.html>`_ table, then your dataset must have a **column named \"label\", \"labels\", \"score\", or \"scores\"**. This column is automatically taken as the label.\n3. The number of model output labels matches what is required for the loss according to `Loss Overview <loss_overview.html>`_ table.\n\nFor example, given a dataset with columns ``[\"text1\", \"text2\", \"label\"]`` where the \"label\" column has float similarity score ranging from 0 to 1 and a model outputting 1 label, we can use it with :class:`~sentence_transformers.cross_encoder.losses.BinaryCrossEntropyLoss` because:\n\n1. the dataset has a \"label\" column as is required for this loss function.\n2. the dataset has 2 non-label columns, exactly the amount required by this loss functions.\n3. the model has 1 output label, exactly as required by this loss function.\n\nBe sure to re-order your dataset columns with :meth:`Dataset.select_columns <datasets.Dataset.select_columns>` if your columns are not ordered correctly. For example, if your dataset has ``[\"good_answer\", \"bad_answer\", \"question\"]`` as columns, then this dataset can technically be used with a loss that requires (anchor, positive, negative) triplets, but the ``good_answer`` column will be taken as the anchor, ``bad_answer`` as the positive, and ``question`` as the negative.\n\nAdditionally, if your dataset has extraneous columns (e.g. sample_id, metadata, source, type), you should remove these with :meth:`Dataset.remove_columns <datasets.Dataset.remove_columns>` as they will be used as inputs otherwise. You can also use :meth:`Dataset.select_columns <datasets.Dataset.select_columns>` to keep only the desired columns.\n```\n\n### Hard Negatives Mining\n\nThe success of training CrossEncoder models often depends on the quality of the *negatives*, i.e. the passages for which the query-negative score should be low. Negatives can be divided into two types:\n\n- **Soft negatives**: passages that are completely unrelated.\n- **Hard negatives**: passages that seem like they might be relevant for the query, but are not.\n\nA concise example is:\n\n- **Query**: Where was Apple founded?\n- **Soft Negative**: The Cache River Bridge is a Parker pony truss that spans the Cache River between Walnut Ridge and Paragould, Arkansas.\n- **Hard Negative**: The Fuji apple is an apple cultivar developed in the late 1930s, and brought to market in 1962.\n\n```{eval-rst}\nThe strongest CrossEncoder models are generally trained to recognize hard negatives, and so it's valuable to be able to \"mine\" hard negatives. Sentence Transformers supports a strong :func:`~sentence_transformers.util.mine_hard_negatives` function that can assist, given a dataset of query-answer pairs:\n\n.. sidebar:: Documentation\n\n    * `sentence-transformers/gooaq <https://huggingface.co/datasets/sentence-transformers/gooaq>`_\n    * `sentence-transformers/static-retrieval-mrl-en-v1 <https://huggingface.co/sentence-transformers/static-retrieval-mrl-en-v1>`_\n    * :class:`~sentence_transformers.SentenceTransformer`\n    * :func:`~sentence_transformers.util.mine_hard_negatives`\n\n::\n\n    from datasets import load_dataset\n    from sentence_transformers import SentenceTransformer\n    from sentence_transformers.util import mine_hard_negatives\n\n    # Load the GooAQ dataset: https://huggingface.co/datasets/sentence-transformers/gooaq\n    train_dataset = load_dataset(\"sentence-transformers/gooaq\", split=f\"train\").select(range(100_000))\n    print(train_dataset)\n\n    # Mine hard negatives using a very efficient embedding model\n    embedding_model = SentenceTransformer(\"sentence-transformers/static-retrieval-mrl-en-v1\", device=\"cpu\")\n    hard_train_dataset = mine_hard_negatives(\n        train_dataset,\n        embedding_model,\n        num_negatives=5,  # How many negatives per question-answer pair\n        range_min=10,  # Skip the x most similar samples\n        range_max=100,  # Consider only the x most similar samples\n        max_score=0.8,  # Only consider samples with a similarity score of at most x\n        absolute_margin=0.1,  # Anchor-negative similarity is at least x lower than anchor-positive similarity\n        relative_margin=0.1,  # Anchor-negative similarity is at most 1-x times the anchor-positive similarity, e.g. 90%\n        sampling_strategy=\"top\",  # Sample the top negatives from the range\n        batch_size=4096,  # Use a batch size of 4096 for the embedding model\n        output_format=\"labeled-pair\",  # The output format is (query, passage, label), as required by BinaryCrossEntropyLoss\n        use_faiss=True,  # Using FAISS is recommended to keep memory usage low (pip install faiss-gpu or pip install faiss-cpu)\n    )\n    print(hard_train_dataset)\n    print(hard_train_dataset[1])\n\n```\n\n<details><summary>Click to see the outputs of this script.</summary>\n\n```\nDataset({\n    features: ['question', 'answer'],\n    num_rows: 100000\n})\n\nBatches: 100%|██████████████████████████████████████████████████████████████████████████████████████████████████████████████| 22/22 [00:01<00:00, 12.74it/s]\nBatches: 100%|██████████████████████████████████████████████████████████████████████████████████████████████████████████████| 25/25 [00:00<00:00, 37.50it/s]\nQuerying FAISS index: 100%|███████████████████████████████████████████████████████████████████████████████████████████████████| 7/7 [00:18<00:00,  2.66s/it]\nMetric       Positive       Negative     Difference\nCount         100,000        436,925\nMean           0.5882         0.4040         0.2157\nMedian         0.5989         0.4024         0.1836\nStd            0.1425         0.0905         0.1013\nMin           -0.0514         0.1405         0.1014\n25%            0.4993         0.3377         0.1352\n50%            0.5989         0.4024         0.1836\n75%            0.6888         0.4681         0.2699\nMax            0.9748         0.7486         0.7545\nSkipped 2,420,871 potential negatives (23.97%) due to the absolute_margin of 0.1.\nSkipped 43 potential negatives (0.00%) due to the max_score of 0.8.\nCould not find enough negatives for 63075 samples (12.62%). Consider adjusting the range_max, range_min, absolute_margin, relative_margin and max_score parameters if you'd like to find more valid negatives.\nDataset({\n    features: ['question', 'answer', 'label'],\n    num_rows: 536925\n})\n\n{\n    'question': 'how to transfer bookmarks from one laptop to another?',\n    'answer': 'Using an External Drive Just about any external drive, including a USB thumb drive, or an SD card can be used to transfer your files from one laptop to another. Connect the drive to your old laptop; drag your files to the drive, then disconnect it and transfer the drive contents onto your new laptop.',\n    'label': 0\n}\n```\n\n</details>\n<br>\n\n## Loss Function\n\nLoss functions quantify how well a model performs for a given batch of data, allowing an optimizer to update the model weights to produce more favourable (i.e., lower) loss values. This is the core of the training process.\n\nSadly, there is no single loss function that works best for all use-cases. Instead, which loss function to use greatly depends on your available data and on your target task. See [Dataset Format](#dataset-format) to learn what datasets are valid for which loss functions. Additionally, the [Loss Overview](loss_overview) will be your best friend to learn about the options.\n\n```{eval-rst}\nMost loss functions can be initialized with just the :class:`~sentence_transformers.cross_encoder.CrossEncoder` that you're training, alongside some optional parameters, e.g.:\n\n.. sidebar:: Documentation\n\n    - :class:`sentence_transformers.cross_encoder.losses.MultipleNegativesRankingLoss`\n    - `Losses API Reference <../package_reference/cross_encoder/losses.html>`_\n    - `Loss Overview <loss_overview.html>`_\n\n::\n\n    from datasets import load_dataset\n    from sentence_transformers import CrossEncoder\n    from sentence_transformers.cross_encoder.losses import MultipleNegativesRankingLoss\n\n    # Load a model to train/finetune\n    model = CrossEncoder(\"xlm-roberta-base\", num_labels=1) # num_labels=1 is for rerankers\n\n    # Initialize the MultipleNegativesRankingLoss\n    # This loss requires pairs of related texts or triplets\n    loss = MultipleNegativesRankingLoss(model)\n\n    # Load an example training dataset that works with our loss function:\n    train_dataset = load_dataset(\"sentence-transformers/gooaq\", split=\"train\")\n```\n\n## Training Arguments\n\n```{eval-rst}\nThe :class:`~sentence_transformers.cross_encoder.training_args.CrossEncoderTrainingArguments` class can be used to specify parameters for influencing training performance as well as defining the tracking/debugging parameters. Although it is optional, it is heavily recommended to experiment with the various useful arguments.\n```\n\n<div class=\"training-arguments\">\n    <div class=\"header\">Key Training Arguments for improving training performance</div>\n    <div class=\"table\">\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.learning_rate\"><code>learning_rate</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.lr_scheduler_type\"><code>lr_scheduler_type</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.warmup_ratio\"><code>warmup_ratio</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.num_train_epochs\"><code>num_train_epochs</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.max_steps\"><code>max_steps</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.per_device_train_batch_size\"><code>per_device_train_batch_size</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.per_device_eval_batch_size\"><code>per_device_eval_batch_size</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.auto_find_batch_size \"><code>auto_find_batch_size</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.fp16\"><code>fp16</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.bf16\"><code>bf16</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.load_best_model_at_end\"><code>load_best_model_at_end</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.metric_for_best_model\"><code>metric_for_best_model</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.gradient_accumulation_steps\"><code>gradient_accumulation_steps</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.gradient_checkpointing\"><code>gradient_checkpointing</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.eval_accumulation_steps\"><code>eval_accumulation_steps</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.optim\"><code>optim</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.dataloader_num_workers\"><code>dataloader_num_workers</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.dataloader_prefetch_factor\"><code>dataloader_prefetch_factor</code></a>\n        <a href=\"../package_reference/cross_encoder/training_args.html#sentence_transformers.cross_encoder.training_args.SentenceTransformerTrainingArguments\"><code>batch_sampler</code></a>\n        <a href=\"../package_reference/cross_encoder/training_args.html#sentence_transformers.cross_encoder.training_args.SentenceTransformerTrainingArguments\"><code>multi_dataset_batch_sampler</code></a>\n        <a href=\"../package_reference/cross_encoder/training_args.html#sentence_transformers.cross_encoder.training_args.SentenceTransformerTrainingArguments\"><code>learning_rate_mapping</code></a>\n    </div>\n</div>\n<br>\n<div class=\"training-arguments\">\n    <div class=\"header\">Key Training Arguments for observing training performance</div>\n    <div class=\"table\">\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.eval_strategy\"><code>eval_strategy</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.eval_steps\"><code>eval_steps</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.save_strategy\"><code>save_strategy</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.save_steps\"><code>save_steps</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.save_total_limit\"><code>save_total_limit</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.report_to\"><code>report_to</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.run_name\"><code>run_name</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.log_level\"><code>log_level</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.logging_steps\"><code>logging_steps</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.push_to_hub\"><code>push_to_hub</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.hub_model_id\"><code>hub_model_id</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.hub_strategy\"><code>hub_strategy</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.hub_private_repo\"><code>hub_private_repo</code></a>\n    </div>\n</div>\n<br>\n\n```{eval-rst}\nHere is an example of how :class:`~sentence_transformers.cross_encoder.training_args.CrossEncoderTrainingArguments` can be initialized:\n```\n\n```python\nfrom sentence_transformers.cross_encoder import CrossEncoderTrainingArguments\n\nargs = CrossEncoderTrainingArguments(\n    # Required parameter:\n    output_dir=\"models/reranker-MiniLM-msmarco-v1\",\n    # Optional training parameters:\n    num_train_epochs=1,\n    per_device_train_batch_size=16,\n    per_device_eval_batch_size=16,\n    learning_rate=2e-5,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    batch_sampler=BatchSamplers.NO_DUPLICATES,  # losses that use \"in-batch negatives\" benefit from no duplicates\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"reranker-MiniLM-msmarco-v1\",  # Will be used in W&B if `wandb` is installed\n)\n```\n\n## Evaluator\n\n```{eval-rst}\nYou can provide the :class:`~sentence_transformers.cross_encoder.trainer.CrossEncoderTrainer` with an ``eval_dataset`` to get the evaluation loss during training, but it may be useful to get more concrete metrics during training, too. For this, you can use evaluators to assess the model's performance with useful metrics before, during, or after training. You can use both an ``eval_dataset`` and an evaluator, one or the other, or neither. They evaluate based on the ``eval_strategy`` and ``eval_steps`` `Training Arguments <#training-arguments>`_.\n\nHere are the implemented Evaluators that come with Sentence Transformers for Cross Encoder models:\n\n=============================================================================================  ========================================================================================================================================================================\nEvaluator                                                                                      Required Data\n=============================================================================================  ========================================================================================================================================================================\n:class:`~sentence_transformers.cross_encoder.evaluation.CrossEncoderClassificationEvaluator`   Pairs with class labels (binary or multiclass).\n:class:`~sentence_transformers.cross_encoder.evaluation.CrossEncoderCorrelationEvaluator`      Pairs with similarity scores.\n:class:`~sentence_transformers.cross_encoder.evaluation.CrossEncoderNanoBEIREvaluator`         No data required.\n:class:`~sentence_transformers.cross_encoder.evaluation.CrossEncoderRerankingEvaluator`        List of ``{'query': '...', 'positive': [...], 'negative': [...]}`` dictionaries. Negatives can be mined with :func:`~sentence_transformers.util.mine_hard_negatives`.\n=============================================================================================  ========================================================================================================================================================================\n\nAdditionally, :class:`~sentence_transformers.evaluation.SequentialEvaluator` should be used to combine multiple evaluators into one Evaluator that can be passed to the :class:`~sentence_transformers.cross_encoder.trainer.CrossEncoderTrainer`.\n\nSometimes you don't have the required evaluation data to prepare one of these evaluators on your own, but you still want to track how well the model performs on some common benchmarks. In that case, you can use these evaluators with data from Hugging Face.\n\n.. tab:: CrossEncoderNanoBEIREvaluator\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference external\" href=\"https://huggingface.co/cross-encoder/ms-marco-MiniLM-L6-v2\">cross-encoder/ms-marco-MiniLM-L6-v2</a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/sentence_transformer/evaluation.html#sentence_transformers.evaluation.CrossEncoderNanoBEIREvaluator\" title=\"sentence_transformers.evaluation.CrossEncoderNanoBEIREvaluator\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.evaluation.CrossEncoderNanoBEIREvaluator</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from sentence_transformers import CrossEncoder\n        from sentence_transformers.cross_encoder.evaluation import CrossEncoderNanoBEIREvaluator\n\n        # Load a model\n        model = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\")\n\n        # Initialize the evaluator. Unlike most other evaluators, this one loads the relevant datasets\n        # directly from Hugging Face, so there's no mandatory arguments\n        dev_evaluator = CrossEncoderNanoBEIREvaluator()\n        # You can run evaluation like so:\n        # results = dev_evaluator(model)\n\n.. tab:: CrossEncoderRerankingEvaluator with GooAQ mined negatives\n\n    Preparing data for :class:`~sentence_transformers.cross_encoder.evaluation.CrossEncoderRerankingEvaluator` can be difficult as you need negatives in addition to your query-positive data.\n\n    The :func:`~sentence_transformers.util.mine_hard_negatives` function has a convenient ``include_positives`` parameter, which can be set to ``True`` to also mine for the positive texts. When supplied as ``documents`` (which have to be 1. ranked and 2. contain positives) to :class:`~sentence_transformers.cross_encoder.evaluation.CrossEncoderRerankingEvaluator`, the evaluator will not just evaluate the reranking performance of the CrossEncoder, but also the original rankings by the embedding model used for mining.\n\n    For example::\n\n        CrossEncoderRerankingEvaluator: Evaluating the model on the gooaq-dev dataset:\n        Queries:  1000     Positives: Min 1.0, Mean 1.0, Max 1.0   Negatives: Min 49.0, Mean 49.1, Max 50.0\n                  Base  -> Reranked\n        MAP:      53.28 -> 67.28\n        MRR@10:   52.40 -> 66.65\n        NDCG@10:  59.12 -> 71.35\n\n    Note that by default, if you are using :class:`~sentence_transformers.cross_encoder.evaluation.CrossEncoderRerankingEvaluator` with ``documents``, the evaluator will rerank with *all* positives, even if they are not in the documents. This is useful for getting a stronger signal out of your evaluator, but does give a slightly unrealistic performance. After all, the maximum performance is now 100, whereas normally its bounded by whether the first-stage retriever actually retrieved the positives.\n\n    You can enable the realistic behaviour by setting ``always_rerank_positives=False`` when initializing :class:`~sentence_transformers.cross_encoder.evaluation.CrossEncoderRerankingEvaluator`. Repeating the same script with this realistic two-stage performance results in::\n\n        CrossEncoderRerankingEvaluator: Evaluating the model on the gooaq-dev dataset:\n        Queries:  1000     Positives: Min 1.0, Mean 1.0, Max 1.0   Negatives: Min 49.0, Mean 49.1, Max 50.0\n                  Base  -> Reranked\n        MAP:      53.28 -> 66.12\n        MRR@10:   52.40 -> 65.61\n        NDCG@10:  59.12 -> 70.10\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference external\" href=\"https://huggingface.co/cross-encoder/ms-marco-MiniLM-L6-v2\">cross-encoder/ms-marco-MiniLM-L6-v2</a></li>\n                <li><a class=\"reference external\" href=\"https://huggingface.co/datasets/sentence-transformers/gooaq\">sentence-transformers/gooaq</a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/util.html#sentence_transformers.util.mine_hard_negatives\" title=\"sentence_transformers.util.mine_hard_negatives\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.util.mine_hard_negatives</span></code></a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/cross_encoder/evaluation.html#sentence_transformers.cross_encoder.evaluation.CrossEncoderRerankingEvaluator\" title=\"sentence_transformers.cross_encoder.evaluation.CrossEncoderRerankingEvaluator\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.cross_encoder.evaluation.CrossEncoderRerankingEvaluator</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from datasets import load_dataset\n        from sentence_transformers import SentenceTransformer\n        from sentence_transformers.cross_encoder import CrossEncoder\n        from sentence_transformers.cross_encoder.evaluation import CrossEncoderRerankingEvaluator\n        from sentence_transformers.util import mine_hard_negatives\n\n        # Load a model\n        model = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\")\n\n        # Load the GooAQ dataset: https://huggingface.co/datasets/sentence-transformers/gooaq\n        full_dataset = load_dataset(\"sentence-transformers/gooaq\", split=f\"train\").select(range(100_000))\n        dataset_dict = full_dataset.train_test_split(test_size=1_000, seed=12)\n        train_dataset = dataset_dict[\"train\"]\n        eval_dataset = dataset_dict[\"test\"]\n        print(eval_dataset)\n        \"\"\"\n        Dataset({\n            features: ['question', 'answer'],\n            num_rows: 1000\n        })\n        \"\"\"\n\n        # Mine hard negatives using a very efficient embedding model\n        embedding_model = SentenceTransformer(\"sentence-transformers/static-retrieval-mrl-en-v1\", device=\"cpu\")\n        hard_eval_dataset = mine_hard_negatives(\n            eval_dataset,\n            embedding_model,\n            corpus=full_dataset[\"answer\"],  # Use the full dataset as the corpus\n            num_negatives=50,  # How many negatives per question-answer pair\n            batch_size=4096,  # Use a batch size of 4096 for the embedding model\n            output_format=\"n-tuple\",  # The output format is (query, positive, negative1, negative2, ...) for the evaluator\n            include_positives=True,  # Key: Include the positive answer in the list of negatives\n            use_faiss=True,  # Using FAISS is recommended to keep memory usage low (pip install faiss-gpu or pip install faiss-cpu)\n        )\n        print(hard_eval_dataset)\n        \"\"\"\n        Dataset({\n            features: ['question', 'answer', 'negative_1', 'negative_2', 'negative_3', 'negative_4', 'negative_5', 'negative_6', 'negative_7', 'negative_8', 'negative_9', 'negative_10', 'negative_11', 'negative_12', 'negative_13', 'negative_14', 'negative_15', 'negative_16', 'negative_17', 'negative_18', 'negative_19', 'negative_20', 'negative_21', 'negative_22', 'negative_23', 'negative_24', 'negative_25', 'negative_26', 'negative_27', 'negative_28', 'negative_29', 'negative_30', 'negative_31', 'negative_32', 'negative_33', 'negative_34', 'negative_35', 'negative_36', 'negative_37', 'negative_38', 'negative_39', 'negative_40', 'negative_41', 'negative_42', 'negative_43', 'negative_44', 'negative_45', 'negative_46', 'negative_47', 'negative_48', 'negative_49', 'negative_50'],\n            num_rows: 1000\n        })\n        \"\"\"\n\n        reranking_evaluator = CrossEncoderRerankingEvaluator(\n            samples=[\n                {\n                    \"query\": sample[\"question\"],\n                    \"positive\": [sample[\"answer\"]],\n                    \"documents\": [sample[column_name] for column_name in hard_eval_dataset.column_names[2:]],\n                }\n                for sample in hard_eval_dataset\n            ],\n            batch_size=32,\n            name=\"gooaq-dev\",\n        )\n        # You can run evaluation like so\n        results = reranking_evaluator(model)\n        \"\"\"\n        CrossEncoderRerankingEvaluator: Evaluating the model on the gooaq-dev dataset:\n        Queries:  1000     Positives: Min 1.0, Mean 1.0, Max 1.0   Negatives: Min 49.0, Mean 49.1, Max 50.0\n                  Base  -> Reranked\n        MAP:      53.28 -> 67.28\n        MRR@10:   52.40 -> 66.65\n        NDCG@10:  59.12 -> 71.35\n        \"\"\"\n        # {'gooaq-dev_map': 0.6728370126462222, 'gooaq-dev_mrr@10': 0.6665190476190477, 'gooaq-dev_ndcg@10': 0.7135068904582963, 'gooaq-dev_base_map': 0.5327714512001362, 'gooaq-dev_base_mrr@10': 0.5239674603174603, 'gooaq-dev_base_ndcg@10': 0.5912299141913905}\n\n\n.. tab:: CrossEncoderCorrelationEvaluator with STSb\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference external\" href=\"https://huggingface.co/cross-encoder/stsb-TinyBERT-L4\">cross-encoder/stsb-TinyBERT-L4</a></li>\n                <li><a class=\"reference external\" href=\"https://huggingface.co/datasets/sentence-transformers/stsb\">sentence-transformers/stsb</a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/cross_encoder/evaluation.html#sentence_transformers.cross_encoder.evaluation.CrossEncoderCorrelationEvaluator\" title=\"sentence_transformers.cross_encoder.evaluation.CrossEncoderCorrelationEvaluator\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.cross_encoder.evaluation.CrossEncoderCorrelationEvaluator</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from datasets import load_dataset\n        from sentence_transformers import CrossEncoder\n        from sentence_transformers.cross_encoder.evaluation import CrossEncoderCorrelationEvaluator\n\n        # Load a model\n        model = CrossEncoder(\"cross-encoder/stsb-TinyBERT-L4\")\n\n        # Load the STSB dataset (https://huggingface.co/datasets/sentence-transformers/stsb)\n        eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\n        pairs = list(zip(eval_dataset[\"sentence1\"], eval_dataset[\"sentence2\"]))\n\n        # Initialize the evaluator\n        dev_evaluator = CrossEncoderCorrelationEvaluator(\n            sentence_pairs=pairs,\n            scores=eval_dataset[\"score\"],\n            name=\"sts_dev\",\n        )\n        # You can run evaluation like so:\n        # results = dev_evaluator(model)\n\n.. tab:: CrossEncoderClassificationEvaluator with AllNLI\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference external\" href=\"https://huggingface.co/cross-encoder/nli-deberta-v3-base\">cross-encoder/nli-deberta-v3-base</a></li>\n                <li><a class=\"reference external\" href=\"https://huggingface.co/datasets/sentence-transformers/all-nli\">sentence-transformers/all-nli</a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/sentence_transformer/evaluation.html#sentence_transformers.evaluation.TripletEvaluator\" title=\"sentence_transformers.evaluation.TripletEvaluator\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.evaluation.TripletEvaluator</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from datasets import load_dataset\n        from sentence_transformers import CrossEncoder\n        from sentence_transformers.evaluation import TripletEvaluator, SimilarityFunction\n\n        # Load a model\n        model = CrossEncoder(\"cross-encoder/nli-deberta-v3-base\")\n\n        # Load triplets from the AllNLI dataset (https://huggingface.co/datasets/sentence-transformers/all-nli)\n        max_samples = 1000\n        eval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair-class\", split=f\"dev[:{max_samples}]\")\n\n        # Create a list of pairs, and map the labels to the labels that the model knows\n        pairs = list(zip(eval_dataset[\"premise\"], eval_dataset[\"hypothesis\"]))\n        label_mapping = {0: 1, 1: 2, 2: 0}\n        labels = [label_mapping[label] for label in eval_dataset[\"label\"]]\n\n        # Initialize the evaluator\n        cls_evaluator = CrossEncoderClassificationEvaluator(\n            sentence_pairs=pairs,\n            labels=labels,\n            name=\"all-nli-dev\",\n        )\n        # You can run evaluation like so:\n        # results = cls_evaluator(model)\n\n.. warning::\n\n    When using `Distributed Training <training/distributed.html>`_, the evaluator only runs on the first device, unlike the training and evaluation datasets, which are shared across all devices. \n```\n\n## Trainer\n\n```{eval-rst}\nThe :class:`~sentence_transformers.cross_encoder.trainer.CrossEncoderTrainer` is where all previous components come together. We only have to specify the trainer with the model, training arguments (optional), training dataset, evaluation dataset (optional), loss function, evaluator (optional) and we can start training. Let's have a look at a script where all of these components come together:\n\n.. tab:: Simple Example\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ol class=\"arabic simple\">\n                <li><p><a class=\"reference internal\" href=\"../package_reference/cross_encoder/cross_encoder.html#sentence_transformers.cross_encoder.CrossEncoder\" title=\"sentence_transformers.cross_encoder.CrossEncoder\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">CrossEncoder</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/cross_encoder/cross_encoder.html#sentence_transformers.cross_encoder.model_card.CrossEncoderModelCardData\" title=\"sentence_transformers.cross_encoder.model_card.CrossEncoderModelCardData\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">CrossEncoderModelCardData</span></code></a></p></li>\n                <li><p><a class=\"reference external\" href=\"https://huggingface.co/docs/datasets/main/en/package_reference/loading_methods#datasets.load_dataset\" title=\"(in datasets vmain)\"><code class=\"xref py py-func docutils literal notranslate\"><span class=\"pre\">load_dataset()</span></code></a></p></li>\n                <li><p><a class=\"reference external\" href=\"https://huggingface.co/datasets/sentence-transformers/gooaq\">sentence-transformers/gooaq</a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/cross_encoder/losses.html#sentence_transformers.cross_encoder.losses.CachedMultipleNegativesRankingLoss\" title=\"sentence_transformers.cross_encoder.losses.CachedMultipleNegativesRankingLoss\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">CachedMultipleNegativesRankingLoss</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/cross_encoder/evaluation.html#sentence_transformers.cross_encoder.evaluation.CrossEncoderNanoBEIREvaluator\" title=\"sentence_transformers.cross_encoder.evaluation.CrossEncoderNanoBEIREvaluator\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">CrossEncoderNanoBEIREvaluator</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/cross_encoder/training_args.html#sentence_transformers.cross_encoder.training_args.CrossEncoderTrainingArguments\" title=\"sentence_transformers.cross_encoder.training_args.CrossEncoderTrainingArguments\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">CrossEncoderTrainingArguments</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/cross_encoder/trainer.html#sentence_transformers.cross_encoder.trainer.CrossEncoderTrainer\" title=\"sentence_transformers.cross_encoder.trainer.CrossEncoderTrainer\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">CrossEncoderTrainer</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/cross_encoder/trainer.html#sentence_transformers.cross_encoder.trainer.CrossEncoderTrainer.train\" title=\"sentence_transformers.cross_encoder.trainer.CrossEncoderTrainer.train\"><code class=\"xref py py-meth docutils literal notranslate\"><span class=\"pre\">CrossEncoderTrainer.train()</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/cross_encoder/cross_encoder.html#sentence_transformers.cross_encoder.CrossEncoder.save_pretrained\" title=\"sentence_transformers.cross_encoder.CrossEncoder.save_pretrained\"><code class=\"xref py py-meth docutils literal notranslate\"><span class=\"pre\">CrossEncoder.save_pretrained()</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/cross_encoder/cross_encoder.html#sentence_transformers.cross_encoder.CrossEncoder.push_to_hub\" title=\"sentence_transformers.cross_encoder.CrossEncoder.push_to_hub\"><code class=\"xref py py-meth docutils literal notranslate\"><span class=\"pre\">CrossEncoder.push_to_hub()</span></code></a></p></li>\n            </ol>\n        </div>\n\n    ::\n\n        import logging\n        import traceback\n\n        from datasets import load_dataset\n\n        from sentence_transformers.cross_encoder import (\n            CrossEncoder,\n            CrossEncoderModelCardData,\n            CrossEncoderTrainer,\n            CrossEncoderTrainingArguments,\n        )\n        from sentence_transformers.cross_encoder.evaluation import CrossEncoderNanoBEIREvaluator\n        from sentence_transformers.cross_encoder.losses import CachedMultipleNegativesRankingLoss\n\n        # Set the log level to INFO to get more information\n        logging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n        model_name = \"microsoft/MiniLM-L12-H384-uncased\"\n        train_batch_size = 64\n        num_epochs = 1\n        num_rand_negatives = 5  # How many random negatives should be used for each question-answer pair\n\n        # 1a. Load a model to finetune with 1b. (Optional) model card data\n        model = CrossEncoder(\n            model_name,\n            model_card_data=CrossEncoderModelCardData(\n                language=\"en\",\n                license=\"apache-2.0\",\n                model_name=\"MiniLM-L12-H384 trained on GooAQ\",\n            ),\n        )\n        print(\"Model max length:\", model.max_length)\n        print(\"Model num labels:\", model.num_labels)\n\n        # 2. Load the GooAQ dataset: https://huggingface.co/datasets/sentence-transformers/gooaq\n        logging.info(\"Read the gooaq training dataset\")\n        full_dataset = load_dataset(\"sentence-transformers/gooaq\", split=\"train\").select(range(100_000))\n        dataset_dict = full_dataset.train_test_split(test_size=1_000, seed=12)\n        train_dataset = dataset_dict[\"train\"]\n        eval_dataset = dataset_dict[\"test\"]\n        logging.info(train_dataset)\n        logging.info(eval_dataset)\n\n        # 3. Define our training loss.\n        loss = CachedMultipleNegativesRankingLoss(\n            model=model,\n            num_negatives=num_rand_negatives,\n            mini_batch_size=32,  # Informs the memory usage\n        )\n\n        # 4. Use CrossEncoderNanoBEIREvaluator, a light-weight evaluator for English reranking\n        evaluator = CrossEncoderNanoBEIREvaluator(\n            dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"],\n            batch_size=train_batch_size,\n        )\n        evaluator(model)\n\n        # 5. Define the training arguments\n        short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n        run_name = f\"reranker-{short_model_name}-gooaq-cmnrl\"\n        args = CrossEncoderTrainingArguments(\n            # Required parameter:\n            output_dir=f\"models/{run_name}\",\n            # Optional training parameters:\n            num_train_epochs=num_epochs,\n            per_device_train_batch_size=train_batch_size,\n            per_device_eval_batch_size=train_batch_size,\n            learning_rate=2e-5,\n            warmup_ratio=0.1,\n            fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n            bf16=True,  # Set to True if you have a GPU that supports BF16\n            # Optional tracking/debugging parameters:\n            eval_strategy=\"steps\",\n            eval_steps=100,\n            save_strategy=\"steps\",\n            save_steps=100,\n            save_total_limit=2,\n            logging_steps=50,\n            logging_first_step=True,\n            run_name=run_name,  # Will be used in W&B if `wandb` is installed\n            seed=12,\n        )\n\n        # 6. Create the trainer & start training\n        trainer = CrossEncoderTrainer(\n            model=model,\n            args=args,\n            train_dataset=train_dataset,\n            eval_dataset=eval_dataset,\n            loss=loss,\n            evaluator=evaluator,\n        )\n        trainer.train()\n\n        # 7. Evaluate the final model, useful to include these in the model card\n        evaluator(model)\n\n        # 8. Save the final model\n        final_output_dir = f\"models/{run_name}/final\"\n        model.save_pretrained(final_output_dir)\n\n        # 9. (Optional) save the model to the Hugging Face Hub!\n        # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n        try:\n            model.push_to_hub(run_name)\n        except Exception:\n            logging.error(\n                f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n                f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n                f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n            )\n\n\n.. tab:: Extensive Example\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ol class=\"arabic simple\">\n                <li><p><a class=\"reference internal\" href=\"../package_reference/cross_encoder/cross_encoder.html#sentence_transformers.cross_encoder.CrossEncoder\" title=\"sentence_transformers.cross_encoder.CrossEncoder\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">CrossEncoder</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/cross_encoder/cross_encoder.html#sentence_transformers.cross_encoder.model_card.CrossEncoderModelCardData\" title=\"sentence_transformers.cross_encoder.model_card.CrossEncoderModelCardData\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">CrossEncoderModelCardData</span></code></a></p></li>\n                <li><p><a class=\"reference external\" href=\"https://huggingface.co/docs/datasets/main/en/package_reference/loading_methods#datasets.load_dataset\" title=\"(in datasets vmain)\"><code class=\"xref py py-func docutils literal notranslate\"><span class=\"pre\">load_dataset()</span></code></a></p></li>\n                <li><p><a class=\"reference external\" href=\"https://huggingface.co/datasets/sentence-transformers/gooaq\">sentence-transformers/gooaq</a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/sentence_transformer/SentenceTransformer.html#sentence_transformers.SentenceTransformer\" title=\"sentence_transformers.SentenceTransformer\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SentenceTransformer</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/util.html#sentence_transformers.util.mine_hard_negatives\" title=\"sentence_transformers.util.mine_hard_negatives\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">mine_hard_negatives</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/cross_encoder/losses.html#sentence_transformers.cross_encoder.losses.BinaryCrossEntropyLoss\" title=\"sentence_transformers.cross_encoder.losses.BinaryCrossEntropyLoss\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">BinaryCrossEntropyLoss</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/cross_encoder/evaluation.html#sentence_transformers.cross_encoder.evaluation.CrossEncoderNanoBEIREvaluator\" title=\"sentence_transformers.cross_encoder.evaluation.CrossEncoderNanoBEIREvaluator\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">CrossEncoderNanoBEIREvaluator</span></code></a></p></li>\n                <li><p><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">CrossEncoderRerankingEvaluators</span></code></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/sentence_transformer/evaluation.html#sentence_transformers.evaluation.SequentialEvaluator\" title=\"sentence_transformers.evaluation.SequentialEvaluator\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SequentialEvaluator</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/cross_encoder/training_args.html#sentence_transformers.cross_encoder.training_args.CrossEncoderTrainingArguments\" title=\"sentence_transformers.cross_encoder.training_args.CrossEncoderTrainingArguments\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">CrossEncoderTrainingArguments</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/cross_encoder/trainer.html#sentence_transformers.cross_encoder.trainer.CrossEncoderTrainer\" title=\"sentence_transformers.cross_encoder.trainer.CrossEncoderTrainer\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">CrossEncoderTrainer</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/cross_encoder/trainer.html#sentence_transformers.cross_encoder.trainer.CrossEncoderTrainer.train\" title=\"sentence_transformers.cross_encoder.trainer.CrossEncoderTrainer.train\"><code class=\"xref py py-meth docutils literal notranslate\"><span class=\"pre\">CrossEncoderTrainer.train()</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/cross_encoder/cross_encoder.html#sentence_transformers.cross_encoder.CrossEncoder.save_pretrained\" title=\"sentence_transformers.cross_encoder.CrossEncoder.save_pretrained\"><code class=\"xref py py-meth docutils literal notranslate\"><span class=\"pre\">CrossEncoder.save_pretrained()</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/cross_encoder/cross_encoder.html#sentence_transformers.cross_encoder.CrossEncoder.push_to_hub\" title=\"sentence_transformers.cross_encoder.CrossEncoder.push_to_hub\"><code class=\"xref py py-meth docutils literal notranslate\"><span class=\"pre\">CrossEncoder.push_to_hub()</span></code></a></p></li>\n            </ol>\n        </div>\n\n    ::\n\n        import logging\n        import traceback\n\n        import torch\n        from datasets import load_dataset\n\n        from sentence_transformers import SentenceTransformer\n        from sentence_transformers.cross_encoder import (\n            CrossEncoder,\n            CrossEncoderModelCardData,\n            CrossEncoderTrainer,\n            CrossEncoderTrainingArguments,\n        )\n        from sentence_transformers.cross_encoder.evaluation import (\n            CrossEncoderNanoBEIREvaluator,\n            CrossEncoderRerankingEvaluator,\n        )\n        from sentence_transformers.cross_encoder.losses import BinaryCrossEntropyLoss\n        from sentence_transformers.evaluation import SequentialEvaluator\n        from sentence_transformers.util import mine_hard_negatives\n\n        # Set the log level to INFO to get more information\n        logging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n\n        def main():\n            model_name = \"answerdotai/ModernBERT-base\"\n\n            train_batch_size = 64\n            num_epochs = 1\n            num_hard_negatives = 5  # How many hard negatives should be mined for each question-answer pair\n\n            # 1a. Load a model to finetune with 1b. (Optional) model card data\n            model = CrossEncoder(\n                model_name,\n                model_card_data=CrossEncoderModelCardData(\n                    language=\"en\",\n                    license=\"apache-2.0\",\n                    model_name=\"ModernBERT-base trained on GooAQ\",\n                ),\n            )\n            print(\"Model max length:\", model.max_length)\n            print(\"Model num labels:\", model.num_labels)\n\n            # 2a. Load the GooAQ dataset: https://huggingface.co/datasets/sentence-transformers/gooaq\n            logging.info(\"Read the gooaq training dataset\")\n            full_dataset = load_dataset(\"sentence-transformers/gooaq\", split=\"train\").select(range(100_000))\n            dataset_dict = full_dataset.train_test_split(test_size=1_000, seed=12)\n            train_dataset = dataset_dict[\"train\"]\n            eval_dataset = dataset_dict[\"test\"]\n            logging.info(train_dataset)\n            logging.info(eval_dataset)\n\n            # 2b. Modify our training dataset to include hard negatives using a very efficient embedding model\n            embedding_model = SentenceTransformer(\"sentence-transformers/static-retrieval-mrl-en-v1\", device=\"cpu\")\n            hard_train_dataset = mine_hard_negatives(\n                train_dataset,\n                embedding_model,\n                num_negatives=num_hard_negatives,  # How many negatives per question-answer pair\n                margin=0,  # Similarity between query and negative samples should be x lower than query-positive similarity\n                range_min=0,  # Skip the x most similar samples\n                range_max=100,  # Consider only the x most similar samples\n                sampling_strategy=\"top\",  # Sample the top negatives from the range\n                batch_size=4096,  # Use a batch size of 4096 for the embedding model\n                output_format=\"labeled-pair\",  # The output format is (query, passage, label), as required by BinaryCrossEntropyLoss\n                use_faiss=True,\n            )\n            logging.info(hard_train_dataset)\n\n            # 2c. (Optionally) Save the hard training dataset to disk\n            # hard_train_dataset.save_to_disk(\"gooaq-hard-train\")\n            # Load again with:\n            # hard_train_dataset = load_from_disk(\"gooaq-hard-train\")\n\n            # 3. Define our training loss.\n            # pos_weight is recommended to be set as the ratio between positives to negatives, a.k.a. `num_hard_negatives`\n            loss = BinaryCrossEntropyLoss(model=model, pos_weight=torch.tensor(num_hard_negatives))\n\n            # 4a. Define evaluators. We use the CrossEncoderNanoBEIREvaluator, which is a light-weight evaluator for English reranking\n            nano_beir_evaluator = CrossEncoderNanoBEIREvaluator(\n                dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"],\n                batch_size=train_batch_size,\n            )\n\n            # 4b. Define a reranking evaluator by mining hard negatives given query-answer pairs\n            # We include the positive answer in the list of negatives, so the evaluator can use the performance of the\n            # embedding model as a baseline.\n            hard_eval_dataset = mine_hard_negatives(\n                eval_dataset,\n                embedding_model,\n                corpus=full_dataset[\"answer\"],  # Use the full dataset as the corpus\n                num_negatives=30,  # How many documents to rerank\n                batch_size=4096,\n                include_positives=True,\n                output_format=\"n-tuple\",\n                use_faiss=True,\n            )\n            logging.info(hard_eval_dataset)\n            reranking_evaluator = CrossEncoderRerankingEvaluator(\n                samples=[\n                    {\n                        \"query\": sample[\"question\"],\n                        \"positive\": [sample[\"answer\"]],\n                        \"documents\": [sample[column_name] for column_name in hard_eval_dataset.column_names[2:]],\n                    }\n                    for sample in hard_eval_dataset\n                ],\n                batch_size=train_batch_size,\n                name=\"gooaq-dev\",\n                # Realistic setting: only rerank the positives that the retriever found\n                # Set to True to rerank *all* positives\n                always_rerank_positives=False,\n            )\n\n            # 4c. Combine the evaluators & run the base model on them\n            evaluator = SequentialEvaluator([reranking_evaluator, nano_beir_evaluator])\n            evaluator(model)\n\n            # 5. Define the training arguments\n            short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n            run_name = f\"reranker-{short_model_name}-gooaq-bce\"\n            args = CrossEncoderTrainingArguments(\n                # Required parameter:\n                output_dir=f\"models/{run_name}\",\n                # Optional training parameters:\n                num_train_epochs=num_epochs,\n                per_device_train_batch_size=train_batch_size,\n                per_device_eval_batch_size=train_batch_size,\n                learning_rate=2e-5,\n                warmup_ratio=0.1,\n                fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n                bf16=True,  # Set to True if you have a GPU that supports BF16\n                dataloader_num_workers=4,\n                load_best_model_at_end=True,\n                metric_for_best_model=\"eval_gooaq-dev_ndcg@10\",\n                # Optional tracking/debugging parameters:\n                eval_strategy=\"steps\",\n                eval_steps=1000,\n                save_strategy=\"steps\",\n                save_steps=1000,\n                save_total_limit=2,\n                logging_steps=200,\n                logging_first_step=True,\n                run_name=run_name,  # Will be used in W&B if `wandb` is installed\n                seed=12,\n            )\n\n            # 6. Create the trainer & start training\n            trainer = CrossEncoderTrainer(\n                model=model,\n                args=args,\n                train_dataset=hard_train_dataset,\n                loss=loss,\n                evaluator=evaluator,\n            )\n            trainer.train()\n\n            # 7. Evaluate the final model, useful to include these in the model card\n            evaluator(model)\n\n            # 8. Save the final model\n            final_output_dir = f\"models/{run_name}/final\"\n            model.save_pretrained(final_output_dir)\n\n            # 9. (Optional) save the model to the Hugging Face Hub!\n            # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n            try:\n                model.push_to_hub(run_name)\n            except Exception:\n                logging.error(\n                    f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n                    f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n                    f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n                )\n\n\n        if __name__ == \"__main__\":\n            main()\n\n\n```\n\n### Callbacks\n\n```{eval-rst}\nThis CrossEncoder trainer integrates support for various :class:`transformers.TrainerCallback` subclasses, such as:\n\n- :class:`~transformers.integrations.WandbCallback` to automatically log training metrics to W&B if ``wandb`` is installed\n- :class:`~transformers.integrations.TensorBoardCallback` to log training metrics to TensorBoard if ``tensorboard`` is accessible.\n- :class:`~transformers.integrations.CodeCarbonCallback` to track the carbon emissions of your model during training if ``codecarbon`` is installed.\n\n    - Note: These carbon emissions will be included in your automatically generated model card.\n\nSee the Transformers `Callbacks <https://huggingface.co/docs/transformers/main/en/main_classes/callback>`_\ndocumentation for more information on the integrated callbacks and how to write your own callbacks.\n```\n\n## Multi-Dataset Training\n\n```{eval-rst}\nThe top performing models are trained using many datasets at once. Normally, this is rather tricky, as each dataset has a different format. However, :class:`~sentence_transformers.cross_encoder.trainer.CrossEncoderTrainer` can train with multiple datasets without having to convert each dataset to the same format. It can even apply different loss functions to each of the datasets. The steps to train with multiple datasets are:\n\n- Use a dictionary of :class:`~datasets.Dataset` instances (or a :class:`~datasets.DatasetDict`) as the ``train_dataset`` (and optionally also ``eval_dataset``).\n- (Optional) Use a dictionary of loss functions mapping dataset names to losses. Only required if you wish to use different loss function for different datasets.\n\nEach training/evaluation batch will only contain samples from one of the datasets. The order in which batches are samples from the multiple datasets is defined by the :class:`~sentence_transformers.training_args.MultiDatasetBatchSamplers` enum, which can be passed to the :class:`~sentence_transformers.cross_encoder.training_args.CrossEncoderTrainingArguments` via ``multi_dataset_batch_sampler``. Valid options are:\n\n- ``MultiDatasetBatchSamplers.ROUND_ROBIN``: Round-robin sampling from each dataset until one is exhausted. With this strategy, it’s likely that not all samples from each dataset are used, but each dataset is sampled from equally.\n- ``MultiDatasetBatchSamplers.PROPORTIONAL`` (default): Sample from each dataset in proportion to its size. With this strategy, all samples from each dataset are used and larger datasets are sampled from more frequently.\n```\n\n## Training Tips\n\n```{eval-rst}\nCross Encoder models have their own unique quirks, so here's some tips to help you out:\n\n#. :class:`~sentence_transformers.cross_encoder.CrossEncoder` models overfit rather quickly, so it's recommended to use an evaluator like :class:`~sentence_transformers.cross_encoder.evaluation.CrossEncoderNanoBEIREvaluator` or :class:`~sentence_transformers.cross_encoder.evaluation.CrossEncoderRerankingEvaluator` together with the ``load_best_model_at_end`` and ``metric_for_best_model`` training arguments to load the model with the best evaluation performance after training.\n#. :class:`~sentence_transformers.cross_encoder.CrossEncoder` are particularly receptive to strong hard negatives (:func:`~sentence_transformers.util.mine_hard_negatives`). They teach the model to be very strict, useful e.g. when distinguishing between passages that answer a question or passages that relate to a question. \n\n    a. Note that if you only use hard negatives, `your model may unexpectedly perform worse for easier tasks <https://huggingface.co/papers/2411.11767>`_. This can mean that reranking the top 200 results from a first-stage retrieval system (e.g. with a :class:`~sentence_transformers.SentenceTransformer` model) can actually give worse top-10 results than reranking the top 100. Training using random negatives alongside hard negatives can mitigate this.\n#. Don't underestimate :class:`~sentence_transformers.cross_encoder.losses.BinaryCrossEntropyLoss`, it remains a very strong option despite being simpler than learning-to-rank (:class:`~sentence_transformers.cross_encoder.losses.LambdaLoss`, :class:`~sentence_transformers.cross_encoder.losses.ListNetLoss`) or in-batch negatives (:class:`~sentence_transformers.cross_encoder.losses.CachedMultipleNegativesRankingLoss`, :class:`~sentence_transformers.cross_encoder.losses.MultipleNegativesRankingLoss`) losses, and its data is easy to prepare, especially using :func:`~sentence_transformers.util.mine_hard_negatives`.\n```\n\n## Deprecated Training\n\n```{eval-rst}\nPrior to the Sentence Transformers v4.0 release, models would be trained with the :meth:`CrossEncoder.fit() <sentence_transformers.cross_encoder.CrossEncoder.fit>` method and a :class:`~torch.utils.data.DataLoader` of :class:`~sentence_transformers.readers.InputExample`, which looked something like this::\n\n    from sentence_transformers import CrossEncoder, InputExample\n    from torch.utils.data import DataLoader\n\n    # Define the model. Either from scratch of by loading a pre-trained model\n    model = CrossEncoder(\"distilbert/distilbert-base-uncased\")\n\n    # Define your train examples. You need more than just two examples...\n    train_examples = [\n        InputExample(texts=[\"What are pandas?\", \"The giant panda ...\"], label=1),\n        InputExample(texts=[\"What's a panda?\", \"Mount Vesuvius is a ...\"], label=0),\n    ]\n\n    # Define your train dataset, the dataloader and the train loss\n    train_dataloader = DataLoader(train_examples, shuffle=True, batch_size=16)\n\n    # Tune the model\n    model.fit(train_dataloader=train_dataloader, epochs=1, warmup_steps=100)\n\nSince the v4.0 release, using :meth:`CrossEncoder.fit() <sentence_transformers.cross_encoder.CrossEncoder.fit>` is still possible, but it will initialize a :class:`~sentence_transformers.cross_encoder.trainer.CrossEncoderTrainer` behind the scenes. It is recommended to use the Trainer directly, as you will have more control via the :class:`~sentence_transformers.cross_encoder.training_args.CrossEncoderTrainingArguments`, but existing training scripts relying on :meth:`CrossEncoder.fit() <sentence_transformers.cross_encoder.CrossEncoder.fit>` should still work.\n\nIn case there are issues with the updated :meth:`CrossEncoder.fit() <sentence_transformers.cross_encoder.CrossEncoder.fit>`, you can also get exactly the old behaviour by calling :meth:`CrossEncoder.old_fit() <sentence_transformers.cross_encoder.CrossEncoder.old_fit>` instead, but this method is planned to be deprecated fully in the future.\n\n```\n\n## Comparisons with SentenceTransformer Training\n\n```{eval-rst}\nTraining :class:`~sentence_transformers.cross_encoder.CrossEncoder` models is very similar as training :class:`~sentence_transformers.SentenceTransformer` models, with some key differences:\n\n- In :class:`~sentence_transformers.SentenceTransformer` training, you cannot use lists of inputs (e.g. texts) in a column of the training/evaluation dataset(s). For :class:`~sentence_transformers.cross_encoder.CrossEncoder` training, you **can** use (variably sized) lists of texts in a column. This is required for the :class:`~sentence_transformers.cross_encoder.losses.ListNetLoss` class, for example.\n\nSee the `Sentence Transformer > Training Overview <../sentence_transformer/training_overview.html>`_ documentation for more details on training :class:`~sentence_transformers.SentenceTransformer` models.\n\n```\n"
  },
  {
    "path": "docs/cross_encoder/usage/efficiency.rst",
    "content": "\nSpeeding up Inference\n=====================\n\nSentence Transformers supports 3 backends for performing inference with Cross Encoder models, each with its own optimizations for speeding up inference:\n\n\n.. raw:: html\n\n    <div class=\"components\">\n        <a href=\"#pytorch\" class=\"box\">\n            <div class=\"header\">PyTorch</div>\n            The default backend for Cross Encoders.\n        </a>\n        <a href=\"#onnx\" class=\"box\">\n            <div class=\"header\">ONNX</div>\n            Flexible and efficient model accelerator.\n        </a>\n        <a href=\"#openvino\" class=\"box\">\n            <div class=\"header\">OpenVINO</div>\n            Optimization of models, mainly for Intel Hardware.\n        </a>\n        <a href=\"#benchmarks\" class=\"box\">\n            <div class=\"header\">Benchmarks</div>\n            Benchmarks for the different backends.\n        </a>\n        <a href=\"#user-interface\" class=\"box\">\n            <div class=\"header\">User Interface</div>\n            GUI to export, optimize, and quantize models.\n        </a>\n    </div>\n    <br>\n\nPyTorch\n-------\n\nThe PyTorch backend is the default backend for Cross Encoders. If you don't specify a device, it will use the strongest available option across \"cuda\", \"mps\", and \"cpu\". Its default usage looks like this:\n\n.. code-block:: python\n\n   from sentence_transformers import CrossEncoder\n   \n   model = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\")\n\n   query = \"Which planet is known as the Red Planet?\"\n   passages = [\n      \"Venus is often called Earth's twin because of its similar size and proximity.\",\n      \"Mars, known for its reddish appearance, is often referred to as the Red Planet.\",\n      \"Jupiter, the largest planet in our solar system, has a prominent red spot.\",\n      \"Saturn, famous for its rings, is sometimes mistaken for the Red Planet.\"\n   ]\n\n   scores = model.predict([(query, passage) for passage in passages])\n   print(scores)\n\nIf you're using a GPU, then you can use the following options to speed up your inference:\n\n.. tab:: float16 (fp16)\n\n   Float32 (fp32, full precision) is the default floating-point format in ``torch``, whereas float16 (fp16, half precision) is a reduced-precision floating-point format that can speed up inference on GPUs at a minimal loss of model accuracy. To use it, you can specify the ``torch_dtype`` during initialization or call :meth:`model.half() <torch.Tensor.half>` on the initialized model:\n\n   .. code-block:: python\n\n      from sentence_transformers import CrossEncoder\n      \n      model = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\", model_kwargs={\"torch_dtype\": \"float16\"})\n      # or: model.half()\n\n      query = \"Which planet is known as the Red Planet?\"\n      passages = [\n         \"Venus is often called Earth's twin because of its similar size and proximity.\",\n         \"Mars, known for its reddish appearance, is often referred to as the Red Planet.\",\n         \"Jupiter, the largest planet in our solar system, has a prominent red spot.\",\n         \"Saturn, famous for its rings, is sometimes mistaken for the Red Planet.\"\n      ]\n\n      scores = model.predict([(query, passage) for passage in passages])\n      print(scores)\n\n.. tab:: bfloat16 (bf16)\n\n   Bfloat16 (bf16) is similar to fp16, but preserves more of the original accuracy of fp32. To use it, you can specify the ``torch_dtype`` during initialization or call :meth:`model.bfloat16() <torch.Tensor.bfloat16>` on the initialized model:\n\n   .. code-block:: python\n\n      from sentence_transformers import CrossEncoder\n      \n      model = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\", model_kwargs={\"torch_dtype\": \"bfloat16\"})\n      # or: model.bfloat16()\n\n      query = \"Which planet is known as the Red Planet?\"\n      passages = [\n         \"Venus is often called Earth's twin because of its similar size and proximity.\",\n         \"Mars, known for its reddish appearance, is often referred to as the Red Planet.\",\n         \"Jupiter, the largest planet in our solar system, has a prominent red spot.\",\n         \"Saturn, famous for its rings, is sometimes mistaken for the Red Planet.\"\n      ]\n\n      scores = model.predict([(query, passage) for passage in passages])\n      print(scores)\n\nONNX\n----\n\n.. include:: backend_export_sidebar.rst\n\nONNX can be used to speed up inference by converting the model to ONNX format and using ONNX Runtime to run the model. To use the ONNX backend, you must install Sentence Transformers with the ``onnx`` or ``onnx-gpu`` extra for CPU or GPU acceleration, respectively:\n\n.. code-block:: bash\n\n   pip install sentence-transformers[onnx-gpu]\n   # or\n   pip install sentence-transformers[onnx]\n\nTo convert a model to ONNX format, you can use the following code:\n\n.. code-block:: python\n\n   from sentence_transformers import CrossEncoder\n\n   model = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\", backend=\"onnx\")\n   \n   query = \"Which planet is known as the Red Planet?\"\n   passages = [\n      \"Venus is often called Earth's twin because of its similar size and proximity.\",\n      \"Mars, known for its reddish appearance, is often referred to as the Red Planet.\",\n      \"Jupiter, the largest planet in our solar system, has a prominent red spot.\",\n      \"Saturn, famous for its rings, is sometimes mistaken for the Red Planet.\"\n   ]\n\n   scores = model.predict([(query, passage) for passage in passages])\n   print(scores)\n\nIf the model path or repository already contains a model in ONNX format, Sentence Transformers will automatically use it. Otherwise, it will convert the model to the ONNX format. \n\n.. note::\n\n   If you wish to use the ONNX model outside of Sentence Transformers, you might need to apply your chosen activation function (e.g. Sigmoid) to get identical results as the Cross Encoder in Sentence Transformers.\n\nAll keyword arguments passed via ``model_kwargs`` will be passed on to :meth:`ORTModelForSequenceClassification.from_pretrained <optimum.onnxruntime.ORTModel.from_pretrained>`. Some notable arguments include:\n\n* ``provider``: ONNX Runtime provider to use for loading the model, e.g. ``\"CPUExecutionProvider\"`` . See https://onnxruntime.ai/docs/execution-providers/ for possible providers. If not specified, the strongest provider (E.g. ``\"CUDAExecutionProvider\"``) will be used.\n* ``file_name``: The name of the ONNX file to load. If not specified, will default to ``\"model.onnx\"`` or otherwise ``\"onnx/model.onnx\"``. This argument is useful for specifying optimized or quantized models.\n* ``export``: A boolean flag specifying whether the model will be exported. If not provided, ``export`` will be set to ``True`` if the model repository or directory does not already contain an ONNX model.\n\n.. tip::\n\n   It's heavily recommended to save the exported model to prevent having to re-export it every time you run your code. You can do this by calling :meth:`model.save_pretrained() <sentence_transformers.cross_encoder.CrossEncoder.save_pretrained>` if your model was local:\n\n   .. code-block:: python\n\n      model = CrossEncoder(\"path/to/my/model\", backend=\"onnx\")\n      model.save_pretrained(\"path/to/my/model\")\n   \n   or with :meth:`model.push_to_hub() <sentence_transformers.cross_encoder.CrossEncoder.push_to_hub>` if your model was from the Hugging Face Hub:\n\n   .. code-block:: python\n\n      model = CrossEncoder(\"Alibaba-NLP/gte-reranker-modernbert-base\", backend=\"onnx\")\n      model.push_to_hub(\"Alibaba-NLP/gte-reranker-modernbert-base\", create_pr=True)\n\nOptimizing ONNX Models\n^^^^^^^^^^^^^^^^^^^^^^\n\n.. include:: backend_export_sidebar.rst\n\nONNX models can be optimized using `Optimum <https://huggingface.co/docs/optimum/index>`_, allowing for speedups on CPUs and GPUs alike. To do this, you can use the :func:`~sentence_transformers.backend.export_optimized_onnx_model` function, which saves the optimized in a directory or model repository that you specify. It expects:\n\n- ``model``: a Sentence Transformer, Sparse Encoder, or Cross Encoder model loaded with the ONNX backend.\n- ``optimization_config``: ``\"O1\"``, ``\"O2\"``, ``\"O3\"``, or ``\"O4\"`` representing optimization levels from :class:`~optimum.onnxruntime.AutoOptimizationConfig`, or an :class:`~optimum.onnxruntime.OptimizationConfig` instance.\n- ``model_name_or_path``: a path to save the optimized model file, or the repository name if you want to push it to the Hugging Face Hub.\n- ``push_to_hub``: (Optional) a boolean to push the optimized model to the Hugging Face Hub.\n- ``create_pr``: (Optional) a boolean to create a pull request when pushing to the Hugging Face Hub. Useful when you don't have write access to the repository.\n- ``file_suffix``: (Optional) a string to append to the model name when saving it. If not specified, the optimization level name string will be used, or just ``\"optimized\"`` if the optimization config was not just a string optimization level.\n\nSee this example for exporting a model with :doc:`optimization level 3 <optimum:onnxruntime/usage_guides/optimization>` (basic and extended general optimizations, transformers-specific fusions, fast Gelu approximation):\n\n.. tab:: Hugging Face Hub Model\n\n   Only optimize once::\n\n      from sentence_transformers import CrossEncoder, export_optimized_onnx_model\n\n      model = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\", backend=\"onnx\")\n      export_optimized_onnx_model(\n          model=model,\n          optimization_config=\"O3\",\n          model_name_or_path=\"cross-encoder/ms-marco-MiniLM-L6-v2\",\n          push_to_hub=True,\n          create_pr=True,\n      )\n\n   Before the pull request gets merged::\n\n      from sentence_transformers import CrossEncoder\n\n      pull_request_nr = 2 # TODO: Update this to the number of your pull request\n      model = CrossEncoder(\n          \"cross-encoder/ms-marco-MiniLM-L6-v2\",\n          backend=\"onnx\",\n          model_kwargs={\"file_name\": \"onnx/model_O3.onnx\"},\n          revision=f\"refs/pr/{pull_request_nr}\"\n      )\n   \n   Once the pull request gets merged::\n\n      from sentence_transformers import CrossEncoder\n\n      model = CrossEncoder(\n          \"cross-encoder/ms-marco-MiniLM-L6-v2\",\n          backend=\"onnx\",\n          model_kwargs={\"file_name\": \"onnx/model_O3.onnx\"},\n      )\n\n.. tab:: Local Model\n\n   Only optimize once::\n\n      from sentence_transformers import CrossEncoder, export_optimized_onnx_model\n\n      model = CrossEncoder(\"path/to/my/mpnet-legal-finetuned\", backend=\"onnx\")\n      export_optimized_onnx_model(\n          model=model, optimization_config=\"O3\", model_name_or_path=\"path/to/my/mpnet-legal-finetuned\"\n      )\n\n   After optimizing::\n\n      from sentence_transformers import CrossEncoder\n\n      model = CrossEncoder(\n          \"path/to/my/mpnet-legal-finetuned\",\n          backend=\"onnx\",\n          model_kwargs={\"file_name\": \"onnx/model_O3.onnx\"},\n      )\n\nQuantizing ONNX Models\n^^^^^^^^^^^^^^^^^^^^^^\n\n.. include:: backend_export_sidebar.rst\n\nONNX models can be quantized to int8 precision using `Optimum <https://huggingface.co/docs/optimum/index>`_, allowing for faster inference on CPUs. To do this, you can use the :func:`~sentence_transformers.backend.export_dynamic_quantized_onnx_model` function, which saves the quantized in a directory or model repository that you specify. Dynamic quantization, unlike static quantization, does not require a calibration dataset. It expects:\n\n- ``model``: a Sentence Transformer, Sparse Encoder, or Cross Encoder model loaded with the ONNX backend.\n- ``quantization_config``: ``\"arm64\"``, ``\"avx2\"``, ``\"avx512\"``, or ``\"avx512_vnni\"`` representing quantization configurations from :class:`~optimum.onnxruntime.AutoQuantizationConfig`, or an :class:`~optimum.onnxruntime.QuantizationConfig` instance.\n- ``model_name_or_path``: a path to save the quantized model file, or the repository name if you want to push it to the Hugging Face Hub.\n- ``push_to_hub``: (Optional) a boolean to push the quantized model to the Hugging Face Hub.\n- ``create_pr``: (Optional) a boolean to create a pull request when pushing to the Hugging Face Hub. Useful when you don't have write access to the repository.\n- ``file_suffix``: (Optional) a string to append to the model name when saving it. If not specified, ``\"qint8_quantized\"`` will be used.\n\nOn my CPU, each of the default quantization configurations (``\"arm64\"``, ``\"avx2\"``, ``\"avx512\"``, ``\"avx512_vnni\"``) resulted in roughly equivalent speedups.\n\nSee this example for quantizing a model to ``int8`` with :doc:`avx512_vnni <optimum:onnxruntime/usage_guides/quantization>`:\n\n.. tab:: Hugging Face Hub Model\n\n   Only quantize once::\n\n      from sentence_transformers import CrossEncoder, export_dynamic_quantized_onnx_model\n\n      model = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\", backend=\"onnx\")\n      export_dynamic_quantized_onnx_model(\n          model=model,\n          quantization_config=\"avx512_vnni\",\n          model_name_or_path=\"sentence-transformers/cross-encoder/ms-marco-MiniLM-L6-v2\",\n          push_to_hub=True,\n          create_pr=True,\n      )\n\n   Before the pull request gets merged::\n\n      from sentence_transformers import CrossEncoder\n\n      pull_request_nr = 2 # TODO: Update this to the number of your pull request\n      model = CrossEncoder(\n          \"cross-encoder/ms-marco-MiniLM-L6-v2\",\n          backend=\"onnx\",\n          model_kwargs={\"file_name\": \"onnx/model_qint8_avx512_vnni.onnx\"},\n          revision=f\"refs/pr/{pull_request_nr}\",\n      )\n   \n   Once the pull request gets merged::\n\n      from sentence_transformers import CrossEncoder\n\n      model = CrossEncoder(\n          \"cross-encoder/ms-marco-MiniLM-L6-v2\",\n          backend=\"onnx\",\n          model_kwargs={\"file_name\": \"onnx/model_qint8_avx512_vnni.onnx\"},\n      )\n\n.. tab:: Local Model\n\n   Only quantize once::\n\n      from sentence_transformers import CrossEncoder, export_dynamic_quantized_onnx_model\n\n      model = CrossEncoder(\"path/to/my/mpnet-legal-finetuned\", backend=\"onnx\")\n      export_dynamic_quantized_onnx_model(\n          model=model, quantization_config=\"avx512_vnni\", model_name_or_path=\"path/to/my/mpnet-legal-finetuned\"\n      )\n\n   After quantizing::\n\n      from sentence_transformers import CrossEncoder\n\n      model = CrossEncoder(\n          \"path/to/my/mpnet-legal-finetuned\",\n          backend=\"onnx\",\n          model_kwargs={\"file_name\": \"onnx/model_qint8_avx512_vnni.onnx\"},\n      )\n\nOpenVINO\n--------\n\n.. include:: backend_export_sidebar.rst\n\nOpenVINO allows for accelerated inference on CPUs by exporting the model to the OpenVINO format. To use the OpenVINO backend, you must install Sentence Transformers with the ``openvino`` extra:\n\n.. code-block:: bash\n\n   pip install sentence-transformers[openvino]\n\nTo convert a model to OpenVINO format, you can use the following code:\n\n.. code-block:: python\n\n   from sentence_transformers import CrossEncoder\n\n   model = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\", backend=\"openvino\")\n\n   query = \"Which planet is known as the Red Planet?\"\n   passages = [\n      \"Venus is often called Earth's twin because of its similar size and proximity.\",\n      \"Mars, known for its reddish appearance, is often referred to as the Red Planet.\",\n      \"Jupiter, the largest planet in our solar system, has a prominent red spot.\",\n      \"Saturn, famous for its rings, is sometimes mistaken for the Red Planet.\"\n   ]\n\n   scores = model.predict([(query, passage) for passage in passages])\n   print(scores)\n\nIf the model path or repository already contains a model in OpenVINO format, Sentence Transformers will automatically use it. Otherwise, it will convert the model to the OpenVINO format.\n\n.. note::\n\n   If you wish to use the OpenVINO model outside of Sentence Transformers, you might need to apply your chosen activation function (e.g. Sigmoid) to get identical results as the Cross Encoder in Sentence Transformers.\n\n.. raw:: html\n\n   All keyword arguments passed via <code>model_kwargs</code> will be passed on to <a href=\"https://huggingface.co/docs/optimum/intel/openvino/reference#optimum.intel.openvino.modeling_base.OVBaseModel.from_pretrained\"><code style=\"color: #404040; font-weight: 700;\">OVBaseModel.from_pretrained()</code></a>. Some notable arguments include:\n\n* ``file_name``: The name of the ONNX file to load. If not specified, will default to ``\"openvino_model.xml\"`` or otherwise ``\"openvino/openvino_model.xml\"``. This argument is useful for specifying optimized or quantized models.\n* ``export``: A boolean flag specifying whether the model will be exported. If not provided, ``export`` will be set to ``True`` if the model repository or directory does not already contain an OpenVINO model.\n\n.. tip::\n\n   It's heavily recommended to save the exported model to prevent having to re-export it every time you run your code. You can do this by calling :meth:`model.save_pretrained() <sentence_transformers.cross_encoder.CrossEncoder.save_pretrained>` if your model was local:\n\n   .. code-block:: python\n\n      model = CrossEncoder(\"path/to/my/model\", backend=\"openvino\")\n      model.save_pretrained(\"path/to/my/model\")\n   \n   or with :meth:`model.push_to_hub() <sentence_transformers.cross_encoder.CrossEncoder.push_to_hub>` if your model was from the Hugging Face Hub:\n\n   .. code-block:: python\n\n      model = CrossEncoder(\"Alibaba-NLP/gte-reranker-modernbert-base\", backend=\"openvino\")\n      model.push_to_hub(\"Alibaba-NLP/gte-reranker-modernbert-base\", create_pr=True)\n\nQuantizing OpenVINO Models\n^^^^^^^^^^^^^^^^^^^^^^^^^^\n\n.. include:: backend_export_sidebar.rst\n\nOpenVINO models can be quantized to int8 precision using `Optimum Intel <https://huggingface.co/docs/optimum/main/en/intel/index>`_ to speed up inference.\nTo do this, you can use the :func:`~sentence_transformers.backend.export_static_quantized_openvino_model` function,\nwhich saves the quantized model in a directory or model repository that you specify.\nPost-Training Static Quantization expects:\n\n- ``model``: a Sentence Transformer, Sparse Encoder, or Cross Encoder model loaded with the OpenVINO backend.\n- ``quantization_config``: (Optional) The quantization configuration. This parameter accepts either:\n  ``None`` for the default 8-bit quantization, a dictionary representing quantization configurations, or\n  an :class:`~optimum.intel.OVQuantizationConfig` instance.\n- ``model_name_or_path``: a path to save the quantized model file, or the repository name if you want to push it to the Hugging Face Hub.\n- ``dataset_name``: (Optional) The name of the dataset to load for calibration. If not specified, defaults to ``sst2`` subset from the ``glue`` dataset.\n- ``dataset_config_name``: (Optional) The specific configuration of the dataset to load.\n- ``dataset_split``: (Optional) The split of the dataset to load (e.g., 'train', 'test').\n- ``column_name``: (Optional) The column name in the dataset to use for calibration.\n- ``push_to_hub``: (Optional) a boolean to push the quantized model to the Hugging Face Hub.\n- ``create_pr``: (Optional) a boolean to create a pull request when pushing to the Hugging Face Hub. Useful when you don't have write access to the repository.\n- ``file_suffix``: (Optional) a string to append to the model name when saving it. If not specified, ``\"qint8_quantized\"`` will be used.\n\nSee this example for quantizing a model to ``int8`` with `static quantization <https://huggingface.co/docs/optimum/main/en/intel/openvino/optimization#static-quantization>`_:\n\n.. tab:: Hugging Face Hub Model\n\n   Only quantize once::\n\n      from sentence_transformers import CrossEncoder, export_static_quantized_openvino_model\n\n      model = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\", backend=\"openvino\")\n      export_static_quantized_openvino_model(\n          model=model,\n          quantization_config=None,\n          model_name_or_path=\"cross-encoder/ms-marco-MiniLM-L6-v2\",\n          push_to_hub=True,\n          create_pr=True,\n      )\n\n   Before the pull request gets merged::\n\n      from sentence_transformers import CrossEncoder\n\n      pull_request_nr = 2 # TODO: Update this to the number of your pull request\n      model = CrossEncoder(\n          \"cross-encoder/ms-marco-MiniLM-L6-v2\",\n          backend=\"openvino\",\n          model_kwargs={\"file_name\": \"openvino/openvino_model_qint8_quantized.xml\"},\n          revision=f\"refs/pr/{pull_request_nr}\"\n      )\n\n   Once the pull request gets merged::\n\n      from sentence_transformers import CrossEncoder\n\n      model = CrossEncoder(\n          \"cross-encoder/ms-marco-MiniLM-L6-v2\",\n          backend=\"openvino\",\n          model_kwargs={\"file_name\": \"openvino/openvino_model_qint8_quantized.xml\"},\n      )\n\n.. tab:: Local Model\n\n   Only quantize once::\n\n      from sentence_transformers import CrossEncoder, export_static_quantized_openvino_model\n      from optimum.intel import OVQuantizationConfig\n\n      model = CrossEncoder(\"path/to/my/mpnet-legal-finetuned\", backend=\"openvino\")\n      quantization_config = OVQuantizationConfig()\n      export_static_quantized_openvino_model(\n          model=model, quantization_config=quantization_config, model_name_or_path=\"path/to/my/mpnet-legal-finetuned\"\n      )\n\n   After quantizing::\n\n      from sentence_transformers import CrossEncoder\n\n      model = CrossEncoder(\n          \"path/to/my/mpnet-legal-finetuned\",\n          backend=\"openvino\",\n          model_kwargs={\"file_name\": \"openvino/openvino_model_qint8_quantized.xml\"},\n      )\n\nBenchmarks\n----------\n\nThe following images show the benchmark results for the different backends on GPUs and CPUs. The results are averaged across 4 models of various sizes, 3 datasets, and numerous batch sizes.\n\n.. raw:: html\n\n   <details>\n      <summary>Expand the benchmark details</summary>\n\n   <br>\n   Speedup ratio:\n   <ul>\n      <li>\n         <b>Hardware: </b>RTX 3090 GPU, i7-17300K CPU\n      </li>\n      <li>\n         <b>Datasets: </b> 2000 samples for GPU tests, 1000 samples for CPU tests.\n         <ul>\n            <li>\n               <a href=\"https://huggingface.co/datasets/sentence-transformers/stsb\">sentence-transformers/stsb</a>: <code>sentence1</code> and <code>sentence2</code> columns as pairs, with 38.94 ± 13.97 and 38.96 ± 14.05 characters on average, respectively.\n            </li>\n            <li>\n               <a href=\"https://huggingface.co/datasets/sentence-transformers/natural-questions\">sentence-transformers/natural-questions</a>: <code>query</code> and <code>answer</code> columns as pairs, with 46.99 ± 10.98 and 619.63 ± 345.30 characters on average, respectively.\n            </li>\n            <li>\n               <a href=\"https://huggingface.co/datasets/stanfordnlp/imdb\">stanfordnlp/imdb</a>: Two variants used from the <code>text</code> column: first 100 characters (100.00 ± 0.00 characters) and each sample repeated 4 times (16804.25 ± 10178.26 characters).\n            </li>\n         </ul>\n      </li>\n      <li>\n         <b>Models: </b>\n         <ul>\n            <li>\n               <a href=\"https://huggingface.co/cross-encoder/ms-marco-MiniLM-L6-v2\">cross-encoder/ms-marco-MiniLM-L6-v2</a>: 22.7M parameters; batch sizes of 16, 32, 64, 128 and 256.\n            </li>\n            <li>\n               <a href=\"https://huggingface.co/BAAI/bge-reranker-base\">BAAI/bge-reranker-base</a>: 278M parameters; batch sizes of 16, 32, 64, and 128.\n            </li>\n            <li>\n               <a href=\"https://huggingface.co/mixedbread-ai/mxbai-rerank-large-v1\">mixedbread-ai/mxbai-rerank-large-v1</a>: 435M parameters; batch sizes of 8, 16, 32, and 64. Also 128 and 256 for GPU tests.\n            </li>\n            <li>\n               <a href=\"https://huggingface.co/BAAI/bge-reranker-v2-m3\">BAAI/bge-reranker-v2-m3</a>: 568M parameters; batch sizes of 2, 4. Also 8, 16, and 32 for GPU tests.\n            </li>\n         </ul>\n      </li>\n   </ul>\n   Performance ratio: The same models and hardware was used. We compare the performance against the performance of PyTorch with fp32, i.e. the default backend and precision.\n   <ul>\n      <li>\n         <b>Evaluation: </b>\n         <ul>\n            <li>\n               <b>Information Retrieval: </b>NDCG@10 based on cosine similarity on the MS MARCO and NQ subsets from the <a href=\"https://huggingface.co/collections/zeta-alpha-ai/nanobeir-66e1a0af21dfd93e620cd9f6\">NanoBEIR</a> collection of datasets, computed via the CrossEncoderNanoBEIREvaluator.\n            </li>\n         </ul>\n      </li>\n   </ul>\n\n   <ul>\n      <li>\n         <b>Backends: </b>\n         <ul>\n            <li>\n               <code>torch-fp32</code>: PyTorch with float32 precision (default).\n            </li>\n            <li>\n               <code>torch-fp16</code>: PyTorch with float16 precision, via <code>model_kwargs={\"torch_dtype\": \"float16\"}</code>.\n            </li>\n            <li>\n               <code>torch-bf16</code>: PyTorch with bfloat16 precision, via <code>model_kwargs={\"torch_dtype\": \"bfloat16\"}</code>.\n            </li>\n            <li>\n               <code>onnx</code>: ONNX with float32 precision, via <code>backend=\"onnx\"</code>.\n            </li>\n            <li>\n               <code>onnx-O1</code>: ONNX with float32 precision and O1 optimization, via <code>export_optimized_onnx_model(..., optimization_config=\"O1\", ...)</code> and <code>backend=\"onnx\"</code>.\n            </li>\n            <li>\n               <code>onnx-O2</code>: ONNX with float32 precision and O2 optimization, via <code>export_optimized_onnx_model(..., optimization_config=\"O2\", ...)</code> and <code>backend=\"onnx\"</code>.\n            </li>\n            <li>\n               <code>onnx-O3</code>: ONNX with float32 precision and O3 optimization, via <code>export_optimized_onnx_model(..., optimization_config=\"O3\", ...)</code> and <code>backend=\"onnx\"</code>.\n            </li>\n            <li>\n               <code>onnx-O4</code>: ONNX with float16 precision and O4 optimization, via <code>export_optimized_onnx_model(..., optimization_config=\"O4\", ...)</code> and <code>backend=\"onnx\"</code>.\n            </li>\n            <li>\n               <code>onnx-qint8</code>: ONNX quantized to int8 with \"avx512_vnni\", via <code>export_dynamic_quantized_onnx_model(..., quantization_config=\"avx512_vnni\", ...)</code> and <code>backend=\"onnx\"</code>. The different quantization configurations resulted in roughly equivalent speedups.\n            </li>\n            <li>\n               <code>openvino</code>: OpenVINO, via <code>backend=\"openvino\"</code>.\n            </li>\n            <li>\n               <code>openvino-qint8</code>: OpenVINO quantized to int8 via <code>export_static_quantized_openvino_model(..., quantization_config=OVQuantizationConfig(), ...)</code> and <code>backend=\"openvino\"</code>.\n            </li>\n         </ul>\n      </li>\n   </ul>\n\n   Note that the aggressive averaging across models, datasets, and batch sizes prevents some more intricate patterns from being visible. For example, ONNX seems to perform stronger at low batch sizes. However, ONNX and OpenVINO can even perform slightly worse than PyTorch, so we recommend testing the different backends with your specific model and data to find the best one for your use case.\n\n   </details>\n   <br>\n\n\n.. image:: ../../img/ce_backends_benchmark_gpu.png\n   :alt: Benchmark for GPUs\n   :width: 45%\n\n.. image:: ../../img/ce_backends_benchmark_cpu.png\n   :alt: Benchmark for CPUs\n   :width: 45%\n\nRecommendations\n^^^^^^^^^^^^^^^\n\nBased on the benchmarks, this flowchart should help you decide which backend to use for your model:\n\n.. mermaid::\n   \n   %%{init: {\n      \"theme\": \"neutral\",\n      \"flowchart\": {\n         \"curve\": \"bumpY\"\n      }\n   }}%%\n   graph TD\n   A(\"What is your hardware?\") -->|GPU| B(\"Are you using a small<br>batch size?\")\n   A -->|CPU| C(\"Are minor performance<br>degradations acceptable?\")\n   B -->|yes| D[onnx-O4]\n   B -->|no| F[float16]\n   C -->|yes| G[openvino-qint8]\n   C -->|no| H(\"Do you have an Intel CPU?\")\n   H -->|yes| I[openvino]\n   H -->|no| J[onnx]\n   click D \"#optimizing-onnx-models\"\n   click F \"#pytorch\"\n   click G \"#quantizing-openvino-models\"\n   click I \"#openvino\"\n   click J \"#onnx\"\n\n.. note::\n\n   Your milage may vary, and you should always test the different backends with your specific model and data to find the best one for your use case.\n\nUser Interface\n^^^^^^^^^^^^^^\n\nThis Hugging Face Space provides a user interface for exporting, optimizing, and quantizing models for either ONNX or OpenVINO:\n\n- `sentence-transformers/backend-export <https://huggingface.co/spaces/sentence-transformers/backend-export>`_\n"
  },
  {
    "path": "docs/cross_encoder/usage/usage.rst",
    "content": "\nUsage\n=====\n\nCharacteristics of Cross Encoder (a.k.a reranker) models:\n\n1. Calculates a **similarity score** given **pairs of texts**.\n2. Generally provides **superior performance** compared to a Sentence Transformer (a.k.a. bi-encoder) model.\n3. Often **slower** than a Sentence Transformer model, as it requires computation for each pair rather than each text.\n4. Due to the previous 2 characteristics, Cross Encoders are often used to **re-rank the top-k results** from a Sentence Transformer model.\n\nOnce you have `installed <../../installation.html>`_ Sentence Transformers, you can easily use Cross Encoder models:\n\n.. sidebar:: Documentation\n\n   1. :class:`~sentence_transformers.cross_encoder.CrossEncoder`\n   2. :meth:`CrossEncoder.predict <sentence_transformers.cross_encoder.CrossEncoder.predict>`\n   3. :meth:`CrossEncoder.rank <sentence_transformers.cross_encoder.CrossEncoder.rank>`\n\n   .. note::\n      MS Marco models return logits rather than scores between 0 and 1. Load the :class:`~sentence_transformers.cross_encoder.CrossEncoder` with ``activation_fn=torch.nn.Sigmoid()`` to get scores between 0 and 1. This does not affect the ranking.\n\n::\n\n   from sentence_transformers import CrossEncoder\n   \n   # 1. Load a pre-trained CrossEncoder model\n   model = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\")\n\n   # 2. Predict scores for a pair of sentences\n   scores = model.predict([\n       (\"How many people live in Berlin?\", \"Berlin had a population of 3,520,031 registered inhabitants in an area of 891.82 square kilometers.\"),\n       (\"How many people live in Berlin?\", \"Berlin is well known for its museums.\"),\n   ])\n   # => array([ 8.607138 , -4.3200774], dtype=float32)\n   \n   # 3. Rank a list of passages for a query\n   query = \"How many people live in Berlin?\"\n   passages = [\n       \"Berlin had a population of 3,520,031 registered inhabitants in an area of 891.82 square kilometers.\",\n       \"Berlin is well known for its museums.\",\n       \"In 2014, the city state Berlin had 37,368 live births (+6.6%), a record number since 1991.\",\n       \"The urban area of Berlin comprised about 4.1 million people in 2014, making it the seventh most populous urban area in the European Union.\",\n       \"The city of Paris had a population of 2,165,423 people within its administrative city limits as of January 1, 2019\",\n       \"An estimated 300,000-420,000 Muslims reside in Berlin, making up about 8-11 percent of the population.\",\n       \"Berlin is subdivided into 12 boroughs or districts (Bezirke).\",\n       \"In 2015, the total labour force in Berlin was 1.85 million.\",\n       \"In 2013 around 600,000 Berliners were registered in one of the more than 2,300 sport and fitness clubs.\",\n       \"Berlin has a yearly total of about 135 million day visitors, which puts it in third place among the most-visited city destinations in the European Union.\",\n   ]\n   ranks = model.rank(query, passages)\n   \n   # Print the scores\n   print(\"Query:\", query)\n   for rank in ranks:\n       print(f\"{rank['score']:.2f}\\t{passages[rank['corpus_id']]}\")\n   \"\"\"\n   Query: How many people live in Berlin?\n   8.92    The urban area of Berlin comprised about 4.1 million people in 2014, making it the seventh most populous urban area in the European Union.\n   8.61    Berlin had a population of 3,520,031 registered inhabitants in an area of 891.82 square kilometers.\n   8.24    An estimated 300,000-420,000 Muslims reside in Berlin, making up about 8-11 percent of the population.\n   7.60    In 2014, the city state Berlin had 37,368 live births (+6.6%), a record number since 1991.\n   6.35    In 2013 around 600,000 Berliners were registered in one of the more than 2,300 sport and fitness clubs.\n   5.42    Berlin has a yearly total of about 135 million day visitors, which puts it in third place among the most-visited city destinations in the European Union.\n   3.45    In 2015, the total labour force in Berlin was 1.85 million.\n   0.33    Berlin is subdivided into 12 boroughs or districts (Bezirke).\n   -4.24   The city of Paris had a population of 2,165,423 people within its administrative city limits as of January 1, 2019\n   -4.32   Berlin is well known for its museums.\n   \"\"\"\n\n.. toctree::\n   :maxdepth: 1\n   :caption: Tasks\n\n   Cross-Encoder vs Bi-Encoder <../../../examples/cross_encoder/applications/README>\n   ../../../examples/sentence_transformer/applications/retrieve_rerank/README\n   efficiency"
  },
  {
    "path": "docs/installation.md",
    "content": "# Installation\n\nWe recommend **Python 3.10+**, **[PyTorch 1.11.0+](https://pytorch.org/get-started/locally/)**, and **[transformers v4.41.0+](https://github.com/huggingface/transformers)**. There are 5 extra options to install Sentence Transformers:\n\n- **Default:** This allows for loading, saving, and inference (i.e., getting embeddings) of models.\n- **ONNX:** This allows for loading, saving, inference, optimizing, and quantizing of models using the ONNX backend.\n- **OpenVINO:** This allows for loading, saving, and inference of models using the OpenVINO backend.\n- **Default and Training**: Like **Default**, plus training.\n- **Development**: All of the above plus some dependencies for developing Sentence Transformers, see [Editable Install](#editable-install).\n\nNote that you can mix and match the various extras, e.g. `pip install -U \"sentence-transformers[train,onnx-gpu]\"`.\n\n## Install with pip\n\n```{eval-rst}\n\n.. tab:: Default\n\n    ::\n\n        pip install -U sentence-transformers\n\n.. tab:: ONNX\n\n    For GPU and CPU:\n    ::\n\n        pip install -U \"sentence-transformers[onnx-gpu]\"\n\n    For CPU only:\n    ::\n\n        pip install -U \"sentence-transformers[onnx]\"\n\n.. tab:: OpenVINO\n\n    ::\n\n        pip install -U \"sentence-transformers[openvino]\"\n\n.. tab:: Default and Training\n\n    ::\n\n        pip install -U \"sentence-transformers[train]\"\n\n    To use `Weights and Biases <https://wandb.ai/>`_ to track your training logs, you should also install ``wandb`` **(recommended)**::\n\n        pip install wandb\n    \n    And to track your Carbon Emissions while training and have this information automatically included in your model cards, also install ``codecarbon`` **(recommended)**::\n\n        pip install codecarbon\n\n.. tab:: Development\n\n    ::\n\n        pip install -U \"sentence-transformers[dev]\"\n\n```\n\n## Install with Conda\n\n```{eval-rst}\n\n.. tab:: Default\n\n    ::\n\n        conda install -c conda-forge sentence-transformers\n\n.. tab:: ONNX\n\n    For GPU and CPU:\n    ::\n\n        pip install -U \"sentence-transformers[onnx-gpu]\"\n\n    For CPU only:\n    ::\n\n        pip install -U \"sentence-transformers[onnx]\"\n\n.. tab:: OpenVINO\n\n    ::\n\n        pip install -U \"sentence-transformers[openvino]\"\n\n.. tab:: Default and Training\n\n    ::\n\n        conda install -c conda-forge sentence-transformers accelerate datasets\n\n    To use `Weights and Biases <https://wandb.ai/>`_ to track your training logs, you should also install ``wandb`` **(recommended)**::\n\n        pip install wandb\n    \n    And to track your Carbon Emissions while training and have this information automatically included in your model cards, also install ``codecarbon`` **(recommended)**::\n\n        pip install codecarbon\n\n.. tab:: Development\n\n    ::\n\n        conda install -c conda-forge sentence-transformers accelerate datasets pre-commit pytest ruff\n\n```\n\n## Install from Source\n\nYou can install `sentence-transformers` directly from source to take advantage of the bleeding edge `main` branch rather than the latest stable release:\n\n```{eval-rst}\n\n.. tab:: Default\n\n    ::\n\n        pip install git+https://github.com/huggingface/sentence-transformers.git\n\n.. tab:: ONNX\n\n    For GPU and CPU:\n    ::\n\n        pip install -U \"sentence-transformers[onnx-gpu] @ git+https://github.com/huggingface/sentence-transformers.git\"\n\n    For CPU only:\n    ::\n\n        pip install -U \"sentence-transformers[onnx] @ git+https://github.com/huggingface/sentence-transformers.git\"\n\n.. tab:: OpenVINO\n\n    ::\n\n        pip install -U \"sentence-transformers[openvino] @ git+https://github.com/huggingface/sentence-transformers.git\"\n\n.. tab:: Default and Training\n\n    ::\n\n        pip install -U \"sentence-transformers[train] @ git+https://github.com/huggingface/sentence-transformers.git\"\n\n    To use `Weights and Biases <https://wandb.ai/>`_ to track your training logs, you should also install ``wandb`` **(recommended)**::\n\n        pip install wandb\n    \n    And to track your carbon emissions while training and have this information automatically included in your model cards, also install ``codecarbon`` **(recommended)**::\n\n        pip install codecarbon\n\n.. tab:: Development\n\n    ::\n\n        pip install -U \"sentence-transformers[dev] @ git+https://github.com/huggingface/sentence-transformers.git\"\n\n```\n\n## Editable Install\n\nIf you want to make changes to `sentence-transformers`, you will need an editable install. Clone the repository and install it with these commands:\n\n```\ngit clone https://github.com/huggingface/sentence-transformers\ncd sentence-transformers\npip install -e \".[train,dev]\"\n```\n\nThese commands will link the new `sentence-transformers` folder and your Python library paths, such that this folder will be used when importing `sentence-transformers`.\n\n## Install PyTorch with CUDA support\n\nTo use a GPU/CUDA, you must install PyTorch with CUDA support. Follow [PyTorch - Get Started](https://pytorch.org/get-started/locally/) for installation steps.\n"
  },
  {
    "path": "docs/migration_guide.md",
    "content": "# Migration Guide\n\n## Migrating from v4.x to v5.x\n\n```{eval-rst}\nThe v5 Sentence Transformers release introduced :class:`~sentence_transformers.sparse_encoder.SparseEncoder` embedding models (see the `Sparse Encoder Usage <sparse_encoder/usage/usage.html>`_ for more details on them) alongside an extensive training suite for them, including :class:`~sentence_transformers.sparse_encoder.trainer.SparseEncoderTrainer` and :class:`~sentence_transformers.sparse_encoder.training_args.SparseEncoderTrainingArguments`. Unlike with v3 (updated :class:`~sentence_transformers.SentenceTransformer`) and v4 (updated :class:`~sentence_transformers.cross_encoder.CrossEncoder`), this update does not deprecate any training methods.\n```\n\n### Migration for model.encode\n\n```{eval-rst}\n\nWe introduce two new methods, :meth:`~sentence_transformers.SentenceTransformer.encode_query` and :meth:`~sentence_transformers.SentenceTransformer.encode_document`, which are recommended to use instead of the :meth:`~sentence_transformers.SentenceTransformer.encode` method when working with information retrieval tasks. These methods are specialized version of :meth:`~sentence_transformers.SentenceTransformer.encode` that differs in exactly two ways:\n\n1. If no ``prompt_name`` or ``prompt`` is provided, it uses a predefined \"query\" prompt,\n   if available in the model's ``prompts`` dictionary.\n2. It sets the ``task`` to \"query\". If the model has a :class:`~sentence_transformers.models.Router`\n   module, it will use the \"query\" task type to route the input through the appropriate submodules.\n\nThe same methods apply to the :class:`~sentence_transformers.sparse_encoder.SparseEncoder` models.\n\n.. list-table:: encode_query and encode_document\n   :widths: 50 50\n   :header-rows: 1\n\n   * - v4.x\n     - v5.x (recommended)\n   * - .. code-block:: python\n         :emphasize-lines: 7-9\n\n         from sentence_transformers import SentenceTransformer\n\n         model = SentenceTransformer(\"mixedbread-ai/mxbai-embed-large-v1\")\n         query = \"What is the capital of France?\"\n         document = \"Paris is the capital of France.\"\n\n         # Use the prompt with the name \"query\" for the query\n         query_embedding = model.encode(query, prompt_name=\"query\")\n         document_embedding = model.encode(document)\n\n         print(query_embedding.shape, document_embedding.shape)\n         # => (1, 768) (1, 768)\n\n     - .. code-block:: python\n         :emphasize-lines: 7-12\n\n         from sentence_transformers import SentenceTransformer\n\n         model = SentenceTransformer(\"mixedbread-ai/mxbai-embed-large-v1\")\n         query = \"What is the capital of France?\"\n         document = \"Paris is the capital of France.\"\n\n         # The new encode_query and encode_document methods call encode,\n         # but with the prompt name set to \"query\" or \"document\" if the\n         # model has prompts saved, and the task set to \"query\" or \"document\",\n         # if the model has a Router module.\n         query_embedding = model.encode_query(query)\n         document_embedding = model.encode_document(document)\n\n         print(query_embedding.shape, document_embedding.shape)\n         # => (1, 768) (1, 768)\n\nWe also deprecated the :meth:`~sentence_transformers.SentenceTransformer.encode_multi_process` method, which was used to encode large datasets in parallel using multiple processes. This method has now been subsumed by the :meth:`~sentence_transformers.SentenceTransformer.encode` method with the ``device``, ``pool``, and ``chunk_size`` arguments. Provide a list of devices to the ``device`` argument to use multiple processes, or a single device to use a single process. The ``pool`` argument can be used to pass a multiprocessing pool that gets reused across calls, and the ``chunk_size`` argument can be used to control the size of the chunks that are sent to each process in parallel.\n\n.. list-table:: encode_multi_process deprecation -> encode\n   :widths: 50 50\n   :header-rows: 1\n\n   * - v4.x\n     - v5.x (recommended)\n   * - .. code-block:: python\n         :emphasize-lines: 7-9\n\n         from sentence_transformers import SentenceTransformer\n\n         def main():\n             model = SentenceTransformer(\"all-mpnet-base-v2\")\n             texts = [\"The weather is so nice!\", \"It's so sunny outside.\", ...]\n\n             pool = model.start_multi_process_pool([\"cpu\", \"cpu\", \"cpu\", \"cpu\"])\n             embeddings = model.encode_multi_process(texts, pool, chunk_size=512)\n             model.stop_multi_process_pool(pool)\n\n             print(embeddings.shape)\n             # => (4000, 768)\n\n         if __name__ == \"__main__\":\n             main()\n\n     - .. code-block:: python\n         :emphasize-lines: 7\n\n         from sentence_transformers import SentenceTransformer\n\n         def main():\n             model = SentenceTransformer(\"all-mpnet-base-v2\")\n             texts = [\"The weather is so nice!\", \"It's so sunny outside.\", ...]\n\n             embeddings = model.encode(texts, device=[\"cpu\", \"cpu\", \"cpu\", \"cpu\"], chunk_size=512)\n\n             print(embeddings.shape)\n             # => (4000, 768)\n\n         if __name__ == \"__main__\":\n             main()\n\n\nThe ``truncate_dim`` parameter allows you to reduce the dimensionality of embeddings by truncating them. This is useful for optimizing storage and retrieval while maintaining most of the semantic information. Research has shown that the first dimensions often contain most of the important information in transformer embeddings.\n\n.. list-table:: Add truncate_dim to encode\n   :widths: 50 50\n   :header-rows: 1\n\n   * - v4.x\n     - v5.x (recommended)\n   * - .. code-block:: python\n         :emphasize-lines: 3-8\n\n         from sentence_transformers import SentenceTransformer\n\n         # To truncate embeddings to a specific dimension,\n         # you had to specify the dimension when loading\n         model = SentenceTransformer(\n            \"mixedbread-ai/mxbai-embed-large-v1\",\n            truncate_dim=384,\n         )\n         sentences = [\"This is an example sentence\", \"Each sentence is converted\"]\n\n         embeddings = model.encode(sentences)\n         print(embeddings.shape)\n         # => (2, 384)\n     - .. code-block:: python\n         :emphasize-lines: 3-7, 10-18\n\n         from sentence_transformers import SentenceTransformer\n\n         # Now you can either specify the dimension when loading the model...\n         model = SentenceTransformer(\n            \"mixedbread-ai/mxbai-embed-large-v1\",\n            truncate_dim=384,\n         )\n         sentences = [\"This is an example sentence\", \"Each sentence is converted\"]\n\n         # ... or you can specify it when encoding\n         embeddings = model.encode(sentences, truncate_dim=256)\n         print(embeddings.shape)\n         # => (2, 256)\n\n         # The encode parameter has priority, but otherwise the model truncate_dim is used\n         embeddings = model.encode(sentences)\n         print(embeddings.shape)\n         # => (2, 384)\n\n```\n\n### Migration for Asym to Router\n\n```{eval-rst}\n\nThe ``Asym`` module has been renamed and updated to the new :class:`~sentence_transformers.models.Router` module, which provides the same functionality but with a more consistent API and additional features. The new :class:`~sentence_transformers.models.Router` module allows for more flexible routing of different tasks, such as query and document embeddings, and is recommended when working with asymmetric models that require different processing for different tasks, notably queries and documents.\n\nThe :meth:`~sentence_transformers.SentenceTransformer.encode_query` and :meth:`~sentence_transformers.SentenceTransformer.encode_document` methods automatically set the ``task`` parameter that is used by the :class:`~sentence_transformers.models.Router` module to route the input to the query or document submodules, respectively.\n\n.. collapse:: Asym -> Router\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v4.x\n        - v5.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 7-10\n\n           from sentence_transformers import SentenceTransformer, models\n\n           # Load a Sentence Transformer model and add an asymmetric router\n           # for different query and document post-processing\n           model = SentenceTransformer(\"microsoft/mpnet-base\")\n           dim = model.get_sentence_embedding_dimension()\n           asym_model = models.Asym({\n               'sts': [models.Dense(dim, dim)],\n               'classification': [models.Dense(dim, dim)]\n           })\n           model.add_module(\"asym\", asym_model)\n\n        - .. code-block:: python\n           :emphasize-lines: 7-10\n\n           from sentence_transformers import SentenceTransformer, models\n\n           # Load a Sentence Transformer model and add a router\n           # for different query and document post-processing\n           model = SentenceTransformer(\"microsoft/mpnet-base\")\n           dim = model.get_sentence_embedding_dimension()\n           router_model = models.Router({\n               'sts': [models.Dense(dim, dim)],\n               'classification': [models.Dense(dim, dim)]\n           })\n           model.add_module(\"router\", router_model)\n\n.. collapse:: Asym -> Router for queries and documents\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v4.x\n        - v5.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 8-11, 22-23\n\n           from sentence_transformers import SentenceTransformer\n           from sentence_transformers.models import Router, Normalize\n\n           # Use a regular SentenceTransformer for the document embeddings,\n           # and a static embedding model for the query embeddings\n           document_embedder = SentenceTransformer(\"mixedbread-ai/mxbai-embed-large-v1\")\n           query_embedder = SentenceTransformer(\"static-retrieval-mrl-en-v1\")\n           asym = Asym({\n               \"query\": list(query_embedder.children()),\n               \"document\": list(document_embedder.children()),\n           })\n           normalize = Normalize()\n\n           # Create an asymmetric model with different encoders for queries and documents\n           model = SentenceTransformer(\n               modules=[asym, normalize],\n           )\n\n           # ... requires more training to align the vector spaces\n\n           # Use the query & document routes\n           query_embedding = model.encode({\"query\": \"What is the capital of France?\"})\n           document_embedding = model.encode({\"document\": \"Paris is the capital of France.\"})\n\n        - .. code-block:: python\n           :emphasize-lines: 8-11, 22-23\n\n           from sentence_transformers import SentenceTransformer\n           from sentence_transformers.models import Router, Normalize\n\n           # Use a regular SentenceTransformer for the document embeddings,\n           # and a static embedding model for the query embeddings\n           document_embedder = SentenceTransformer(\"mixedbread-ai/mxbai-embed-large-v1\")\n           query_embedder = SentenceTransformer(\"static-retrieval-mrl-en-v1\")\n           router = Router.for_query_document(\n               query_modules=list(query_embedder.children()),\n               document_modules=list(document_embedder.children()),\n           )\n           normalize = Normalize()\n\n           # Create an asymmetric model with different encoders for queries and documents\n           model = SentenceTransformer(\n               modules=[router, normalize],\n           )\n\n           # ... requires more training to align the vector spaces\n\n           # Use the query & document routes\n           query_embedding = model.encode_query(\"What is the capital of France?\")\n           document_embedding = model.encode_document(\"Paris is the capital of France.\")\n\n.. collapse:: Asym inference -> Router inference\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v4.x\n        - v5.x (recommended)\n      * - .. code-block:: python\n\n           ...\n\n           # Use the query & document routes as keys in dictionaries\n           query_embedding = model.encode([{\"query\": \"What is the capital of France?\"}])\n           document_embedding = model.encode([\n               {\"document\": \"Paris is the capital of France.\"},\n               {\"document\": \"Berlin is the capital of Germany.\"},\n           ])\n           class_embedding = model.encode(\n               [{\"classification\": \"S&P500 is down 2.1% today.\"}],\n           )\n\n        - .. code-block:: python\n\n           ...\n\n           # Use the query & document routes with encode_query/encode_document\n           query_embedding = model.encode_query([\"What is the capital of France?\"])\n           document_embedding = model.encode_document([\n               \"Paris is the capital of France.\",\n               \"Berlin is the capital of Germany.\",\n           ])\n\n           # When using routes other than \"query\" and \"document\", you can use the `task` parameter\n           # on model.encode\n           class_embedding = model.encode(\n               [\"S&P500 is down 2.1% today.\"],\n               task=\"classification\"  # or any other task defined in the model Router\n           )\n\n.. collapse:: Asym training -> Router training\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v4.x\n        - v5.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 16-22\n\n           ...\n\n           # Prepare a training dataset for an Asym model with \"query\" and \"document\" keys\n           train_dataset = Dataset.from_dict({\n               \"query\": [\n                   \"is toprol xl the same as metoprolol?\",\n                   \"are eyes always the same size?\",\n               ],\n               \"answer\": [\n                   \"Metoprolol succinate is also known by the brand name Toprol XL.\",\n                   \"The eyes are always the same size from birth to death.\",\n               ],\n           })\n\n           # This mapper turns normal texts into a dictionary mapping Asym keys to the text\n           def mapper(sample):\n               return {\n                   \"question\": {\"query\": sample[\"question\"]},\n                   \"answer\": {\"document\": sample[\"answer\"]},\n               }\n\n           train_dataset = train_dataset.map(mapper)\n           print(train_dataset[0])\n           \"\"\"\n           {\n               \"question\": {\"query\": \"is toprol xl the same as metoprolol?\"},\n               \"answer\": {\"document\": \"Metoprolol succinate is also known by the ...\"}\n           }\n           \"\"\"\n\n           trainer = SentenceTransformerTrainer(  # Or SparseEncoderTrainer\n               model=model,\n               args=training_args,\n               train_dataset=train_dataset,\n               ...\n           )\n\n        - .. code-block:: python\n           :emphasize-lines: 25-28\n\n           ...\n\n           # Prepare a training dataset for a Router model with \"query\" and \"document\" keys\n           train_dataset = Dataset.from_dict({\n               \"query\": [\n                   \"is toprol xl the same as metoprolol?\",\n                   \"are eyes always the same size?\",\n               ],\n               \"answer\": [\n                   \"Metoprolol succinate is also known by the brand name Toprol XL.\",\n                   \"The eyes are always the same size from birth to death.\",\n               ],\n           })\n           train_dataset = train_dataset.map(mapper)\n           print(train_dataset[0])\n           \"\"\"\n           {\n               \"question\": \"is toprol xl the same as metoprolol?\",\n               \"answer\": \"Metoprolol succinate is also known by the brand name Toprol XL.\"\n           }\n           \"\"\"\n\n           args = SentenceTransformerTrainingArguments(  # Or SparseEncoderTrainingArguments\n               # Map dataset columns to the Router keys\n               router_mapping={\n                   \"question\": \"query\",\n                   \"answer\": \"document\",\n               }\n           )\n\n           trainer = SentenceTransformerTrainer(  # Or SparseEncoderTrainer\n               model=model,\n               args=training_args,\n               train_dataset=train_dataset,\n               ...\n           )\n\n```\n\n<br>\n\n### Migration of advanced usage\n\n```{eval-rst}\n\n.. collapse:: Module and InputModule convenience superclasses\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v4.x\n        - v5.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 4\n\n           from sentence_transformers import SentenceTransformer\n           import torch\n\n           class MyModule(torch.nn.Module):\n               def __init__(self):\n                   super().__init__()\n                   # Custom code here\n\n           model = SentenceTransformer(modules=[MyModule()])\n        - .. code-block:: python\n           :emphasize-lines: 4-9\n\n           from sentence_transformers import SentenceTransformer\n           from sentence_transformers.models import Module, InputModule\n\n           # The new Module and InputModule superclasses provide convenience methods\n           # like 'load', 'load_file_path', 'load_dir_path', 'load_torch_weights',\n           # 'save_config', 'save_torch_weights', 'get_config_dict'\n           # InputModule is meant to be used as the first module, is requires the\n           # 'tokenize' method to be implemented\n           class MyModule(Module):\n               def __init__(self):\n                   super().__init__()\n                   # Custom initialization code here\n\n           model = SentenceTransformer(modules=[MyModule()])\n\n.. collapse:: Custom batch samplers via class or function\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v4.x\n        - v5.x (recommended)\n      * - .. code-block:: python\n\n           from sentence_transformers import SentenceTransformer, SentenceTransformerTrainer\n\n           class CustomSentenceTransformerTrainer(SentenceTransformerTrainer):\n               # Custom batch samplers require subclassing the Trainer\n               def get_batch_sampler(\n                   self,\n                   dataset,\n                   batch_size,\n                   drop_last,\n                   valid_label_columns=None,\n                   generator=None,\n                   seed=0,\n               ):\n                   # Custom batch sampler logic here\n                   return ...\n\n           ...\n\n           trainer = CustomSentenceTransformerTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               ...\n           )\n           trainer.train()\n        - .. code-block:: python\n\n             from sentence_transformers import SentenceTransformer, SentenceTransformerTrainer\n             from sentence_transformers.sampler import DefaultBatchSampler\n             import torch\n\n             class CustomBatchSampler(DefaultBatchSampler):\n                 def __init__(\n                     self,\n                     dataset: Dataset,\n                     batch_size: int,\n                     drop_last: bool,\n                     valid_label_columns: list[str] | None = None,\n                     generator: torch.Generator | None = None,\n                     seed: int = 0,\n                 ):\n                     super().__init__(dataset, batch_size, drop_last, valid_label_columns, generator, seed)\n                     # Custom batch sampler logic here\n\n             args = SentenceTransformerTrainingArguments(\n                 # Other training arguments\n                 batch_sampler=CustomBatchSampler,  # Use the custom batch sampler class\n             )\n             trainer = SentenceTransformerTrainer(\n                 model=model,\n                 args=args,\n                 train_dataset=train_dataset,\n                 ...\n             )\n             trainer.train()\n\n             # Or, use a function to initialize the batch sampler\n             def custom_batch_sampler(\n                 dataset: Dataset,\n                 batch_size: int,\n                 drop_last: bool,\n                 valid_label_columns: list[str] | None = None,\n                 generator: torch.Generator | None = None,\n                 seed: int = 0,\n             ):\n                 # Custom batch sampler logic here\n                 return ...\n\n             args = SentenceTransformerTrainingArguments(\n                 # Other training arguments\n                 batch_sampler=custom_batch_sampler,  # Use the custom batch sampler function\n             )\n             trainer = SentenceTransformerTrainer(\n                 model=model,\n                 args=args,\n                 train_dataset=train_dataset,\n                 ...\n             )\n             trainer.train()\n\n.. collapse:: Custom multi-dataset batch samplers via class or function\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v4.x\n        - v5.x (recommended)\n      * - .. code-block:: python\n\n           from sentence_transformers import SentenceTransformer, SentenceTransformerTrainer\n\n           class CustomSentenceTransformerTrainer(SentenceTransformerTrainer):\n               def get_multi_dataset_batch_sampler(\n                   self,\n                   dataset: ConcatDataset,\n                   batch_samplers: list[BatchSampler],\n                   generator: torch.Generator | None = None,\n                   seed: int | None = 0,\n               ):\n                   # Custom multi-dataset batch sampler logic here\n                   return ...\n\n           ...\n\n           trainer = CustomSentenceTransformerTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               ...\n           )\n           trainer.train()\n        - .. code-block:: python\n\n             from sentence_transformers import SentenceTransformer, SentenceTransformerTrainer\n             from sentence_transformers.sampler import MultiDatasetDefaultBatchSampler\n             import torch\n\n             class CustomMultiDatasetBatchSampler(MultiDatasetDefaultBatchSampler):\n                 def __init__(\n                     self,\n                     dataset: ConcatDataset,\n                     batch_samplers: list[BatchSampler],\n                     generator: torch.Generator | None = None,\n                     seed: int = 0,\n                 ):\n                     super().__init__(dataset, batch_samplers=batch_samplers, generator=generator, seed=seed)\n                     # Custom multi-dataset batch sampler logic here\n\n             args = SentenceTransformerTrainingArguments(\n                 # Other training arguments\n                 multi_dataset_batch_sampler=CustomMultiDatasetBatchSampler,\n             )\n             trainer = SentenceTransformerTrainer(\n                 model=model,\n                 args=args,\n                 train_dataset=train_dataset,\n                 ...\n             )\n             trainer.train()\n\n             # Or, use a function to initialize the batch sampler\n             def custom_batch_sampler(\n                 dataset: ConcatDataset,\n                 batch_samplers: list[BatchSampler],\n                 generator: torch.Generator | None = None,\n                 seed: int = 0,\n             ):\n                 # Custom multi-dataset batch sampler logic here\n                 return ...\n\n             args = SentenceTransformerTrainingArguments(\n                 # Other training arguments\n                 multi_dataset_batch_sampler=custom_batch_sampler,  # Use the custom batch sampler function\n             )\n             trainer = SentenceTransformerTrainer(\n                 model=model,\n                 args=args,\n                 train_dataset=train_dataset,\n                 ...\n             )\n             trainer.train()\n\n.. collapse:: Custom learning rate for sections\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v4.x\n        - v5.x (recommended)\n      * - .. code-block:: python\n\n           # A bunch of hacky code to set different learning rates\n           # for different sections of the model\n\n        - .. code-block:: python\n           :emphasize-lines: 3-9, 14\n\n           from sentence_transformers import SentenceTransformer, SentenceTransformerTrainer\n\n           # Custom learning rate for each section of the model,\n           # mapping regular expressions of parameter names to learning rates\n           # Matching is done with 'search', not just 'match' or 'fullmatch'\n           learning_rate_mapping = {\n               \"SparseStaticEmbedding\": 1e-4,\n               \"linear_.*\": 1e-5,\n           }\n\n           args = SentenceTransformerTrainingArguments(\n               ...,\n               learning_rate=1e-5,  # Default learning rate\n               learning_rate_mapping=learning_rate_mapping,\n           )\n\n           trainer = SentenceTransformerTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               ...\n           )\n           trainer.train()\n\n.. collapse:: Training with composite losses\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v4.x\n        - v5.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 10-11\n\n           class CustomLoss(torch.nn.Module):\n               def __init__(self, model, ...):\n                   super().__init__()\n                   # Custom loss initialization code here\n\n               def forward(self, features, labels):\n                   loss_component_one = self.compute_loss_one(features, labels)\n                   loss_component_two = self.compute_loss_two(features, labels)\n\n                   loss = loss_component_one * alpha + loss_component_two * beta\n                   return loss\n\n            loss = CustomLoss(model, ...)\n\n        - .. code-block:: python\n            :emphasize-lines: 10-16\n\n            class CustomLoss(torch.nn.Module):\n                def __init__(self, model, ...):\n                    super().__init__()\n                    # Custom loss initialization code here\n\n                def forward(self, features, labels):\n                    loss_component_one = self.compute_loss_one(features, labels)\n                    loss_component_two = self.compute_loss_two(features, labels)\n\n                    # You can now return a dictionary of loss components.\n                    # The trainer considers the full loss as the sum of all\n                    # components, but each component will also be logged separately.\n                    return {\n                        \"loss_one\": loss_component_one,\n                        \"loss_two\": loss_component_two,\n                    }\n\n            loss = CustomLoss(model, ...)\n\n.. collapse:: Accessing the underlying Transformer model\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v4.x\n        - v5.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 8\n\n           from sentence_transformers import SentenceTransformer\n           \n           # Sometimes, for one reason or another, you need to access the underlying\n           # Transformer directly. This was previously commonly done by accessing\n           # the first module, often 'Transformer', and then accessing the\n           # `auto_model` attribute.\n           model = SentenceTransformer(\"all-MiniLM-L6-v2\")\n           print(model[0].auto_model)\n           # BertModel(\n           #   (embeddings): BertEmbeddings(\n           # ...\n\n        - .. code-block:: python\n           :emphasize-lines: 6\n\n           from sentence_transformers import SentenceTransformer\n           \n           # Now, you can just use the `transformers_model` attribute on the model itself\n           # even if your model has non-standard modules.\n           model = SentenceTransformer(\"all-MiniLM-L6-v2\")\n           print(model.transformers_model)\n           # BertModel(\n           #   (embeddings): BertEmbeddings(\n           # ...\n\n```\n\n<br>\n\n## Migrating from v3.x to v4.x\n\n```{eval-rst}\nThe v4 Sentence Transformers release refactored the training of :class:`~sentence_transformers.cross_encoder.CrossEncoder` reranker/pair classification models, replacing :meth:`CrossEncoder.fit <sentence_transformers.SentenceTransformer.fit>` with a :class:`~sentence_transformers.cross_encoder.trainer.CrossEncoderTrainer` and :class:`~sentence_transformers.cross_encoder..training_args.CrossEncoderTrainingArguments`. Like with v3 and :class:`~sentence_transformers.SentenceTransformer` models, this update softly deprecated :meth:`CrossEncoder.fit <sentence_transformers.cross_encoder.CrossEncoder.fit>`, meaning that it still works, but it's recommended to switch to the new v4.x training format. Behind the scenes, this method now uses the new trainer.\n\n.. warning::\n    If you don't have code that uses :meth:`CrossEncoder.fit <sentence_transformers.cross_encoder.CrossEncoder.fit>`, then you will not have to make any changes to your code to update from v3.x to v4.x.\n\n    If you do, your code still works, but it is recommended to switch to the new v4.x training format, as it allows more training arguments and functionality. See the `Training Overview <cross_encoder/training_overview.html>`_ for more details.\n\n.. list-table:: Old and new training flow\n   :widths: 50 50\n   :header-rows: 1\n\n   * - v3.x\n     - v4.x (recommended)\n   * - ::\n\n        from sentence_transformers import CrossEncoder, InputExample\n        from torch.utils.data import DataLoader\n\n        # 1. Define the model. Either from scratch of by loading a pre-trained model\n        model = CrossEncoder(\"microsoft/mpnet-base\")\n\n        # 2. Define your train examples. You need more than just two examples...\n        train_examples = [\n            InputExample(texts=[\"What are pandas?\", \"The giant panda ...\"], label=1),\n            InputExample(texts=[\"What's a panda?\", \"Mount Vesuvius is a ...\"], label=0),\n        ]\n        train_dataloader = DataLoader(train_examples, shuffle=True, batch_size=16)\n\n        # 3. Finetune the model\n        model.fit(train_dataloader=train_dataloader, epochs=1, warmup_steps=100)\n     - ::\n\n        from datasets import load_dataset\n        from sentence_transformers import CrossEncoder, CrossEncoderTrainer\n        from sentence_transformers.cross_encoder.losses import BinaryCrossEntropyLoss\n\n        # 1. Define the model. Either from scratch of by loading a pre-trained model\n        model = CrossEncoder(\"microsoft/mpnet-base\")\n\n        # 2. Load a dataset to finetune on, convert to required format\n        dataset = load_dataset(\"sentence-transformers/hotpotqa\", \"triplet\", split=\"train\")\n\n        def triplet_to_labeled_pair(batch):\n            anchors = batch[\"anchor\"]\n            positives = batch[\"positive\"]\n            negatives = batch[\"negative\"]\n            return {\n                \"sentence_A\": anchors * 2,\n                \"sentence_B\": positives + negatives,\n                \"labels\": [1] * len(positives) + [0] * len(negatives),\n            }\n\n        dataset = dataset.map(triplet_to_labeled_pair, batched=True, remove_columns=dataset.column_names)\n        train_dataset = dataset.select(range(10_000))\n        eval_dataset = dataset.select(range(10_000, 11_000))\n\n        # 3. Define a loss function\n        loss = BinaryCrossEntropyLoss(model)\n\n        # 4. Create a trainer & train\n        trainer = CrossEncoderTrainer(\n            model=model,\n            train_dataset=train_dataset,\n            eval_dataset=eval_dataset,\n            loss=loss,\n        )\n        trainer.train()\n\n        # 5. Save the trained model\n        model.save_pretrained(\"models/mpnet-base-hotpotqa\")\n        # model.push_to_hub(\"mpnet-base-hotpotqa\")\n\n```\n\n### Migration for parameters on `CrossEncoder` initialization and methods\n\n```{eval-rst}\n.. list-table::\n   :widths: 50 50\n   :header-rows: 1\n\n   * - v3.x\n     - v4.x (recommended)\n   * - ``CrossEncoder(model_name=...)``\n     - Renamed to ``CrossEncoder(model_name_or_path=...)``\n   * - ``CrossEncoder(automodel_args=...)``\n     - Renamed to ``CrossEncoder(model_kwargs=...)``\n   * - ``CrossEncoder(tokenizer_args=...)``\n     - Renamed to ``CrossEncoder(tokenizer_kwargs=...)``\n   * - ``CrossEncoder(config_args=...)``\n     - Renamed to ``CrossEncoder(config_kwargs=...)``\n   * - ``CrossEncoder(cache_dir=...)``\n     - Renamed to ``CrossEncoder(cache_folder=...)``\n   * - ``CrossEncoder(default_activation_function=...)``\n     - Renamed to ``CrossEncoder(activation_fn=...)``\n   * - ``CrossEncoder(classifier_dropout=...)``\n     - Use ``CrossEncoder(config_kwargs={\"classifier_dropout\": ...})`` instead.\n   * - ``CrossEncoder.predict(activation_fct=...)``\n     - Renamed to ``CrossEncoder.predict(activation_fn=...)``\n   * - ``CrossEncoder.rank(activation_fct=...)``\n     - Renamed to ``CrossEncoder.rank(activation_fn=...)``\n   * - ``CrossEncoder.predict(num_workers=...)``\n     - Fully deprecated, no longer has any effect.\n   * - ``CrossEncoder.rank(num_workers=...)``\n     - Fully deprecated, no longer has any effect.\n\n.. note::\n\n   The old keyword arguments still work, but they will emit a warning recommending you to use the new names instead.\n```\n\n### Migration for specific parameters from `CrossEncoder.fit`\n\n```{eval-rst}\n.. collapse:: CrossEncoder.fit(train_dataloader)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v3.x\n        - v4.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 8-12, 15\n\n           from sentence_transformers import CrossEncoder, InputExample\n           from torch.utils.data import DataLoader\n\n           # 1. Define the model. Either from scratch of by loading a pre-trained model\n           model = CrossEncoder(\"microsoft/mpnet-base\")\n\n           # 2. Define your train examples. You need more than just two examples...\n           train_examples = [\n               InputExample(texts=[\"What are pandas?\", \"The giant panda ...\"], label=1),\n               InputExample(texts=[\"What's a panda?\", \"Mount Vesuvius is a ...\"], label=0),\n           ]\n           train_dataloader = DataLoader(train_examples, shuffle=True, batch_size=16)\n\n           # 3. Finetune the model\n           model.fit(train_dataloader=train_dataloader)\n        - .. code-block:: python\n           :emphasize-lines: 6-18, 26\n\n           from datasets import Dataset\n           from sentence_transformers import CrossEncoder, CrossEncoderTrainer\n           from sentence_transformers.cross_encoder.losses import BinaryCrossEntropyLoss\n\n           # Define a training dataset\n           train_examples = [\n               {\n                   \"sentence_1\": \"A person on a horse jumps over a broken down airplane.\",\n                   \"sentence_2\": \"A person is outdoors, on a horse.\",\n                   \"label\": 1,\n               },\n               {\n                   \"sentence_1\": \"Children smiling and waving at camera\",\n                   \"sentence_2\": \"The kids are frowning\",\n                   \"label\": 0,\n               },\n           ]\n           train_dataset = Dataset.from_list(train_examples)\n\n           # Define a loss function\n           loss = BinaryCrossEntropyLoss(model)\n\n           # Finetune the model\n           trainer = CrossEncoderTrainer(\n               model=model,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. collapse:: CrossEncoder.fit(loss_fct)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v3.x\n        - v4.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_dataloader=train_dataloader,\n               loss_fct=torch.nn.MSELoss(),\n           )\n        - .. code-block:: python\n           :emphasize-lines: 1, 6, 7, 14\n\n           from sentence_transformers.cross_encoder.losses import MSELoss\n\n           ...\n\n           # Prepare the loss function\n           # See all valid losses in https://sbert.net/docs/cross_encoder/loss_overview.html\n           loss = MSELoss(model)\n\n           # Finetune the model\n           trainer = CrossEncoderTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. collapse:: CrossEncoder.fit(evaluator)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v3.x\n        - v4.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 9\n\n           ...\n\n           # Load an evaluator\n           evaluator = CrossEncoderNanoBEIREvaluator()\n\n           # Finetune with an evaluator\n           model.fit(\n               train_dataloader=train_dataloader,\n               evaluator=evaluator,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 10\n\n           # Load an evaluator\n           evaluator = CrossEncoderNanoBEIREvaluator()\n\n           # Finetune with an evaluator\n           trainer = CrossEncoderTrainer(\n               model=model,\n               train_dataset=train_dataset,\n               eval_dataset=eval_dataset,\n               loss=loss,\n               evaluator=evaluator,\n           )\n           trainer.train()\n\n.. collapse:: CrossEncoder.fit(epochs)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v3.x\n        - v4.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_dataloader=train_dataloader,\n               epochs=1,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 5\n\n           ...\n\n           # Prepare the Training Arguments\n           args = CrossEncoderTrainingArguments(\n               num_train_epochs=1,\n           )\n\n           # Finetune the model\n           trainer = CrossEncoderTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. collapse:: CrossEncoder.fit(activation_fct)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v3.x\n        - v4.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_dataloader=train_dataloader,\n               activation_fct=torch.nn.Sigmoid(),\n           )\n        - .. code-block:: python\n           :emphasize-lines: 4\n\n           ...\n\n           # Prepare the loss function\n           loss = MSELoss(model, activation_fn=torch.nn.Sigmoid())\n\n           # Finetune the model\n           trainer = CrossEncoderTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. collapse:: CrossEncoder.fit(scheduler)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v3.x\n        - v4.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_dataloader=train_dataloader,\n               scheduler=\"WarmupLinear\",\n           )\n        - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Prepare the Training Arguments\n           args = CrossEncoderTrainingArguments(\n               # See https://huggingface.co/docs/transformers/main_classes/optimizer_schedules#transformers.SchedulerType\n               lr_scheduler_type=\"linear\"\n           )\n\n           # Finetune the model\n           trainer = CrossEncoderTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. collapse:: CrossEncoder.fit(warmup_steps)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v3.x\n        - v4.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_dataloader=train_dataloader,\n               warmup_steps=1000,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 5\n\n           ...\n\n           # Prepare the Training Arguments\n           args = CrossEncoderTrainingArguments(\n               warmup_steps=1000,\n           )\n\n           # Finetune the model\n           trainer = CrossEncoderTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. collapse:: CrossEncoder.fit(optimizer_class, optimizer_params)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v3.x\n        - v4.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_dataloader=train_dataloader,\n               optimizer_class=torch.optim.AdamW,\n               optimizer_params={\"eps\": 1e-7},\n           )\n        - .. code-block:: python\n           :emphasize-lines: 6-7\n\n           ...\n\n           # Prepare the Training Arguments\n           args = CrossEncoderTrainingArguments(\n               # See https://github.com/huggingface/transformers/blob/main/src/transformers/training_args.py\n               optim=\"adamw_torch\",\n               optim_args={\"eps\": 1e-7},\n           )\n\n           # Finetune the model\n           trainer = CrossEncoderTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. collapse:: CrossEncoder.fit(weight_decay)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v3.x\n        - v4.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_dataloader=train_dataloader,\n               weight_decay=0.02,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 5\n\n           ...\n\n           # Prepare the Training Arguments\n           args = CrossEncoderTrainingArguments(\n               weight_decay=0.02,\n           )\n\n           # Finetune the model\n           trainer = CrossEncoderTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. collapse:: CrossEncoder.fit(evaluation_steps)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v3.x\n        - v4.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6, 7\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_dataloader=train_dataloader,\n               evaluator=evaluator,\n               evaluation_steps=1000,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 5, 6, 10, 15, 17\n\n           ...\n\n           # Prepare the Training Arguments\n           args = CrossEncoderTrainingArguments(\n               eval_strategy=\"steps\",\n               eval_steps=1000,\n           )\n\n           # Finetune the model\n           # Note: You need an eval_dataset and/or evaluator to evaluate\n           trainer = CrossEncoderTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               eval_dataset=eval_dataset,\n               loss=loss,\n               evaluator=evaluator,\n           )\n           trainer.train()\n\n.. collapse:: CrossEncoder.fit(output_path, save_best_model)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v3.x\n        - v4.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 7, 8\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_dataloader=train_dataloader,\n               evaluator=evaluator,\n               output_path=\"my/path\",\n               save_best_model=True,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 5, 6, 19\n\n           ...\n\n           # Prepare the Training Arguments\n           args = CrossEncoderTrainingArguments(\n               load_best_model_at_end=True,\n               metric_for_best_model=\"hotpotqa_ndcg@10\", # E.g. `evaluator.primary_metric`\n           )\n\n           # Finetune the model\n           trainer = CrossEncoderTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n           # Save the best model at my output path\n           model.save_pretrained(\"my/path\")\n\n.. collapse:: CrossEncoder.fit(max_grad_norm)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v3.x\n        - v4.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_dataloader=train_dataloader,\n               max_grad_norm=1,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 5\n\n           ...\n\n           # Prepare the Training Arguments\n           args = CrossEncoderTrainingArguments(\n               max_grad_norm=1,\n           )\n\n           # Finetune the model\n           trainer = CrossEncoderTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. collapse:: CrossEncoder.fit(use_amp)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v3.x\n        - v4.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_dataloader=train_dataloader,\n               use_amp=True,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 5, 6\n\n           ...\n\n           # Prepare the Training Arguments\n           args = CrossEncoderTrainingArguments(\n               fp16=True,\n               bf16=False, # If your GPU supports it, you can also use bf16 instead\n           )\n\n           # Finetune the model\n           trainer = CrossEncoderTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. collapse:: CrossEncoder.fit(callback)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v3.x\n        - v4.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 3, 4, 9\n\n           ...\n\n           def printer_callback(score, epoch, steps):\n               print(f\"Score: {score:.4f} at epoch {epoch:d}, step {steps:d}\")\n\n           # Finetune the model\n           model.fit(\n               train_dataloader=train_dataloader,\n               callback=printer_callback,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 1, 5-10, 17\n\n           from transformers import TrainerCallback\n\n           ...\n\n           class PrinterCallback(TrainerCallback):\n               # Subclass any method from https://huggingface.co/docs/transformers/main_classes/callback#transformers.TrainerCallback\n               def on_evaluate(self, args, state, control, metrics=None, **kwargs):\n                   print(f\"Metrics: {metrics} at epoch {state.epoch:d}, step {state.global_step:d}\")\n\n           printer_callback = PrinterCallback()\n\n           # Finetune the model\n           trainer = CrossEncoderTrainer(\n               model=model,\n               train_dataset=train_dataset,\n               loss=loss,\n               callbacks=[printer_callback],\n           )\n           trainer.train()\n\n.. collapse:: CrossEncoder.fit(show_progress_bar)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v3.x\n        - v4.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_dataloader=train_dataloader,\n               show_progress_bar=True,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 5\n\n           ...\n\n           # Prepare the Training Arguments\n           args = CrossEncoderTrainingArguments(\n               disable_tqdm=False,\n           )\n\n           # Finetune the model\n           trainer = CrossEncoderTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. raw:: html\n\n   <br>\n\n.. note::\n\n   The old :meth:`CrossEncoder.fit <sentence_transformers.cross_encoder.CrossEncoder.fit>` method still works, it was only softly deprecated. It now uses the new :class:`~sentence_transformers.cross_encoder.trainer.CrossEncoderTrainer` behind the scenes.\n```\n\n### Migration for CrossEncoder evaluators\n\n```{eval-rst}\n.. list-table::\n   :widths: 50 50\n   :header-rows: 1\n\n   * - v3.x\n     - v4.x (recommended)\n   * - ``CEBinaryAccuracyEvaluator``\n     - Use :class:`~sentence_transformers.cross_encoder.evaluation.CrossEncoderClassificationEvaluator`, an encompassed evaluator which uses the same inputs & outputs.\n   * - ``CEBinaryClassificationEvaluator``\n     - Use :class:`~sentence_transformers.cross_encoder.evaluation.CrossEncoderClassificationEvaluator`, an encompassed evaluator which uses the same inputs & outputs.\n   * - ``CECorrelationEvaluator``\n     - Use :class:`~sentence_transformers.cross_encoder.evaluation.CrossEncoderCorrelationEvaluator`, this evaluator was renamed.\n   * - ``CEF1Evaluator``\n     - Use :class:`~sentence_transformers.cross_encoder.evaluation.CrossEncoderClassificationEvaluator`, an encompassed evaluator which uses the same inputs & outputs.\n   * - ``CESoftmaxAccuracyEvaluator``\n     - Use :class:`~sentence_transformers.cross_encoder.evaluation.CrossEncoderClassificationEvaluator`, an encompassed evaluator which uses the same inputs & outputs.\n   * - ``CERerankingEvaluator``\n     - Renamed to :class:`~sentence_transformers.cross_encoder.evaluation.CrossEncoderRerankingEvaluator`, this evaluator was renamed\n\n.. note::\n\n   The old evaluators still work, they will simply warn you to update to the new evaluators.\n```\n\n## Migrating from v2.x to v3.x\n\n```{eval-rst}\nThe v3 Sentence Transformers release refactored the training of :class:`~sentence_transformers.SentenceTransformer` embedding models, replacing :meth:`SentenceTransformer.fit <sentence_transformers.SentenceTransformer.fit>` with a :class:`~sentence_transformers.trainer.SentenceTransformerTrainer` and :class:`~sentence_transformers.training_args.SentenceTransformerTrainingArguments`. This update softly deprecated :meth:`SentenceTransformer.fit <sentence_transformers.SentenceTransformer.fit>`, meaning that it still works, but it's recommended to switch to the new v3.x training format. Behind the scenes, this method now uses the new trainer.\n\n.. warning::\n    If you don't have code that uses :meth:`SentenceTransformer.fit <sentence_transformers.SentenceTransformer.fit>`, then you will not have to make any changes to your code to update from v2.x to v3.x.\n\n    If you do, your code still works, but it is recommended to switch to the new v3.x training format, as it allows more training arguments and functionality. See the `Training Overview <sentence_transformer/training_overview.html>`_ for more details.\n\n.. list-table:: Old and new training flow\n   :widths: 50 50\n   :header-rows: 1\n\n   * - v2.x\n     - v3.x (recommended)\n   * - ::\n\n        from sentence_transformers import SentenceTransformer, InputExample, losses\n        from torch.utils.data import DataLoader\n\n        # 1. Define the model. Either from scratch of by loading a pre-trained model\n        model = SentenceTransformer(\"microsoft/mpnet-base\")\n\n        # 2. Define your train examples. You need more than just two examples...\n        train_examples = [\n            InputExample(texts=[\n                \"A person on a horse jumps over a broken down airplane.\",\n                \"A person is outdoors, on a horse.\",\n                \"A person is at a diner, ordering an omelette.\",\n            ]),\n            InputExample(texts=[\n                \"Children smiling and waving at camera\",\n                \"There are children present\",\n                \"The kids are frowning\",\n            ]),\n        ]\n        train_dataloader = DataLoader(train_examples, shuffle=True, batch_size=16)\n\n        # 3. Define a loss function\n        train_loss = losses.MultipleNegativesRankingLoss(model)\n\n        # 4. Finetune the model\n        model.fit(\n            train_objectives=[(train_dataloader, train_loss)],\n            epochs=1,\n            warmup_steps=100,\n        )\n\n        # 5. Save the trained model\n        model.save_pretrained(\"models/mpnet-base-all-nli\")\n     - ::\n\n        from datasets import load_dataset\n        from sentence_transformers import SentenceTransformer, SentenceTransformerTrainer\n        from sentence_transformers.losses import MultipleNegativesRankingLoss\n\n        # 1. Define the model. Either from scratch of by loading a pre-trained model\n        model = SentenceTransformer(\"microsoft/mpnet-base\")\n\n        # 2. Load a dataset to finetune on\n        dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\")\n        train_dataset = dataset[\"train\"].select(range(10_000))\n        eval_dataset = dataset[\"dev\"].select(range(1_000))\n\n        # 3. Define a loss function\n        loss = MultipleNegativesRankingLoss(model)\n\n        # 4. Create a trainer & train\n        trainer = SentenceTransformerTrainer(\n            model=model,\n            train_dataset=train_dataset,\n            eval_dataset=eval_dataset,\n            loss=loss,\n        )\n        trainer.train()\n\n        # 5. Save the trained model\n        model.save_pretrained(\"models/mpnet-base-all-nli\")\n        # model.push_to_hub(\"mpnet-base-all-nli\")\n```\n\n### Migration for specific parameters from `SentenceTransformer.fit`\n\n```{eval-rst}\n.. collapse:: SentenceTransformer.fit(train_objectives)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v2.x\n        - v3.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 5-17, 20, 23\n\n           from sentence_transformers import SentenceTransformer, InputExample, losses\n           from torch.utils.data import DataLoader\n\n           # Define a training dataloader\n           train_examples = [\n               InputExample(texts=[\n                   \"A person on a horse jumps over a broken down airplane.\",\n                   \"A person is outdoors, on a horse.\",\n                   \"A person is at a diner, ordering an omelette.\",\n               ]),\n               InputExample(texts=[\n                   \"Children smiling and waving at camera\",\n                   \"There are children present\",\n                   \"The kids are frowning\",\n               ]),\n           ]\n           train_dataloader = DataLoader(train_examples, shuffle=True, batch_size=16)\n\n           # Define a loss function\n           train_loss = losses.MultipleNegativesRankingLoss(model)\n\n           # Finetune the model\n           model.fit(train_objectives=[(train_dataloader, train_loss)])\n        - .. code-block:: python\n           :emphasize-lines: 6-18, 21, 26, 27\n\n           from datasets import Dataset\n           from sentence_transformers import SentenceTransformer, SentenceTransformerTrainer\n           from sentence_transformers.losses import MultipleNegativesRankingLoss\n\n           # Define a training dataset\n           train_examples = [\n               {\n                   \"anchor\": \"A person on a horse jumps over a broken down airplane.\",\n                   \"positive\": \"A person is outdoors, on a horse.\",\n                   \"negative\": \"A person is at a diner, ordering an omelette.\",\n               },\n               {\n                   \"anchor\": \"Children smiling and waving at camera\",\n                   \"positive\": \"There are children present\",\n                   \"negative\": \"The kids are frowning\",\n               },\n           ]\n           train_dataset = Dataset.from_list(train_examples)\n\n           # Define a loss function\n           loss = MultipleNegativesRankingLoss(model)\n\n           # Finetune the model\n           trainer = SentenceTransformerTrainer(\n               model=model,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. collapse:: SentenceTransformer.fit(evaluator)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v2.x\n        - v3.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 9\n\n           ...\n\n           # Load an evaluator\n           evaluator = NanoBEIREvaluator()\n\n           # Finetune with an evaluator\n           model.fit(\n               train_objectives=[(train_dataloader, train_loss)],\n               evaluator=evaluator,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 10\n\n           # Load an evaluator\n           evaluator = NanoBEIREvaluator()\n\n           # Finetune with an evaluator\n           trainer = SentenceTransformerTrainer(\n               model=model,\n               train_dataset=train_dataset,\n               eval_dataset=eval_dataset,\n               loss=loss,\n               evaluator=evaluator,\n           )\n           trainer.train()\n\n.. collapse:: SentenceTransformer.fit(epochs)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v2.x\n        - v3.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_objectives=[(train_dataloader, train_loss)],\n               epochs=1,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 5\n\n           ...\n\n           # Prepare the Training Arguments\n           args = SentenceTransformerTrainingArguments(\n               num_train_epochs=1,\n           )\n\n           # Finetune the model\n           trainer = SentenceTransformerTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. collapse:: SentenceTransformer.fit(steps_per_epoch)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v2.x\n        - v3.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_objectives=[(train_dataloader, train_loss)],\n               steps_per_epoch=1000,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 5\n\n           ...\n\n           # Prepare the Training Arguments\n           args = SentenceTransformerTrainingArguments(\n               max_steps=1000, # Note: max_steps is across all epochs, not per epoch\n           )\n\n           # Finetune the model\n           trainer = SentenceTransformerTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. collapse:: SentenceTransformer.fit(scheduler)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v2.x\n        - v3.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_objectives=[(train_dataloader, train_loss)],\n               scheduler=\"WarmupLinear\",\n           )\n        - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Prepare the Training Arguments\n           args = SentenceTransformerTrainingArguments(\n               # See https://huggingface.co/docs/transformers/main_classes/optimizer_schedules#transformers.SchedulerType\n               lr_scheduler_type=\"linear\"\n           )\n\n           # Finetune the model\n           trainer = SentenceTransformerTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. collapse:: SentenceTransformer.fit(warmup_steps)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v2.x\n        - v3.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_objectives=[(train_dataloader, train_loss)],\n               warmup_steps=1000,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 5\n\n           ...\n\n           # Prepare the Training Arguments\n           args = SentenceTransformerTrainingArguments(\n               warmup_steps=1000,\n           )\n\n           # Finetune the model\n           trainer = SentenceTransformerTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. collapse:: SentenceTransformer.fit(optimizer_class, optimizer_params)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v2.x\n        - v3.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_objectives=[(train_dataloader, train_loss)],\n               optimizer_class=torch.optim.AdamW,\n               optimizer_params={\"eps\": 1e-7},\n           )\n        - .. code-block:: python\n           :emphasize-lines: 6-7\n\n           ...\n\n           # Prepare the Training Arguments\n           args = SentenceTransformerTrainingArguments(\n               # See https://github.com/huggingface/transformers/blob/main/src/transformers/training_args.py\n               optim=\"adamw_torch\",\n               optim_args={\"eps\": 1e-7},\n           )\n\n           # Finetune the model\n           trainer = SentenceTransformerTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. collapse:: SentenceTransformer.fit(weight_decay)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v2.x\n        - v3.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_objectives=[(train_dataloader, train_loss)],\n               weight_decay=0.02,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 5\n\n           ...\n\n           # Prepare the Training Arguments\n           args = SentenceTransformerTrainingArguments(\n               weight_decay=0.02,\n           )\n\n           # Finetune the model\n           trainer = SentenceTransformerTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. collapse:: SentenceTransformer.fit(evaluation_steps)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v2.x\n        - v3.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6, 7\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_objectives=[(train_dataloader, train_loss)],\n               evaluator=evaluator,\n               evaluation_steps=1000,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 5, 6, 10, 15, 17\n\n           ...\n\n           # Prepare the Training Arguments\n           args = SentenceTransformerTrainingArguments(\n               eval_strategy=\"steps\",\n               eval_steps=1000,\n           )\n\n           # Finetune the model\n           # Note: You need an eval_dataset and/or evaluator to evaluate\n           trainer = SentenceTransformerTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               eval_dataset=eval_dataset,\n               loss=loss,\n               evaluator=evaluator,\n           )\n           trainer.train()\n\n.. collapse:: SentenceTransformer.fit(output_path, save_best_model)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v2.x\n        - v3.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 7, 8\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_objectives=[(train_dataloader, train_loss)],\n               evaluator=evaluator,\n               output_path=\"my/path\",\n               save_best_model=True,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 5, 6, 19\n\n           ...\n\n           # Prepare the Training Arguments\n           args = SentenceTransformerTrainingArguments(\n               load_best_model_at_end=True,\n               metric_for_best_model=\"all_nli_cosine_accuracy\", # E.g. `evaluator.primary_metric`\n           )\n\n           # Finetune the model\n           trainer = SentenceTransformerTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n           # Save the best model at my output path\n           model.save_pretrained(\"my/path\")\n\n.. collapse:: SentenceTransformer.fit(max_grad_norm)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v2.x\n        - v3.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_objectives=[(train_dataloader, train_loss)],\n               max_grad_norm=1,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 5\n\n           ...\n\n           # Prepare the Training Arguments\n           args = SentenceTransformerTrainingArguments(\n               max_grad_norm=1,\n           )\n\n           # Finetune the model\n           trainer = SentenceTransformerTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. collapse:: SentenceTransformer.fit(use_amp)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v2.x\n        - v3.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_objectives=[(train_dataloader, train_loss)],\n               use_amp=True,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 5, 6\n\n           ...\n\n           # Prepare the Training Arguments\n           args = SentenceTransformerTrainingArguments(\n               fp16=True,\n               bf16=False, # If your GPU supports it, you can also use bf16 instead\n           )\n\n           # Finetune the model\n           trainer = SentenceTransformerTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. collapse:: SentenceTransformer.fit(callback)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v2.x\n        - v3.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 3, 4, 9\n\n           ...\n\n           def printer_callback(score, epoch, steps):\n               print(f\"Score: {score:.4f} at epoch {epoch:d}, step {steps:d}\")\n\n           # Finetune the model\n           model.fit(\n               train_objectives=[(train_dataloader, train_loss)],\n               callback=printer_callback,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 1, 5-10, 17\n\n           from transformers import TrainerCallback\n\n           ...\n\n           class PrinterCallback(TrainerCallback):\n               # Subclass any method from https://huggingface.co/docs/transformers/main_classes/callback#transformers.TrainerCallback\n               def on_evaluate(self, args, state, control, metrics=None, **kwargs):\n                   print(f\"Metrics: {metrics} at epoch {state.epoch:d}, step {state.global_step:d}\")\n\n           printer_callback = PrinterCallback()\n\n           # Finetune the model\n           trainer = SentenceTransformerTrainer(\n               model=model,\n               train_dataset=train_dataset,\n               loss=loss,\n               callbacks=[printer_callback],\n           )\n           trainer.train()\n\n.. collapse:: SentenceTransformer.fit(show_progress_bar)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v2.x\n        - v3.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_objectives=[(train_dataloader, train_loss)],\n               show_progress_bar=True,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 5\n\n           ...\n\n           # Prepare the Training Arguments\n           args = SentenceTransformerTrainingArguments(\n               disable_tqdm=False,\n           )\n\n           # Finetune the model\n           trainer = SentenceTransformerTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               loss=loss,\n           )\n           trainer.train()\n\n.. collapse:: SentenceTransformer.fit(checkpoint_path, checkpoint_save_steps, checkpoint_save_total_limit)\n\n   .. list-table::\n      :widths: 50 50\n      :header-rows: 1\n\n      * - v2.x\n        - v3.x (recommended)\n      * - .. code-block:: python\n           :emphasize-lines: 6-8\n\n           ...\n\n           # Finetune the model\n           model.fit(\n               train_objectives=[(train_dataloader, train_loss)],\n               checkpoint_path=\"checkpoints\",\n               checkpoint_save_steps=5000,\n               checkpoint_save_total_limit=2,\n           )\n        - .. code-block:: python\n           :emphasize-lines: 7-9, 13, 18\n\n           ...\n\n           # Prepare the Training Arguments\n           args = SentenceTransformerTrainingArguments(\n               eval_strategy=\"steps\",\n               eval_steps=5000,\n               save_strategy=\"steps\",\n               save_steps=5000,\n               save_total_limit=2,\n           )\n\n           # Finetune the model\n           # Note: You need an eval_dataset and/or evaluator to checkpoint\n           trainer = SentenceTransformerTrainer(\n               model=model,\n               args=args,\n               train_dataset=train_dataset,\n               eval_dataset=eval_dataset,\n               loss=loss,\n           )\n           trainer.train()\n```\n\n<br>\n\n### Migration for custom Datasets and DataLoaders used in `SentenceTransformer.fit`\n\n```{eval-rst}\n.. list-table::\n   :widths: 50 50\n   :header-rows: 1\n\n   * - v2.x\n     - v3.x (recommended)\n   * - ``ParallelSentencesDataset``\n     - Manually creating a :class:`~datasets.Dataset` and adding a ``label`` column for embeddings. Alternatively, consider loading one of our pre-provided `Parallel Sentences Datasets <https://huggingface.co/collections/sentence-transformers/parallel-sentences-datasets-6644d644123d31ba5b1c8785>`_.\n   * - ``SentenceLabelDataset``\n     - Loading or creating a :class:`~datasets.Dataset` and using ``SentenceTransformerTrainingArguments(batch_sampler=BatchSamplers.GROUP_BY_LABEL)`` (uses the :class:`~sentence_transformers.sampler.GroupByLabelBatchSampler`). Constructs each batch with at least 2 distinct labels and at least 2 samples per label. Recommended for the BatchTripletLosses.\n   * - ``DenoisingAutoEncoderDataset``\n     - Manually adding a column with noisy text to a :class:`~datasets.Dataset` with texts, e.g. with :func:`Dataset.map <datasets.Dataset.map>`.\n   * - ``NoDuplicatesDataLoader``\n     - Loading or creating a :class:`~datasets.Dataset` and using ``SentenceTransformerTrainingArguments(batch_sampler=BatchSamplers.NO_DUPLICATES)`` (uses the :class:`~sentence_transformers.sampler.NoDuplicatesBatchSampler`). Recommended for :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss`.\n```\n"
  },
  {
    "path": "docs/package_reference/cross_encoder/cross_encoder.md",
    "content": "# CrossEncoder\n\n## CrossEncoder\n\nFor an introduction to Cross-Encoders, see [Cross-Encoders](../../cross_encoder/usage/usage.rst).\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.cross_encoder.CrossEncoder\n   :members:\n   :inherited-members: fit, old_fit\n   :exclude-members: save, add_module, apply, buffers, children, extra_repr, forward, get_buffer, get_extra_state, get_parameter, get_submodule, ipu, load_state_dict, modules, named_buffers, named_children, named_modules, named_parameters, parameters, register_backward_hook, register_buffer, register_forward_hook, register_forward_pre_hook, register_full_backward_hook, register_full_backward_pre_hook, register_load_state_dict_post_hook, register_module, register_parameter, register_state_dict_pre_hook, requires_grad_, set_extra_state, share_memory, state_dict, to_empty, type, xpu, zero_grad\n```\n\n## CrossEncoderModelCardData\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.cross_encoder.model_card.CrossEncoderModelCardData\n```\n"
  },
  {
    "path": "docs/package_reference/cross_encoder/evaluation.md",
    "content": "# Evaluation\n\nCrossEncoder have their own evaluation classes in `sentence_transformers.cross_encoder.evaluation`.\n\n## CrossEncoderRerankingEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.cross_encoder.evaluation.CrossEncoderRerankingEvaluator\n```\n\n## CrossEncoderNanoBEIREvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.cross_encoder.evaluation.CrossEncoderNanoBEIREvaluator\n```\n\n## CrossEncoderClassificationEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.cross_encoder.evaluation.CrossEncoderClassificationEvaluator\n```\n\n## CrossEncoderCorrelationEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.cross_encoder.evaluation.CrossEncoderCorrelationEvaluator\n```\n"
  },
  {
    "path": "docs/package_reference/cross_encoder/index.rst",
    "content": "\nCross Encoder\n=============\n\n.. toctree::\n\n   cross_encoder\n   trainer\n   training_args\n   losses\n   evaluation\n"
  },
  {
    "path": "docs/package_reference/cross_encoder/losses.md",
    "content": "# Losses\n\n`sentence_transformers.cross_encoder.losses` defines different loss functions that can be used to fine-tune cross-encoder models on training data. The choice of loss function plays a critical role when fine-tuning the model. It determines how well our model will work for the specific downstream task.\n\nSadly, there is no \"one size fits all\" loss function. Which loss function is suitable depends on the available training data and on the target task. Consider checking out the [Loss Overview](../../cross_encoder/loss_overview.md) to help narrow down your choice of loss function(s).\n\n## BinaryCrossEntropyLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.cross_encoder.losses.BinaryCrossEntropyLoss\n```\n\n## CrossEntropyLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.cross_encoder.losses.CrossEntropyLoss\n```\n\n## LambdaLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.cross_encoder.losses.LambdaLoss\n\n.. autoclass:: sentence_transformers.cross_encoder.losses.LambdaLoss.BaseWeightingScheme\n.. autoclass:: sentence_transformers.cross_encoder.losses.NoWeightingScheme\n.. autoclass:: sentence_transformers.cross_encoder.losses.NDCGLoss1Scheme\n.. autoclass:: sentence_transformers.cross_encoder.losses.NDCGLoss2Scheme\n.. autoclass:: sentence_transformers.cross_encoder.losses.LambdaRankScheme\n.. autoclass:: sentence_transformers.cross_encoder.losses.NDCGLoss2PPScheme\n```\n\n## ListMLELoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.cross_encoder.losses.ListMLELoss\n```\n\n## PListMLELoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.cross_encoder.losses.PListMLELoss\n\n.. autoclass:: sentence_transformers.cross_encoder.losses.PListMLELambdaWeight\n```\n\n## ListNetLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.cross_encoder.losses.ListNetLoss\n```\n\n## MultipleNegativesRankingLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.cross_encoder.losses.MultipleNegativesRankingLoss\n```\n\n## CachedMultipleNegativesRankingLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.cross_encoder.losses.CachedMultipleNegativesRankingLoss\n```\n\n## MSELoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.cross_encoder.losses.MSELoss\n```\n\n## MarginMSELoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.cross_encoder.losses.MarginMSELoss\n```\n\n## RankNetLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.cross_encoder.losses.RankNetLoss\n```\n"
  },
  {
    "path": "docs/package_reference/cross_encoder/trainer.md",
    "content": "# Trainer\n\n## CrossEncoderTrainer\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.cross_encoder.trainer.CrossEncoderTrainer\n    :members:\n    :inherited-members:\n    :exclude-members: autocast_smart_context_manager, collect_features, compute_loss_context_manager, evaluation_loop, floating_point_ops, get_decay_parameter_names, get_optimizer_cls_and_kwargs, init_hf_repo, log_metrics, metrics_format, num_examples, num_tokens, predict, prediction_loop, prediction_step, save_metrics, save_state, training_step\n```\n"
  },
  {
    "path": "docs/package_reference/cross_encoder/training_args.md",
    "content": "# Training Arguments\n\n## CrossEncoderTrainingArguments\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.cross_encoder.training_args.CrossEncoderTrainingArguments\n    :members:\n    :inherited-members:\n```\n"
  },
  {
    "path": "docs/package_reference/sentence_transformer/SentenceTransformer.md",
    "content": "# SentenceTransformer\n\n## SentenceTransformer\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.SentenceTransformer\n   :members:\n   :inherited-members: fit, old_fit\n   :exclude-members: save, save_to_hub, add_module, append, apply, buffers, children, extra_repr, forward, get_buffer, get_extra_state, get_parameter, get_submodule, ipu, load_state_dict, modules, named_buffers, named_children, named_modules, named_parameters, parameters, register_backward_hook, register_buffer, register_forward_hook, register_forward_pre_hook, register_full_backward_hook, register_full_backward_pre_hook, register_load_state_dict_post_hook, register_module, register_parameter, register_state_dict_pre_hook, requires_grad_, set_extra_state, share_memory, state_dict, to_empty, type, xpu, zero_grad\n```\n\n## SentenceTransformerModelCardData\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.model_card.SentenceTransformerModelCardData\n```\n\n## SimilarityFunction\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.SimilarityFunction\n   :members:\n```\n"
  },
  {
    "path": "docs/package_reference/sentence_transformer/datasets.md",
    "content": "# Datasets\n\n```{eval-rst}\n\n.. note::\n    The ``sentence_transformers.datasets`` classes have been deprecated, and only exist for compatibility with the `deprecated training <../../sentence_transformer/training_overview.html#deprecated-training>`_.\n\n    * Instead of :class:`~sentence_transformers.datasets.SentenceLabelDataset`, you can now use ``BatchSamplers.GROUP_BY_LABEL`` to use the :class:`~sentence_transformers.sampler.GroupByLabelBatchSampler`, which constructs each batch by drawing K samples from each of P distinct labels, ensuring every batch has at least 2 labels with at least 2 samples each.\n    * Instead of :class:`~sentence_transformers.datasets.NoDuplicatesDataLoader`, you can now use the ``BatchSamplers.NO_DUPLICATES`` to use the :class:`~sentence_transformers.sampler.NoDuplicatesBatchSampler`.\n```\n\n`sentence_transformers.datasets` contains classes to organize your training input examples.\n\n## ParallelSentencesDataset\n\n`ParallelSentencesDataset` is used for multilingual training. For details, see [multilingual training](../../../examples/sentence_transformer/training/multilingual/README.md).\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.datasets.ParallelSentencesDataset\n```\n\n## SentenceLabelDataset\n\n`SentenceLabelDataset` can be used if you have labeled sentences and want to train with triplet loss.\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.datasets.SentenceLabelDataset\n```\n\n## DenoisingAutoEncoderDataset\n\n`DenoisingAutoEncoderDataset` is used for unsupervised training with the TSDAE method.\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.datasets.DenoisingAutoEncoderDataset\n```\n\n## NoDuplicatesDataLoader\n\n`NoDuplicatesDataLoader`can be used together with MultipleNegativeRankingLoss to ensure that no duplicates are within the same batch.\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.datasets.NoDuplicatesDataLoader\n```\n"
  },
  {
    "path": "docs/package_reference/sentence_transformer/evaluation.md",
    "content": "# Evaluation\n\n`sentence_transformers.evaluation` defines different classes, that can be used to evaluate the model during training.\n\n## BinaryClassificationEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.evaluation.BinaryClassificationEvaluator\n```\n\n## EmbeddingSimilarityEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.evaluation.EmbeddingSimilarityEvaluator\n```\n\n## InformationRetrievalEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.evaluation.InformationRetrievalEvaluator\n```\n\n## NanoBEIREvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.evaluation.NanoBEIREvaluator\n```\n\n## MSEEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.evaluation.MSEEvaluator\n```\n\n## ParaphraseMiningEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.evaluation.ParaphraseMiningEvaluator\n```\n\n## RerankingEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.evaluation.RerankingEvaluator\n```\n\n## SentenceEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.evaluation.SentenceEvaluator\n```\n\n## SequentialEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.evaluation.SequentialEvaluator\n```\n\n## TranslationEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.evaluation.TranslationEvaluator\n```\n\n## TripletEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.evaluation.TripletEvaluator\n```\n"
  },
  {
    "path": "docs/package_reference/sentence_transformer/index.rst",
    "content": "\nSentence Transformer\n====================\n\n.. toctree::\n\n   SentenceTransformer\n   trainer\n   training_args\n   losses\n   sampler\n   evaluation\n   datasets\n   models\n   quantization"
  },
  {
    "path": "docs/package_reference/sentence_transformer/losses.md",
    "content": "# Losses\n\n`sentence_transformers.losses` defines different loss functions that can be used to fine-tune embedding models on training data. The choice of loss function plays a critical role when fine-tuning the model. It determines how well our embedding model will work for the specific downstream task.\n\nSadly, there is no \"one size fits all\" loss function. Which loss function is suitable depends on the available training data and on the target task. Consider checking out the [Loss Overview](../../sentence_transformer/loss_overview.md) to help narrow down your choice of loss function(s).\n\n## BatchAllTripletLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.BatchAllTripletLoss\n```\n\n## BatchHardSoftMarginTripletLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.BatchHardSoftMarginTripletLoss\n```\n\n## BatchHardTripletLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.BatchHardTripletLoss\n```\n\n## BatchSemiHardTripletLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.BatchSemiHardTripletLoss\n```\n\n## ContrastiveLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.ContrastiveLoss\n```\n\n## OnlineContrastiveLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.OnlineContrastiveLoss\n```\n\n## ContrastiveTensionLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.ContrastiveTensionLoss\n```\n\n## ContrastiveTensionLossInBatchNegatives\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.ContrastiveTensionLossInBatchNegatives\n```\n\n## CoSENTLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.CoSENTLoss\n```\n\n## AnglELoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.AnglELoss\n```\n\n## CosineSimilarityLoss\n\n<img src=\"https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/SBERT_Siamese_Network.png\" alt=\"SBERT Siamese Network Architecture\" width=\"250\"/>\n\nFor each sentence pair, we pass sentence A and sentence B through our network which yields the embeddings *u* und *v*. The similarity of these embeddings is computed using cosine similarity and the result is compared to the gold similarity score.\n\nThis allows our network to be fine-tuned to recognize the similarity of sentences.\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.CosineSimilarityLoss\n```\n\n## DenoisingAutoEncoderLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.DenoisingAutoEncoderLoss\n```\n\n## GISTEmbedLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.GISTEmbedLoss\n```\n\n## CachedGISTEmbedLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.CachedGISTEmbedLoss\n```\n\n## GlobalOrthogonalRegularizationLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.GlobalOrthogonalRegularizationLoss\n```\n\n## MSELoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.MSELoss\n```\n\n## MarginMSELoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.MarginMSELoss\n```\n\n## MatryoshkaLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.MatryoshkaLoss\n```\n\n## Matryoshka2dLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.Matryoshka2dLoss\n```\n\n## AdaptiveLayerLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.AdaptiveLayerLoss\n```\n\n## MegaBatchMarginLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.MegaBatchMarginLoss\n```\n\n## MultipleNegativesRankingLoss\n\n*MultipleNegativesRankingLoss* is a great loss function if you only have positive pairs, for example, only pairs of similar texts like pairs of paraphrases, pairs of duplicate questions, pairs of (query, response), or pairs of (source_language, target_language).\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.MultipleNegativesRankingLoss\n```\n\n## CachedMultipleNegativesRankingLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.CachedMultipleNegativesRankingLoss\n```\n\n## MultipleNegativesSymmetricRankingLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.MultipleNegativesSymmetricRankingLoss\n```\n\n## CachedMultipleNegativesSymmetricRankingLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.CachedMultipleNegativesSymmetricRankingLoss\n```\n\n## SoftmaxLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.SoftmaxLoss\n```\n\n## TripletLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.TripletLoss\n```\n\n## DistillKLDivLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.losses.DistillKLDivLoss\n```\n"
  },
  {
    "path": "docs/package_reference/sentence_transformer/models.md",
    "content": "# Modules\n\n`sentence_transformers.models` defines different building blocks, a.k.a. Modules, that can be used to create SentenceTransformer models from scratch. For more details, see [Creating Custom Models](../../sentence_transformer/usage/custom_models.rst).\n\n## Main Modules\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.models.Transformer\n.. autoclass:: sentence_transformers.models.Pooling\n.. autoclass:: sentence_transformers.models.Dense\n.. autoclass:: sentence_transformers.models.Normalize\n.. autoclass:: sentence_transformers.models.Router\n    :members: for_query_document\n.. autoclass:: sentence_transformers.models.StaticEmbedding\n    :members: from_model2vec, from_distillation\n```\n\n## Further Modules\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.models.BoW\n.. autoclass:: sentence_transformers.models.CNN\n.. autoclass:: sentence_transformers.models.LSTM\n.. autoclass:: sentence_transformers.models.WeightedLayerPooling\n.. autoclass:: sentence_transformers.models.WordEmbeddings\n.. autoclass:: sentence_transformers.models.WordWeights\n```\n\n## Base Modules\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.models.Module\n    :members: config_file_name, config_keys, save_in_root, forward, get_config_dict, load, load_config, load_file_path, load_dir_path, load_torch_weights, save, save_config, save_torch_weights\n.. autoclass:: sentence_transformers.models.InputModule\n    :members: save_in_root, tokenizer, tokenize, save_tokenizer\n```\n"
  },
  {
    "path": "docs/package_reference/sentence_transformer/quantization.md",
    "content": "# quantization\n\n`sentence_transformers.quantization` defines different helpful functions to perform embedding quantization.\n\n```{eval-rst}\n.. note::\n   `Embedding Quantization <../../../examples/sentence_transformer/applications/embedding-quantization/README.html>`_ differs from model quantization. The former shrinks the size of embeddings such that semantic search/retrieval is faster and requires less memory and disk space. The latter refers to lowering the precision of the model weights to speed up inference. This page only shows documentation for the former.\n```\n\n```{eval-rst}\n.. automodule:: sentence_transformers.quantization\n   :members: quantize_embeddings, semantic_search_faiss, semantic_search_usearch\n```\n"
  },
  {
    "path": "docs/package_reference/sentence_transformer/sampler.md",
    "content": "# Samplers\n\n## BatchSamplers\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.training_args.BatchSamplers\n    :members:\n```\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.sampler.DefaultBatchSampler\n    :members:\n```\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.sampler.NoDuplicatesBatchSampler\n    :members:\n```\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.sampler.GroupByLabelBatchSampler\n    :members:\n```\n\n## MultiDatasetBatchSamplers\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.training_args.MultiDatasetBatchSamplers\n    :members:\n```\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.sampler.MultiDatasetDefaultBatchSampler\n    :members:\n```\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.sampler.RoundRobinBatchSampler\n    :members:\n```\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.sampler.ProportionalBatchSampler\n    :members:\n```\n"
  },
  {
    "path": "docs/package_reference/sentence_transformer/trainer.md",
    "content": "# Trainer\n\n## SentenceTransformerTrainer\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.trainer.SentenceTransformerTrainer\n    :members:\n    :inherited-members:\n    :exclude-members: autocast_smart_context_manager, collect_features, compute_loss_context_manager, evaluation_loop, floating_point_ops, get_decay_parameter_names, get_optimizer_cls_and_kwargs, init_hf_repo, log_metrics, metrics_format, num_examples, num_tokens, predict, prediction_loop, prediction_step, save_metrics, save_state, training_step\n```\n"
  },
  {
    "path": "docs/package_reference/sentence_transformer/training_args.md",
    "content": "# Training Arguments\n\n## SentenceTransformerTrainingArguments\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.training_args.SentenceTransformerTrainingArguments\n    :members:\n    :inherited-members:\n```\n"
  },
  {
    "path": "docs/package_reference/sparse_encoder/SparseEncoder.md",
    "content": "# SparseEncoder\n\n## SparseEncoder\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.SparseEncoder\n   :members:\n   :inherited-members: \n   :exclude-members: fit, old_fit, save, save_to_hub, add_module, append, apply, buffers, children, extra_repr, forward, get_buffer, get_extra_state, get_parameter, get_submodule, ipu, load_state_dict, modules, named_buffers, named_children, named_modules, named_parameters, parameters, register_backward_hook, register_buffer, register_forward_hook, register_forward_pre_hook, register_full_backward_hook, register_full_backward_pre_hook, register_load_state_dict_post_hook, register_module, register_parameter, register_state_dict_pre_hook, requires_grad_, set_extra_state, share_memory, state_dict, to_empty, type, xpu, zero_grad, truncate_sentence_embeddings, encode_multi_process\n```\n\n## SparseEncoderModelCardData\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.model_card.SparseEncoderModelCardData\n   :members:\n```\n\n## SimilarityFunction\n```{eval-rst}\n.. autoclass:: sentence_transformers.SimilarityFunction\n   :members:\n``` "
  },
  {
    "path": "docs/package_reference/sparse_encoder/callbacks.md",
    "content": "# Callbacks\n\n## SpladeRegularizerWeightSchedulerCallback\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.callbacks.splade_callbacks.SpladeRegularizerWeightSchedulerCallback\n```\n"
  },
  {
    "path": "docs/package_reference/sparse_encoder/evaluation.md",
    "content": "# Evaluation\n\n`sentence_transformers.sparse_encoder.evaluation` defines different classes, that can be used to evaluate the SparseEncoder model during training.\n\n## SparseInformationRetrievalEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.evaluation.SparseInformationRetrievalEvaluator\n```\n\n## SparseNanoBEIREvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.evaluation.SparseNanoBEIREvaluator\n``` \n\n## SparseEmbeddingSimilarityEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.evaluation.SparseEmbeddingSimilarityEvaluator\n```\n\n## SparseBinaryClassificationEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.evaluation.SparseBinaryClassificationEvaluator\n```\n\n## SparseTripletEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.evaluation.SparseTripletEvaluator\n```\n\n## SparseRerankingEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.evaluation.SparseRerankingEvaluator\n```\n\n## SparseTranslationEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.evaluation.SparseTranslationEvaluator\n```\n\n## SparseMSEEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.evaluation.SparseMSEEvaluator\n```\n\n## ReciprocalRankFusionEvaluator\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.evaluation.ReciprocalRankFusionEvaluator"
  },
  {
    "path": "docs/package_reference/sparse_encoder/index.rst",
    "content": "Sparse Encoder\n=============\n\n.. toctree::\n\n   SparseEncoder\n   trainer\n   training_args\n   losses\n   ../sentence_transformer/sampler\n   evaluation\n   models\n   callbacks\n   search_engines"
  },
  {
    "path": "docs/package_reference/sparse_encoder/losses.md",
    "content": "# Losses\n\n`sentence_transformers.sparse_encoder.losses` defines different loss functions that can be used to fine-tune saprse embedding models on training data. The choice of loss function plays a critical role when fine-tuning the model. It determines how well our embedding model will work for the specific downstream task.\n\nSadly, there is no \"one size fits all\" loss function. Which loss function is suitable depends on the available training data and on the target task. Consider checking out the [Loss Overview](../../sparse_encoder/loss_overview.md) to help narrow down your choice of loss function(s).\n\n```{eval-rst}\n.. warning:: \n    To train a :class:`~sentence_transformers.sparse_encoder.SparseEncoder`, you need either :class:`~sentence_transformers.sparse_encoder.losses.SpladeLoss` or :class:`~sentence_transformers.sparse_encoder.losses.CSRLoss`, depending on the architecture. These are wrapper losses that add sparsity regularization on top of a main loss function, which must be provided as a parameter. The only loss that can be used independently is :class:`~sentence_transformers.sparse_encoder.losses.SparseMSELoss`, as it performs embedding-level distillation, ensuring sparsity by directly copying the teacher's sparse embedding.\n\n```\n\n## SpladeLoss\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.losses.SpladeLoss\n```\n\n## CachedSpladeLoss\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.losses.CachedSpladeLoss\n```\n\n## FlopsLoss\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.losses.FlopsLoss\n```\n\n## CSRLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.losses.CSRLoss\n```\n\n## CSRReconstructionLoss\n\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.losses.CSRReconstructionLoss\n```\n\n## SparseMultipleNegativesRankingLoss\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.losses.SparseMultipleNegativesRankingLoss\n```\n\n## SparseMarginMSELoss\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.losses.SparseMarginMSELoss\n```\n\n## SparseDistillKLDivLoss\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.losses.SparseDistillKLDivLoss\n``` \n\n## SparseTripletLoss\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.losses.SparseTripletLoss\n```\n\n## SparseCosineSimilarityLoss\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.losses.SparseCosineSimilarityLoss\n```\n\n## SparseCoSENTLoss\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.losses.SparseCoSENTLoss\n```\n\n## SparseAnglELoss\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.losses.SparseAnglELoss\n```\n\n## SparseMSELoss\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.losses.SparseMSELoss\n```"
  },
  {
    "path": "docs/package_reference/sparse_encoder/models.md",
    "content": "# Modules\n\n`sentence_transformers.sparse_encoder.models` defines different building blocks, that can be used to create SparseEncoder networks from scratch. For more details, see [Training Overview](../../sparse_encoder/training_overview.md).\nNote that modules from `sentence_transformers.models` can also be used for Sparse models, such as `sentence_transformers.models.Transformer` from [SentenceTransformer > Modules](../sentence_transformer/models.md)\n## SPLADE Pooling\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.models.SpladePooling\n```\n\n## MLM Transformer\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.models.MLMTransformer\n```\n\n## SparseAutoEncoder\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.models.SparseAutoEncoder\n```\n\n## SparseStaticEmbedding\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.models.SparseStaticEmbedding\n``` "
  },
  {
    "path": "docs/package_reference/sparse_encoder/search_engines.md",
    "content": "# Search Engines\n`sentence_transformers.sparse_encoder.search_engines` defines different helpful functions to integrate with vector databases and search engines the sparse embeddings produced.\n\n\n```{eval-rst}\n.. automodule:: sentence_transformers.sparse_encoder.search_engines\n   :members: semantic_search_qdrant, semantic_search_elasticsearch, semantic_search_seismic, semantic_search_opensearch\n```\n"
  },
  {
    "path": "docs/package_reference/sparse_encoder/trainer.md",
    "content": "# Trainer\n\n## SparseEncoderTrainer\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.SparseEncoderTrainer\n   :members:\n   :inherited-members:\n   :exclude-members: autocast_smart_context_manager, collect_features, compute_loss_context_manager, evaluation_loop, floating_point_ops, get_decay_parameter_names, get_optimizer_cls_and_kwargs, init_hf_repo, log_metrics, metrics_format, num_examples, num_tokens, predict, prediction_loop, prediction_step, save_metrics, save_state, training_step\n``` "
  },
  {
    "path": "docs/package_reference/sparse_encoder/training_args.md",
    "content": "# Training Arguments\n\n## SparseEncoderTrainingArguments\n```{eval-rst}\n.. autoclass:: sentence_transformers.sparse_encoder.training_args.SparseEncoderTrainingArguments\n   :members:\n   :inherited-members:\n``` "
  },
  {
    "path": "docs/package_reference/util.md",
    "content": "# util\n\n`sentence_transformers.util` defines different helpful functions to work with text embeddings.\n\n## Helper Functions\n\n```{eval-rst}\n.. automodule:: sentence_transformers.util\n   :members: paraphrase_mining, semantic_search, community_detection, http_get, truncate_embeddings, normalize_embeddings, is_training_available, mine_hard_negatives\n```\n\n## Model Optimization\n\n```{eval-rst}\n.. automodule:: sentence_transformers.backend\n   :members: export_optimized_onnx_model, export_dynamic_quantized_onnx_model, export_static_quantized_openvino_model\n```\n\n## Similarity Metrics\n\n```{eval-rst}\n.. automodule:: sentence_transformers.util\n   :members: cos_sim, pairwise_cos_sim, dot_score, pairwise_dot_score, manhattan_sim, pairwise_manhattan_sim, euclidean_sim, pairwise_euclidean_sim\n```\n"
  },
  {
    "path": "docs/pretrained-models/ce-msmarco.md",
    "content": "# MS MARCO Cross-Encoders\n\n[MS MARCO](https://microsoft.github.io/msmarco/) is a large scale information retrieval corpus that was created based on real user search queries using Bing search engine. The provided models can be used for semantic search, i.e., given keywords / a search phrase / a question, the model will find passages that are relevant for the search query.\n\nThe training data consists of over 500k examples, while the complete corpus consists of over 8.8 million passages.\n\n## Usage with SentenceTransformers\nPre-trained models can be used like this:\n```python\nfrom sentence_transformers import CrossEncoder\n\nmodel = CrossEncoder(\"model_name\", max_length=512)\nscores = model.predict(\n    [(\"Query\", \"Paragraph1\"), (\"Query\", \"Paragraph2\"), (\"Query\", \"Paragraph3\")]\n)\n```\n\n## Usage with Transformers\n\n```python\nfrom transformers import AutoTokenizer, AutoModelForSequenceClassification\nimport torch\n\nmodel = AutoModelForSequenceClassification.from_pretrained(\"model_name\")\ntokenizer = AutoTokenizer.from_pretrained(\"model_name\")\n\nfeatures = tokenizer([\"Query\", \"Query\"], [\"Paragraph1\", \"Paragraph2\"], padding=True, truncation=True, return_tensors=\"pt\")\n\nmodel.eval()\nwith torch.no_grad():\n    scores = model(**features).logits\n    print(scores)\n```\n\n\n## Models & Performance\n\nIn the following table, we provide various pre-trained Cross-Encoders together with their performance on the [TREC Deep Learning 2019](https://microsoft.github.io/TREC-2019-Deep-Learning/) and the [MS Marco Passage Reranking](https://github.com/microsoft/MSMARCO-Passage-Ranking/) dataset. \n\n\n| Model-Name        | NDCG@10 (TREC DL 19) | MRR@10 (MS Marco Dev)  | Docs / Sec |\n| ------------- | :-------------: | :-----: | ---: | \n| **Version 2 models** | | | \n| cross-encoder/ms-marco-TinyBERT-L2-v2 | 69.84 | 32.56 | 9000\n| cross-encoder/ms-marco-MiniLM-L2-v2 | 71.01 | 34.85 | 4100\n| cross-encoder/ms-marco-MiniLM-L4-v2 | 73.04 | 37.70 | 2500\n| cross-encoder/ms-marco-MiniLM-L6-v2 | 74.30 | 39.01 | 1800\n| cross-encoder/ms-marco-MiniLM-L12-v2 | 74.31 | 39.02 | 960\n| **Version 1 models** | | | \n| cross-encoder/ms-marco-TinyBERT-L2  | 67.43 | 30.15  | 9000 | \n| cross-encoder/ms-marco-TinyBERT-L4  | 68.09 | 34.50  | 2900 | \n| cross-encoder/ms-marco-TinyBERT-L6 |  69.57 | 36.13  | 680 | \n| cross-encoder/ms-marco-electra-base | 71.99 | 36.41 | 340 | \n| **Other models** | | | |\n| nboost/pt-tinybert-msmarco | 63.63 | 28.80 | 2900 | \n| nboost/pt-bert-base-uncased-msmarco | 70.94 | 34.75 | 340 | \n| nboost/pt-bert-large-msmarco | 73.36 | 36.48 | 100 |  \n| Capreolus/electra-base-msmarco | 71.23 | 36.89 | 340 | \n| amberoad/bert-multilingual-passage-reranking-msmarco | 68.40 | 35.54 | 330 |  \n| sebastian-hofstaetter/distilbert-cat-margin_mse-T2-msmarco | 72.82 | 37.88 | 720\n \n Note: Runtime was computed on a V100 GPU with Hugging Face Transformers v4. \n"
  },
  {
    "path": "docs/pretrained-models/dpr.md",
    "content": "# DPR-Models\nIn [Dense Passage Retrieval  for Open-Domain Question Answering](https://huggingface.co/papers/2004.04906)  Karpukhin et al. trained models based on [Google's Natural Questions dataset](https://ai.google.com/research/NaturalQuestions):\n- **facebook-dpr-ctx_encoder-single-nq-base** \n- **facebook-dpr-question_encoder-single-nq-base**\n\nThey also trained models on the combination of Natural Questions, TriviaQA, WebQuestions, and CuratedTREC.\n- **facebook-dpr-ctx_encoder-multiset-base** \n- **facebook-dpr-question_encoder-multiset-base**\n\n\nThere is one model to encode passages and one model to encode question / queries.\n\n## Usage\n\nTo encode paragraphs, you need to provide a title (e.g. the Wikipedia article title) and the text passage. These must be separated with a `[SEP]` token.  For encoding paragraphs, we use the **ctx_encoder**.\n\nQueries are encoded with **question_encoder**:\n```python\nfrom sentence_transformers import SentenceTransformer, util\n\npassage_encoder = SentenceTransformer(\"facebook-dpr-ctx_encoder-single-nq-base\")\n\npassages = [\n    \"London [SEP] London is the capital and largest city of England and the United Kingdom.\",\n    \"Paris [SEP] Paris is the capital and most populous city of France.\",\n    \"Berlin [SEP] Berlin is the capital and largest city of Germany by both area and population.\",\n]\n\npassage_embeddings = passage_encoder.encode(passages)\n\nquery_encoder = SentenceTransformer(\"facebook-dpr-question_encoder-single-nq-base\")\nquery = \"What is the capital of England?\"\nquery_embedding = query_encoder.encode(query)\n\n# Important: You must use dot-product, not cosine_similarity\nscores = util.dot_score(query_embedding, passage_embeddings)\nprint(\"Scores:\", scores)\n```\n\n**Important note:** When you use these models, you have to use them with dot-product (e.g. as implemented in `util.dot_score`) and not with cosine similarity.\n"
  },
  {
    "path": "docs/pretrained-models/msmarco-v1.md",
    "content": "# MSMARCO Models\n[MS MARCO](https://microsoft.github.io/msmarco/) is a large scale information retrieval corpus that was created based on real user search queries using Bing search engine. The provided models can be used for semantic search, i.e., given keywords / a search phrase / a question, the model will find passages that are relevant for the search query.\n\nThe training data consists of over 500k examples, while the complete  corpus consist of over 8.8 Million passages.\n \n\n\n## Version History \n\n### v1\nVersion 1 models were trained on the training set of MS Marco Passage retrieval task. The models were trained using in-batch negative sampling via the MultipleNegativesRankingLoss with a scaling factor of 20 and a batch size of 128.\n\nThey can be used like this:\n```python\nfrom sentence_transformers import SentenceTransformer, util\n\nmodel = SentenceTransformer(\"distilroberta-base-msmarco-v1\")\n\nquery_embedding = model.encode(\"[QRY] \" + \"How big is London\")\npassage_embedding = model.encode(\"[DOC] \" + \"London has 9,787,426 inhabitants at the 2011 census\")\n\nprint(\"Similarity:\", util.pytorch_cos_sim(query_embedding, passage_embedding))\n```\n\n**Models**:\n- **distilroberta-base-msmarco-v1** - Performance MSMARCO dev dataset (queries.dev.small.tsv) MRR@10: 23.28"
  },
  {
    "path": "docs/pretrained-models/msmarco-v2.md",
    "content": "# MSMARCO Models (Version 2)\n[MS MARCO](https://microsoft.github.io/msmarco/) is a large scale information retrieval corpus that was created based on real user search queries using Bing search engine. The provided models can be used for semantic search, i.e., given keywords / a search phrase / a question, the model will find passages that are relevant for the search query.\n\nThe training data consists of over 500k examples, while the complete  corpus consist of over 8.8 Million passages.\n \n## Usage\n```python\nfrom sentence_transformers import SentenceTransformer, util\n\nmodel = SentenceTransformer(\"msmarco-distilroberta-base-v2\")\n\nquery_embedding = model.encode(\"How big is London\")\npassage_embedding = model.encode(\"London has 9,787,426 inhabitants at the 2011 census\")\n\nprint(\"Similarity:\", util.pytorch_cos_sim(query_embedding, passage_embedding))\n```\n\n\nFor more details on the usage, see [Applications - Information Retrieval](../../examples/sentence_transformer/applications/retrieve_rerank/README.md)\n\n\n## Performance\nPerformance is evaluated on [TREC-DL 2019](https://microsoft.github.io/TREC-2019-Deep-Learning/), which is a query-passage retrieval task where multiple queries have been annotated as with their relevance with respect to the given query.  Further, we evaluate on the [MS Marco Passage Retrieval](https://github.com/microsoft/MSMARCO-Passage-Ranking/) dataset. \n\nAs baseline we show the results for lexical search with BM25 using Elasticsearch.\n\n| Approach       | NDCG@10 (TREC DL 19 Reranking) | MRR@10 (MS Marco Dev) |  \n| ------------- |:-------------: | :---: |\n| BM25 (Elasticsearch)   | 45.46 | 17.29  |\n| msmarco-distilroberta-base-v2   | 65.65 |  28.55    |  \n| msmarco-roberta-base-v2 | 67.18 | 29.17 | \n| msmarco-distilbert-base-v2 | 68.35 | 30.77 |\n\n\n\n## Version History \n\n- [Version 1](msmarco-v1.md)\n"
  },
  {
    "path": "docs/pretrained-models/msmarco-v3.md",
    "content": "# MSMARCO Models \n[MS MARCO](https://microsoft.github.io/msmarco/) is a large scale information retrieval corpus that was created based on real user search queries using Bing search engine. The provided models can be used for semantic search, i.e., given keywords / a search phrase / a question, the model will find passages that are relevant for the search query.\n\nThe training data consists of over 500k examples, while the complete  corpus consist of over 8.8 Million passages.\n \n## Usage\n```python\nfrom sentence_transformers import SentenceTransformer, util\n\nmodel = SentenceTransformer(\"msmarco-distilbert-base-v3\")\n\nquery_embedding = model.encode(\"How big is London\")\npassage_embedding = model.encode(\"London has 9,787,426 inhabitants at the 2011 census\")\n\nprint(\"Similarity:\", util.cos_sim(query_embedding, passage_embedding))\n```\n\n\nFor more details on the usage, see [Applications - Information Retrieval](../../examples/sentence_transformer/applications/retrieve_rerank/README.md)\n\n\n## Performance\nPerformance is evaluated on [TREC-DL 2019](https://microsoft.github.io/TREC-2019-Deep-Learning/), which is a query-passage retrieval task where multiple queries have been annotated as with their relevance with respect to the given query.  Further, we evaluate on the [MS Marco Passage Retrieval](https://github.com/microsoft/MSMARCO-Passage-Ranking/) dataset. \n\nAs baseline we show the results for lexical search with BM25 using Elasticsearch.\n\n| Approach       | NDCG@10 (TREC DL 19 Reranking) | MRR@10 (MS Marco Dev) |  Queries (GPU / CPU) | Docs (GPU / CPU)\n| ------------- |:-------------: | :---: | :---: | :---: |\n| **Models tuned for cosine-similarity** | |\n| msmarco-MiniLM-L6-v3 | 67.46 | 32.27 | 18,000 / 750 | 2,800 / 180\n| msmarco-MiniLM-L12-v3 | 65.14 | 32.75 | 11,000 / 400 | 1,500 / 90\n| msmarco-distilbert-base-v3| 69.02 | 33.13 | 7,000 / 350 | 1,100 / 70\n| msmarco-distilbert-base-v4 | **70.24** | **33.79**| 7,000 / 350 | 1,100 / 70\n| msmarco-roberta-base-v3 | 69.08 | 33.01 | 4,000 / 170 | 540 / 30\n| **Models tuned for dot-product** | |\n| msmarco-distilbert-base-dot-prod-v3 | 68.42 | 33.04 | 7,000 / 350 | 1100 / 70\n| [msmarco-roberta-base-ance-firstp](https://github.com/microsoft/ANCE) | 67.84 | 33.01 | 4,000 / 170 | 540 / 30\n| [msmarco-distilbert-base-tas-b](https://huggingface.co/sebastian-hofstaetter/distilbert-dot-tas_b-b256-msmarco) | **71.04** | **34.43** | 7,000 / 350 | 1100 / 70\n| **Previous approaches** |  |  |\n| BM25 (Elasticsearch)   | 45.46 | 17.29  |\n| msmarco-distilroberta-base-v2   | 65.65 |  28.55    |  \n| msmarco-roberta-base-v2 | 67.18 | 29.17 | \n| msmarco-distilbert-base-v2 | 68.35 | 30.77 |\n\n**Notes:**\n- We provide two type of models, one tuned for **cosine-similarity**, the other for **dot-product**. Make sure to use the right method to compute the similarity between query and passages.\n- Models tuned for **cosine-similarity** will prefer the retrieval of shorter passages, while models for **dot-product** will prefer the retrieval of longer passages. Depending on your task, you might prefer the one or the other type of model.\n- **msmarco-roberta-base-ance-firstp** is the MSMARCO Dev Passage Retrieval ANCE(FirstP) 600K model from [ANCE](https://github.com/microsoft/ANCE). This model should be used with dot-product instead of cosine similarity.\n- **msmarco-distilbert-base-tas-b** uses the model from [sebastian-hofstaetter/distilbert-dot-tas_b-b256-msmarco](https://huggingface.co/sebastian-hofstaetter/distilbert-dot-tas_b-b256-msmarco). See the linked documentation / paper for more details.\n- Encoding speeds are per second and were measured on a V100 GPU and an 8 core Intel(R) Xeon(R) Platinum 8168 CPU @ 2.70GHz\n\n\n## Changes in v3\nThe models from v2 have been used for find for all training queries similar passages. An [MS MARCO Cross-Encoder](ce-msmarco.md) based on the electra-base-model has been then used to classify if these retrieved passages answer the question.\n\nIf they received a low score by the cross-encoder, we saved them as hard negatives: They got a high score from the bi-encoder, but a low-score from the (better) cross-encoder.\n\nWe then trained the v2 models with these new hard negatives.\n\n## Version History \n\n- [Version 2](msmarco-v2.md)\n- [Version 1](msmarco-v1.md)\n"
  },
  {
    "path": "docs/pretrained-models/msmarco-v5.md",
    "content": "# MSMARCO Models \n[MS MARCO](https://microsoft.github.io/msmarco/) is a large scale information retrieval corpus that was created based on real user search queries using Bing search engine. The provided models can be used for semantic search, i.e., given keywords / a search phrase / a question, the model will find passages that are relevant for the search query.\n\nThe training data consists of over 500k examples, while the complete  corpus consist of over 8.8 Million passages.\n \n## Usage\n```python\nfrom sentence_transformers import SentenceTransformer, util\n\nmodel = SentenceTransformer(\"msmarco-distilbert-dot-v5\")\n\nquery_embedding = model.encode(\"How big is London\")\npassage_embedding = model.encode([\n    \"London has 9,787,426 inhabitants at the 2011 census\",\n    \"London is known for its financial district\",\n])\n\nprint(\"Similarity:\", util.dot_score(query_embedding, passage_embedding))\n```\n\n\nFor more details on the usage, see [Applications - Information Retrieval](../../examples/sentence_transformer/applications/retrieve_rerank/README.md)\n\n\n## Performance\nPerformance is evaluated on [TREC-DL 2019](https://microsoft.github.io/msmarco/TREC-Deep-Learning-2019) and [TREC-DL 2020](https://microsoft.github.io/msmarco/TREC-Deep-Learning-2020), which are a query-passage retrieval task where multiple queries have been annotated as with their relevance with respect to the given query.  Further, we evaluate on the [MS Marco Passage Retrieval](https://github.com/microsoft/MSMARCO-Passage-Ranking/) dataset. \n\n\n| Approach       | MRR@10 (MS Marco Dev) | NDCG@10 (TREC DL 19 Reranking) | NDCG@10 (TREC DL 20 Reranking) |   Queries (GPU / CPU) | Docs (GPU / CPU)\n| ------------- | :-------------: | :-------------: | :---: | :---: | :---: |\n| **Models tuned with normalized embeddings** | |\n| [msmarco-MiniLM-L6-cos-v5](https://huggingface.co/sentence-transformers/msmarco-MiniLM-L6-cos-v5) | 32.27 | 67.46 | 64.73 | 18,000 / 750 | 2,800 / 180\n| [msmarco-MiniLM-L12-cos-v5](https://huggingface.co/sentence-transformers/msmarco-MiniLM-L12-cos-v5) | 32.75 | 65.14 | 67.48 | 11,000 / 400 | 1,500 / 90\n| [msmarco-distilbert-cos-v5](https://huggingface.co/sentence-transformers/msmarco-distilbert-cos-v5) | 33.79 | 70.24 | 66.24  | 7,000 / 350 | 1,100 / 70\n| [multi-qa-MiniLM-L6-cos-v1](https://huggingface.co/sentence-transformers/multi-qa-MiniLM-L6-cos-v1) | | 65.55 | 64.66 | 18,000 / 750 | 2,800 / 180 \n| [multi-qa-distilbert-cos-v1](https://huggingface.co/sentence-transformers/multi-qa-distilbert-cos-v1) | | 67.59 | 66.46 | 7,000 / 350 | 1,100 / 70\n| [multi-qa-mpnet-base-cos-v1](https://huggingface.co/sentence-transformers/multi-qa-mpnet-base-cos-v1) | | 67.78 |\t69.87 | 4,000 / 170 |  540 / 30\n| **Models tuned for dot-product** | |\n| [msmarco-distilbert-base-tas-b](https://huggingface.co/sentence-transformers/msmarco-distilbert-base-tas-b) | 34.43 | 71.04 | 69.78  | 7,000 / 350 | 1100 / 70\n| [msmarco-distilbert-dot-v5](https://huggingface.co/sentence-transformers/msmarco-distilbert-dot-v5) | 37.25 | 70.14 | 71.08 | 7,000 / 350 | 1100 / 70\n| [msmarco-bert-base-dot-v5](https://huggingface.co/sentence-transformers/msmarco-bert-base-dot-v5) | 38.08 | 70.51\t| 73.45 | 4,000 / 170 |  540 / 30\n| [multi-qa-MiniLM-L6-dot-v1](https://huggingface.co/sentence-transformers/multi-qa-MiniLM-L6-dot-v1) | | 66.70 | 65.98 | 18,000 / 750 | 2,800 / 180 \n| [multi-qa-distilbert-dot-v1](https://huggingface.co/sentence-transformers/multi-qa-distilbert-dot-v1) | | 68.05 | 70.49 | 7,000 / 350 | 1,100 / 70\n| [multi-qa-mpnet-base-dot-v1](https://huggingface.co/sentence-transformers/multi-qa-mpnet-base-dot-v1) | | 70.66 |\t71.18 | 4,000 / 170 |  540 / 30\n\n\n**Notes:**\n- We provide two type of models: One that produces **normalized embedding** and can be used with dot-product, cosine-similarity or euclidean distance (all three scoring function will produce the same results). The models tuned for **dot-product** will produce embeddings of different lengths and must be used with dot-product to find close items in a vector space.\n- Models with normalized embeddings will prefer the retrieval of shorter passages, while models tuned for **dot-product** will prefer the retrieval of longer passages. Depending on your task, you might prefer the one or the other type of model.\n- Encoding speeds are per second and were measured on a V100 GPU and an 8 core Intel(R) Xeon(R) Platinum 8168 CPU @ 2.70GHz\n\n\n## Changes in v5\n- Models with normalized embeddings were added: These are the v3 cosine-similarity models, but with an additional normalize layer on-top.\n- New models trained with MarginMSE loss trained: msmarco-distilbert-dot-v5 and msmarco-bert-base-dot-v5\n\n## Changes in v4\n- Just one new model was trained with better hard negatives, leading to a small improvement compared to v3\n\n## Changes in v3\nThe models from v2 have been used for find for all training queries similar passages. An [MS MARCO Cross-Encoder](ce-msmarco.md) based on the electra-base-model has been then used to classify if these retrieved passages answer the question.\n\nIf they received a low score by the cross-encoder, we saved them as hard negatives: They got a high score from the bi-encoder, but a low-score from the (better) cross-encoder.\n\nWe then trained the v2 models with these new hard negatives.\n\n## Version History \n\n- [Version 3](msmarco-v3.md)\n- [Version 2](msmarco-v2.md)\n- [Version 1](msmarco-v1.md)\n"
  },
  {
    "path": "docs/pretrained-models/nli-models.md",
    "content": "# NLI Models\nConneau et al., 2017, show in the InferSent-Paper ([Supervised Learning of Universal Sentence Representations from Natural Language Inference Data](https://huggingface.co/papers/1705.02364)) that training on Natural Language Inference (NLI) data can produce universal sentence embeddings.\n\nThe datasets labeled sentence pairs with the labels *entail*, *contradict*, and *neutral*. For both sentences, we compute a sentence embedding. These two embeddings are concatenated and passed to softmax classifier to derive the final label.\n\nAs shown, this produces sentence embeddings that can be used for various use cases like clustering or semantic search.\n\n# Datasets\nWe train the models on the [SNLI](https://nlp.stanford.edu/projects/snli/) and on the [MultiNLI](https://www.nyu.edu/projects/bowman/multinli/) dataset. We call the combination of the two datasets AllNLI.\n\nFor a training example, see [examples/sentence_transformer/training/nli/training_nli.py](../../examples/sentence_transformer/training/nli/training_nli.py). \n\n# Pretrained models\nWe provide the various pre-trained models. The performance was evaluated on the test set of the STS benchmark dataset ([docs](https://web.archive.org/web/20231128064114/http://ixa2.si.ehu.eus/stswiki/index.php/STSbenchmark), [dataset](https://huggingface.co/datasets/sentence-transformers/stsb)) using Spearman rank correlation.\n\n[» Full List of NLI & STS Models](https://docs.google.com/spreadsheets/d/14QplCdTCDwEmTqrn1LH4yrbKvdogK4oQvYO1K1aPR5M/edit#gid=0)\n\n# Performance Comparison\nHere are the performances on the STS benchmark for other sentence embeddings methods. They were also computed by using cosine-similarity and Spearman rank correlation:\n- Avg. GloVe embeddings:  58.02 \n- BERT-as-a-service avg. embeddings:  46.35 \n- BERT-as-a-service CLS-vector: 16.50 \n- InferSent - GloVe: 68.03 \n- Universal Sentence Encoder: 74.92\n\n# Applications\nThis model works well in accessing the coarse-grained similarity between sentences. For application examples, see [semantic_textual_similarity](../sentence_transformer/usage/semantic_textual_similarity.rst) and [semantic search](../../examples/sentence_transformer/applications/semantic-search/README.md)."
  },
  {
    "path": "docs/pretrained-models/nq-v1.md",
    "content": "# Natural Questions Models\n[Google's Natural Questions dataset](https://ai.google.com/research/NaturalQuestions) consists of about 100k real search queries from Google with the respective, relevant passage from Wikipedia. Models trained on this dataset work well for question-answer retrieval.\n\n## Usage\n\n```python\nfrom sentence_transformers import SentenceTransformer, util\n\nmodel = SentenceTransformer(\"nq-distilbert-base-v1\")\n\nquery_embedding = model.encode(\"How many people live in London?\")\n\n# The passages are encoded as [ [title1, text1], [title2, text2], ...]\npassage_embedding = model.encode(\n    [[\"London\", \"London has 9,787,426 inhabitants at the 2011 census.\"]]\n)\n\nprint(\"Similarity:\", util.cos_sim(query_embedding, passage_embedding))\n```\n\nNote: For the passage, we have to encode the Wikipedia article title together with a text paragraph from that article.\n\n\n## Performance\nThe models are evaluated on the Natural Questions development dataset using MRR@10.\n\n| Approach       |  MRR@10 (NQ dev set small) |  \n| ------------- |:-------------: |\n| nq-distilbert-base-v1 | 72.36 |\n| *Other models* | |\n| [DPR](https://huggingface.co/transformers/model_doc/dpr.html) | 58.96 |"
  },
  {
    "path": "docs/pretrained-models/sts-models.md",
    "content": "# STS Models\nThe models were first trained on [NLI data](nli-models.md), then we fine-tuned them on the STS benchmark dataset ([docs](https://web.archive.org/web/20231128064114/http://ixa2.si.ehu.eus/stswiki/index.php/STSbenchmark), [dataset](https://huggingface.co/datasets/sentence-transformers/stsb)). This generate sentence embeddings that are especially suitable to measure the semantic similarity between sentence pairs.\n\n# Datasets\nWe use the training file from the [STS benchmark dataset](https://huggingface.co/datasets/sentence-transformers/stsb).\n\nFor a training example, see:\n- [examples/sentence_transformer/training_stsbenchmark.py](https://github.com/huggingface/sentence-transformers/blob/main/examples/sentence_transformer/training/sts/training_stsbenchmark.py) - Train directly on STS data\n- [examples/sentence_transformer/training_stsbenchmark_continue_training.py ](https://github.com/huggingface/sentence-transformers/blob/main/examples/sentence_transformer/training/sts/training_stsbenchmark_continue_training.py) - First train on NLI, than train on STS data.\n\n# Pre-trained models\n We provide the following pre-trained models:\n\n[» Full List of STS Models](https://docs.google.com/spreadsheets/d/14QplCdTCDwEmTqrn1LH4yrbKvdogK4oQvYO1K1aPR5M/edit#gid=0)\n\n# Performance Comparison\nHere are the performances on the STS benchmark for other sentence embeddings methods. They were also computed by using cosine-similarity and Spearman rank correlation. Note, these models were not-fined on the STS benchmark.\n\n- Avg. GloVe embeddings:  58.02 \n- BERT-as-a-service avg. embeddings:  46.35 \n- BERT-as-a-service CLS-vector: 16.50 \n- InferSent - GloVe: 68.03 \n- Universal Sentence Encoder: 74.92\n"
  },
  {
    "path": "docs/pretrained-models/wikipedia-sections-models.md",
    "content": "# Wikipedia Sections Models\nThe `wikipedia-sections-models` implement the idea from Ein Dor et al., 2018, [Learning Thematic Similarity Metric Using Triplet Networks](https://aclweb.org/anthology/P18-2009).\n\nIt was trained with a triplet-loss: The anchor and the positive example were sentences from the same section from an wikipedia article, for example, from the History section of the London article. The negative example came from a different section from the same article, for example, from the Education section of the London article.\n\n# Dataset\nWe use dataset from Ein Dor et al., 2018, [Learning Thematic Similarity Metric Using Triplet Networks](https://aclweb.org/anthology/P18-2009).\n\nSee [examples/sentence_transformer/training/other/training_wikipedia_sections.py](../../examples/sentence_transformer/training/other/training_wikipedia_sections.py) for how to train on this dataset.\n\n\n# Pre-trained models\nWe provide the following pre-trained models:\n\n- **bert-base-wikipedia-sections-mean-tokens**: 80.42% accuracy on test set.\n\nYou can use them in the following way:\n```\nfrom sentence_transformers import SentenceTransformer\n\nembedder = SentenceTransformer(\"bert-base-wikipedia-sections-mean-tokens\")\n```\n\n# Performance Comparison\nPerformance (accuracy) reported by Dor et al.:\n- mean-vectors: 0.65\n- skip-thoughts-CS: 0.615\n- skip-thoughts-SICK: 0.547\n- triplet-sen: 0.74\n\n\n# Applications\nThe models achieve a rather low performance on the STS benchmark dataset. The reason for this is the training objective: An anchor, a positive and a negative example are presented. The network must only learn to differentiate what the positive and what the negative example is by ensuring that the negative example is further away from the anchor than the positive example.\n\nHowever, it does not matter how far the negative example is away, it can be little or really far away. This makes this model rather bad for deciding if a pair is somewhat similar. It learns only to recognize similar pairs (high scores) and dissimilar pairs (low scores).\n\nHowever, this model works well for **fine-grained clustering**. \n\n"
  },
  {
    "path": "docs/publications.md",
    "content": "# Publications\n\nIf you find this repository helpful, feel free to cite our publication [Sentence-BERT: Sentence Embeddings using Siamese BERT-Networks](https://huggingface.co/papers/1908.10084):\n\n```bibtex\n@inproceedings{reimers-2019-sentence-bert,\n    title = \"Sentence-BERT: Sentence Embeddings using Siamese BERT-Networks\",\n    author = \"Reimers, Nils and Gurevych, Iryna\",\n    booktitle = \"Proceedings of the 2019 Conference on Empirical Methods in Natural Language Processing\",\n    month = \"11\",\n    year = \"2019\",\n    publisher = \"Association for Computational Linguistics\",\n    url = \"http://arxiv.org/abs/1908.10084\",\n}\n```\n\nIf you use one of the multilingual models, feel free to cite our publication [Making Monolingual Sentence Embeddings Multilingual using Knowledge Distillation](https://huggingface.co/papers/2004.09813):\n\n```bibtex\n@inproceedings{reimers-2020-multilingual-sentence-bert,\n    title = \"Making Monolingual Sentence Embeddings Multilingual using Knowledge Distillation\",\n    author = \"Reimers, Nils and Gurevych, Iryna\",\n    booktitle = \"Proceedings of the 2020 Conference on Empirical Methods in Natural Language Processing\",\n    month = \"11\",\n    year = \"2020\",\n    publisher = \"Association for Computational Linguistics\",\n    url = \"https://arxiv.org/abs/2004.09813\",\n}\n```\n\nIf you use the code for [data augmentation](https://github.com/huggingface/sentence-transformers/tree/main/examples/sentence_transformer/training/data_augmentation), feel free to cite our publication [Augmented SBERT: Data Augmentation Method for Improving Bi-Encoders for Pairwise Sentence Scoring Tasks](https://huggingface.co/papers/2010.08240):\n\n```bibtex\n@inproceedings{thakur-2020-AugSBERT,\n    title = \"Augmented {SBERT}: Data Augmentation Method for Improving Bi-Encoders for Pairwise Sentence Scoring Tasks\",\n    author = \"Thakur, Nandan and Reimers, Nils and Daxenberger, Johannes  and Gurevych, Iryna\",\n    booktitle = \"Proceedings of the 2021 Conference of the North American Chapter of the Association for Computational Linguistics: Human Language Technologies\",\n    month = \"6\",\n    year = \"2021\",\n    address = \"Online\",\n    publisher = \"Association for Computational Linguistics\",\n    url = \"https://arxiv.org/abs/2010.08240\",\n    pages = \"296--310\",\n}\n```\n\nIf you use the models for [MS MARCO](pretrained-models/msmarco-v2.md), feel free to cite the paper: [The Curse of Dense Low-Dimensional Information Retrieval for Large Index Sizes](https://huggingface.co/papers/2012.14210)\n\n```bibtex\n@inproceedings{reimers-2020-Curse_Dense_Retrieval,\n    title = \"The Curse of Dense Low-Dimensional Information Retrieval for Large Index Sizes\",\n    author = \"Reimers, Nils  and Gurevych, Iryna\",\n    booktitle = \"Proceedings of the 59th Annual Meeting of the Association for Computational Linguistics and the 11th International Joint Conference on Natural Language Processing (Volume 2: Short Papers)\",\n    month = \"8\",\n    year = \"2021\",\n    address = \"Online\",\n    publisher = \"Association for Computational Linguistics\",\n    url = \"https://arxiv.org/abs/2012.14210\",\n    pages = \"605--611\",\n}\n```\n\nWhen you use the unsupervised learning example, please have a look at: [TSDAE: Using Transformer-based Sequential Denoising Auto-Encoderfor Unsupervised Sentence Embedding Learning](https://huggingface.co/papers/2104.06979):\n\n```bibtex\n@inproceedings{wang-2021-TSDAE,\n    title = \"TSDAE: Using Transformer-based Sequential Denoising Auto-Encoderfor Unsupervised Sentence Embedding Learning\",\n    author = \"Wang, Kexin and Reimers, Nils and Gurevych, Iryna\", \n    booktitle = \"Findings of the Association for Computational Linguistics: EMNLP 2021\",\n    month = nov,\n    year = \"2021\",\n    address = \"Punta Cana, Dominican Republic\",\n    publisher = \"Association for Computational Linguistics\",\n    pages = \"671--688\",\n    url = \"https://arxiv.org/abs/2104.06979\",\n}\n```\n\nWhen you use the GenQ learning example, please have a look at: [BEIR: A Heterogeneous Benchmark for Zero-shot Evaluation of Information Retrieval Models](https://huggingface.co/papers/2104.08663):\n\n```bibtex\n@inproceedings{thakur-2021-BEIR,\n    title = \"BEIR: A Heterogeneous Benchmark for Zero-shot Evaluation of Information Retrieval Models\",\n    author = {Thakur, Nandan and Reimers, Nils and R{\\\"{u}}ckl{\\'{e}}, Andreas and Srivastava, Abhishek and Gurevych, Iryna}, \n    booktitle={Thirty-fifth Conference on Neural Information Processing Systems (NeurIPS 2021) - Datasets and Benchmarks Track (Round 2)},\n    month = \"4\",\n    year = \"2021\",\n    url = \"https://arxiv.org/abs/2104.08663\",\n}\n```\n\nWhen you use GPL, please have a look at: [GPL: Generative Pseudo Labeling for Unsupervised Domain Adaptation of Dense Retrieval](https://huggingface.co/papers/2112.07577):\n\n```bibtex\n@inproceedings{wang-2021-GPL,\n    title = \"GPL: Generative Pseudo Labeling for Unsupervised Domain Adaptation of Dense Retrieval\",\n    author = \"Wang, Kexin and Thakur, Nandan and Reimers, Nils and Gurevych, Iryna\", \n    journal= \"arXiv preprint arXiv:2112.07577\",\n    month = \"12\",\n    year = \"2021\",\n    url = \"https://arxiv.org/abs/2112.07577\",\n}\n```\n\n**Repositories using SentenceTransformers**\n\n- **[haystack](https://github.com/deepset-ai/haystack)** - Neural Search / Q&A\n- **[Top2Vec](https://github.com/ddangelov/Top2Vec)** - Topic modeling\n- **[txtai](https://github.com/neuml/txtai)** - AI-powered search engine\n- **[BERTTopic](https://github.com/MaartenGr/BERTopic)** - Topic model using SBERT embeddings\n- **[KeyBERT](https://github.com/MaartenGr/KeyBERT)** - Key phrase extraction using SBERT\n- **[contextualized-topic-models](https://github.com/MilaNLProc/contextualized-topic-models)** - Cross-Lingual Topic Modeling\n- **[covid-papers-browser](https://github.com/gsarti/covid-papers-browser)** - Semantic Search for Covid-19 papers\n- **[backprop](https://github.com/backprop-ai/backprop)** - Natural Language Engine that makes using state-of-the-art language models easy, accessible and scalable.\n\n**SentenceTransformers in Articles**\n\nIn the following you find a (selective) list of articles / applications using SentenceTransformers to do amazing stuff. Feel free to contact me (info@nils-reimers.de) to add you application here.\n\n- **December 2021 - [Sentence Transformer Fine-Tuning (SetFit): Outperforming GPT-3 on few-shot Text-Classification while being 1600 times smaller](https://towardsdatascience.com/sentence-transformer-fine-tuning-setfit-outperforms-gpt-3-on-few-shot-text-classification-while-d9a3788f0b4e?gi=4bdbaff416e3)**\n- **October 2021: [Natural Language Processing (NLP) for Semantic Search](https://www.pinecone.io/learn/nlp)**\n- **January 2021 - [Advance BERT model via transferring knowledge from Cross-Encoders to Bi-Encoders](https://resources.experfy.com/ai-ml/bert-model-transferring-knowledge-cross-encoders-bi-encoders/)**\n- **November 2020 - [How to Build a Semantic Search Engine With Transformers and Faiss](https://towardsdatascience.com/how-to-build-a-semantic-search-engine-with-transformers-and-faiss-dcbea307a0e8)**\n- **October 2020 - [Topic Modeling with BERT](https://medium.com/data-science/topic-modeling-with-bert-779f7db187e6)**\n- **September 2020 - [Elastic Transformers -\n  Making BERT stretchy - Scalable Semantic Search on a Jupyter Notebook](https://medium.com/@mihail.dungarov/elastic-transformers-ae011e8f5b88)**\n- **July 2020 - [Simple Sentence Similarity Search with SentenceBERT](https://laptrinhx.com/simple-sentence-similarity-search-with-sentencebert-800684405/?fbclid=IwAR0rxdYS2DBGuHhijIRO_lsXqGc9BbjtDA-dDQM5Ng_StahT9xrHdRZuP9M)**\n- **May 2020 - [HN Time Machine: finally some Hacker News history!](https://peltarion.com/blog/applied-ai/hacker-news-time-machine)**\n- **May 2020 - [A complete guide to transfer learning from English to other Languages using Sentence Embeddings BERT Models](https://medium.com/data-science/a-complete-guide-to-transfer-learning-from-english-to-other-languages-using-sentence-embeddings-8c427f8804a9)**\n- **March 2020 - [Building a k-NN Similarity Search Engine using Amazon Elasticsearch and SageMaker](https://medium.com/data-science/building-a-k-nn-similarity-search-engine-using-amazon-elasticsearch-and-sagemaker-98df18d883bd)**\n- **February 2020 - [Semantic Search Engine with Sentence BERT](https://medium.com/@evergreenllc2020/semantic-search-engine-with-s-abbfb3cd9377)**\n\n**SentenceTransformers used in Research**\n\nSentenceTransformers is used in hundreds of research projects. For a list of publications, see [Google Scholar](https://scholar.google.com/scholar?oi=bibs&hl=de&cites=12599223809118664426) or [Semantic Scholar](https://www.semanticscholar.org/paper/Sentence-BERT%3A-Sentence-Embeddings-using-Siamese-Reimers-Gurevych/93d63ec754f29fa22572615320afe0521f7ec66d).\n"
  },
  {
    "path": "docs/quickstart.rst",
    "content": "Quickstart\n==========\n\nSentence Transformer\n--------------------\n\nCharacteristics of Sentence Transformer (a.k.a bi-encoder) models:\n\n1. Calculates a **fixed-size vector representation (embedding)** given **texts or images**.\n2. Embedding calculation is often **efficient**, embedding similarity calculation is **very fast**.\n3. Applicable for a **wide range of tasks**, such as semantic textual similarity, semantic search, clustering, classification, paraphrase mining, and more.\n4. Often used as a **first step in a two-step retrieval process**, where a Cross-Encoder (a.k.a. reranker) model is used to re-rank the top-k results from the bi-encoder.\n\nOnce you have `installed <installation.html>`_ Sentence Transformers, you can easily use Sentence Transformer models:\n\n.. sidebar:: Documentation\n\n   1. :class:`SentenceTransformer <sentence_transformers.SentenceTransformer>`\n   2. :meth:`SentenceTransformer.encode <sentence_transformers.SentenceTransformer.encode>`\n   3. :meth:`SentenceTransformer.similarity <sentence_transformers.SentenceTransformer.similarity>`\n\n   **Other useful methods and links:**\n\n   - :meth:`SentenceTransformer.similarity_pairwise <sentence_transformers.SentenceTransformer.similarity_pairwise>`\n   - `SentenceTransformer > Usage <./sentence_transformer/usage/usage.html>`_\n   - `SentenceTransformer > Usage > Speeding up Inference <./sentence_transformer/usage/efficiency.html>`_\n   - `SentenceTransformer > Pretrained Models <./sentence_transformer/pretrained_models.html>`_\n   - `SentenceTransformer > Training Overview <./sentence_transformer/training_overview.html>`_\n   - `SentenceTransformer > Dataset Overview <./sentence_transformer/dataset_overview.html>`_\n   - `SentenceTransformer > Loss Overview <./sentence_transformer/loss_overview.html>`_\n   - `SentenceTransformer > Training Examples <./sentence_transformer/training/examples.html>`_\n\n::\n\n   from sentence_transformers import SentenceTransformer\n\n   # 1. Load a pretrained Sentence Transformer model\n   model = SentenceTransformer(\"all-MiniLM-L6-v2\")\n\n   # The sentences to encode\n   sentences = [\n       \"The weather is lovely today.\",\n       \"It's so sunny outside!\",\n       \"He drove to the stadium.\",\n   ]\n\n   # 2. Calculate embeddings by calling model.encode()\n   embeddings = model.encode(sentences)\n   print(embeddings.shape)\n   # [3, 384]\n\n   # 3. Calculate the embedding similarities\n   similarities = model.similarity(embeddings, embeddings)\n   print(similarities)\n   # tensor([[1.0000, 0.6660, 0.1046],\n   #         [0.6660, 1.0000, 0.1411],\n   #         [0.1046, 0.1411, 1.0000]])\n\nWith ``SentenceTransformer(\"all-MiniLM-L6-v2\")`` we pick which `Sentence Transformer model <https://huggingface.co/models?library=sentence-transformers>`_ we load. In this example, we load `all-MiniLM-L6-v2 <https://huggingface.co/sentence-transformers/all-MiniLM-L6-v2>`_, which is a MiniLM model finetuned on a large dataset of over 1 billion training pairs. Using :meth:`SentenceTransformer.similarity() <sentence_transformers.SentenceTransformer.similarity>`, we compute the similarity between all pairs of sentences. As expected, the similarity between the first two sentences (0.6660) is higher than the similarity between the first and the third sentence (0.1046) or the second and the third sentence (0.1411).\n\nFinetuning Sentence Transformer models is easy and requires only a few lines of code. For more information, see the `Training Overview <./sentence_transformer/training_overview.html>`_ section.\n\n.. tip::\n\n    Read `Sentence Transformer > Usage > Speeding up Inference <sentence_transformer/usage/efficiency.html>`_ for tips on how to speed up inference of models by up to 2x-3x.\n\nCross Encoder\n-------------\n\nCharacteristics of Cross Encoder (a.k.a reranker) models:\n\n1. Calculates a **similarity score** given **pairs of texts**.\n2. Generally provides **superior performance** compared to a Sentence Transformer (a.k.a. bi-encoder) model.\n3. Often **slower** than a Sentence Transformer model, as it requires computation for each pair rather than each text.\n4. Due to the previous 2 characteristics, Cross Encoders are often used to **re-rank the top-k results** from a Sentence Transformer model.\n\nThe usage for Cross Encoder (a.k.a. reranker) models is similar to Sentence Transformers:\n\n.. sidebar:: Documentation\n\n   1. :class:`CrossEncoder <sentence_transformers.CrossEncoder>`\n   2. :meth:`CrossEncoder.rank <sentence_transformers.CrossEncoder.rank>`\n   3. :meth:`CrossEncoder.predict <sentence_transformers.CrossEncoder.predict>`\n\n   **Other useful methods and links:**\n\n   - `CrossEncoder > Usage <./cross_encoder/usage/usage.html>`_\n   - `CrossEncoder > Pretrained Models <./cross_encoder/pretrained_models.html>`_\n   - `CrossEncoder > Training Overview <./cross_encoder/training_overview.html>`_\n   - `CrossEncoder > Dataset Overview <./cross_encoder/dataset_overview.html>`_\n   - `CrossEncoder > Loss Overview <./cross_encoder/loss_overview.html>`_\n   - `CrossEncoder > Training Examples <./cross_encoder/training/examples.html>`_\n\n::\n\n   from sentence_transformers.cross_encoder import CrossEncoder\n\n   # 1. Load a pretrained CrossEncoder model\n   model = CrossEncoder(\"cross-encoder/stsb-distilroberta-base\")\n\n   # We want to compute the similarity between the query sentence...\n   query = \"A man is eating pasta.\"\n\n   # ... and all sentences in the corpus\n   corpus = [\n       \"A man is eating food.\",\n       \"A man is eating a piece of bread.\",\n       \"The girl is carrying a baby.\",\n       \"A man is riding a horse.\",\n       \"A woman is playing violin.\",\n       \"Two men pushed carts through the woods.\",\n       \"A man is riding a white horse on an enclosed ground.\",\n       \"A monkey is playing drums.\",\n       \"A cheetah is running behind its prey.\",\n   ]\n\n   # 2. We rank all sentences in the corpus for the query\n   ranks = model.rank(query, corpus)\n\n   # Print the scores\n   print(\"Query: \", query)\n   for rank in ranks:\n       print(f\"{rank['score']:.2f}\\t{corpus[rank['corpus_id']]}\")\n   \"\"\"\n   Query:  A man is eating pasta.\n   0.67    A man is eating food.\n   0.34    A man is eating a piece of bread.\n   0.08    A man is riding a horse.\n   0.07    A man is riding a white horse on an enclosed ground.\n   0.01    The girl is carrying a baby.\n   0.01    Two men pushed carts through the woods.\n   0.01    A monkey is playing drums.\n   0.01    A woman is playing violin.\n   0.01    A cheetah is running behind its prey.\n   \"\"\"\n\n   # 3. Alternatively, you can also manually compute the score between two sentences\n   import numpy as np\n\n   sentence_combinations = [[query, sentence] for sentence in corpus]\n   scores = model.predict(sentence_combinations)\n\n   # Sort the scores in decreasing order to get the corpus indices\n   ranked_indices = np.argsort(scores)[::-1]\n   print(\"Scores:\", scores)\n   print(\"Indices:\", ranked_indices)\n   \"\"\"\n   Scores: [0.6732372, 0.34102544, 0.00542465, 0.07569341, 0.00525378, 0.00536814, 0.06676237, 0.00534825, 0.00516717]\n   Indices: [0 1 3 6 2 5 7 4 8]\n   \"\"\"\n\nWith ``CrossEncoder(\"cross-encoder/stsb-distilroberta-base\")`` we pick which `CrossEncoder model <./cross_encoder/pretrained_models.html>`_ we load. In this example, we load `cross-encoder/stsb-distilroberta-base <https://huggingface.co/cross-encoder/stsb-distilroberta-base>`_, which is a `DistilRoBERTa <https://huggingface.co/distilbert/distilroberta-base>`_ model finetuned on the `STS Benchmark <https://huggingface.co/datasets/sentence-transformers/stsb>`_ dataset.\n\nSparse Encoder\n-------------\n\nCharacteristics of Sparse Encoder models:\n\n1. Calculates **sparse vector representations** where most dimensions are zero.\n2. Provides **efficiency benefits** for large-scale retrieval systems due to the sparse nature of embeddings.\n3. Often **more interpretable** than dense embeddings, with non-zero dimensions corresponding to specific tokens.\n4. **Complementary to dense embeddings**, enabling hybrid search systems that combine the strengths of both approaches.\n\nThe usage for Sparse Encoder models follows a similar pattern to Sentence Transformers:\n\n.. sidebar:: Documentation\n\n   1. :class:`SparseEncoder <sentence_transformers.SparseEncoder>`\n   2. :meth:`SparseEncoder.encode <sentence_transformers.SparseEncoder.encode>`\n   3. :meth:`SparseEncoder.similarity <sentence_transformers.SparseEncoder.similarity>`\n   4. :meth:`SparseEncoder.sparsity <sentence_transformers.SparseEncoder.sparsity>`\n\n   **Other useful methods and links:**\n\n   - `SparseEncoder > Usage <./sparse_encoder/usage/usage.html>`_\n   - `SparseEncoder > Pretrained Models <./sparse_encoder/pretrained_models.html>`_\n   - `SparseEncoder > Training Overview <./sparse_encoder/training_overview.html>`_\n   - `SparseEncoder > Loss Overview <./sparse_encoder/loss_overview.html>`_\n   - `Sparse Encoder > Vector Database Integration <../examples/sparse_encoder/applications/semantic_search/README.html#vector-database-search>`_\n\n::\n\n   from sentence_transformers import SparseEncoder\n\n   # 1. Load a pretrained SparseEncoder model\n   model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n   # The sentences to encode\n   sentences = [\n       \"The weather is lovely today.\",\n       \"It's so sunny outside!\",\n       \"He drove to the stadium.\",\n   ]\n\n   # 2. Calculate sparse embeddings by calling model.encode()\n   embeddings = model.encode(sentences)\n   print(embeddings.shape)\n   # [3, 30522] - sparse representation with vocabulary size dimensions\n\n   # 3. Calculate the embedding similarities (using dot product by default)\n   similarities = model.similarity(embeddings, embeddings)\n   print(similarities)\n   # tensor([[   35.629,     9.154,     0.098],\n   #         [    9.154,    27.478,     0.019],\n   #         [    0.098,     0.019,    29.553]])\n\n   # 4. Check sparsity statistics\n   stats = SparseEncoder.sparsity(embeddings)\n   print(f\"Sparsity: {stats['sparsity_ratio']:.2%}\")  # Typically >99% zeros\n   print(f\"Avg non-zero dimensions per embedding: {stats['active_dims']:.2f}\")\n\nWith ``SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")`` we load a pretrained SPLADE model that generates sparse embeddings. SPLADE (SParse Lexical AnD Expansion) models use MLM prediction mechanisms to create sparse representations that are particularly effective for information retrieval tasks.\n\nNext Steps\n----------\n\nConsider reading one of the following sections next:\n\n* `Sentence Transformers > Usage <./sentence_transformer/usage/usage.html>`_\n* `Sentence Transformers > Pretrained Models <./sentence_transformer/pretrained_models.html>`_\n* `Sentence Transformers > Training Overview <./sentence_transformer/training_overview.html>`_\n* `Sentence Transformers > Training Examples > Multilingual Models <../examples/sentence_transformer/training/multilingual/README.html>`_\n* `Cross Encoder > Usage <./cross_encoder/usage/usage.html>`_\n* `Cross Encoder > Pretrained Models <./cross_encoder/pretrained_models.html>`_\n* `Sparse Encoder > Usage <./sparse_encoder/usage/usage.html>`_\n* `Sparse Encoder > Pretrained Models <./sparse_encoder/pretrained_models.html>`_\n* `Sparse Encoder > Vector Database Integration <../examples/sparse_encoder/applications/semantic_search/README.html#vector-database-search>`_\n\n"
  },
  {
    "path": "docs/requirements.txt",
    "content": "sphinx==8.1.3\nJinja2==3.1.6\nmyst-parser==4.0.0\nsphinx_markdown_tables==0.0.17\nsphinx-copybutton==0.5.2\nsphinx_inline_tabs==2023.4.21\nsphinxcontrib-mermaid==1.0.0\nsphinx-toolbox==3.9.0\n-e .."
  },
  {
    "path": "docs/sentence_transformer/dataset_overview.md",
    "content": "# Dataset Overview\n\n```{eval-rst}\n.. hint::\n\n   **Quickstart:** Find `curated datasets <https://huggingface.co/collections/sentence-transformers/embedding-model-datasets-6644d7a3673a511914aa7552>`_ or `community datasets <https://huggingface.co/datasets?other=sentence-transformers>`_, choose a loss function via this `loss overview <loss_overview.html>`_, and `verify <training_overview.html#dataset-format>`_ that it works with your dataset.\n```\n\nIt is important that your dataset format matches your loss function (or that you choose a loss function that matches your dataset format). See [Training Overview > Dataset Format](./training_overview.md#dataset-format) to learn how to verify whether a dataset format works with a loss function.\n\nIn practice, most dataset configurations will take one of four forms:\n\n- **Positive Pair**: A pair of related sentences. This can be used both for symmetric tasks (semantic textual similarity) or asymmetric tasks (semantic search), with examples including pairs of paraphrases, pairs of full texts and their summaries, pairs of duplicate questions, pairs of (`query`, `response`), or pairs of (`source_language`, `target_language`). Natural Language Inference datasets can also be formatted this way by pairing entailing sentences.\n   - **Examples:** [sentence-transformers/sentence-compression](https://huggingface.co/datasets/sentence-transformers/sentence-compression), [sentence-transformers/coco-captions](https://huggingface.co/datasets/sentence-transformers/coco-captions), [sentence-transformers/codesearchnet](https://huggingface.co/datasets/sentence-transformers/codesearchnet), [sentence-transformers/natural-questions](https://huggingface.co/datasets/sentence-transformers/natural-questions), [sentence-transformers/gooaq](https://huggingface.co/datasets/sentence-transformers/gooaq), [sentence-transformers/squad](https://huggingface.co/datasets/sentence-transformers/squad), [sentence-transformers/wikihow](https://huggingface.co/datasets/sentence-transformers/wikihow), [sentence-transformers/eli5](https://huggingface.co/datasets/sentence-transformers/eli5)\n- **Triplets**: (anchor, positive, negative) text triplets. These datasets don't need labels.\n   - **Examples:** [sentence-transformers/quora-duplicates](https://huggingface.co/datasets/sentence-transformers/quora-duplicates), [nirantk/triplets](https://huggingface.co/datasets/nirantk/triplets), [sentence-transformers/all-nli](https://huggingface.co/datasets/sentence-transformers/all-nli)\n- **Pair with Similarity Score**: A pair of sentences with a score indicating their similarity. Common examples are \"Semantic Textual Similarity\" datasets.\n   - **Examples:** [sentence-transformers/stsb](https://huggingface.co/datasets/sentence-transformers/stsb), [PhilipMay/stsb_multi_mt](https://huggingface.co/datasets/PhilipMay/stsb_multi_mt).\n- **Texts with Classes**: A text with its corresponding class. This data format is easily converted by loss functions into three sentences (triplets) where the first is an \"anchor\", the second a \"positive\" of the same class as the anchor, and the third a \"negative\" of a different class.\n   - **Examples:** [trec](https://huggingface.co/datasets/trec), [yahoo_answers_topics](https://huggingface.co/datasets/yahoo_answers_topics).\n\nNote that it is often simple to transform a dataset from one format to another, such that it works with your loss function of choice.\n\n```{eval-rst}\n\n.. tip::\n\n   You can use :func:`~sentence_transformers.util.mine_hard_negatives` to convert a dataset of positive pairs into a dataset of triplets. It uses a :class:`~sentence_transformers.SentenceTransformer` model to find hard negatives: texts that are similar to the first dataset column, but are not quite as similar as the text in the second dataset column. Datasets with hard triplets often outperform datasets with just positive pairs.\n   \n   For example, we mined hard negatives from `sentence-transformers/gooaq <https://huggingface.co/datasets/sentence-transformers/gooaq>`_ to produce `tomaarsen/gooaq-hard-negatives <https://huggingface.co/datasets/tomaarsen/gooaq-hard-negatives>`_ and trained `tomaarsen/mpnet-base-gooaq <https://huggingface.co/tomaarsen/mpnet-base-gooaq>`_ and `tomaarsen/mpnet-base-gooaq-hard-negatives <https://huggingface.co/tomaarsen/mpnet-base-gooaq-hard-negatives>`_ on the two datasets, respectively. Sadly, the two models use a different evaluation split, so their performance can't be compared directly.\n\n```\n\n## Datasets on the Hugging Face Hub\n\n```{eval-rst}\nThe `Datasets library <https://huggingface.co/docs/datasets/index>`_ (``pip install datasets``) allows you to load datasets from the Hugging Face Hub with the :func:`~datasets.load_dataset` function::\n\n   from datasets import load_dataset\n\n   # Indicate the dataset id from the Hub\n   dataset_id = \"sentence-transformers/natural-questions\"\n   dataset = load_dataset(dataset_id, split=\"train\")\n   \"\"\"\n   Dataset({\n      features: ['query', 'answer'],\n      num_rows: 100231\n   })\n   \"\"\"\n   print(dataset[0])\n   \"\"\"\n   {\n      'query': 'when did richmond last play in a preliminary final',\n      'answer': \"Richmond Football Club Richmond began 2017 with 5 straight wins, a feat it had not achieved since 1995. A series of close losses hampered the Tigers throughout the middle of the season, including a 5-point loss to the Western Bulldogs, 2-point loss to Fremantle, and a 3-point loss to the Giants. Richmond ended the season strongly with convincing victories over Fremantle and St Kilda in the final two rounds, elevating the club to 3rd on the ladder. Richmond's first final of the season against the Cats at the MCG attracted a record qualifying final crowd of 95,028; the Tigers won by 51 points. Having advanced to the first preliminary finals for the first time since 2001, Richmond defeated Greater Western Sydney by 36 points in front of a crowd of 94,258 to progress to the Grand Final against Adelaide, their first Grand Final appearance since 1982. The attendance was 100,021, the largest crowd to a grand final since 1986. The Crows led at quarter time and led by as many as 13, but the Tigers took over the game as it progressed and scored seven straight goals at one point. They eventually would win by 48 points – 16.12 (108) to Adelaide's 8.12 (60) – to end their 37-year flag drought.[22] Dustin Martin also became the first player to win a Premiership medal, the Brownlow Medal and the Norm Smith Medal in the same season, while Damien Hardwick was named AFL Coaches Association Coach of the Year. Richmond's jump from 13th to premiers also marked the biggest jump from one AFL season to the next.\"\n   }\n   \"\"\"\n```\n\nFor more information on how to manipulate your dataset see the [Datasets Documentation](https://huggingface.co/docs/datasets/access).\n\n```{eval-rst}\n.. tip::\n   \n   It's common for Hugging Face Datasets to contain extraneous columns, e.g. sample_id, metadata, source, type, etc. You can use :meth:`Dataset.remove_columns <datasets.Dataset.remove_columns>` to remove these columns, as they will be used as inputs otherwise. You can also use :meth:`Dataset.select_columns <datasets.Dataset.select_columns>` to keep only the desired columns.\n```\n\n## Pre-existing Datasets\n\nThe [Hugging Face Hub](https://huggingface.co/datasets) hosts 150k+ datasets, many of which can be converted for training embedding models. \nWe are aiming to tag all Hugging Face datasets that work out of the box with Sentence Transformers with `sentence-transformers`, allowing you to easily find them by browsing to [https://huggingface.co/datasets?other=sentence-transformers](https://huggingface.co/datasets?other=sentence-transformers). We strongly recommend that you browse these datasets to find training datasets that might be useful for your tasks.\n\nThese are some of the popular pre-existing datasets tagged as ``sentence-transformers`` that can be used to train and fine-tune SentenceTransformer models:\n\n| Dataset                                                                                                                                                                | Description                                                                                               |\n|------------------------------------------------------------------------------------------------------------------------------------------------------------------------|-----------------------------------------------------------------------------------------------------------|\n| [GooAQ](https://huggingface.co/datasets/sentence-transformers/gooaq)                                                                                                   | (Question, Answer) pairs from Google auto suggest                                                         |\n| [Yahoo Answers](https://huggingface.co/datasets/sentence-transformers/yahoo-answers)                                                                                   | (Title+Question, Answer), (Title, Answer), (Title, Question), (Question, Answer) pairs from Yahoo Answers |\n| [MS MARCO Triplets (msmarco-distilbert-base-tas-b)](https://huggingface.co/datasets/sentence-transformers/msmarco-msmarco-distilbert-base-tas-b)                       | (Question, Answer, Negative) triplets from MS MARCO Passages dataset with mined negatives                 |\n| [MS MARCO Triplets (msmarco-distilbert-base-v3)](https://huggingface.co/datasets/sentence-transformers/msmarco-msmarco-distilbert-base-v3)                             | (Question, Answer, Negative) triplets from MS MARCO Passages dataset with mined negatives                 |\n| [MS MARCO Triplets (msmarco-MiniLM-L6-v3)](https://huggingface.co/datasets/sentence-transformers/msmarco-msmarco-MiniLM-L6-v3)                                       | (Question, Answer, Negative) triplets from MS MARCO Passages dataset with mined negatives                 |\n| [MS MARCO Triplets (distilbert-margin-mse-cls-dot-v2)](https://huggingface.co/datasets/sentence-transformers/msmarco-distilbert-margin-mse-cls-dot-v2)                 | (Question, Answer, Negative) triplets from MS MARCO Passages dataset with mined negatives                 |\n| [MS MARCO Triplets (distilbert-margin-mse-cls-dot-v1)](https://huggingface.co/datasets/sentence-transformers/msmarco-distilbert-margin-mse-cls-dot-v1)                 | (Question, Answer, Negative) triplets from MS MARCO Passages dataset with mined negatives                 |\n| [MS MARCO Triplets (distilbert-margin-mse-mean-dot-v1)](https://huggingface.co/datasets/sentence-transformers/msmarco-distilbert-margin-mse-mean-dot-v1)               | (Question, Answer, Negative) triplets from MS MARCO Passages dataset with mined negatives                 |\n| [MS MARCO Triplets (mpnet-margin-mse-mean-v1)](https://huggingface.co/datasets/sentence-transformers/msmarco-mpnet-margin-mse-mean-v1)                                 | (Question, Answer, Negative) triplets from MS MARCO Passages dataset with mined negatives                 |\n| [MS MARCO Triplets (co-condenser-margin-mse-cls-v1)](https://huggingface.co/datasets/sentence-transformers/msmarco-co-condenser-margin-mse-cls-v1)                     | (Question, Answer, Negative) triplets from MS MARCO Passages dataset with mined negatives                 |\n| [MS MARCO Triplets (distilbert-margin-mse-mnrl-mean-v1)](https://huggingface.co/datasets/sentence-transformers/msmarco-distilbert-margin-mse-mnrl-mean-v1)             | (Question, Answer, Negative) triplets from MS MARCO Passages dataset with mined negatives                 |\n| [MS MARCO Triplets (distilbert-margin-mse-sym-mnrl-mean-v1)](https://huggingface.co/datasets/sentence-transformers/msmarco-distilbert-margin-mse-sym-mnrl-mean-v1)     | (Question, Answer, Negative) triplets from MS MARCO Passages dataset with mined negatives                 |\n| [MS MARCO Triplets (distilbert-margin-mse-sym-mnrl-mean-v2)](https://huggingface.co/datasets/sentence-transformers/msmarco-distilbert-margin-mse-sym-mnrl-mean-v2)     | (Question, Answer, Negative) triplets from MS MARCO Passages dataset with mined negatives                 |\n| [MS MARCO Triplets (co-condenser-margin-mse-sym-mnrl-mean-v1)](https://huggingface.co/datasets/sentence-transformers/msmarco-co-condenser-margin-mse-sym-mnrl-mean-v1) | (Question, Answer, Negative) triplets from MS MARCO Passages dataset with mined negatives                 |\n| [MS MARCO Triplets (BM25)](https://huggingface.co/datasets/sentence-transformers/msmarco-bm25)                                                                         | (Question, Answer, Negative) triplets from MS MARCO Passages dataset with mined negatives                 |\n| [Stack Exchange Duplicates](https://huggingface.co/datasets/sentence-transformers/stackexchange-duplicates)                                                            | (Title, Title), (Title+Body, Title+Body), (Body, Body) pairs of duplicate questions from StackExchange    |\n| [ELI5](https://huggingface.co/datasets/sentence-transformers/eli5)                                                                                                     | (Question, Answer) pairs from ELI5 dataset                                                                |\n| [SQuAD](https://huggingface.co/datasets/sentence-transformers/squad)                                                                                                   | (Question, Answer) pairs from SQuAD dataset                                                               |\n| [WikiHow](https://huggingface.co/datasets/sentence-transformers/wikihow)                                                                                               | (Summary, Text) pairs from WikiHow                                                                        |\n| [Amazon Reviews 2018](https://huggingface.co/datasets/sentence-transformers/amazon-reviews)                                                                            | (Title, review) pairs from Amazon Reviews                                                                 |\n| [Natural Questions](https://huggingface.co/datasets/sentence-transformers/natural-questions)                                                                           | (Query, Answer) pairs from the Natural Questions dataset                                                  |\n| [Amazon QA](https://huggingface.co/datasets/sentence-transformers/amazon-qa)                                                                                           | (Question, Answer) pairs from Amazon                                                                      |\n| [S2ORC](https://huggingface.co/datasets/sentence-transformers/s2orc)                                                                                                   | (Title, Abstract), (Abstract, Citation), (Title, Citation) pairs of scientific papers                     |\n| [Quora Duplicates](https://huggingface.co/datasets/sentence-transformers/quora-duplicates)                                                                             | Duplicate question pairs from Quora                                                                       |\n| [WikiAnswers](https://huggingface.co/datasets/sentence-transformers/wikianswers-duplicates)                                                                            | Duplicate question pairs from WikiAnswers                                                                 |\n| [AGNews](https://huggingface.co/datasets/sentence-transformers/agnews)                                                                                                 | (Title, Description) pairs of news articles from the AG News dataset                                      |\n| [AllNLI](https://huggingface.co/datasets/sentence-transformers/all-nli)                                                                                                | (Anchor, Entailment, Contradiction) triplets from SNLI + MultiNLI                                         |\n| [NPR](https://huggingface.co/datasets/sentence-transformers/npr)                                                                                                       | (Title, Body) pairs from the npr.org website                                                              |\n| [SPECTER](https://huggingface.co/datasets/sentence-transformers/specter)                                                                                               | (Title, Positive Title, Negative Title) triplets of Scientific Publications from Specter                  |\n| [Simple Wiki](https://huggingface.co/datasets/sentence-transformers/simple-wiki)                                                                                       | (English, Simple English) pairs from Wikipedia                                                            |\n| [PAQ](https://huggingface.co/datasets/sentence-transformers/paq)                                                                                                       | (Query, Answer) from the Probably-Asked Questions dataset                                                 |\n| [altlex](https://huggingface.co/datasets/sentence-transformers/altlex)                                                                                                 | (English, Simple English) pairs from Wikipedia                                                            |\n| [CC News](https://huggingface.co/datasets/sentence-transformers/ccnews)                                                                                                | (Title, article) pairs from the CC News dataset                                                           |\n| [CodeSearchNet](https://huggingface.co/datasets/sentence-transformers/codesearchnet)                                                                                   | (Comment, Code) pairs from open source libraries on GitHub                                                |\n| [Sentence Compression](https://huggingface.co/datasets/sentence-transformers/sentence-compression)                                                                     | (Long text, Short text) pairs from the Sentence Compression dataset                                       |\n| [Trivia QA](https://huggingface.co/datasets/sentence-transformers/trivia-qa)                                                                                           | (Query, Answer) pairs from the TriviaQA dataset                                                           |\n| [Flickr30k Captions](https://huggingface.co/datasets/sentence-transformers/flickr30k-captions)                                                                         | Duplicate captions from the Flickr30k dataset                                                             |\n| [xsum](https://huggingface.co/datasets/sentence-transformers/xsum)                                                                                                     | (News Article, Summary) pairs from XSUM dataset                                                           |\n| [Coco Captions](https://huggingface.co/datasets/sentence-transformers/coco-captions)                                                                                   | Duplicate captions from the Coco Captions dataset                                                         |\n| [Parallel Sentences: Europarl](https://huggingface.co/datasets/sentence-transformers/parallel-sentences-europarl)                                                      | (English, Non-English) pairs across numerous languages                                                    |\n| [Parallel Sentences: Global Voices](https://huggingface.co/datasets/sentence-transformers/parallel-sentences-global-voices)                                            | (English, Non-English) pairs across numerous languages                                                    |\n| [Parallel Sentences: MUSE](https://huggingface.co/datasets/sentence-transformers/parallel-sentences-muse)                                                              | (English, Non-English) pairs across numerous languages                                                    |\n| [Parallel Sentences: JW300](https://huggingface.co/datasets/sentence-transformers/parallel-sentences-jw300)                                                            | (English, Non-English) pairs across numerous languages                                                    |\n| [Parallel Sentences: News Commentary](https://huggingface.co/datasets/sentence-transformers/parallel-sentences-news-commentary)                                        | (English, Non-English) pairs across numerous languages                                                    |\n| [Parallel Sentences: OpenSubtitles](https://huggingface.co/datasets/sentence-transformers/parallel-sentences-opensubtitles)                                            | (English, Non-English) pairs across numerous languages                                                    |\n| [Parallel Sentences: Talks](https://huggingface.co/datasets/sentence-transformers/parallel-sentences-talks)                                                            | (English, Non-English) pairs across numerous languages                                                    |\n| [Parallel Sentences: Tatoeba](https://huggingface.co/datasets/sentence-transformers/parallel-sentences-tatoeba)                                                        | (English, Non-English) pairs across numerous languages                                                    |\n| [Parallel Sentences: WikiMatrix](https://huggingface.co/datasets/sentence-transformers/parallel-sentences-wikimatrix)                                                  | (English, Non-English) pairs across numerous languages                                                    |\n| [Parallel Sentences: WikiTitles](https://huggingface.co/datasets/sentence-transformers/parallel-sentences-wikititles)                                                  | (English, Non-English) pairs across numerous languages                                                    |\n\n```{eval-rst}\n\n.. note::\n\n   We advise users to tag datasets that can be used for training embedding models with ``sentence-transformers`` by adding ``tags: sentence-transformers``. We would also gladly accept high quality datasets to be added to the list above for all to see and use.\n```"
  },
  {
    "path": "docs/sentence_transformer/loss_overview.md",
    "content": "# Loss Overview\n\n## Loss Table\n\nLoss functions play a critical role in the performance of your fine-tuned model. Sadly, there is no \"one size fits all\" loss function. Ideally, this table should help narrow down your choice of loss function(s) by matching them to your data formats.\n\n```{eval-rst}\n.. note:: \n\n    You can often convert one training data format into another, allowing more loss functions to be viable for your scenario. For example, ``(sentence_A, sentence_B) pairs`` with ``class`` labels can be converted into ``(anchor, positive, negative) triplets`` by sampling sentences with the same or different classes.\n```\n\n**Legend:** Loss functions marked with `★` are commonly recommended default choices.\n\n| Inputs                                            | Labels                                   | Appropriate Loss Functions                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                            |\n|---------------------------------------------------|------------------------------------------|-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------|\n| `single sentences`                                | `class`                                  | <a href=\"../package_reference/sentence_transformer/losses.html#batchalltripletloss\">`BatchAllTripletLoss`</a><br><a href=\"../package_reference/sentence_transformer/losses.html#batchhardsoftmargintripletloss\">`BatchHardSoftMarginTripletLoss`</a><br><a href=\"../package_reference/sentence_transformer/losses.html#batchhardtripletloss\">`BatchHardTripletLoss`</a><br><a href=\"../package_reference/sentence_transformer/losses.html#batchsemihardtripletloss\">`BatchSemiHardTripletLoss`</a>                                                                                                                    |\n| `single sentences`                                | `none`                                   | <a href=\"../package_reference/sentence_transformer/losses.html#contrastivetensionloss\">`ContrastiveTensionLoss`</a><br><a href=\"../package_reference/sentence_transformer/losses.html#denoisingautoencoderloss\">`DenoisingAutoEncoderLoss`</a>                                                                                                                                                                                                                                                                                                                                                                        |\n| `(anchor, anchor) pairs`                          | `none`                                   | <a href=\"../package_reference/sentence_transformer/losses.html#contrastivetensionlossinbatchnegatives\">`ContrastiveTensionLossInBatchNegatives`</a>                                                                                                                                                                                                                                                                                                                                                                                                                                                                   |\n| `(damaged_sentence, original_sentence) pairs`     | `none`                                   | <a href=\"../package_reference/sentence_transformer/losses.html#denoisingautoencoderloss\">`DenoisingAutoEncoderLoss`</a>                                                                                                                                                                                                                                                                                                                                                                                                                                                                                               |\n| `(sentence_A, sentence_B) pairs`                  | `class`                                  | <a href=\"../package_reference/sentence_transformer/losses.html#softmaxloss\">`SoftmaxLoss`</a>                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                         |\n| `(anchor, positive) pairs`                        | `none`                                   | <a href=\"../package_reference/sentence_transformer/losses.html#multiplenegativesrankingloss\">`MultipleNegativesRankingLoss`</a> ★<br><a href=\"../package_reference/sentence_transformer/losses.html#cachedmultiplenegativesrankingloss\">`CachedMultipleNegativesRankingLoss`</a> ★<br><a href=\"../package_reference/sentence_transformer/losses.html#megabatchmarginloss\">`MegaBatchMarginLoss`</a><br><a href=\"../package_reference/sentence_transformer/losses.html#gistembedloss\">`GISTEmbedLoss`</a><br><a href=\"../package_reference/sentence_transformer/losses.html#cachedgistembedloss\">`CachedGISTEmbedLoss`</a> |\n| `(anchor, positive/negative) pairs`               | `1 if positive, 0 if negative`           | <a href=\"../package_reference/sentence_transformer/losses.html#contrastiveloss\">`ContrastiveLoss`</a><br><a href=\"../package_reference/sentence_transformer/losses.html#onlinecontrastiveloss\">`OnlineContrastiveLoss`</a>                                                                                                                                                                                                                                                                                                                                                                                            |\n| `(sentence_A, sentence_B) pairs`                  | `float similarity score between 0 and 1` | <a href=\"../package_reference/sentence_transformer/losses.html#cosentloss\">`CoSENTLoss`</a><br><a href=\"../package_reference/sentence_transformer/losses.html#angleloss\">`AnglELoss`</a><br><a href=\"../package_reference/sentence_transformer/losses.html#cosinesimilarityloss\">`CosineSimilarityLoss`</a>                                                                                                                                                                                                                                                                                                           |\n| `(anchor, positive, negative) triplets`           | `none`                                   | <a href=\"../package_reference/sentence_transformer/losses.html#multiplenegativesrankingloss\">`MultipleNegativesRankingLoss`</a> ★<br><a href=\"../package_reference/sentence_transformer/losses.html#cachedmultiplenegativesrankingloss\">`CachedMultipleNegativesRankingLoss`</a> ★<br><a href=\"../package_reference/sentence_transformer/losses.html#tripletloss\">`TripletLoss`</a><br><a href=\"../package_reference/sentence_transformer/losses.html#cachedgistembedloss\">`CachedGISTEmbedLoss`</a><br><a href=\"../package_reference/sentence_transformer/losses.html#gistembedloss\">`GISTEmbedLoss`</a>                 |\n| `(anchor, positive, negative_1, ..., negative_n)` | `none`                                   | <a href=\"../package_reference/sentence_transformer/losses.html#multiplenegativesrankingloss\">`MultipleNegativesRankingLoss`</a> ★<br><a href=\"../package_reference/sentence_transformer/losses.html#cachedmultiplenegativesrankingloss\">`CachedMultipleNegativesRankingLoss`</a> ★<br><a href=\"../package_reference/sentence_transformer/losses.html#cachedgistembedloss\">`CachedGISTEmbedLoss`</a>                                                                                                                                                                                                                       |\n\n## Loss modifiers\n\nThese loss functions can be seen as *loss modifiers*: they work on top of standard loss functions, but apply those loss functions in different ways to try and instil useful properties into the trained embedding model.\n\nFor example, models trained with <a href=\"../package_reference/sentence_transformer/losses.html#matryoshkaloss\">`MatryoshkaLoss`</a> produce embeddings whose size can be truncated without notable losses in performance, and models trained with <a href=\"../package_reference/sentence_transformer/losses.html#adaptivelayerloss\">`AdaptiveLayerLoss`</a> still perform well when you remove model layers for faster inference.\n\n| Texts | Labels | Appropriate Loss Functions                                                                                                                                                                                                                                                                                                  |\n|-------|--------|-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------|\n| `any` | `any`  | <a href=\"../package_reference/sentence_transformer/losses.html#matryoshkaloss\">`MatryoshkaLoss`</a><br><a href=\"../package_reference/sentence_transformer/losses.html#adaptivelayerloss\">`AdaptiveLayerLoss`</a><br><a href=\"../package_reference/sentence_transformer/losses.html#matryoshka2dloss\">`Matryoshka2dLoss`</a> |\n\n## Regularization\n\nThese losses are designed to regularize the embedding space during training, encouraging certain properties in the learned embeddings. They can often be applied to any dataset configuration.\n\n| Texts | Labels | Appropriate Loss Functions                                                                                                                  |\n|-------|--------|---------------------------------------------------------------------------------------------------------------------------------------------|\n| `any` | `none` | <a href=\"../package_reference/sentence_transformer/losses.html#globalorthogonalregularizationloss\">`GlobalOrthogonalRegularizationLoss`</a> |\n\n## Distillation\nThese loss functions are specifically designed to be used when distilling the knowledge from one model into another.\nFor example, when finetuning a small model to behave more like a larger & stronger one, or when finetuning a model to become multi-lingual.\n\n| Texts                                             | Labels                                                                    | Appropriate Loss Functions                                                                                                                                                                                   |\n|---------------------------------------------------|---------------------------------------------------------------------------|--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------|\n| `sentence`                                        | `model sentence embeddings`                                               | <a href=\"../package_reference/sentence_transformer/losses.html#mseloss\">`MSELoss`</a>                                                                                                                        |\n| `(sentence_1, sentence_2, ..., sentence_N)`       | `model sentence embeddings`                                               | <a href=\"../package_reference/sentence_transformer/losses.html#mseloss\">`MSELoss`</a>                                                                                                                        |\n| `(query, passage_one, passage_two)`               | `gold_sim(query, passage_one) - gold_sim(query, passage_two)`             | <a href=\"../package_reference/sentence_transformer/losses.html#marginmseloss\">`MarginMSELoss`</a>                                                                                                            |\n| `(query, positive, negative_1, ..., negative_n)`  | `[gold_sim(query, positive) - gold_sim(query, negative_i) for i in 1..n]` | <a href=\"../package_reference/sentence_transformer/losses.html#marginmseloss\">`MarginMSELoss`</a>                                                                                                            |\n| `(query, positive, negative)`                     | `[gold_sim(query, positive), gold_sim(query, negative)]`                  | <a href=\"../package_reference/sentence_transformer/losses.html#distillkldivloss\">`DistillKLDivLoss`</a><br><a href=\"../package_reference/sentence_transformer/losses.html#marginmseloss\">`MarginMSELoss`</a> |\n| `(query, positive, negative_1, ..., negative_n) ` | `[gold_sim(query, positive), gold_sim(query, negative_i)...] `            | <a href=\"../package_reference/sentence_transformer/losses.html#distillkldivloss\">`DistillKLDivLoss`</a><br><a href=\"../package_reference/sentence_transformer/losses.html#marginmseloss\">`MarginMSELoss`</a> |\n\n## Commonly used Loss Functions\nIn practice, not all loss functions get used equally often. The most common scenarios are:\n\n* `(anchor, positive) pairs` without any labels: <a href=\"../package_reference/sentence_transformer/losses.html#multiplenegativesrankingloss\"><code>MultipleNegativesRankingLoss</code></a> (a.k.a. InfoNCE or in-batch negatives loss) is commonly used to train the top performing embedding models. This data is often relatively cheap to obtain, and the models are generally very performant. <a href=\"../package_reference/sentence_transformer/losses.html#cachedmultiplenegativesrankingloss\"><code>CachedMultipleNegativesRankingLoss</code></a> is often used to increase the batch size, resulting in superior performance.\n* `(sentence_A, sentence_B) pairs` with a `float similarity score`: <a href=\"../package_reference/sentence_transformer/losses.html#cosinesimilarityloss\"><code>CosineSimilarityLoss</code></a> is traditionally used a lot, though more recently <a href=\"../package_reference/sentence_transformer/losses.html#cosentloss\"><code>CoSENTLoss</code></a> and <a href=\"../package_reference/sentence_transformer/losses.html#angleloss\"><code>AnglELoss</code></a> are used as drop-in replacements with superior performance.\n\n## Custom Loss Functions\n\n```{eval-rst}\nAdvanced users can create and train with their own loss functions. Custom loss functions only have a few requirements:\n\n- They must be a subclass of :class:`torch.nn.Module`.\n- They must have ``model`` as the first argument in the constructor.\n- They must implement a ``forward`` method that accepts ``sentence_features`` and ``labels``. The former is a list of tokenized batches, one element for each column. These tokenized batches can be fed directly to the ``model`` being trained to produce embeddings. The latter is an optional tensor of labels. The method must return a single loss value or a dictionary of loss components (component names to loss values) that will be summed to produce the final loss value. When returning a dictionary, the individual components will be logged separately in addition to the summed loss, allowing you to monitor the individual components of the loss.\n\nTo get full support with the automatic model card generation, you may also wish to implement:\n\n- a ``get_config_dict`` method that returns a dictionary of loss parameters.\n- a ``citation`` property so your work gets cited in all models that train with the loss.\n\nConsider inspecting existing loss functions to get a feel for how loss functions are commonly implemented.\n```\n"
  },
  {
    "path": "docs/sentence_transformer/pretrained_models.md",
    "content": "# Pretrained Models\n\n```{eval-rst}\nWe provide various pre-trained Sentence Transformers models via our Sentence Transformers Hugging Face organization. Additionally, over 6,000 community Sentence Transformers models have been publicly released on the Hugging Face Hub. All models can be found here:\n\n* **Original models**: `Sentence Transformers Hugging Face organization <https://huggingface.co/models?library=sentence-transformers&author=sentence-transformers>`_.\n* **Community models**: `All Sentence Transformer models on Hugging Face <https://huggingface.co/models?library=sentence-transformers>`_.\n\nEach of these models can be easily downloaded and used like so:\n\n.. sidebar:: Original Models\n\n    For the original models from the `Sentence Transformers Hugging Face organization <https://huggingface.co/models?library=sentence-transformers&author=sentence-transformers>`_, it is not necessary to include the model author or organization prefix. For example, this snippet loads `sentence-transformers/all-mpnet-base-v2 <https://huggingface.co/sentence-transformers/all-mpnet-base-v2>`_.\n```\n\n```python\nfrom sentence_transformers import SentenceTransformer\n\n# Load https://huggingface.co/sentence-transformers/all-mpnet-base-v2\nmodel = SentenceTransformer(\"all-mpnet-base-v2\")\nembeddings = model.encode([\n    \"The weather is lovely today.\",\n    \"It's so sunny outside!\",\n    \"He drove to the stadium.\",\n])\nsimilarities = model.similarity(embeddings, embeddings)\n```\n\n```{eval-rst}\n.. note::\n    Consider using the `Massive Textual Embedding Benchmark leaderboard <https://huggingface.co/spaces/mteb/leaderboard>`_ as an inspiration of strong Sentence Transformer models. Be wary:\n\n    - **Model sizes**: it is recommended to filter away the large models that might not be feasible without excessive hardware.\n    - **Experimentation is key**: models that perform well on the leaderboard do not necessarily do well on your tasks, it is **crucial** to experiment with various promising models.\n\n.. tip::\n\n    Read `Sentence Transformer > Usage > Speeding up Inference <./usage/efficiency.html>`_ for tips on how to speed up inference of models by up to 2x-3x.\n```\n\n## Original Models\n\nThe following table provides an overview of a selection of our models. They have been extensively evaluated for their quality to embedded sentences (Performance Sentence Embeddings) and to embedded search queries & paragraphs (Performance Semantic Search).\n\nThe **all-*** models were trained on all available training data (more than 1 billion training pairs) and are designed as **general purpose** models. The [**all-mpnet-base-v2**](https://huggingface.co/sentence-transformers/all-mpnet-base-v2) model provides the best quality, while [**all-MiniLM-L6-v2**](https://huggingface.co/sentence-transformers/all-MiniLM-L6-v2) is 5 times faster and still offers good quality. Toggle *All models* to see all evaluated original models.\n\n\n<iframe src=\"../../../_static/html/models_en_sentence_embeddings.html\" height=\"600\" style=\"width:100%; border:none;\" title=\"Iframe Example\"></iframe>\n\n---\n\n## Semantic Search Models\n\nThe following models have been specifically trained for **Semantic Search**: Given a question / search query, these models are able to find relevant text passages. For more details, see [Usage > Semantic Search](../../examples/sentence_transformer/applications/semantic-search/README.md).\n\n```{eval-rst}\n.. sidebar:: Documentation\n\n   #. `multi-qa-mpnet-base-cos-v1 <https://huggingface.co/sentence-transformers/multi-qa-mpnet-base-cos-v1>`_\n   #. :class:`SentenceTransformer <sentence_transformers.SentenceTransformer>`\n   #. :meth:`SentenceTransformer.encode <sentence_transformers.SentenceTransformer.encode>`\n   #. :meth:`SentenceTransformer.similarity <sentence_transformers.SentenceTransformer.similarity>`\n\n```\n\n```python\nfrom sentence_transformers import SentenceTransformer\n\nmodel = SentenceTransformer(\"multi-qa-mpnet-base-cos-v1\")\n\nquery_embedding = model.encode(\"How big is London\")\npassage_embeddings = model.encode([\n    \"London is known for its financial district\",\n    \"London has 9,787,426 inhabitants at the 2011 census\",\n    \"The United Kingdom is the fourth largest exporter of goods in the world\",\n])\n\nsimilarity = model.similarity(query_embedding, passage_embeddings)\n# => tensor([[0.4659, 0.6142, 0.2697]])\n```\n\n\n\n### Multi-QA Models\n\nThe following models have been trained on [215M question-answer pairs](https://huggingface.co/sentence-transformers/multi-qa-MiniLM-L6-dot-v1#training) from various sources and domains, including StackExchange, Yahoo Answers, Google & Bing search queries and many more. These model perform well across many search tasks and domains.\n\nThese models were tuned to be used with the dot-product similarity score:\n\n| Model | Performance Semantic Search (6 Datasets) | Queries (GPU / CPU) per sec. | \n| --- | :---: | :---: |\n| [multi-qa-mpnet-base-dot-v1](https://huggingface.co/sentence-transformers/multi-qa-mpnet-base-dot-v1) | 57.60 | 4,000 / 170 |\n| [multi-qa-distilbert-dot-v1](https://huggingface.co/sentence-transformers/multi-qa-distilbert-dot-v1) | 52.51  | 7,000 / 350 |\n| [multi-qa-MiniLM-L6-dot-v1](https://huggingface.co/sentence-transformers/multi-qa-MiniLM-L6-dot-v1) | 49.19 | 18,000 / 750 |\n\nThese models produce normalized vectors of length 1, which can be used with dot-product, cosine-similarity and Euclidean distance as the similarity functions:\n\n| Model | Performance Semantic Search (6 Datasets) | Queries (GPU / CPU) per sec. | \n| --- | :---: | :---: |\n| [multi-qa-mpnet-base-cos-v1](https://huggingface.co/sentence-transformers/multi-qa-mpnet-base-cos-v1) | 57.46 | 4,000 / 170 |\n| [multi-qa-distilbert-cos-v1](https://huggingface.co/sentence-transformers/multi-qa-distilbert-cos-v1) |  52.83 | 7,000 / 350 |\n| [multi-qa-MiniLM-L6-cos-v1](https://huggingface.co/sentence-transformers/multi-qa-MiniLM-L6-cos-v1) | 51.83 | 18,000 / 750 |\n\n### MSMARCO Passage Models\n\nThe following models have been trained on the [MSMARCO Passage Ranking Dataset](https://github.com/microsoft/MSMARCO-Passage-Ranking), which contains 500k real queries from Bing search together with the relevant passages from various web sources. Given the diversity of the MSMARCO dataset, models also perform well on other domains. \n\nThese models were tuned to be used with the dot-product similarity score:\n\n| Model | MSMARCO MRR@10 dev set | Performance Semantic Search (6 Datasets) | Queries (GPU / CPU) per sec. | \n| --- | :---: | :---: | :---: |\n| [msmarco-bert-base-dot-v5](https://huggingface.co/sentence-transformers/msmarco-bert-base-dot-v5) | 38.08 | 52.11 | 4,000 / 170 |\n| [msmarco-distilbert-dot-v5](https://huggingface.co/sentence-transformers/msmarco-distilbert-dot-v5) | 37.25 | 49.47 | 7,000 / 350 |\n| [msmarco-distilbert-base-tas-b](https://huggingface.co/sentence-transformers/msmarco-distilbert-base-tas-b) | 34.43 | 49.25 | 7,000 / 350 |\n\nThese models produce normalized vectors of length 1, which can be used with dot-product, cosine-similarity and Euclidean distance as the similarity functions:\n\n| Model | MSMARCO MRR@10 dev set | Performance Semantic Search (6 Datasets) | Queries (GPU / CPU) per sec. | \n| --- | :---: | :---: | :---: |\n| [msmarco-distilbert-cos-v5](https://huggingface.co/sentence-transformers/msmarco-distilbert-cos-v5) | 33.79 | 44.98 | 7,000 / 350 |\n| [msmarco-MiniLM-L12-cos-v5](https://huggingface.co/sentence-transformers/msmarco-MiniLM-L12-cos-v5) | 32.75 | 43.89 | 11,000 / 400 |\n| [msmarco-MiniLM-L6-cos-v5](https://huggingface.co/sentence-transformers/msmarco-MiniLM-L6-cos-v5) | 32.27 | 42.16 | 18,000 / 750 |\n\n[MSMARCO Models - More details](../pretrained-models/msmarco-v5.md)\n\n---\n\n## Multilingual Models\nThe following models similar embeddings for the same texts in different languages. You do not need to specify the input language. Details are in our publication [Making Monolingual Sentence Embeddings Multilingual using Knowledge Distillation](https://huggingface.co/papers/2004.09813). We used the following 50+ languages: ar, bg, ca, cs, da, de, el, en, es, et, fa, fi, fr, fr-ca, gl, gu, he, hi, hr, hu, hy, id, it, ja, ka, ko, ku, lt, lv, mk, mn, mr, ms, my, nb, nl, pl, pt, pt-br, ro, ru, sk, sl, sq, sr, sv, th, tr, uk, ur, vi, zh-cn, zh-tw. \n\n### Semantic Similarity Models\n\nThese models find semantically similar sentences within one language or across languages:\n\n- **[distiluse-base-multilingual-cased-v1](https://huggingface.co/sentence-transformers/distiluse-base-multilingual-cased-v1)**: Multilingual knowledge distilled version of [multilingual Universal Sentence Encoder](https://huggingface.co/papers/1907.04307). Supports 15 languages:  Arabic, Chinese, Dutch, English, French, German, Italian, Korean, Polish, Portuguese, Russian, Spanish, Turkish. \n- **[distiluse-base-multilingual-cased-v2](https://huggingface.co/sentence-transformers/distiluse-base-multilingual-cased-v2)**: Multilingual knowledge distilled version of [multilingual Universal Sentence Encoder](https://huggingface.co/papers/1907.04307). This version supports 50+ languages, but performs a bit weaker than the v1 model.\n- **[paraphrase-multilingual-MiniLM-L12-v2](https://huggingface.co/sentence-transformers/paraphrase-multilingual-MiniLM-L12-v2)** - Multilingual version of [paraphrase-MiniLM-L12-v2](https://huggingface.co/sentence-transformers/paraphrase-MiniLM-L12-v2), trained on parallel data for 50+ languages. \n- **[paraphrase-multilingual-mpnet-base-v2](https://huggingface.co/sentence-transformers/paraphrase-multilingual-mpnet-base-v2)** - Multilingual version of [paraphrase-mpnet-base-v2](https://huggingface.co/sentence-transformers/paraphrase-mpnet-base-v2), trained on parallel data for 50+ languages. \n\n### Bitext Mining\n\nBitext mining describes the process of finding translated sentence pairs in two languages. If this is your use-case, the following model gives the best performance:\n- **[LaBSE](https://huggingface.co/sentence-transformers/LaBSE)** - [LaBSE](https://huggingface.co/papers/2007.01852) Model. Supports 109 languages. Works well for finding translation pairs in multiple languages. As detailed  [here](https://huggingface.co/papers/2004.09813), LaBSE works less well for assessing the similarity of sentence pairs that are not translations of each other.\n\nExtending a model to new languages is easy by following [Training Examples > Multilingual Models](../../examples/sentence_transformer/training/multilingual/README.md).\n\n## Image & Text-Models\nThe following models can embed images and text into a joint vector space. See [Usage > Image Search](../../examples/sentence_transformer/applications/image-search/README.md) for more details how to use for text2image-search, image2image-search, image clustering, and zero-shot image classification.\n\nThe following models are available with their respective Top 1 accuracy on zero-shot ImageNet validation dataset.\n\n| Model | Top 1 Performance |\n| --- | :---: |\n| [clip-ViT-L-14](https://huggingface.co/sentence-transformers/clip-ViT-L-14) | 75.4 |\n| [clip-ViT-B-16](https://huggingface.co/sentence-transformers/clip-ViT-B-16) | 68.1 |\n| [clip-ViT-B-32](https://huggingface.co/sentence-transformers/clip-ViT-B-32) | 63.3 |\n\nWe further provide this multilingual text-image model:\n- **[clip-ViT-B-32-multilingual-v1](https://huggingface.co/sentence-transformers/clip-ViT-B-32-multilingual-v1)** - Multilingual text encoder for the [clip-ViT-B-32](https://huggingface.co/sentence-transformers/clip-ViT-B-32) model using [Multilingual Knowledge Distillation](https://huggingface.co/papers/2004.09813). This model can encode text in 50+ languages to match the image vectors from the [clip-ViT-B-32](https://huggingface.co/sentence-transformers/clip-ViT-B-32) model.\n\n## INSTRUCTOR models\nSome INSTRUCTOR models, such as [hkunlp/instructor-large](https://huggingface.co/hkunlp/instructor-large), are natively supported in Sentence Transformers. These models are special, as they are trained with instructions in mind. Notably, the primary difference between normal Sentence Transformer models and Instructor models is that the latter do not include the instructions themselves in the pooling step.\n\nThe following models work out of the box:\n* [hkunlp/instructor-base](https://huggingface.co/hkunlp/instructor-base)\n* [hkunlp/instructor-large](https://huggingface.co/hkunlp/instructor-large)\n* [hkunlp/instructor-xl](https://huggingface.co/hkunlp/instructor-xl)\n\nYou can use these models like so:\n\n```python\nfrom sentence_transformers import SentenceTransformer\n\nmodel = SentenceTransformer(\"hkunlp/instructor-large\")\nembeddings = model.encode(\n    [\n        \"Dynamical Scalar Degree of Freedom in Horava-Lifshitz Gravity\",\n        \"Comparison of Atmospheric Neutrino Flux Calculations at Low Energies\",\n        \"Fermion Bags in the Massive Gross-Neveu Model\",\n        \"QCD corrections to Associated t-tbar-H production at the Tevatron\",\n    ],\n    prompt=\"Represent the Medicine sentence for clustering: \",\n)\nprint(embeddings.shape)\n# => (4, 768)\n```\n\nFor example, for information retrieval:\n```python\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.util import cos_sim\n\nmodel = SentenceTransformer(\"hkunlp/instructor-large\")\nquery = \"where is the food stored in a yam plant\"\nquery_instruction = (\n    \"Represent the Wikipedia question for retrieving supporting documents: \"\n)\ncorpus = [\n    'Yams are perennial herbaceous vines native to Africa, Asia, and the Americas and cultivated for the consumption of their starchy tubers in many temperate and tropical regions. The tubers themselves, also called \"yams\", come in a variety of forms owing to numerous cultivars and related species.',\n    \"The disparate impact theory is especially controversial under the Fair Housing Act because the Act regulates many activities relating to housing, insurance, and mortgage loansâ€”and some scholars have argued that the theory's use under the Fair Housing Act, combined with extensions of the Community Reinvestment Act, contributed to rise of sub-prime lending and the crash of the U.S. housing market and ensuing global economic recession\",\n    \"Disparate impact in United States labor law refers to practices in employment, housing, and other areas that adversely affect one group of people of a protected characteristic more than another, even though rules applied by employers or landlords are formally neutral. Although the protected classes vary by statute, most federal civil rights laws protect based on race, color, religion, national origin, and sex as protected traits, and some laws include disability status and other traits as well.\",\n]\ncorpus_instruction = \"Represent the Wikipedia document for retrieval: \"\n\nquery_embedding = model.encode(query, prompt=query_instruction)\ncorpus_embeddings = model.encode(corpus, prompt=corpus_instruction)\nsimilarities = cos_sim(query_embedding, corpus_embeddings)\nprint(similarities)\n# => tensor([[0.8835, 0.7037, 0.6970]])\n```\n\nAll other Instructor models either 1) will not load as they refer to `InstructorEmbedding` in their `modules.json` or 2) require calling `model.set_pooling_include_prompt(include_prompt=False)` after loading.\n\n## Scientific Similarity Models\n[SPECTER](https://huggingface.co/papers/2004.07180) is a model trained on scientific citations and can be used to estimate the similarity of two publications. We can use it to find similar papers.\n\n- **[allenai-specter](https://huggingface.co/sentence-transformers/allenai-specter)** - [Semantic Search Python Example](../../examples/sentence_transformer/applications/semantic-search/semantic_search_publications.py) / [Semantic Search Colab Example](https://colab.research.google.com/drive/12hfBveGHRsxhPIUMmJYrll2lFU4fOX06)\n"
  },
  {
    "path": "docs/sentence_transformer/training/distributed.rst",
    "content": "\nDistributed Training\n====================\n\nSentence Transformers implements two forms of distributed training: Data Parallel (DP) and Distributed Data Parallel (DDP). Read the `Data Parallelism documentation <https://huggingface.co/docs/transformers/en/perf_train_gpu_many#data-parallelism>`_ on Hugging Face for more details on these strategies. Some of the key differences include:\n\n1. DDP is generally faster than DP because it has to communicate less data.\n2. With DP, GPU 0 does the bulk of the work, while with DDP, the work is distributed more evenly across all GPUs.\n3. DDP allows for training across multiple machines, while DP is limited to a single machine.\n\nIn short, **DDP is generally recommended**. You can use DDP by running your normal training scripts with ``torchrun`` or ``accelerate``. For example, if you have a script called ``train_script.py``, you can run it with DDP using the following command:\n\n.. |br| raw:: html\n\n   <div style=\"line-height: 0; padding: 0; margin: 0\"></div>\n\n.. tab:: Via ``torchrun``\n\n   |br|\n\n   - `torchrun documentation <https://pytorch.org/docs/stable/elastic/run.html>`_\n\n   ::\n\n      torchrun --nproc_per_node=4 train_script.py\n   \n.. tab:: Via ``accelerate``\n\n   |br|\n\n   - `accelerate documentation <https://huggingface.co/docs/accelerate/en/index>`_\n\n   ::\n      \n      accelerate launch --num_processes 4 train_script.py\n\n.. note::\n  \n   When performing distributed training, you have to wrap your code in a ``main`` function and call it with ``if __name__ == \"__main__\":``. This is because each process will run the entire script, so you don't want to run the same code multiple times. Here is an example of how to do this::\n\n      from sentence_transformers import SentenceTransformer, SentenceTransformerTrainingArguments, SentenceTransformerTrainer\n      # Other imports here\n\n      def main():\n          # Your training code here\n\n      if __name__ == \"__main__\":\n          main()\n\n.. note::\n\n   When using an `Evaluator <../training_overview.html#evaluator>`_, the evaluator only runs on the first device unlike the training and evaluation datasets, which are shared across all devices. \n\nComparison\n----------\n\nThe following table shows the speedup of DDP over DP and no parallelism given a certain hardware setup.\n\n- Hardware: a ``p3.8xlarge`` AWS instance, i.e. 4x V100 GPUs\n- Model being trained: `microsoft/mpnet-base <https://huggingface.co/microsoft/mpnet-base>`_ (133M parameters)\n- Maximum sequence length: 384 (following `all-mpnet-base-v2 <https://huggingface.co/sentence-transformers/all-mpnet-base-v2>`_)\n- Training datasets: MultiNLI, SNLI and STSB (note: these have short texts)\n- Losses: :class:`~sentence_transformers.losses.SoftmaxLoss` for MultiNLI and SNLI, :class:`~sentence_transformers.losses.CosineSimilarityLoss` for STSB\n- Batch size per device: 32\n\n.. list-table::\n   :header-rows: 1\n\n   * - Strategy\n     - Launcher\n     - Samples per Second\n   * - No Parallelism\n     - ``CUDA_VISIBLE_DEVICES=0 python train_script.py``\n     - 2724\n   * - Data Parallel (DP)\n     - ``python train_script.py`` (DP is used by default when launching a script with ``python``)\n     - 3675 (1.349x speedup)\n   * - **Distributed Data Parallel (DDP)**\n     - ``torchrun --nproc_per_node=4 train_script.py`` or ``accelerate launch --num_processes 4 train_script.py``\n     - **6980 (2.562x speedup)**\n\nFSDP\n----\n\nFully Sharded Data Parallelism (FSDP) is another distributed training strategy that is not fully supported by Sentence Transformers. It is a more advanced version of DDP that is particularly useful for very large models. Note that in the previous comparison, FSDP reaches 5782 samples per second (2.122x speedup), i.e. **worse than DDP**. FSDP only makes sense with very large models. If you want to use FSDP with Sentence Transformers, you have to be aware of the following limitations:\n\n- You can't use the ``evaluator`` functionality with FSDP.\n- You have to save the trained model with ``trainer.accelerator.state.fsdp_plugin.set_state_dict_type(\"FULL_STATE_DICT\")`` followed with ``trainer.save_model(\"output\")``.\n- You have to use ``fsdp=[\"full_shard\", \"auto_wrap\"]`` and ``fsdp_config={\"transformer_layer_cls_to_wrap\": \"BertLayer\"}`` in your ``SentenceTransformerTrainingArguments``, where ``BertLayer`` is the repeated layer in the encoder that houses the multi-head attention and feed-forward layers, so e.g. ``BertLayer`` or ``MPNetLayer``.\n\nRead the `FSDP documentation <https://huggingface.co/docs/accelerate/en/usage_guides/fsdp>`_ by Accelerate for more details."
  },
  {
    "path": "docs/sentence_transformer/training/examples.rst",
    "content": "\nTraining Examples\n=================\n\n.. toctree::\n   :maxdepth: 1\n   :caption: Supervised Learning\n\n   ../../../examples/sentence_transformer/training/sts/README\n   ../../../examples/sentence_transformer/training/nli/README\n   ../../../examples/sentence_transformer/training/paraphrases/README\n   ../../../examples/sentence_transformer/training/quora_duplicate_questions/README\n   ../../../examples/sentence_transformer/training/ms_marco/README\n   ../../../examples/sentence_transformer/training/matryoshka/README\n   ../../../examples/sentence_transformer/training/adaptive_layer/README\n   ../../../examples/sentence_transformer/training/multilingual/README\n   ../../../examples/sentence_transformer/training/distillation/README\n   ../../../examples/sentence_transformer/training/data_augmentation/README\n   ../../../examples/sentence_transformer/training/prompts/README\n   ../../../examples/sentence_transformer/training/peft/README\n   ../../../examples/sentence_transformer/training/unsloth/README\n\n.. toctree::\n   :maxdepth: 1\n   :caption: Unsupervised Learning\n\n   ../../../examples/sentence_transformer/unsupervised_learning/README\n   ../../../examples/sentence_transformer/domain_adaptation/README\n\n.. toctree::\n   :maxdepth: 1\n   :caption: Advanced Usage\n\n   ../../../examples/sentence_transformer/training/hpo/README\n   distributed"
  },
  {
    "path": "docs/sentence_transformer/training_overview.md",
    "content": "# Training Overview\n\n## Why Finetune?\n\nFinetuning Sentence Transformer models often heavily improves the performance of the model on your use case, because each task requires a different notion of similarity. For example, given news articles:\n\n- \"Apple launches the new iPad\"\n- \"NVIDIA is gearing up for the next GPU generation\"\n\nThen the following use cases, we may have different notions of similarity:\n\n- a model for **classification** of news articles as Economy, Sports, Technology, Politics, etc., should produce **similar embeddings** for these texts.\n- a model for **semantic textual similarity** should produce **dissimilar embeddings** for these texts, as they have different meanings.\n- a model for **semantic search** would **not need a notion for similarity** between two documents, as it should only compare queries and documents.\n\nAlso see [**Training Examples**](training/examples) for numerous training scripts for common real-world applications that you can adopt.\n\n## Training Components\n\nTraining Sentence Transformer models involves between 4 to 6 components:\n\n<div class=\"components\">\n    <a href=\"#model\" class=\"box\">\n        <div class=\"header\">Model</div>\n        Learn how to initialize the <b>model</b> for training.\n    </a>\n    <a href=\"#dataset\" class=\"box\">\n        <div class=\"header\">Dataset</div>\n        Learn how to prepare the <b>data</b> for training.\n    </a>\n    <a href=\"#loss-function\" class=\"box\">\n        <div class=\"header\">Loss Function</div>\n        Learn how to prepare and choose a <b>loss</b> function.\n    </a>\n    <a href=\"#training-arguments\" class=\"box optional\">\n        <div class=\"header\">Training Arguments</div>\n        Learn which <b>training arguments</b> are useful.\n    </a>\n    <a href=\"#evaluator\" class=\"box optional\">\n        <div class=\"header\">Evaluator</div>\n        Learn how to <b>evaluate</b> during and after training.\n    </a>\n    <a href=\"#trainer\" class=\"box\">\n        <div class=\"header\">Trainer</div>\n        Learn how to start the <b>training</b> process.\n    </a>\n</div>\n<p></p>\n\n## Model\n\n```{eval-rst}\n\nSentence Transformer models consist of a sequence of `Modules <../package_reference/sentence_transformer/models.html>`_ or `Custom Modules <usage/custom_models.html#advanced-custom-modules>`_, allowing for a lot of flexibility. If you want to further finetune a SentenceTransformer model (e.g. it has a `modules.json file <https://huggingface.co/sentence-transformers/all-MiniLM-L6-v2/blob/main/modules.json>`_), then you don't have to worry about which modules are used::\n\n    from sentence_transformers import SentenceTransformer\n\n    model = SentenceTransformer(\"sentence-transformers/all-MiniLM-L6-v2\")\n\nBut if instead you want to train from another checkpoint, or from scratch, then these are the most common architectures you can use:\n\n.. tab:: Transformers\n\n    Most Sentence Transformer models use the :class:`~sentence_transformers.models.Transformer` and :class:`~sentence_transformers.models.Pooling` modules. The former loads a pretrained transformer model (e.g. `BERT <https://huggingface.co/google-bert/bert-base-uncased>`_, `RoBERTa <https://huggingface.co/FacebookAI/roberta-base>`_, `DistilBERT <https://huggingface.co/distilbert/distilbert-base-uncased>`_, `ModernBERT <https://huggingface.co/answerdotai/ModernBERT-base>`_, etc.) and the latter pools the output of the transformer to produce a single vector representation for each input sentence.\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference internal\" href=\"../package_reference/sentence_transformer/models.html#sentence_transformers.models.Transformer\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.models.Transformer</span></code></a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/sentence_transformer/models.html#sentence_transformers.models.Pooling\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.models.Pooling</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from sentence_transformers import models, SentenceTransformer\n\n        transformer = models.Transformer(\"google-bert/bert-base-uncased\")\n        pooling = models.Pooling(transformer.get_word_embedding_dimension(), pooling_mode=\"mean\")\n\n        model = SentenceTransformer(modules=[transformer, pooling])\n    \n    This is the default option in Sentence Transformers, so it's easier to use the shortcut:\n\n    ::\n\n        from sentence_transformers import SentenceTransformer\n\n        model = SentenceTransformer(\"google-bert/bert-base-uncased\")\n\n    .. tip::\n\n        The strongest base models are often \"encoder models\", i.e. models that are trained to produce a meaningful token embedding for inputs. You can find strong candidates here:\n\n        - `fill-mask models <https://huggingface.co/models?pipeline_tag=fill-mask>`_ - trained for token embeddings\n        - `sentence similarity models <https://huggingface.co/models?pipeline_tag=sentence-similarity>`_ - trained for text embeddings\n        - `feature-extraction models <https://huggingface.co/models?pipeline_tag=feature-extraction>`_ - trained for text embeddings\n\n        Consider looking for base models that are designed on your language and/or domain of interest. For example, `FacebookAI/xlm-roberta-base <https://huggingface.co/FacebookAI/xlm-roberta-base>`_ will work better than `google-bert/bert-base-uncased <https://huggingface.co/google-bert/bert-base-uncased>`_ for Turkish.\n\n.. tab:: Static\n\n    Static Embedding models (`blogpost <https://huggingface.co/blog/static-embeddings>`_) use the :class:`~sentence_transformers.models.StaticEmbedding` module, and are encoder models that don't use slow transformers or attention mechanisms. For these models, computing embeddings is simply: given the input token, return the pre-computed token embedding. These models are orders of magnitude faster, but cannot capture complex semantics as token embeddings are computed separate from the context.\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference external\" href=\"https://huggingface.co/blog/static-embeddings\">Static Embedding Models</a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/sentence_transformer/models.html#sentence_transformers.models.StaticEmbedding\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.models.StaticEmbedding</span></code></a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/sentence_transformer/models.html#sentence_transformers.models.StaticEmbedding.from_model2vec\"><code class=\"xref py py-meth docutils literal notranslate\"><span class=\"pre\">sentence_transformers.models.StaticEmbedding.from_model2vec</span></code></a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/sentence_transformer/models.html#sentence_transformers.models.StaticEmbedding.from_distillation\"><code class=\"xref py py-meth docutils literal notranslate\"><span class=\"pre\">sentence_transformers.models.StaticEmbedding.from_distillation</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from sentence_transformers import models, SentenceTransformer\n        from tokenizers import Tokenizer\n\n        # Load any Tokenizer from Hugging Face\n        tokenizer = Tokenizer.from_pretrained(\"google-bert/bert-base-uncased\")\n        # The `embedding_dim` is the dimensionality (size) of the token embeddings\n        static_embedding = StaticEmbedding(tokenizer, embedding_dim=512)\n\n        model = SentenceTransformer(modules=[static_embedding])\n\n```\n\n## Dataset\n\n```{eval-rst}\nThe :class:`SentenceTransformerTrainer` trains and evaluates using :class:`datasets.Dataset` (one dataset) or :class:`datasets.DatasetDict` instances (multiple datasets, see also `Multi-dataset training <#multi-dataset-training>`_). \n\n.. tab:: Data on 🤗 Hugging Face Hub\n\n    If you want to load data from the `Hugging Face Datasets <https://huggingface.co/datasets>`_, then you should use :func:`datasets.load_dataset`:\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference external\" href=\"https://huggingface.co/docs/datasets/main/en/loading#hugging-face-hub\">Datasets, Loading from the Hugging Face Hub</a></li>\n                <li><a class=\"reference external\" href=\"https://huggingface.co/docs/datasets/main/en/package_reference/loading_methods#datasets.load_dataset\"><code class=\"xref py py-func docutils literal notranslate\"><span class=\"pre\">datasets.load_dataset()</span></code></a></li>\n                <li><a class=\"reference external\" href=\"https://huggingface.co/datasets/sentence-transformers/all-nli\">sentence-transformers/all-nli</a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from datasets import load_dataset\n\n        train_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair-class\", split=\"train\")\n        eval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair-class\", split=\"dev\")\n\n        print(train_dataset)\n        \"\"\"\n        Dataset({\n            features: ['premise', 'hypothesis', 'label'],\n            num_rows: 942069\n        })\n        \"\"\"\n\n    Some datasets (including `sentence-transformers/all-nli <https://huggingface.co/datasets/sentence-transformers/all-nli>`_) require you to provide a \"subset\" alongside the dataset name. ``sentence-transformers/all-nli`` has 4 subsets, each with different data formats: `pair <https://huggingface.co/datasets/sentence-transformers/all-nli/viewer/pair>`_, `pair-class <https://huggingface.co/datasets/sentence-transformers/all-nli/viewer/pair-class>`_, `pair-score <https://huggingface.co/datasets/sentence-transformers/all-nli/viewer/pair-score>`_, `triplet <https://huggingface.co/datasets/sentence-transformers/all-nli/viewer/triplet>`_.\n\n    .. note::\n\n        Many Hugging Face datasets that work out of the box with Sentence Transformers have been tagged with ``sentence-transformers``, allowing you to easily find them by browsing to `https://huggingface.co/datasets?other=sentence-transformers <https://huggingface.co/datasets?other=sentence-transformers>`_. We strongly recommend that you browse these datasets to find training datasets that might be useful for your tasks.\n\n.. tab:: Local Data (CSV, JSON, Parquet, Arrow, SQL)\n\n    If you have local data in common file-formats, then you can load this data easily using :func:`datasets.load_dataset`:\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference external\" href=\"https://huggingface.co/docs/datasets/main/en/loading#local-and-remote-files\">Datasets, Loading local files</a></li>\n                <li><a class=\"reference external\" href=\"https://huggingface.co/docs/datasets/main/en/package_reference/loading_methods#datasets.load_dataset\" title=\"(in datasets vmain)\"><code class=\"xref py py-func docutils literal notranslate\"><span class=\"pre\">datasets.load_dataset()</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from datasets import load_dataset\n\n        dataset = load_dataset(\"csv\", data_files=\"my_file.csv\")\n    \n    or::\n\n        from datasets import load_dataset\n\n        dataset = load_dataset(\"json\", data_files=\"my_file.json\")\n\n.. tab:: Local Data that requires pre-processing\n\n    If you have local data that requires some extra pre-processing, my recommendation is to initialize your dataset using :meth:`datasets.Dataset.from_dict` and a dictionary of lists, like so:\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference external\" href=\"https://huggingface.co/docs/datasets/main/en/package_reference/main_classes#datasets.Dataset.from_dict\" title=\"(in datasets vmain)\"><code class=\"xref py py-meth docutils literal notranslate\"><span class=\"pre\">datasets.Dataset.from_dict()</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from datasets import Dataset\n\n        anchors = []\n        positives = []\n        # Open a file, do preprocessing, filtering, cleaning, etc.\n        # and append to the lists\n\n        dataset = Dataset.from_dict({\n            \"anchor\": anchors,\n            \"positive\": positives,\n        })\n\n    Each key from the dictionary will become a column in the resulting dataset.\n\n```\n\n### Dataset Format\n\n```{eval-rst}\nIt is important that your dataset format matches your loss function (or that you choose a loss function that matches your dataset format). Verifying whether a dataset format works with a loss function involves two steps:\n\n1. If your loss function requires a *Label* according to the `Loss Overview <loss_overview.html>`_ table, then your dataset must have a **column named \"label\", \"labels\", \"score\" or \"scores\"**. This column is automatically taken as the label.\n2. All columns not named \"label\", \"labels\", \"score\" or \"scores\" are considered *Inputs* according to the `Loss Overview <loss_overview.html>`_ table. The number of remaining columns must match the number of valid inputs for your chosen loss. The names of these columns are **irrelevant**, only the **order matters**. \n\nFor example, given a dataset with columns ``[\"text1\", \"text2\", \"label\"]`` where the \"label\" column has float similarity score between 0 and 1, we can use it with :class:`~sentence_transformers.losses.CoSENTLoss`, :class:`~sentence_transformers.losses.AnglELoss`, and :class:`~sentence_transformers.losses.CosineSimilarityLoss` because it:\n\n1. has a \"label\" column as is required for these loss functions.\n2. has 2 non-label columns, exactly the amount required by these loss functions.\n\nBe sure to re-order your dataset columns with :meth:`Dataset.select_columns <datasets.Dataset.select_columns>` if your columns are not ordered correctly. For example, if your dataset has ``[\"good_answer\", \"bad_answer\", \"question\"]`` as columns, then this dataset can technically be used with a loss that requires (anchor, positive, negative) triplets, but the ``good_answer`` column will be taken as the anchor, ``bad_answer`` as the positive, and ``question`` as the negative.\n\nAdditionally, if your dataset has extraneous columns (e.g. sample_id, metadata, source, type), you should remove these with :meth:`Dataset.remove_columns <datasets.Dataset.remove_columns>` as they will be used as inputs otherwise. You can also use :meth:`Dataset.select_columns <datasets.Dataset.select_columns>` to keep only the desired columns.\n```\n\n## Loss Function\n\nLoss functions quantify how well a model performs for a given batch of data, allowing an optimizer to update the model weights to produce more favourable (i.e., lower) loss values. This is the core of the training process.\n\nSadly, there is no single loss function that works best for all use-cases. Instead, which loss function to use greatly depends on your available data and on your target task. See [Dataset Format](#dataset-format) to learn what datasets are valid for which loss functions. Additionally, the [Loss Overview](loss_overview) will be your best friend to learn about the options.\n\n```{eval-rst}\nMost loss functions can be initialized with just the :class:`~sentence_transformers.SentenceTransformer` that you're training, alongside some optional parameters, e.g.:\n\n.. sidebar:: Documentation\n\n    - :class:`sentence_transformers.losses.CoSENTLoss`\n    - `Losses API Reference <../package_reference/sentence_transformer/losses.html>`_\n    - `Loss Overview <loss_overview.html>`_\n\n::\n\n    from datasets import load_dataset\n    from sentence_transformers import SentenceTransformer\n    from sentence_transformers.losses import CoSENTLoss\n\n    # Load a model to train/finetune\n    model = SentenceTransformer(\"xlm-roberta-base\")\n\n    # Initialize the CoSENTLoss\n    # This loss requires pairs of text and a float similarity score as a label\n    loss = CoSENTLoss(model)\n\n    # Load an example training dataset that works with our loss function:\n    train_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair-score\", split=\"train\")\n    \"\"\"\n    Dataset({\n        features: ['sentence1', 'sentence2', 'label'],\n        num_rows: 942069\n    })\n    \"\"\"\n```\n\n## Training Arguments\n\n```{eval-rst}\nThe :class:`~sentence_transformers.training_args.SentenceTransformerTrainingArguments` class can be used to specify parameters for influencing training performance as well as defining the tracking/debugging parameters. Although it is optional, it is heavily recommended to experiment with the various useful arguments.\n```\n\n<div class=\"training-arguments\">\n    <div class=\"header\">Key Training Arguments for improving training performance</div>\n    <div class=\"table\">\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.learning_rate\"><code>learning_rate</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.lr_scheduler_type\"><code>lr_scheduler_type</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.warmup_ratio\"><code>warmup_ratio</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.num_train_epochs\"><code>num_train_epochs</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.max_steps\"><code>max_steps</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.per_device_train_batch_size\"><code>per_device_train_batch_size</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.per_device_eval_batch_size\"><code>per_device_eval_batch_size</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.auto_find_batch_size \"><code>auto_find_batch_size</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.fp16\"><code>fp16</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.bf16\"><code>bf16</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.load_best_model_at_end\"><code>load_best_model_at_end</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.metric_for_best_model\"><code>metric_for_best_model</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.gradient_accumulation_steps\"><code>gradient_accumulation_steps</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.gradient_checkpointing\"><code>gradient_checkpointing</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.eval_accumulation_steps\"><code>eval_accumulation_steps</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.optim\"><code>optim</code></a>\n        <a href=\"../package_reference/sentence_transformer/training_args.html#sentence_transformers.training_args.SentenceTransformerTrainingArguments\"><code>batch_sampler</code></a>\n        <a href=\"../package_reference/sentence_transformer/training_args.html#sentence_transformers.training_args.SentenceTransformerTrainingArguments\"><code>multi_dataset_batch_sampler</code></a>\n        <a href=\"../package_reference/sentence_transformer/training_args.html#sentence_transformers.training_args.SentenceTransformerTrainingArguments\"><code>prompts</code></a>\n        <a href=\"../package_reference/sentence_transformer/training_args.html#sentence_transformers.training_args.SentenceTransformerTrainingArguments\"><code>router_mapping</code></a>\n        <a href=\"../package_reference/sentence_transformer/training_args.html#sentence_transformers.training_args.SentenceTransformerTrainingArguments\"><code>learning_rate_mapping</code></a>\n    </div>\n</div>\n<br>\n<div class=\"training-arguments\">\n    <div class=\"header\">Key Training Arguments for observing training performance</div>\n    <div class=\"table\">\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.eval_strategy\"><code>eval_strategy</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.eval_steps\"><code>eval_steps</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.save_strategy\"><code>save_strategy</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.save_steps\"><code>save_steps</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.save_total_limit\"><code>save_total_limit</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.report_to\"><code>report_to</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.run_name\"><code>run_name</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.log_level\"><code>log_level</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.logging_steps\"><code>logging_steps</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.push_to_hub\"><code>push_to_hub</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.hub_model_id\"><code>hub_model_id</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.hub_strategy\"><code>hub_strategy</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.hub_private_repo\"><code>hub_private_repo</code></a>\n    </div>\n</div>\n<br>\n\n```{eval-rst}\nHere is an example of how :class:`~sentence_transformers.training_args.SentenceTransformerTrainingArguments` can be initialized:\n```\n\n```python\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=\"models/mpnet-base-all-nli-triplet\",\n    # Optional training parameters:\n    num_train_epochs=1,\n    per_device_train_batch_size=16,\n    per_device_eval_batch_size=16,\n    learning_rate=2e-5,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    batch_sampler=BatchSamplers.NO_DUPLICATES,  # losses that use \"in-batch negatives\" benefit from no duplicates\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"mpnet-base-all-nli-triplet\",  # Will be used in W&B if `wandb` is installed\n)\n```\n\n## Evaluator\n\n```{eval-rst}\nYou can provide the :class:`~sentence_transformers.trainer.SentenceTransformerTrainer` with an ``eval_dataset`` to get the evaluation loss during training, but it may be useful to get more concrete metrics during training, too. For this, you can use evaluators to assess the model's performance with useful metrics before, during, or after training. You can use both an ``eval_dataset`` and an evaluator, one or the other, or neither. They evaluate based on the ``eval_strategy`` and ``eval_steps`` `Training Arguments <#training-arguments>`_.\n\nHere are the implemented Evaluators that come with Sentence Transformers:\n\n========================================================================  ===========================================================================================================================\nEvaluator                                                                 Required Data\n========================================================================  ===========================================================================================================================\n:class:`~sentence_transformers.evaluation.BinaryClassificationEvaluator`  Pairs with class labels.\n:class:`~sentence_transformers.evaluation.EmbeddingSimilarityEvaluator`   Pairs with similarity scores.\n:class:`~sentence_transformers.evaluation.InformationRetrievalEvaluator`  Queries (qid => question), Corpus (cid => document), and relevant documents (qid => set[cid]).\n:class:`~sentence_transformers.evaluation.NanoBEIREvaluator`              No data required.\n:class:`~sentence_transformers.evaluation.MSEEvaluator`                   Source sentences to embed with a teacher model and target sentences to embed with the student model. Can be the same texts.\n:class:`~sentence_transformers.evaluation.ParaphraseMiningEvaluator`      Mapping of IDs to sentences & pairs with IDs of duplicate sentences.\n:class:`~sentence_transformers.evaluation.RerankingEvaluator`             List of ``{'query': '...', 'positive': [...], 'negative': [...]}`` dictionaries.\n:class:`~sentence_transformers.evaluation.TranslationEvaluator`           Pairs of sentences in two separate languages.\n:class:`~sentence_transformers.evaluation.TripletEvaluator`               (anchor, positive, negative) pairs.\n========================================================================  ===========================================================================================================================\n\nAdditionally, :class:`~sentence_transformers.evaluation.SequentialEvaluator` should be used to combine multiple evaluators into one Evaluator that can be passed to the :class:`~sentence_transformers.trainer.SentenceTransformerTrainer`.\n\nSometimes you don't have the required evaluation data to prepare one of these evaluators on your own, but you still want to track how well the model performs on some common benchmarks. In that case, you can use these evaluators with data from Hugging Face.\n\n.. tab:: EmbeddingSimilarityEvaluator with STSb\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference external\" href=\"https://huggingface.co/datasets/sentence-transformers/stsb\">sentence-transformers/stsb</a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/sentence_transformer/evaluation.html#sentence_transformers.evaluation.EmbeddingSimilarityEvaluator\" title=\"sentence_transformers.evaluation.EmbeddingSimilarityEvaluator\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.evaluation.EmbeddingSimilarityEvaluator</span></code></a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/sentence_transformer/SentenceTransformer.html#sentence_transformers.SimilarityFunction\" title=\"sentence_transformers.SimilarityFunction\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.SimilarityFunction</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from datasets import load_dataset\n        from sentence_transformers.evaluation import EmbeddingSimilarityEvaluator, SimilarityFunction\n\n        # Load the STSB dataset (https://huggingface.co/datasets/sentence-transformers/stsb)\n        eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\n\n        # Initialize the evaluator\n        dev_evaluator = EmbeddingSimilarityEvaluator(\n            sentences1=eval_dataset[\"sentence1\"],\n            sentences2=eval_dataset[\"sentence2\"],\n            scores=eval_dataset[\"score\"],\n            main_similarity=SimilarityFunction.COSINE,\n            name=\"sts-dev\",\n        )\n        # You can run evaluation like so:\n        # results = dev_evaluator(model)\n\n.. tab:: TripletEvaluator with AllNLI\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference external\" href=\"https://huggingface.co/datasets/sentence-transformers/all-nli\">sentence-transformers/all-nli</a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/sentence_transformer/evaluation.html#sentence_transformers.evaluation.TripletEvaluator\" title=\"sentence_transformers.evaluation.TripletEvaluator\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.evaluation.TripletEvaluator</span></code></a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/sentence_transformer/SentenceTransformer.html#sentence_transformers.SimilarityFunction\" title=\"sentence_transformers.SimilarityFunction\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.SimilarityFunction</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from datasets import load_dataset\n        from sentence_transformers.evaluation import TripletEvaluator, SimilarityFunction\n\n        # Load triplets from the AllNLI dataset (https://huggingface.co/datasets/sentence-transformers/all-nli)\n        max_samples = 1000\n        eval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=f\"dev[:{max_samples}]\")\n\n        # Initialize the evaluator\n        dev_evaluator = TripletEvaluator(\n            anchors=eval_dataset[\"anchor\"],\n            positives=eval_dataset[\"positive\"],\n            negatives=eval_dataset[\"negative\"],\n            main_distance_function=SimilarityFunction.COSINE,\n            name=\"all-nli-dev\",\n        )\n        # You can run evaluation like so:\n        # results = dev_evaluator(model)\n\n.. tab:: NanoBEIREvaluator\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference internal\" href=\"../package_reference/sentence_transformer/evaluation.html#sentence_transformers.evaluation.NanoBEIREvaluator\" title=\"sentence_transformers.evaluation.NanoBEIREvaluator\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.evaluation.NanoBEIREvaluator</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from sentence_transformers.evaluation import NanoBEIREvaluator\n\n        # Initialize the evaluator. Unlike most other evaluators, this one loads the relevant datasets\n        # directly from Hugging Face, so there's no mandatory arguments\n        dev_evaluator = NanoBEIREvaluator()\n        # You can run evaluation like so:\n        # results = dev_evaluator(model)\n\n.. tip::\n\n    When evaluating frequently during training with a small ``eval_steps``, consider using a tiny ``eval_dataset`` to minimize evaluation overhead. If you're concerned about the evaluation set size, a 90-1-9 train-eval-test split can provide a balance, reserving a reasonably sized test set for final evaluations. After training, you can assess your model's performance using ``trainer.evaluate(test_dataset)`` for test loss or initialize a testing evaluator with ``test_evaluator(model)`` for detailed test metrics.\n\n    If you evaluate after training, but before saving the model, your automatically generated model card will still include the test results.\n\n.. warning::\n\n    When using `Distributed Training <training/distributed.html>`_, the evaluator only runs on the first device, unlike the training and evaluation datasets, which are shared across all devices. \n```\n\n## Trainer\n\n```{eval-rst}\nThe :class:`~sentence_transformers.trainer.SentenceTransformerTrainer` is where all previous components come together. We only have to specify the trainer with the model, training arguments (optional), training dataset, evaluation dataset (optional), loss function, evaluator (optional) and we can start training. Let's have a look at a script where all of these components come together:\n\n.. sidebar:: Documentation\n\n    #. :class:`~sentence_transformers.SentenceTransformer`\n    #. :class:`~sentence_transformers.model_card.SentenceTransformerModelCardData`\n    #. :func:`~datasets.load_dataset`\n    #. :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss`\n    #. :class:`~sentence_transformers.training_args.SentenceTransformerTrainingArguments`\n    #. :class:`~sentence_transformers.evaluation.TripletEvaluator`\n    #. :class:`~sentence_transformers.trainer.SentenceTransformerTrainer`\n    #. :class:`SentenceTransformer.save_pretrained <sentence_transformers.SentenceTransformer.save_pretrained>`\n    #. :class:`SentenceTransformer.push_to_hub <sentence_transformers.SentenceTransformer.push_to_hub>`\n\n    - `Training Examples <training/examples.html>`_\n\n::\n\n    from datasets import load_dataset\n    from sentence_transformers import (\n        SentenceTransformer,\n        SentenceTransformerTrainer,\n        SentenceTransformerTrainingArguments,\n        SentenceTransformerModelCardData,\n    )\n    from sentence_transformers.losses import MultipleNegativesRankingLoss\n    from sentence_transformers.training_args import BatchSamplers\n    from sentence_transformers.evaluation import TripletEvaluator\n\n    # 1. Load a model to finetune with 2. (Optional) model card data\n    model = SentenceTransformer(\n        \"microsoft/mpnet-base\",\n        model_card_data=SentenceTransformerModelCardData(\n            language=\"en\",\n            license=\"apache-2.0\",\n            model_name=\"MPNet base trained on AllNLI triplets\",\n        )\n    )\n\n    # 3. Load a dataset to finetune on\n    dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\")\n    train_dataset = dataset[\"train\"].select(range(100_000))\n    eval_dataset = dataset[\"dev\"]\n    test_dataset = dataset[\"test\"]\n\n    # 4. Define a loss function\n    loss = MultipleNegativesRankingLoss(model)\n\n    # 5. (Optional) Specify training arguments\n    args = SentenceTransformerTrainingArguments(\n        # Required parameter:\n        output_dir=\"models/mpnet-base-all-nli-triplet\",\n        # Optional training parameters:\n        num_train_epochs=1,\n        per_device_train_batch_size=16,\n        per_device_eval_batch_size=16,\n        learning_rate=2e-5,\n        warmup_ratio=0.1,\n        fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=False,  # Set to True if you have a GPU that supports BF16\n        batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=100,\n        save_strategy=\"steps\",\n        save_steps=100,\n        save_total_limit=2,\n        logging_steps=100,\n        run_name=\"mpnet-base-all-nli-triplet\",  # Will be used in W&B if `wandb` is installed\n    )\n\n    # 6. (Optional) Create an evaluator & evaluate the base model\n    dev_evaluator = TripletEvaluator(\n        anchors=eval_dataset[\"anchor\"],\n        positives=eval_dataset[\"positive\"],\n        negatives=eval_dataset[\"negative\"],\n        name=\"all-nli-dev\",\n    )\n    dev_evaluator(model)\n\n    # 7. Create a trainer & train\n    trainer = SentenceTransformerTrainer(\n        model=model,\n        args=args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=dev_evaluator,\n    )\n    trainer.train()\n\n    # (Optional) Evaluate the trained model on the test set\n    test_evaluator = TripletEvaluator(\n        anchors=test_dataset[\"anchor\"],\n        positives=test_dataset[\"positive\"],\n        negatives=test_dataset[\"negative\"],\n        name=\"all-nli-test\",\n    )\n    test_evaluator(model)\n\n    # 8. Save the trained model\n    model.save_pretrained(\"models/mpnet-base-all-nli-triplet/final\")\n    \n    # 9. (Optional) Push it to the Hugging Face Hub\n    model.push_to_hub(\"mpnet-base-all-nli-triplet\")\n\n```\n\n### Callbacks\n\n```{eval-rst}\nThis Sentence Transformers trainer integrates support for various :class:`transformers.TrainerCallback` subclasses, such as:\n\n- :class:`~transformers.integrations.WandbCallback` to automatically log training metrics to W&B if ``wandb`` is installed\n- :class:`~transformers.integrations.TensorBoardCallback` to log training metrics to TensorBoard if ``tensorboard`` is accessible.\n- :class:`~transformers.integrations.CodeCarbonCallback` to track the carbon emissions of your model during training if ``codecarbon`` is installed.\n\n    - Note: These carbon emissions will be included in your automatically generated model card.\n\nSee the Transformers `Callbacks <https://huggingface.co/docs/transformers/main/en/main_classes/callback>`_\ndocumentation for more information on the integrated callbacks and how to write your own callbacks.\n```\n\n## Multi-Dataset Training\n\n```{eval-rst}\nThe top performing models are trained using many datasets at once. Normally, this is rather tricky, as each dataset has a different format. However, :class:`sentence_transformers.trainer.SentenceTransformerTrainer` can train with multiple datasets without having to convert each dataset to the same format. It can even apply different loss functions to each of the datasets. The steps to train with multiple datasets are:\n\n- Use a dictionary of :class:`~datasets.Dataset` instances (or a :class:`~datasets.DatasetDict`) as the ``train_dataset``  (and optionally also ``eval_dataset``).\n- (Optional) Use a dictionary of loss functions mapping dataset names to losses. Only required if you wish to use different loss function for different datasets.\n\nEach training/evaluation batch will only contain samples from one of the datasets. The order in which batches are samples from the multiple datasets is defined by the :class:`~sentence_transformers.training_args.MultiDatasetBatchSamplers` enum, which can be passed to the :class:`~sentence_transformers.training_args.SentenceTransformerTrainingArguments` via ``multi_dataset_batch_sampler``. Valid options are:\n\n- ``MultiDatasetBatchSamplers.ROUND_ROBIN``: Round-robin sampling from each dataset until one is exhausted. With this strategy, it’s likely that not all samples from each dataset are used, but each dataset is sampled from equally.\n- ``MultiDatasetBatchSamplers.PROPORTIONAL`` (default): Sample from each dataset in proportion to its size. With this strategy, all samples from each dataset are used and larger datasets are sampled from more frequently.\n\nThis multi-task training has been shown to be very effective, e.g. `Huang et al. <https://huggingface.co/papers/2405.06932>`_ employed :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss`, :class:`~sentence_transformers.losses.CoSENTLoss`, and a variation on :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss` without in-batch negatives and only hard negatives to reach state-of-the-art performance on Chinese. They even applied :class:`~sentence_transformers.losses.MatryoshkaLoss` to allow the model to produce `Matryoshka Embeddings <../../examples/sentence_transformer/training/matryoshka/README.html>`_.\n\nTraining on multiple datasets looks like this:\n\n.. sidebar:: Documentation\n\n    - :func:`datasets.load_dataset`\n    - :class:`~sentence_transformers.SentenceTransformer`\n    - :class:`~sentence_transformers.trainer.SentenceTransformerTrainer`\n    - :class:`~sentence_transformers.losses.CoSENTLoss`\n    - :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss`\n    - :class:`~sentence_transformers.losses.SoftmaxLoss`\n    - `sentence-transformers/all-nli <https://huggingface.co/datasets/sentence-transformers/all-nli>`_\n    - `sentence-transformers/stsb <https://huggingface.co/datasets/sentence-transformers/stsb>`_\n    - `sentence-transformers/quora-duplicates <https://huggingface.co/datasets/sentence-transformers/quora-duplicates>`_\n    - `sentence-transformers/natural-questions <https://huggingface.co/datasets/sentence-transformers/natural-questions>`_\n\n    **Training Examples:**\n\n    - `Quora Duplicate Questions > Multi-task learning <https://github.com/huggingface/sentence-transformers/blob/main/examples/sentence_transformer/training/quora_duplicate_questions/training_multi-task-learning.py>`_\n    - `AllNLI + STSb > Multi-task learning <https://github.com/huggingface/sentence-transformers/blob/main/examples/sentence_transformer/training/other/training_multi-task.py>`_\n\n::\n\n    from datasets import load_dataset\n    from sentence_transformers import SentenceTransformer, SentenceTransformerTrainer\n    from sentence_transformers.losses import CoSENTLoss, MultipleNegativesRankingLoss, SoftmaxLoss\n\n    # 1. Load a model to finetune\n    model = SentenceTransformer(\"bert-base-uncased\")\n\n    # 2. Load several Datasets to train with\n    # (anchor, positive)\n    all_nli_pair_train = load_dataset(\"sentence-transformers/all-nli\", \"pair\", split=\"train[:10000]\")\n    # (premise, hypothesis) + label\n    all_nli_pair_class_train = load_dataset(\"sentence-transformers/all-nli\", \"pair-class\", split=\"train[:10000]\")\n    # (sentence1, sentence2) + score\n    all_nli_pair_score_train = load_dataset(\"sentence-transformers/all-nli\", \"pair-score\", split=\"train[:10000]\")\n    # (anchor, positive, negative)\n    all_nli_triplet_train = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"train[:10000]\")\n    # (sentence1, sentence2) + score\n    stsb_pair_score_train = load_dataset(\"sentence-transformers/stsb\", split=\"train[:10000]\")\n    # (anchor, positive)\n    quora_pair_train = load_dataset(\"sentence-transformers/quora-duplicates\", \"pair\", split=\"train[:10000]\")\n    # (query, answer)\n    natural_questions_train = load_dataset(\"sentence-transformers/natural-questions\", split=\"train[:10000]\")\n\n    # We can combine all datasets into a dictionary with dataset names to datasets\n    train_dataset = {\n        \"all-nli-pair\": all_nli_pair_train,\n        \"all-nli-pair-class\": all_nli_pair_class_train,\n        \"all-nli-pair-score\": all_nli_pair_score_train,\n        \"all-nli-triplet\": all_nli_triplet_train,\n        \"stsb\": stsb_pair_score_train,\n        \"quora\": quora_pair_train,\n        \"natural-questions\": natural_questions_train,\n    }\n\n    # 3. Load several Datasets to evaluate with\n    # (anchor, positive, negative)\n    all_nli_triplet_dev = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"dev\")\n    # (sentence1, sentence2, score)\n    stsb_pair_score_dev = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\n    # (anchor, positive)\n    quora_pair_dev = load_dataset(\"sentence-transformers/quora-duplicates\", \"pair\", split=\"train[10000:11000]\")\n    # (query, answer)\n    natural_questions_dev = load_dataset(\"sentence-transformers/natural-questions\", split=\"train[10000:11000]\")\n\n    # We can use a dictionary for the evaluation dataset too, but we don't have to. We could also just use\n    # no evaluation dataset, or one dataset.\n    eval_dataset = {\n        \"all-nli-triplet\": all_nli_triplet_dev,\n        \"stsb\": stsb_pair_score_dev,\n        \"quora\": quora_pair_dev,\n        \"natural-questions\": natural_questions_dev,\n    }\n\n    # 4. Load several loss functions to train with\n    # (anchor, positive), (anchor, positive, negative)\n    mnrl_loss = MultipleNegativesRankingLoss(model)\n    # (sentence_A, sentence_B) + class\n    softmax_loss = SoftmaxLoss(model, model.get_sentence_embedding_dimension(), 3)\n    # (sentence_A, sentence_B) + score\n    cosent_loss = CoSENTLoss(model)\n\n    # Create a mapping with dataset names to loss functions, so the trainer knows which loss to apply where.\n    # Note that you can also just use one loss if all of your training/evaluation datasets use the same loss\n    losses = {\n        \"all-nli-pair\": mnrl_loss,\n        \"all-nli-pair-class\": softmax_loss,\n        \"all-nli-pair-score\": cosent_loss,\n        \"all-nli-triplet\": mnrl_loss,\n        \"stsb\": cosent_loss,\n        \"quora\": mnrl_loss,\n        \"natural-questions\": mnrl_loss,\n    }\n\n    # 5. Define a simple trainer, although it's recommended to use one with args & evaluators\n    trainer = SentenceTransformerTrainer(\n        model=model,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=losses,\n    )\n    trainer.train()\n\n    # 6. save the trained model and optionally push it to the Hugging Face Hub\n    model.save_pretrained(\"bert-base-all-nli-stsb-quora-nq\")\n    model.push_to_hub(\"bert-base-all-nli-stsb-quora-nq\")\n```\n\n## Deprecated Training\n\n```{eval-rst}\nPrior to the Sentence Transformers v3.0 release, models would be trained with the :meth:`SentenceTransformer.fit() <sentence_transformers.SentenceTransformer.fit>` method and a :class:`~torch.utils.data.DataLoader` of :class:`~sentence_transformers.readers.InputExample`, which looked something like this::\n\n    from sentence_transformers import SentenceTransformer, InputExample, losses\n    from torch.utils.data import DataLoader\n\n    # Define the model. Either from scratch of by loading a pre-trained model\n    model = SentenceTransformer(\"distilbert/distilbert-base-uncased\")\n\n    # Define your train examples. You need more than just two examples...\n    train_examples = [\n        InputExample(texts=[\"My first sentence\", \"My second sentence\"], label=0.8),\n        InputExample(texts=[\"Another pair\", \"Unrelated sentence\"], label=0.3),\n    ]\n\n    # Define your train dataset, the dataloader and the train loss\n    train_dataloader = DataLoader(train_examples, shuffle=True, batch_size=16)\n    train_loss = losses.CosineSimilarityLoss(model)\n\n    # Tune the model\n    model.fit(train_objectives=[(train_dataloader, train_loss)], epochs=1, warmup_steps=100)\n\nSince the v3.0 release, using :meth:`SentenceTransformer.fit() <sentence_transformers.SentenceTransformer.fit>` is still possible, but it will initialize a :class:`~sentence_transformers.trainer.SentenceTransformerTrainer` behind the scenes. It is recommended to use the Trainer directly, as you will have more control via the :class:`~sentence_transformers.training_args.SentenceTransformerTrainingArguments`, but existing training scripts relying on :meth:`SentenceTransformer.fit() <sentence_transformers.SentenceTransformer.fit>` should still work.\n\nIn case there are issues with the updated :meth:`SentenceTransformer.fit() <sentence_transformers.SentenceTransformer.fit>`, you can also get exactly the old behaviour by calling :meth:`SentenceTransformer.old_fit() <sentence_transformers.SentenceTransformer.old_fit>` instead, but this method is planned to be deprecated fully in the future.\n\n```\n\n## Best Base Embedding Models\n\nThe quality of your text embedding model depends on which transformer model you choose. Sadly we cannot infer from a better performance on e.g. the GLUE or SuperGLUE benchmark that this model will also yield better representations.\n\nTo test the suitability of transformer models, I use the [training_nli_v2.py](https://github.com/huggingface/sentence-transformers/blob/main/examples/sentence_transformer/training/nli/training_nli_v2.py) script and train on 560k (anchor, positive, negative)-triplets for 1 epoch with batch size 64. I then evaluate on 14 diverse text similarity tasks (clustering, semantic search, duplicate detection etc.) from various domains.\n\nIn the following table you find the performance for different models and their performance on this benchmark:\n\n| Model                                                                                                                             | Performance (14 sentence similarity tasks) |\n|:-----------------------------------------------------------------------------------------------------------------------------------|:-----------------------------------------|\n| [microsoft/mpnet-base](https://huggingface.co/microsoft/mpnet-base)                                                               | 60.99                                      |\n| [nghuyong/ernie-2.0-en](https://huggingface.co/nghuyong/ernie-2.0-en)                                                             | 60.73                                      |\n| [microsoft/deberta-base](https://huggingface.co/microsoft/deberta-base)                                                           | 60.21                                      |\n| [roberta-base](https://huggingface.co/roberta-base)                                                                               | 59.63                                      |\n| [t5-base](https://huggingface.co/t5-base)                                                                                         | 59.21                                      |\n| [bert-base-uncased](https://huggingface.co/bert-base-uncased)                                                                     | 59.17                                      |\n| [distilbert-base-uncased](https://huggingface.co/distilbert-base-uncased)                                                         | 59.03                                      |\n| [nreimers/TinyBERT_L-6_H-768_v2](https://huggingface.co/nreimers/TinyBERT_L-6_H-768_v2)                                           | 58.27                                      |\n| [google/t5-v1_1-base](https://huggingface.co/google/t5-v1_1-base)                                                                 | 57.63                                      |\n| [nreimers/MiniLMv2-L6-H768-distilled-from-BERT-Large](https://huggingface.co/nreimers/MiniLMv2-L6-H768-distilled-from-BERT-Large) | 57.31                                      |\n| [albert-base-v2](https://huggingface.co/albert-base-v2)                                                                           | 57.14                                      |\n| [microsoft/MiniLM-L12-H384-uncased](https://huggingface.co/microsoft/MiniLM-L12-H384-uncased)                                     | 56.79                                      |\n| [microsoft/deberta-v3-base](https://huggingface.co/microsoft/deberta-v3-base)                                                     | 54.46                                      |\n\n## Comparisons with CrossEncoder Training\n\n```{eval-rst}\nTraining :class:`~sentence_transformers.SentenceTransformer` models is very similar as training :class:`~sentence_transformers.cross_encoder.CrossEncoder` models, with some key differences:\n\n- For :class:`~sentence_transformers.cross_encoder.CrossEncoder` training, you can use (variably sized) lists of texts in a column. In :class:`~sentence_transformers.SentenceTransformer` training, you **cannot** use lists of inputs (e.g. texts) in a column of the training/evaluation dataset(s). In short: training with a variable number of negatives is not supported.\n\nSee the `Cross Encoder > Training Overview <../cross_encoder/training_overview.html>`_ documentation for more details on training :class:`~sentence_transformers.cross_encoder.CrossEncoder` models.\n\n```\n"
  },
  {
    "path": "docs/sentence_transformer/usage/backend_export_sidebar.rst",
    "content": ".. sidebar:: Export, Optimize, and Quantize Hugging Face models\n\n   This Hugging Face Space provides a user interface for exporting, optimizing, and quantizing models for either ONNX or OpenVINO:\n\n   - `sentence-transformers/backend-export <https://huggingface.co/spaces/sentence-transformers/backend-export>`_\n"
  },
  {
    "path": "docs/sentence_transformer/usage/custom_models.rst",
    "content": "Creating Custom Models\n=======================\n\nStructure of Sentence Transformer Models\n----------------------------------------\n\nA Sentence Transformer model consists of a collection of modules (`docs <../../package_reference/sentence_transformer/models.html>`_) that are executed sequentially. The most common architecture is a combination of a :class:`~sentence_transformers.models.Transformer` module, a :class:`~sentence_transformers.models.Pooling` module, and optionally, a :class:`~sentence_transformers.models.Dense` module and/or a :class:`~sentence_transformers.models.Normalize` module.\n\n* :class:`~sentence_transformers.models.Transformer`: This module is responsible for processing the input text and generating contextualized embeddings.\n* :class:`~sentence_transformers.models.Pooling`: This module reduces the dimensionality of the output from the Transformer module by aggregating the embeddings. Common pooling strategies include mean pooling and CLS pooling.\n* :class:`~sentence_transformers.models.Dense`: This module contains a linear layer that post-processes the embedding output from the Pooling module.\n* :class:`~sentence_transformers.models.Normalize`: This module normalizes the embedding from the previous layer.\n\nFor example, the popular `all-MiniLM-L6-v2 <https://huggingface.co/sentence-transformers/all-MiniLM-L6-v2>`_ model can also be loaded by initializing the 3 specific modules that make up that model:\n\n.. code-block:: python\n\n   from sentence_transformers import models, SentenceTransformer\n\n   transformer = models.Transformer(\"sentence-transformers/all-MiniLM-L6-v2\", max_seq_length=256)\n   pooling = models.Pooling(transformer.get_word_embedding_dimension(), pooling_mode=\"mean\")\n   normalize = models.Normalize()\n\n   model = SentenceTransformer(modules=[transformer, pooling, normalize])\n\nSaving Sentence Transformer Models\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nWhenever a Sentence Transformer model is saved, three types of files are generated:\n\n* ``modules.json``: This file contains a list of module names, paths, and types that are used to reconstruct the model.\n* ``config_sentence_transformers.json``: This file contains some configuration options of the Sentence Transformer model, including saved prompts, the model its similarity function, and the Sentence Transformer package version used by the model author.\n* **Module-specific files**: Each module is saved in separate subfolders named after the module index and the model name (e.g., ``1_Pooling``, ``2_Normalize``), except the first module may be saved in the root directory if it has a ``save_in_root`` attribute set to ``True``. In Sentence Transformers, this is the case for the :class:`~sentence_transformers.models.Transformer` and :class:`~sentence_transformers.models.CLIPModel` modules.\n  Most module folders contain a ``config.json`` (or ``sentence_bert_config.json`` for the :class:`~sentence_transformers.models.Transformer` module) file that stores default values for keyword arguments passed to that Module. So, a ``sentence_bert_config.json`` of::\n\n    {\n      \"max_seq_length\": 4096,\n      \"do_lower_case\": false\n    }\n  \n  means that the :class:`~sentence_transformers.models.Transformer` module will be initialized with ``max_seq_length=4096`` and ``do_lower_case=False``.\n\nAs a result, if I call :meth:`SentenceTransformer.save_pretrained(\"local-all-MiniLM-L6-v2\") <sentence_transformers.SentenceTransformer.save_pretrained>` on the ``model`` from the previous snippet, the following files are generated:\n\n.. code-block:: bash\n\n   local-all-MiniLM-L6-v2/\n   ├── 1_Pooling\n   │   └── config.json\n   ├── 2_Normalize\n   ├── README.md\n   ├── config.json\n   ├── config_sentence_transformers.json\n   ├── model.safetensors\n   ├── modules.json\n   ├── sentence_bert_config.json\n   ├── special_tokens_map.json\n   ├── tokenizer.json\n   ├── tokenizer_config.json\n   └── vocab.txt\n\nThis contains a ``modules.json`` with these contents:\n\n.. code-block:: json\n\n   [\n     {\n       \"idx\": 0,\n       \"name\": \"0\",\n       \"path\": \"\",\n       \"type\": \"sentence_transformers.models.Transformer\"\n     },\n     {\n       \"idx\": 1,\n       \"name\": \"1\",\n       \"path\": \"1_Pooling\",\n       \"type\": \"sentence_transformers.models.Pooling\"\n     },\n     {\n       \"idx\": 2,\n       \"name\": \"2\",\n       \"path\": \"2_Normalize\",\n       \"type\": \"sentence_transformers.models.Normalize\"\n     }\n   ]\n\nAnd a ``config_sentence_transformers.json`` with these contents:\n\n.. code-block:: json\n\n   {\n     \"__version__\": {\n       \"sentence_transformers\": \"3.0.1\",\n       \"transformers\": \"4.43.4\",\n       \"pytorch\": \"2.5.0\"\n     },\n     \"prompts\": {},\n     \"default_prompt_name\": null,\n     \"similarity_fn_name\": null\n   }\n\nAdditionally, the ``1_Pooling`` directory contains the configuration file for the :class:`~sentence_transformers.models.Pooling` module, while the ``2_Normalize`` directory is empty because the :class:`~sentence_transformers.models.Normalize` module does not require any configuration. The ``sentence_bert_config.json`` file contains the configuration of the :class:`~sentence_transformers.models.Transformer` module, and this module also saved a lot of files related to the tokenizer and the model itself in the root directory.\n\nLoading Sentence Transformer Models\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nTo load a Sentence Transformer model from a saved model directory, the ``modules.json`` is read to determine the modules that make up the model. Each module is initialized with the configuration stored in the corresponding module directory, after which the SentenceTransformer class is instantiated with the loaded modules.\n\nSentence Transformer Model from a Transformers Model\n----------------------------------------------------\n\nWhen you initialize a Sentence Transformer model with a pure Transformers model (e.g., BERT, RoBERTa, DistilBERT, T5), Sentence Transformers creates a Transformer module and a Mean Pooling module by default. This provides a simple way to leverage pre-trained language models for sentence embeddings.\n\nTo be specific, these two snippets are identical::\n\n   from sentence_transformers import SentenceTransformer\n\n   model = SentenceTransformer(\"bert-base-uncased\")\n\n::\n\n   from sentence_transformers import models, SentenceTransformer\n   \n   transformer = models.Transformer(\"bert-base-uncased\")\n   pooling = models.Pooling(transformer.get_word_embedding_dimension(), pooling_mode=\"mean\")\n   model = SentenceTransformer(modules=[transformer, pooling])\n\nAdvanced: Custom Modules\n------------------------\n\nInput Modules\n^^^^^^^^^^^^^\n\nThe first module in a pipeline is called the input module. It is responsible for tokenizing the input text and generating the input features for the subsequent modules. The input module can be any module that implements the :class:`~sentence_transformers.models.InputModule` class, which is a subclass of the :class:`~sentence_transformers.models.Module` class.\n\nIt has three abstract methods that you need to implement:\n\n* A :meth:`~sentence_transformers.models.Module.forward` method that accepts a ``features`` dictionary with keys like ``input_ids``, ``attention_mask``, ``token_type_ids``, ``token_embeddings``, and ``sentence_embedding``, depending on where the module is in the model pipeline.\n* A :meth:`~sentence_transformers.models.Module.save` method that saves the module's configuration and optionally weights to a provided directory.\n* A :meth:`~sentence_transformers.models.InputModule.tokenize` method that accepts a list of inputs and returns a dictionary with keys like ``input_ids``, ``attention_mask``, ``token_type_ids``, ``pixel_values``, etc. This dictionary will be passed along to the module's ``forward`` method.\n\nOptionally, you can also implement the following methods:\n\n* A :meth:`~sentence_transformers.models.Module.load` static method that accepts a ``model_name_or_path`` argument, keyword arguments for loading from Hugging Face (``subfolder``, ``token``, ``cache_folder``, etc.) and module kwargs (``model_kwargs``, ``trust_remote_code``, ``backend``, etc.) and initializes the Module given the module's configuration from that directory or model name.\n* A :meth:`~sentence_transformers.models.Module.get_sentence_embedding_dimension` method that returns the dimensionality of the sentence embeddings produced by the module. This is required if the module generates the embeddings or updates the embeddings' dimensionality.\n* A :meth:`~sentence_transformers.models.InputModule.get_max_seq_length` method that returns the maximum sequence length the module can process. Only required if the module processes input text.\n\nSubsequent Modules\n^^^^^^^^^^^^^^^^^^\n\nSubsequent modules in the pipeline are called non-input modules. They are responsible for processing the input features generated by the input module and generating the final sentence embeddings. Non-input modules can be any module that implements the :class:`~sentence_transformers.models.Module` class.\n\nIt has two abstract methods that you need to implement:\n\n* A :meth:`~sentence_transformers.models.Module.forward` method that accepts a ``features`` dictionary with keys like ``input_ids``, ``attention_mask``, ``token_type_ids``, ``token_embeddings``, and ``sentence_embedding``, depending on where the module is in the model pipeline.\n* A :meth:`~sentence_transformers.models.Module.save` method that saves the module's configuration and optionally weights to a provided directory.\n\nOptionally, you can also implement the following methods:\n\n* A :meth:`~sentence_transformers.models.Module.load` static method that accepts a ``model_name_or_path`` argument, keyword arguments for loading from Hugging Face (``subfolder``, ``token``, ``cache_folder``, etc.) and module kwargs (``model_kwargs``, ``trust_remote_code``, ``backend``, etc.) and initializes the Module given the module's configuration from that directory or model name.\n* A :meth:`~sentence_transformers.models.Module.get_sentence_embedding_dimension` method that returns the dimensionality of the sentence embeddings produced by the module. This is required if the module generates the embeddings or updates the embeddings' dimensionality.\n\nExample Module\n^^^^^^^^^^^^^^\n\nFor example, we can create a custom pooling method by implementing a custom Module.\n\n.. code-block:: python\n\n   # decay_pooling.py\n\n   import torch\n   from sentence_transformers.models import Module\n\n\n   class DecayMeanPooling(Module):\n       config_keys: list[str] = [\"dimension\", \"decay\"]\n\n       def __init__(self, dimension: int, decay: float = 0.95, **kwargs) -> None:\n           super(DecayMeanPooling, self).__init__()\n           self.dimension = dimension\n           self.decay = decay\n\n       def forward(self, features: dict[str, torch.Tensor], **kwargs) -> dict[str, torch.Tensor]:\n           # This module is expected to be used after some modules that provide \"token_embeddings\"\n           # and \"attention_mask\" in the features dictionary.\n           token_embeddings = features[\"token_embeddings\"]\n           attention_mask = features[\"attention_mask\"].unsqueeze(-1)\n\n           # Apply the attention mask to filter away padding tokens\n           token_embeddings = token_embeddings * attention_mask\n           # Calculate mean of token embeddings\n           sentence_embeddings = token_embeddings.sum(1) / attention_mask.sum(1)\n           # Apply exponential decay\n           importance_per_dim = self.decay ** torch.arange(\n               sentence_embeddings.size(1), device=sentence_embeddings.device\n           )\n           features[\"sentence_embedding\"] = sentence_embeddings * importance_per_dim\n           return features\n\n       def get_sentence_embedding_dimension(self) -> int:\n           return self.dimension\n\n       def save(self, output_path, *args, safe_serialization=True, **kwargs) -> None:\n           self.save_config(output_path)\n\n       # The `load` method by default loads the config.json file from the model directory\n       # and initializes the class with the loaded parameters, i.e. the `config_keys`.\n       # This works for us, so no need to override it.\n\n.. note::\n\n   Adding ``**kwargs`` to the ``__init__``, ``forward``, ``save``, ``load``, and ``tokenize`` methods is recommended to ensure that the methods remain compatible with future updates to the Sentence Transformers library.\n\nThis can now be used as a module in a Sentence Transformer model::\n   \n   from sentence_transformers import models, SentenceTransformer\n   from decay_pooling import DecayMeanPooling\n\n   transformer = models.Transformer(\"bert-base-uncased\", max_seq_length=256)\n   decay_mean_pooling = DecayMeanPooling(transformer.get_word_embedding_dimension(), decay=0.99)\n   normalize = models.Normalize()\n\n   model = SentenceTransformer(modules=[transformer, decay_mean_pooling, normalize])\n   print(model)\n   \"\"\"\n   SentenceTransformer(\n       (0): Transformer({'max_seq_length': 256, 'do_lower_case': False, 'architecture': 'BertModel'})\n       (1): DecayMeanPooling()\n       (2): Normalize()\n   )\n   \"\"\"\n\n   texts = [\n       \"Hello, World!\",\n       \"The quick brown fox jumps over the lazy dog.\",\n       \"I am a sentence that is used for testing purposes.\",\n       \"This is a test sentence.\",\n       \"This is another test sentence.\",\n   ]\n   embeddings = model.encode(texts)\n   print(embeddings.shape)\n   # [5, 768]\n\nYou can save this model with :meth:`SentenceTransformer.save_pretrained <sentence_transformers.SentenceTransformer.save_pretrained>`, resulting in a ``modules.json`` of::\n\n   [\n     {\n       \"idx\": 0,\n       \"name\": \"0\",\n       \"path\": \"\",\n       \"type\": \"sentence_transformers.models.Transformer\"\n     },\n     {\n       \"idx\": 1,\n       \"name\": \"1\",\n       \"path\": \"1_DecayMeanPooling\",\n       \"type\": \"decay_pooling.DecayMeanPooling\"\n     },\n     {\n       \"idx\": 2,\n       \"name\": \"2\",\n       \"path\": \"2_Normalize\",\n       \"type\": \"sentence_transformers.models.Normalize\"\n     }\n   ]\n\nTo ensure that ``decay_pooling.DecayMeanPooling`` can be imported, you should copy over the ``decay_pooling.py`` file to the directory where you saved the model. If you push the model to the `Hugging Face Hub <https://huggingface.co/models>`_, then you should also upload the ``decay_pooling.py`` file to the model's repository. Then, everyone can use your custom module by calling :meth:`SentenceTransformer(\"your-username/your-model-id\", trust_remote_code=True) <sentence_transformers.SentenceTransformer>`.\n\n.. note::\n\n   Using a custom module with remote code stored on the Hugging Face Hub requires that your users specify ``trust_remote_code`` as ``True`` when loading the model. This is a security measure to prevent remote code execution attacks.\n\nIf you have your models and custom modelling code on the Hugging Face Hub, then it might make sense to separate your custom modules into a separate repository. This way, you only have to maintain one implementation of your custom module, and you can reuse it across multiple models. You can do this by updating the ``type`` in ``modules.json`` file to include the path to the repository where the custom module is stored like ``{repository_id}--{dot_path_to_module}``. For example, if the ``decay_pooling.py`` file is stored in a repository called ``my-user/my-model-implementation`` and the module is called ``DecayMeanPooling``, then the ``modules.json`` file may look like this::\n\n   [\n     {\n       \"idx\": 0,\n       \"name\": \"0\",\n       \"path\": \"\",\n       \"type\": \"sentence_transformers.models.Transformer\"\n     },\n     {\n       \"idx\": 1,\n       \"name\": \"1\",\n       \"path\": \"1_DecayMeanPooling\",\n       \"type\": \"my-user/my-model-implementation--decay_pooling.DecayMeanPooling\"\n     },\n     {\n       \"idx\": 2,\n       \"name\": \"2\",\n       \"path\": \"2_Normalize\",\n       \"type\": \"sentence_transformers.models.Normalize\"\n     }\n   ]\n\nAdvanced: Keyword argument passthrough in Custom Modules\n^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n\nIf you want your users to be able to specify custom keyword arguments via the :meth:`SentenceTransformer.encode <sentence_transformers.SentenceTransformer.encode>` method, then you can add their names to the ``modules.json`` file. For example, if my module should behave differently if your users specify a ``task`` keyword argument, then your ``modules.json`` might look like::\n\n   [\n     {\n       \"idx\": 0,\n       \"name\": \"0\",\n       \"path\": \"\",\n       \"type\": \"custom_transformer.CustomTransformer\",\n       \"kwargs\": [\"task\"]\n     },\n     {\n       \"idx\": 1,\n       \"name\": \"1\",\n       \"path\": \"1_Pooling\",\n       \"type\": \"sentence_transformers.models.Pooling\"\n     },\n     {\n       \"idx\": 2,\n       \"name\": \"2\",\n       \"path\": \"2_Normalize\",\n       \"type\": \"sentence_transformers.models.Normalize\"\n     }\n   ]\n\nThen, you can access the ``task`` keyword argument in the ``forward`` method of your custom module::\n\n   from sentence_transformers.models import Transformer\n\n   class CustomTransformer(Transformer):\n       def forward(self, features: dict[str, torch.Tensor], task: Optional[str] = None, **kwargs) -> dict[str, torch.Tensor]:\n           if task == \"default\":\n               # Do something\n           else:\n               # Do something else\n           return features\n\nThis way, users can specify the ``task`` keyword argument when calling :meth:`SentenceTransformer.encode <sentence_transformers.SentenceTransformer.encode>`::\n\n   from sentence_transformers import SentenceTransformer\n\n   model = SentenceTransformer(\"your-username/your-model-id\", trust_remote_code=True)\n   texts = [...]\n   model.encode(texts, task=\"default\")\n"
  },
  {
    "path": "docs/sentence_transformer/usage/efficiency.rst",
    "content": "\nSpeeding up Inference\n=====================\n\nSentence Transformers supports 3 backends for computing embeddings, each with its own optimizations for speeding up inference:\n\n\n.. raw:: html\n\n    <div class=\"components\">\n        <a href=\"#pytorch\" class=\"box\">\n            <div class=\"header\">PyTorch</div>\n            The default backend for Sentence Transformers.\n        </a>\n        <a href=\"#onnx\" class=\"box\">\n            <div class=\"header\">ONNX</div>\n            Flexible and efficient model accelerator.\n        </a>\n        <a href=\"#openvino\" class=\"box\">\n            <div class=\"header\">OpenVINO</div>\n            Optimization of models, mainly for Intel Hardware.\n        </a>\n        <a href=\"#benchmarks\" class=\"box\">\n            <div class=\"header\">Benchmarks</div>\n            Benchmarks for the different backends.\n        </a>\n        <a href=\"#user-interface\" class=\"box\">\n            <div class=\"header\">User Interface</div>\n            GUI to export, optimize, and quantize models.\n        </a>\n    </div>\n    <br>\n\nPyTorch\n-------\n\nThe PyTorch backend is the default backend for Sentence Transformers. If you don't specify a device, it will use the strongest available option across \"cuda\", \"mps\", and \"cpu\". Its default usage looks like this:\n\n.. code-block:: python\n\n   from sentence_transformers import SentenceTransformer\n   \n   model = SentenceTransformer(\"all-MiniLM-L6-v2\")\n\n   sentences = [\"This is an example sentence\", \"Each sentence is converted\"]\n   embeddings = model.encode(sentences)\n\nIf you're using a GPU, then you can use the following options to speed up your inference:\n\n.. tab:: float16 (fp16)\n\n   Float32 (fp32, full precision) is the default floating-point format in ``torch``, whereas float16 (fp16, half precision) is a reduced-precision floating-point format that can speed up inference on GPUs at a minimal loss of model accuracy. To use it, you can specify the ``torch_dtype`` during initialization or call :meth:`model.half() <torch.Tensor.half>` on the initialized model:\n\n   .. code-block:: python\n\n      from sentence_transformers import SentenceTransformer\n\n      model = SentenceTransformer(\"all-MiniLM-L6-v2\", model_kwargs={\"torch_dtype\": \"float16\"})\n      # or: model.half()\n\n      sentences = [\"This is an example sentence\", \"Each sentence is converted\"]\n      embeddings = model.encode(sentences)\n\n.. tab:: bfloat16 (bf16)\n\n   Bfloat16 (bf16) is similar to fp16, but preserves more of the original accuracy of fp32. To use it, you can specify the ``torch_dtype`` during initialization or call :meth:`model.bfloat16() <torch.Tensor.bfloat16>` on the initialized model:\n\n   .. code-block:: python\n\n      from sentence_transformers import SentenceTransformer\n\n      model = SentenceTransformer(\"all-MiniLM-L6-v2\", model_kwargs={\"torch_dtype\": \"bfloat16\"})\n      # or: model.bfloat16()\n\n      sentences = [\"This is an example sentence\", \"Each sentence is converted\"]\n      embeddings = model.encode(sentences)\n\nONNX\n----\n\n.. include:: backend_export_sidebar.rst\n\nONNX can be used to speed up inference by converting the model to ONNX format and using ONNX Runtime to run the model. To use the ONNX backend, you must install Sentence Transformers with the ``onnx`` or ``onnx-gpu`` extra for CPU or GPU acceleration, respectively:\n\n.. code-block:: bash\n\n   pip install sentence-transformers[onnx-gpu]\n   # or\n   pip install sentence-transformers[onnx]\n\nTo convert a model to ONNX format, you can use the following code:\n\n.. code-block:: python\n\n   from sentence_transformers import SentenceTransformer\n\n   model = SentenceTransformer(\"all-MiniLM-L6-v2\", backend=\"onnx\")\n   \n   sentences = [\"This is an example sentence\", \"Each sentence is converted\"]\n   embeddings = model.encode(sentences)\n\nIf the model path or repository already contains a model in ONNX format, Sentence Transformers will automatically use it. Otherwise, it will convert the model to the ONNX format. \n\n.. note::\n\n   If you wish to use the ONNX model outside of Sentence Transformers, you'll need to perform pooling and/or normalization yourself. The ONNX export only converts the Transformer component, which outputs token embeddings, not sentence embeddings. To get sentence embeddings, you'll need to apply the appropriate pooling strategy (like mean pooling) and any normalization that the original model uses.\n\nAll keyword arguments passed via ``model_kwargs`` will be passed on to :meth:`ORTModel.from_pretrained <optimum.onnxruntime.ORTModel.from_pretrained>`. Some notable arguments include:\n\n* ``provider``: ONNX Runtime provider to use for loading the model, e.g. ``\"CPUExecutionProvider\"`` . See https://onnxruntime.ai/docs/execution-providers/ for possible providers. If not specified, the strongest provider (E.g. ``\"CUDAExecutionProvider\"``) will be used.\n* ``file_name``: The name of the ONNX file to load. If not specified, will default to ``\"model.onnx\"`` or otherwise ``\"onnx/model.onnx\"``. This argument is useful for specifying optimized or quantized models.\n* ``export``: A boolean flag specifying whether the model will be exported. If not provided, ``export`` will be set to ``True`` if the model repository or directory does not already contain an ONNX model.\n\n.. tip::\n\n   It's heavily recommended to save the exported model to prevent having to re-export it every time you run your code. You can do this by calling :meth:`model.save_pretrained() <sentence_transformers.SentenceTransformer.save_pretrained>` if your model was local:\n\n   .. code-block:: python\n\n      model = SentenceTransformer(\"path/to/my/model\", backend=\"onnx\")\n      model.save_pretrained(\"path/to/my/model\")\n   \n   or with :meth:`model.push_to_hub() <sentence_transformers.SentenceTransformer.push_to_hub>` if your model was from the Hugging Face Hub:\n\n   .. code-block:: python\n\n      model = SentenceTransformer(\"intfloat/multilingual-e5-small\", backend=\"onnx\")\n      model.push_to_hub(\"intfloat/multilingual-e5-small\", create_pr=True)\n\nOptimizing ONNX Models\n^^^^^^^^^^^^^^^^^^^^^^\n\n.. include:: backend_export_sidebar.rst\n\nONNX models can be optimized using `Optimum <https://huggingface.co/docs/optimum/index>`_, allowing for speedups on CPUs and GPUs alike. To do this, you can use the :func:`~sentence_transformers.backend.export_optimized_onnx_model` function, which saves the optimized in a directory or model repository that you specify. It expects:\n\n- ``model``: a Sentence Transformer, Sparse Encoder, or Cross Encoder model loaded with the ONNX backend.\n- ``optimization_config``: ``\"O1\"``, ``\"O2\"``, ``\"O3\"``, or ``\"O4\"`` representing optimization levels from :class:`~optimum.onnxruntime.AutoOptimizationConfig`, or an :class:`~optimum.onnxruntime.OptimizationConfig` instance.\n- ``model_name_or_path``: a path to save the optimized model file, or the repository name if you want to push it to the Hugging Face Hub.\n- ``push_to_hub``: (Optional) a boolean to push the optimized model to the Hugging Face Hub.\n- ``create_pr``: (Optional) a boolean to create a pull request when pushing to the Hugging Face Hub. Useful when you don't have write access to the repository.\n- ``file_suffix``: (Optional) a string to append to the model name when saving it. If not specified, the optimization level name string will be used, or just ``\"optimized\"`` if the optimization config was not just a string optimization level.\n\nSee this example for exporting a model with :doc:`optimization level 3 <optimum:onnxruntime/usage_guides/optimization>` (basic and extended general optimizations, transformers-specific fusions, fast Gelu approximation):\n\n.. tab:: Hugging Face Hub Model\n\n   Only optimize once::\n\n      from sentence_transformers import SentenceTransformer, export_optimized_onnx_model\n\n      model = SentenceTransformer(\"all-MiniLM-L6-v2\", backend=\"onnx\")\n      export_optimized_onnx_model(\n          model=model,\n          optimization_config=\"O3\",\n          model_name_or_path=\"sentence-transformers/all-MiniLM-L6-v2\",\n          push_to_hub=True,\n          create_pr=True,\n      )\n\n   Before the pull request gets merged::\n\n      from sentence_transformers import SentenceTransformer\n\n      pull_request_nr = 2 # TODO: Update this to the number of your pull request\n      model = SentenceTransformer(\n          \"all-MiniLM-L6-v2\",\n          backend=\"onnx\",\n          model_kwargs={\"file_name\": \"onnx/model_O3.onnx\"},\n          revision=f\"refs/pr/{pull_request_nr}\"\n      )\n   \n   Once the pull request gets merged::\n\n      from sentence_transformers import SentenceTransformer\n\n      model = SentenceTransformer(\n          \"all-MiniLM-L6-v2\",\n          backend=\"onnx\",\n          model_kwargs={\"file_name\": \"onnx/model_O3.onnx\"},\n      )\n\n.. tab:: Local Model\n\n   Only optimize once::\n\n      from sentence_transformers import SentenceTransformer, export_optimized_onnx_model\n\n      model = SentenceTransformer(\"path/to/my/mpnet-legal-finetuned\", backend=\"onnx\")\n      export_optimized_onnx_model(\n          model=model, optimization_config=\"O3\", model_name_or_path=\"path/to/my/mpnet-legal-finetuned\"\n      )\n\n   After optimizing::\n\n      from sentence_transformers import SentenceTransformer\n\n      model = SentenceTransformer(\n          \"path/to/my/mpnet-legal-finetuned\",\n          backend=\"onnx\",\n          model_kwargs={\"file_name\": \"onnx/model_O3.onnx\"},\n      )\n\nQuantizing ONNX Models\n^^^^^^^^^^^^^^^^^^^^^^\n\n.. include:: backend_export_sidebar.rst\n\nONNX models can be quantized to int8 precision using `Optimum <https://huggingface.co/docs/optimum/index>`_, allowing for faster inference on CPUs. To do this, you can use the :func:`~sentence_transformers.backend.export_dynamic_quantized_onnx_model` function, which saves the quantized in a directory or model repository that you specify. Dynamic quantization, unlike static quantization, does not require a calibration dataset. It expects:\n\n- ``model``: a Sentence Transformer, Sparse Encoder, or Cross Encoder model loaded with the ONNX backend.\n- ``quantization_config``: ``\"arm64\"``, ``\"avx2\"``, ``\"avx512\"``, or ``\"avx512_vnni\"`` representing quantization configurations from :class:`~optimum.onnxruntime.AutoQuantizationConfig`, or an :class:`~optimum.onnxruntime.QuantizationConfig` instance.\n- ``model_name_or_path``: a path to save the quantized model file, or the repository name if you want to push it to the Hugging Face Hub.\n- ``push_to_hub``: (Optional) a boolean to push the quantized model to the Hugging Face Hub.\n- ``create_pr``: (Optional) a boolean to create a pull request when pushing to the Hugging Face Hub. Useful when you don't have write access to the repository.\n- ``file_suffix``: (Optional) a string to append to the model name when saving it. If not specified, ``\"qint8_quantized\"`` will be used.\n\nOn my CPU, each of the default quantization configurations (``\"arm64\"``, ``\"avx2\"``, ``\"avx512\"``, ``\"avx512_vnni\"``) resulted in roughly equivalent speedups.\n\nSee this example for quantizing a model to ``int8`` with :doc:`avx512_vnni <optimum:onnxruntime/usage_guides/quantization>`:\n\n.. tab:: Hugging Face Hub Model\n\n   Only quantize once::\n\n      from sentence_transformers import SentenceTransformer, export_dynamic_quantized_onnx_model\n\n      model = SentenceTransformer(\"all-MiniLM-L6-v2\", backend=\"onnx\")\n      export_dynamic_quantized_onnx_model(\n          model=model,\n          quantization_config=\"avx512_vnni\",\n          model_name_or_path=\"sentence-transformers/all-MiniLM-L6-v2\",\n          push_to_hub=True,\n          create_pr=True,\n      )\n\n   Before the pull request gets merged::\n\n      from sentence_transformers import SentenceTransformer\n\n      pull_request_nr = 2 # TODO: Update this to the number of your pull request\n      model = SentenceTransformer(\n          \"all-MiniLM-L6-v2\",\n          backend=\"onnx\",\n          model_kwargs={\"file_name\": \"onnx/model_qint8_avx512_vnni.onnx\"},\n          revision=f\"refs/pr/{pull_request_nr}\",\n      )\n   \n   Once the pull request gets merged::\n\n      from sentence_transformers import SentenceTransformer\n\n      model = SentenceTransformer(\n          \"all-MiniLM-L6-v2\",\n          backend=\"onnx\",\n          model_kwargs={\"file_name\": \"onnx/model_qint8_avx512_vnni.onnx\"},\n      )\n\n.. tab:: Local Model\n\n   Only quantize once::\n\n      from sentence_transformers import SentenceTransformer, export_dynamic_quantized_onnx_model\n\n      model = SentenceTransformer(\"path/to/my/mpnet-legal-finetuned\", backend=\"onnx\")\n      export_dynamic_quantized_onnx_model(\n          model=model, quantization_config=\"avx512_vnni\", model_name_or_path=\"path/to/my/mpnet-legal-finetuned\"\n      )\n\n   After quantizing::\n\n      from sentence_transformers import SentenceTransformer\n\n      model = SentenceTransformer(\n          \"path/to/my/mpnet-legal-finetuned\",\n          backend=\"onnx\",\n          model_kwargs={\"file_name\": \"onnx/model_qint8_avx512_vnni.onnx\"},\n      )\n\nOpenVINO\n--------\n\n.. include:: backend_export_sidebar.rst\n\nOpenVINO allows for accelerated inference on CPUs by exporting the model to the OpenVINO format. To use the OpenVINO backend, you must install Sentence Transformers with the ``openvino`` extra:\n\n.. code-block:: bash\n\n   pip install sentence-transformers[openvino]\n\nTo convert a model to OpenVINO format, you can use the following code:\n\n.. code-block:: python\n\n   from sentence_transformers import SentenceTransformer\n\n   model = SentenceTransformer(\"all-MiniLM-L6-v2\", backend=\"openvino\")\n   \n   sentences = [\"This is an example sentence\", \"Each sentence is converted\"]\n   embeddings = model.encode(sentences)\n\nIf the model path or repository already contains a model in OpenVINO format, Sentence Transformers will automatically use it. Otherwise, it will convert the model to the OpenVINO format.\n\n.. note::\n\n   If you wish to use the OpenVINO model outside of Sentence Transformers, you'll need to perform pooling and/or normalization yourself. The OpenVINO export only converts the Transformer component, which outputs token embeddings, not sentence embeddings. To get sentence embeddings, you'll need to apply the appropriate pooling strategy (like mean pooling) and any normalization that the original model uses.\n\n.. raw:: html\n\n   All keyword arguments passed via <code>model_kwargs</code> will be passed on to <a href=\"https://huggingface.co/docs/optimum/intel/openvino/reference#optimum.intel.openvino.modeling_base.OVBaseModel.from_pretrained\"><code style=\"color: #404040; font-weight: 700;\">OVBaseModel.from_pretrained()</code></a>. Some notable arguments include:\n\n* ``file_name``: The name of the ONNX file to load. If not specified, will default to ``\"openvino_model.xml\"`` or otherwise ``\"openvino/openvino_model.xml\"``. This argument is useful for specifying optimized or quantized models.\n* ``export``: A boolean flag specifying whether the model will be exported. If not provided, ``export`` will be set to ``True`` if the model repository or directory does not already contain an OpenVINO model.\n\n.. tip::\n\n   It's heavily recommended to save the exported model to prevent having to re-export it every time you run your code. You can do this by calling :meth:`model.save_pretrained() <sentence_transformers.SentenceTransformer.save_pretrained>` if your model was local:\n\n   .. code-block:: python\n\n      model = SentenceTransformer(\"path/to/my/model\", backend=\"openvino\")\n      model.save_pretrained(\"path/to/my/model\")\n   \n   or with :meth:`model.push_to_hub() <sentence_transformers.SentenceTransformer.push_to_hub>` if your model was from the Hugging Face Hub:\n\n   .. code-block:: python\n\n      model = SentenceTransformer(\"intfloat/multilingual-e5-small\", backend=\"openvino\")\n      model.push_to_hub(\"intfloat/multilingual-e5-small\", create_pr=True)\n\nQuantizing OpenVINO Models\n^^^^^^^^^^^^^^^^^^^^^^^^^^\n\n.. include:: backend_export_sidebar.rst\n\nOpenVINO models can be quantized to int8 precision using `Optimum Intel <https://huggingface.co/docs/optimum/main/en/intel/index>`_ to speed up inference.\nTo do this, you can use the :func:`~sentence_transformers.backend.export_static_quantized_openvino_model` function,\nwhich saves the quantized model in a directory or model repository that you specify.\nPost-Training Static Quantization expects:\n\n- ``model``: a Sentence Transformer, Sparse Encoder, or Cross Encoder model loaded with the OpenVINO backend.\n- ``quantization_config``: (Optional) The quantization configuration. This parameter accepts either:\n  ``None`` for the default 8-bit quantization, a dictionary representing quantization configurations, or\n  an :class:`~optimum.intel.OVQuantizationConfig` instance.\n- ``model_name_or_path``: a path to save the quantized model file, or the repository name if you want to push it to the Hugging Face Hub.\n- ``dataset_name``: (Optional) The name of the dataset to load for calibration. If not specified, defaults to ``sst2`` subset from the ``glue`` dataset.\n- ``dataset_config_name``: (Optional) The specific configuration of the dataset to load.\n- ``dataset_split``: (Optional) The split of the dataset to load (e.g., 'train', 'test').\n- ``column_name``: (Optional) The column name in the dataset to use for calibration.\n- ``push_to_hub``: (Optional) a boolean to push the quantized model to the Hugging Face Hub.\n- ``create_pr``: (Optional) a boolean to create a pull request when pushing to the Hugging Face Hub. Useful when you don't have write access to the repository.\n- ``file_suffix``: (Optional) a string to append to the model name when saving it. If not specified, ``\"qint8_quantized\"`` will be used.\n\nSee this example for quantizing a model to ``int8`` with `static quantization <https://huggingface.co/docs/optimum/main/en/intel/openvino/optimization#static-quantization>`_:\n\n.. tab:: Hugging Face Hub Model\n\n   Only quantize once::\n\n      from sentence_transformers import SentenceTransformer, export_static_quantized_openvino_model\n\n      model = SentenceTransformer(\"all-MiniLM-L6-v2\", backend=\"openvino\")\n      export_static_quantized_openvino_model(\n          model=model,\n          quantization_config=None,\n          model_name_or_path=\"sentence-transformers/all-MiniLM-L6-v2\",\n          push_to_hub=True,\n          create_pr=True,\n      )\n\n   Before the pull request gets merged::\n\n      from sentence_transformers import SentenceTransformer\n\n      pull_request_nr = 2 # TODO: Update this to the number of your pull request\n      model = SentenceTransformer(\n          \"all-MiniLM-L6-v2\",\n          backend=\"openvino\",\n          model_kwargs={\"file_name\": \"openvino/openvino_model_qint8_quantized.xml\"},\n          revision=f\"refs/pr/{pull_request_nr}\"\n      )\n\n   Once the pull request gets merged::\n\n      from sentence_transformers import SentenceTransformer\n\n      model = SentenceTransformer(\n          \"all-MiniLM-L6-v2\",\n          backend=\"openvino\",\n          model_kwargs={\"file_name\": \"openvino/openvino_model_qint8_quantized.xml\"},\n      )\n\n.. tab:: Local Model\n\n   Only quantize once::\n\n      from sentence_transformers import SentenceTransformer, export_static_quantized_openvino_model\n      from optimum.intel import OVQuantizationConfig\n\n      model = SentenceTransformer(\"path/to/my/mpnet-legal-finetuned\", backend=\"openvino\")\n      quantization_config = OVQuantizationConfig()\n      export_static_quantized_openvino_model(\n          model=model, quantization_config=quantization_config, model_name_or_path=\"path/to/my/mpnet-legal-finetuned\"\n      )\n\n   After quantizing::\n\n      from sentence_transformers import SentenceTransformer\n\n      model = SentenceTransformer(\n          \"path/to/my/mpnet-legal-finetuned\",\n          backend=\"openvino\",\n          model_kwargs={\"file_name\": \"openvino/openvino_model_qint8_quantized.xml\"},\n      )\n\nBenchmarks\n----------\n\nThe following images show the benchmark results for the different backends on GPUs and CPUs. The results are averaged across 4 models of various sizes, 3 datasets, and numerous batch sizes.\n\n.. raw:: html\n\n   <details>\n      <summary>Expand the benchmark details</summary>\n\n   <br>\n   Speedup ratio:\n   <ul>\n      <li>\n         <b>Hardware: </b>RTX 3090 GPU, i7-17300K CPU\n      </li>\n      <li>\n         <b>Datasets: </b> 2000 samples for GPU tests, 1000 samples for CPU tests.\n         <ul>\n            <li>\n               <a href=\"https://huggingface.co/datasets/sentence-transformers/stsb\">sentence-transformers/stsb</a>: 38.9 characters on average (SD=13.9)\n            </li>\n            <li>\n               <a href=\"https://huggingface.co/datasets/sentence-transformers/natural-questions\">sentence-transformers/natural-questions</a>: answers only, 619.6 characters on average (SD=345.3)\n            </li>\n            <li>\n               <a href=\"https://huggingface.co/datasets/stanfordnlp/imdb\">stanfordnlp/imdb</a>: texts repeated 4 times, 9589.3 characters on average (SD=633.4)\n            </li>\n         </ul>\n      </li>\n      <li>\n         <b>Models: </b>\n         <ul>\n            <li>\n               <a href=\"https://huggingface.co/sentence-transformers/all-MiniLM-L6-v2\">sentence-transformers/all-MiniLM-L6-v2</a>: 22.7M parameters; batch sizes of 16, 32, 64, 128 and 256.\n            </li>\n            <li>\n               <a href=\"https://huggingface.co/BAAI/bge-base-en-v1.5\">BAAI/bge-base-en-v1.5</a>: 109M parameters; batch sizes of 16, 32, 64, and 128.\n            </li>\n            <li>\n               <a href=\"https://huggingface.co/mixedbread-ai/mxbai-embed-large-v1\">mixedbread-ai/mxbai-embed-large-v1</a>: 335M parameters; batch sizes of 8, 16, 32, and 64. Also 128 and 256 for GPU tests.\n            </li>\n            <li>\n               <a href=\"https://huggingface.co/BAAI/bge-m3\">BAAI/bge-m3</a>: 567M parameters; batch sizes of 2, 4. Also 8, 16, and 32 for GPU tests.\n            </li>\n         </ul>\n      </li>\n   </ul>\n   Performance ratio: The same models and hardware was used. We compare the performance against the performance of PyTorch with fp32, i.e. the default backend and precision.\n   <ul>\n      <li>\n         <b>Evaluation: </b>\n         <ul>\n            <li>\n               <b>Semantic Textual Similarity: </b>Spearman rank correlation based on cosine similarity on the <a href=\"https://huggingface.co/datasets/sentence-transformers/stsb\">sentence-transformers/stsb</a> test set, computed via the EmbeddingSimilarityEvaluator.\n            </li>\n            <li>\n               <b>Information Retrieval: </b>NDCG@10 based on cosine similarity on the entire <a href=\"https://huggingface.co/collections/zeta-alpha-ai/nanobeir-66e1a0af21dfd93e620cd9f6\">NanoBEIR</a> collection of datasets, computed via the InformationRetrievalEvaluator.\n            </li>\n         </ul>\n      </li>\n   </ul>\n\n   <ul>\n      <li>\n         <b>Backends: </b>\n         <ul>\n            <li>\n               <code>torch-fp32</code>: PyTorch with float32 precision (default).\n            </li>\n            <li>\n               <code>torch-fp16</code>: PyTorch with float16 precision, via <code>model_kwargs={\"torch_dtype\": \"float16\"}</code>.\n            </li>\n            <li>\n               <code>torch-bf16</code>: PyTorch with bfloat16 precision, via <code>model_kwargs={\"torch_dtype\": \"bfloat16\"}</code>.\n            </li>\n            <li>\n               <code>onnx</code>: ONNX with float32 precision, via <code>backend=\"onnx\"</code>.\n            </li>\n            <li>\n               <code>onnx-O1</code>: ONNX with float32 precision and O1 optimization, via <code>export_optimized_onnx_model(..., optimization_config=\"O1\", ...)</code> and <code>backend=\"onnx\"</code>.\n            </li>\n            <li>\n               <code>onnx-O2</code>: ONNX with float32 precision and O2 optimization, via <code>export_optimized_onnx_model(..., optimization_config=\"O2\", ...)</code> and <code>backend=\"onnx\"</code>.\n            </li>\n            <li>\n               <code>onnx-O3</code>: ONNX with float32 precision and O3 optimization, via <code>export_optimized_onnx_model(..., optimization_config=\"O3\", ...)</code> and <code>backend=\"onnx\"</code>.\n            </li>\n            <li>\n               <code>onnx-O4</code>: ONNX with float16 precision and O4 optimization, via <code>export_optimized_onnx_model(..., optimization_config=\"O4\", ...)</code> and <code>backend=\"onnx\"</code>.\n            </li>\n            <li>\n               <code>onnx-qint8</code>: ONNX quantized to int8 with \"avx512_vnni\", via <code>export_dynamic_quantized_onnx_model(..., quantization_config=\"avx512_vnni\", ...)</code> and <code>backend=\"onnx\"</code>. The different quantization configurations resulted in roughly equivalent speedups.\n            </li>\n            <li>\n               <code>openvino</code>: OpenVINO, via <code>backend=\"openvino\"</code>.\n            </li>\n            <li>\n               <code>openvino-qint8</code>: OpenVINO quantized to int8 via <code>export_static_quantized_openvino_model(..., quantization_config=OVQuantizationConfig(), ...)</code> and <code>backend=\"openvino\"</code>.\n            </li>\n         </ul>\n      </li>\n   </ul>\n\n   Note that the aggressive averaging across models, datasets, and batch sizes prevents some more intricate patterns from being visible. For example, for GPUs, if we only consider the stsb dataset with the shortest texts, ONNX becomes better: 1.46x for ONNX, and ONNX-O4 reaches 1.83x whereas fp16 and bf16 reach 1.54x and 1.53x respectively. So, for shorter texts we recommend ONNX on GPU.<br>\n   <br>\n   For CPU, ONNX is also stronger for the stsb dataset with the shortest texts: 1.39x for ONNX, outperforming 1.29x for OpenVINO. ONNX with int8 quantization is even stronger with a 3.08x speedup. For longer texts, ONNX and OpenVINO can even perform slightly worse than PyTorch, so we recommend testing the different backends with your specific model and data to find the best one for your use case.\n\n   </details>\n   <br>\n\n\n.. image:: ../../img/backends_benchmark_gpu.png\n   :alt: Benchmark for GPUs\n   :width: 45%\n\n.. image:: ../../img/backends_benchmark_cpu.png\n   :alt: Benchmark for CPUs\n   :width: 45%\n\nRecommendations\n^^^^^^^^^^^^^^^\n\nBased on the benchmarks, this flowchart should help you decide which backend to use for your model:\n\n.. mermaid::\n   \n   %%{init: {\n      \"theme\": \"neutral\",\n      \"flowchart\": {\n         \"curve\": \"bumpY\"\n      }\n   }}%%\n   graph TD\n   A(What is your hardware?) -->|GPU| B(Is your text usually smaller<br>than 500 characters?)\n   A -->|CPU| C(Is a 0.4% accuracy loss<br>acceptable?)\n   B -->|yes| D[onnx-O4]\n   B -->|no| F[float16]\n   C -->|yes| G[openvino-qint8]\n   C -->|no| H(Do you have an Intel CPU?)\n   H -->|yes| I[openvino]\n   H -->|no| J[onnx]\n   click D \"#optimizing-onnx-models\"\n   click F \"#pytorch\"\n   click G \"#quantizing-openvino-models\"\n   click I \"#openvino\"\n   click J \"#onnx\"\n\n.. note::\n\n   Your milage may vary, and you should always test the different backends with your specific model and data to find the best one for your use case.\n\nUser Interface\n^^^^^^^^^^^^^^\n\nThis Hugging Face Space provides a user interface for exporting, optimizing, and quantizing models for either ONNX or OpenVINO:\n\n- `sentence-transformers/backend-export <https://huggingface.co/spaces/sentence-transformers/backend-export>`_\n"
  },
  {
    "path": "docs/sentence_transformer/usage/mteb_evaluation.md",
    "content": "# Evaluation with MTEB\n\nThe [Massive Text Embedding Benchmark (MTEB)](https://github.com/embeddings-benchmark/mteb) is a comprehensive benchmark suite for evaluating embedding models across diverse NLP tasks like retrieval, classification, clustering, reranking, and semantic similarity.\n\nThis guide walks you through using MTEB with SentenceTransformer models for post-training evaluation. This is *not* designed for use during training, as this risks overfitting on public benchmarks. For evaluation during training, please see the [Evaluator section in the Training Overview](../training_overview.md#evaluator). To fully integrate your model to MTEB, you can follow the [Adding a model to the Leaderboard](https://github.com/embeddings-benchmark/mteb/blob/main/docs/adding_a_model.md) guide from the MTEB Documentation.\n\n## Installation\n\nInstall MTEB and its dependencies:\n\n```bash\npip install mteb>=2.0.0\n```\n\n## Evaluation\n\nYou can evaluate your SentenceTransformer model on individual tasks from the MTEB suite like so:\n\n```python\nimport mteb\nfrom sentence_transformers import SentenceTransformer\n\nmodel = SentenceTransformer(\"all-MiniLM-L6-v2\")\n\n# Example 1: Run a specific single task\ntasks = mteb.get_tasks(tasks=[\"STS22.v2\"], languages=[\"eng\"])\nresults = mteb.evaluate(model, tasks)\n```\n\n.. note::\n\n   If you are evaluating existings models the MTEB team recommends that you use `mteb.get_model(\"{model_name}\")` instead of `SentenceTransformer`. This will load the model as it is implemented in MTEB, typically by the model developers. This ensures reproducible results, which might otherwise vary due to normalization, quantization, prompts or similar. If the model isn't implemented in `mteb` it will attempt to load the model using `SentenceTransformer`.\n\nFor the full list of available tasks, you can check the MTEB Tasks overview, e.g. for [STS22.v2](https://embeddings-benchmark.github.io/mteb/overview/available_tasks/sts#sts22v2).\n\nYou can also filter available MTEB tasks based on task type, domain, language, and more.\nFor example, the following snippet evaluates on English retrieval tasks in the medical domain:\n\n```python\nimport mteb\nfrom sentence_transformers import SentenceTransformer\n\nmodel = SentenceTransformer(\"all-MiniLM-L6-v2\")\n\n# Example 2: Run all English retrieval tasks in the medical domain\ntasks = mteb.get_tasks(\n    task_types=[\"Retrieval\"],\n    domains=[\"Medical\"],\n    languages=[\"eng\"]\n)\nresults = mteb.evaluate(model, tasks)\n```\n\nLastly, it's often valuable to evaluate on predefined benchmarks. For example, to run all retrieval tasks in the `MTEB(eng, v2)` benchmark:\n\n```python\nimport mteb\nfrom sentence_transformers import SentenceTransformer\n\nmodel = SentenceTransformer(\"all-MiniLM-L6-v2\")\n\n# Example 3: Run the MTEB benchmark for English tasks\nbenchmark = mteb.get_benchmark(\"MTEB(eng, v2)\")\nresults = mteb.evaluate(model, benchmark)\n```\n\nFor the full list of supported benchmarks, visit the [MTEB Benchmarks documentation](https://embeddings-benchmark.github.io/mteb/overview/available_benchmarks/).\n\n## Additional Arguments\n\nWhen running evaluations, you can pass arguments down to `model.encode()` using the `encode_kwargs` parameter on [`mteb.evaluate`](https://embeddings-benchmark.github.io/mteb/api/evaluation/#mteb.evaluate). This allows you to customize how embeddings are generated, such as setting `batch_size`, `truncate_dim`, or `normalize_embeddings`. For example:\n\n```python\n...\n\nresults = mteb.evaluate(\n    model,\n    tasks,\n    encode_kwargs={\"batch_size\": 64, \"normalize_embeddings\": True}\n)\n```\n\nAdditionally, your SentenceTransformer model may have been configured to use `prompts`. MTEB will automatically detect and use these prompts if they are defined in your model's configuration. For task-specific or document/query-specific prompts, you should read the MTEB Documentation on [Running SentenceTransformer models with prompts](https://embeddings-benchmark.github.io/mteb/usage/running_the_evaluation#running-sentencetransformer-model-with-prompts).\n\n## Results Handling\n\nMTEB caches all results to disk, so you can rerun `mteb.evaluate` without needing to redownload datasets or recomputing scores. By default these are stored in `~/.cache/mteb`, which is configurable using the environmental variable `MTEB_CACHE`. However you can also manage the cache using the `ResultCache` object:\n\n```python\nimport mteb.cache import ResultCache\nfrom sentence_transformers import SentenceTransformer\n\ncache = ResultCache(\"my_mteb_results_folder\")\n\nmodel = SentenceTransformer(\"all-MiniLM-L6-v2\")\ntasks = mteb.get_tasks(tasks=[\"STS17\", \"STS22.v2\"], languages=[\"eng\"])\nresults = mteb.evaluate(model, tasks, cache=cache)\n\nfor task_results in results:\n    # Print the aggregated main scores for each task\n    print(f\"{task_results.task_name}: {task_results.get_score():.4f} mean {task_results.task.metadata.main_score}\")\n    \"\"\"\n    STS17: 0.2881 mean cosine_spearman\n    STS22.v2: 0.4925 mean cosine_spearman\n    \"\"\"\n\n    # Or e.g. print the individual scores for each split or subset\n    print(task_results.only_main_score().to_dict())\n```\n\nYou can even avoid rerunning already existing result by running downloading existing result from the [results repository](https://github.com/embeddings-benchmark/results):\n\n```py\nimport mteb.cache import ResultCache\n\ncache = ResultCache(\"my_mteb_results_folder\")\ncache.download_from_remote() # will take a while the first time\n\n# will only rerun missing results\nresults = mteb.evaluate(\n    tasks, \n    model, \n    cache=cache,\n    overwrite_strategy=\"only-missing\" # default\n)\n```\n\nTo read more about how to load and work with results check out the [MTEB documentation](https://embeddings-benchmark.github.io/mteb/usage/loading_results/).\n\n## Leaderboard Submission\n\nTo add your model to the [MTEB Leaderboard](https://huggingface.co/spaces/mteb/leaderboard), you will need to follow the [Adding a Model](https://github.com/embeddings-benchmark/mteb/blob/main/docs/adding_a_model.md) MTEB Documentation.\n\nFor the process, you'll need to follow these steps:\n1. Add your model metadata (name, languages, number of parameters, framework, training datasets, etc.) to the [MTEB Repository](https://github.com/embeddings-benchmark/mteb/tree/main/mteb/models).\n2. Evaluate your model using MTEB on your desired tasks and save the results.\n2. Submit your results to the [MTEB Results Repository](https://github.com/embeddings-benchmark/results).\n\nOnce both are merged, after a day you'll be able to find your model on the [official leaderboard](https://huggingface.co/spaces/mteb/leaderboard).\n"
  },
  {
    "path": "docs/sentence_transformer/usage/semantic_textual_similarity.rst",
    "content": "Semantic Textual Similarity\n===========================\n\nFor Semantic Textual Similarity (STS), we want to produce embeddings for all texts involved and calculate the similarities between them. The text pairs with the highest similarity score are most semantically similar. See also the `Computing Embeddings <../../../examples/sentence_transformer/applications/computing-embeddings/README.html>`_ documentation for more advanced details on getting embedding scores.\n\n.. sidebar:: Documentation\n\n   1. :class:`SentenceTransformer <sentence_transformers.SentenceTransformer>`\n   2. :meth:`SentenceTransformer.encode <sentence_transformers.SentenceTransformer.encode>`\n   3. :meth:`SentenceTransformer.similarity <sentence_transformers.SentenceTransformer.similarity>`\n\n::\n\n    from sentence_transformers import SentenceTransformer\n\n    model = SentenceTransformer(\"all-MiniLM-L6-v2\")\n\n    # Two lists of sentences\n    sentences1 = [\n        \"The new movie is awesome\",\n        \"The cat sits outside\",\n        \"A man is playing guitar\",\n    ]\n\n    sentences2 = [\n        \"The dog plays in the garden\",\n        \"The new movie is so great\",\n        \"A woman watches TV\",\n    ]\n\n    # Compute embeddings for both lists\n    embeddings1 = model.encode(sentences1)\n    embeddings2 = model.encode(sentences2)\n\n    # Compute cosine similarities\n    similarities = model.similarity(embeddings1, embeddings2)\n\n    # Output the pairs with their score\n    for idx_i, sentence1 in enumerate(sentences1):\n        print(sentence1)\n        for idx_j, sentence2 in enumerate(sentences2):\n            print(f\" - {sentence2: <30}: {similarities[idx_i][idx_j]:.4f}\")\n\n.. code-block:: text\n    :emphasize-lines: 3\n\n    The new movie is awesome\n    - The dog plays in the garden   : 0.0543\n    - The new movie is so great     : 0.8939\n    - A woman watches TV            : -0.0502\n    The cat sits outside\n    - The dog plays in the garden   : 0.2838\n    - The new movie is so great     : -0.0029\n    - A woman watches TV            : 0.1310\n    A man is playing guitar\n    - The dog plays in the garden   : 0.2277\n    - The new movie is so great     : -0.0136\n    - A woman watches TV            : -0.0327\n\nIn this example, the :meth:`SentenceTransformer.similarity <sentence_transformers.SentenceTransformer.similarity>` method returns a 3x3 matrix with the respective cosine similarity scores for all possible pairs between ``embeddings1`` and ``embeddings2``.\n\nSimilarity Calculation\n----------------------\n\nThe similarity metric that is used is stored in the SentenceTransformer instance under :attr:`SentenceTransformer.similarity_fn_name <sentence_transformers.SentenceTransformer.similarity_fn_name>`. Valid options are:\n\n- ``SimilarityFunction.COSINE`` (a.k.a `\"cosine\"`): Cosine Similarity (**default**)\n- ``SimilarityFunction.DOT_PRODUCT`` (a.k.a `\"dot\"`): Dot Product\n- ``SimilarityFunction.EUCLIDEAN`` (a.k.a `\"euclidean\"`): Negative Euclidean Distance\n- ``SimilarityFunction.MANHATTAN`` (a.k.a. `\"manhattan\"`): Negative Manhattan Distance\n\nThis value can be changed in a handful of ways:\n\n1. By initializing the SentenceTransformer instance with the desired similarity function::\n\n    from sentence_transformers import SentenceTransformer, SimilarityFunction\n\n    model = SentenceTransformer(\"all-MiniLM-L6-v2\", similarity_fn_name=SimilarityFunction.DOT_PRODUCT)\n\n2. By setting the value directly on the SentenceTransformer instance::\n\n    from sentence_transformers import SentenceTransformer, SimilarityFunction\n\n    model = SentenceTransformer(\"all-MiniLM-L6-v2\")\n    model.similarity_fn_name = SimilarityFunction.DOT_PRODUCT\n\n3. By setting the value under the ``\"similarity_fn_name\"`` key in the ``config_sentence_transformers.json`` file of a saved model. When you save a Sentence Transformer model, this value will be automatically saved as well.\n\nSentence Transformers implements two methods to calculate the similarity between embeddings:\n\n- :meth:`SentenceTransformer.similarity <sentence_transformers.SentenceTransformer.similarity>`: Calculates the similarity between all pairs of embeddings.\n- :meth:`SentenceTransformer.similarity_pairwise <sentence_transformers.SentenceTransformer.similarity_pairwise>`: Calculates the similarity between embeddings in a pairwise fashion.\n\n::\n\n    from sentence_transformers import SentenceTransformer, SimilarityFunction\n\n    # Load a pretrained Sentence Transformer model\n    model = SentenceTransformer(\"all-MiniLM-L6-v2\")\n\n    # Embed some sentences\n    sentences = [\n        \"The weather is lovely today.\",\n        \"It's so sunny outside!\",\n        \"He drove to the stadium.\",\n    ]\n    embeddings = model.encode(sentences)\n\n    similarities = model.similarity(embeddings, embeddings)\n    print(similarities)\n    # tensor([[1.0000, 0.6660, 0.1046],\n    #         [0.6660, 1.0000, 0.1411],\n    #         [0.1046, 0.1411, 1.0000]])\n\n    # Change the similarity function to Manhattan distance\n    model.similarity_fn_name = SimilarityFunction.MANHATTAN\n    print(model.similarity_fn_name)\n    # => \"manhattan\"\n\n    similarities = model.similarity(embeddings, embeddings)\n    print(similarities)\n    # tensor([[ -0.0000, -12.6269, -20.2167],\n    #         [-12.6269,  -0.0000, -20.1288],\n    #         [-20.2167, -20.1288,  -0.0000]])\n\n.. note::\n\n   If a Sentence Transformer instance ends with a :class:`~sentence_transformers.models.Normalize` module, then it is sensible to choose the \"dot\" metric instead of \"cosine\".\n\n   Dot product on normalized embeddings is equivalent to cosine similarity, but \"cosine\" will re-normalize the embeddings again. As a result, the \"dot\" metric will be faster than \"cosine\".\n\nIf you want find the highest scoring pairs in a long list of sentences, have a look at `Paraphrase Mining <../../../examples/sentence_transformer/applications/paraphrase-mining/README.html>`_.\n"
  },
  {
    "path": "docs/sentence_transformer/usage/usage.rst",
    "content": "\nUsage\n=====\n\nCharacteristics of Sentence Transformer (a.k.a bi-encoder) models:\n\n1. Calculates a **fixed-size vector representation (embedding)** given **texts or images**.\n2. Embedding calculation is often **efficient**, embedding similarity calculation is **very fast**.\n3. Applicable for a **wide range of tasks**, such as semantic textual similarity, semantic search, clustering, classification, paraphrase mining, and more.\n4. Often used as a **first step in a two-step retrieval process**, where a Cross-Encoder (a.k.a. reranker) model is used to re-rank the top-k results from the bi-encoder.\n\nOnce you have `installed <../../installation.html>`_ Sentence Transformers, you can easily use Sentence Transformer models:\n\n.. sidebar:: Documentation\n\n   1. :class:`SentenceTransformer <sentence_transformers.SentenceTransformer>`\n   2. :meth:`SentenceTransformer.encode <sentence_transformers.SentenceTransformer.encode>`\n   3. :meth:`SentenceTransformer.similarity <sentence_transformers.SentenceTransformer.similarity>`\n\n::\n\n   from sentence_transformers import SentenceTransformer\n\n   # 1. Load a pretrained Sentence Transformer model\n   model = SentenceTransformer(\"all-MiniLM-L6-v2\")\n\n   # The sentences to encode\n   sentences = [\n       \"The weather is lovely today.\",\n       \"It's so sunny outside!\",\n       \"He drove to the stadium.\",\n   ]\n\n   # 2. Calculate embeddings by calling model.encode()\n   embeddings = model.encode(sentences)\n   print(embeddings.shape)\n   # [3, 384]\n\n   # 3. Calculate the embedding similarities\n   similarities = model.similarity(embeddings, embeddings)\n   print(similarities)\n   # tensor([[1.0000, 0.6660, 0.1046],\n   #         [0.6660, 1.0000, 0.1411],\n   #         [0.1046, 0.1411, 1.0000]])\n\n.. toctree::\n   :maxdepth: 1\n   :caption: Tasks and Advanced Usage\n\n   ../../../examples/sentence_transformer/applications/computing-embeddings/README\n   semantic_textual_similarity\n   ../../../examples/sentence_transformer/applications/semantic-search/README\n   ../../../examples/sentence_transformer/applications/retrieve_rerank/README\n   ../../../examples/sentence_transformer/applications/clustering/README\n   ../../../examples/sentence_transformer/applications/paraphrase-mining/README\n   ../../../examples/sentence_transformer/applications/parallel-sentence-mining/README\n   ../../../examples/sentence_transformer/applications/image-search/README\n   ../../../examples/sentence_transformer/applications/embedding-quantization/README\n   custom_models\n   mteb_evaluation\n   efficiency\n\n"
  },
  {
    "path": "docs/sparse_encoder/loss_overview.md",
    "content": "# Loss Overview\n\n```{eval-rst}\n.. warning:: \n    To train a :class:`~sentence_transformers.sparse_encoder.SparseEncoder`, you need either :class:`~sentence_transformers.sparse_encoder.losses.SpladeLoss`, :class:`~sentence_transformers.sparse_encoder.losses.CachedSpladeLoss`, or :class:`~sentence_transformers.sparse_encoder.losses.CSRLoss`, depending on the architecture. These are wrapper losses that add sparsity regularization on top of a main loss function, which must be provided as a parameter. The only loss that can be used independently is :class:`~sentence_transformers.sparse_encoder.losses.SparseMSELoss`, as it performs embedding-level distillation, ensuring sparsity by directly copying the teacher's sparse embedding.\n    \n```\n\n## Sparse specific Loss Functions\n\n### SPLADE Loss\n\nThe <a href=\"../package_reference/sparse_encoder/losses.html#spladeloss\"><code>SpladeLoss</code></a> implements a specialized loss function for SPLADE (Sparse Lexical and Expansion) models. It combines a main loss function with regularization terms to balance effectiveness and efficiency:\n\n1. Main loss: Supports all the losses from the <a href=\"#loss-table\">Loss Table</a> and <a href=\"#distillation\">Distillation</a>, with <a href=\"../package_reference/sparse_encoder/losses.html#sparsemultiplenegativesrankingloss\"><code>SparseMultipleNegativesRankingLoss</code></a>, <a href=\"../package_reference/sparse_encoder/losses.html#sparsemarginmseloss\"><code>SparseMarginMSELoss</code></a> and <a href=\"../package_reference/sparse_encoder/losses.html#sparsedistillkldivloss\"><code>SparseDistillKLDivLoss</code></a> commonly used.\n2. Regularization loss: <a href=\"../package_reference/sparse_encoder/losses.html#flopsloss\"><code>FlopsLoss</code></a> is used to control sparsity, but supports custom regularizers.\n    - `query_regularizer` and `document_regularizer` can be set to any custom regularization loss.\n    - `query_regularizer_threshold` and `document_regularizer_threshold` can be set to control the sparsity strictness for queries and documents separately, setting the regularization loss to zero if an embedding has less than the threshold number of active (non-zero) dimensions.\n\n#### Cached SPLADE Loss\n\nThe <a href=\"../package_reference/sparse_encoder/losses.html#cachedspladeloss\"><code>CachedSpladeLoss</code></a> is a variant of the SPLADE loss adopting <a href=\"https://huggingface.co/papers/2101.06983\">GradCache</a>, which allows for much larger batch sizes without additional GPU memory usage. It achieves this by computing and caching loss gradients in mini-batches. \n\nMain losses that use in-batch negatives, primarily <a href=\"../package_reference/sparse_encoder/losses.html#sparsemultiplenegativesrankingloss\"><code>SparseMultipleNegativesRankingLoss</code></a>, benefit heavily from larger batch sizes, as it results in more negatives and a stronger training signal.\n\n### CSR Loss\n\nIf you are using the <a href=\"../package_reference/sparse_encoder/models.html#sparseautoencoder\"><code>SparseAutoEncoder</code></a> module, then you have to use the <a href=\"../package_reference/sparse_encoder/losses.html#csrloss\"><code>CSRLoss</code></a> (Contrastive Sparse Representation Loss). It combines two components:\n\n1. Main loss: Supports all the losses from the <a href=\"#loss-table\">Loss Table</a> and <a href=\"#distillation\">Distillation</a>, with <a href=\"../package_reference/sparse_encoder/losses.html#sparsemultiplenegativesrankingloss\"><code>SparseMultipleNegativesRankingLoss</code></a> used in the CSR Paper.\n2. Reconstruction loss: <a href=\"../package_reference/sparse_encoder/losses.html#csrreconstructionloss\"><code>CSRReconstructionLoss</code></a> is used to ensure that sparse representation can faithfully reconstruct the original dense embeddings.\n\n## Loss Table\n\nLoss functions play a critical role in the performance of your fine-tuned model. Sadly, there is no \"one size fits all\" loss function. Ideally, this table should help narrow down your choice of loss function(s) by matching them to your data formats.\n\n```{eval-rst}\n.. note:: \n\n    You can often convert one training data format into another, allowing more loss functions to be viable for your scenario. For example, ``(sentence_A, sentence_B) pairs`` with ``class`` labels can be converted into ``(anchor, positive, negative) triplets`` by sampling sentences with the same or different classes.\n```\n\n**Legend:** Loss functions marked with `★` are commonly recommended default choices.\n\n| Inputs                                            | Labels                                   | Appropriate Loss Functions                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                          |\n|---------------------------------------------------|------------------------------------------|-------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------|\n| `(anchor, positive) pairs`                        | `none`                                   | <a href=\"../package_reference/sparse_encoder/losses.html#sparsemultiplenegativesrankingloss\">`SparseMultipleNegativesRankingLoss`</a> ★                      |\n| `(sentence_A, sentence_B) pairs`                  | `float similarity score between 0 and 1` | <a href=\"../package_reference/sparse_encoder/losses.html#sparsecosentloss\">`SparseCoSENTLoss`</a><br><a href=\"../package_reference/sparse_encoder/losses.html#sparseangleloss\">`SparseAnglELoss`</a><br><a href=\"../package_reference/sparse_encoder/losses.html#sparsecosinesimilarityloss\">`SparseCosineSimilarityLoss`</a>                                                                                                                                                                                                                                                                                                       |\n| `(anchor, positive, negative) triplets`           | `none`                                   | <a href=\"../package_reference/sparse_encoder/losses.html#sparsemultiplenegativesrankingloss\">`SparseMultipleNegativesRankingLoss`</a> ★<br><a href=\"../package_reference/sparse_encoder/losses.html#sparsetripletloss\">`SparseTripletLoss`</a> |\n| `(anchor, positive, negative_1, ..., negative_n)` | `none`                                   | <a href=\"../package_reference/sparse_encoder/losses.html#sparsemultiplenegativesrankingloss\">`SparseMultipleNegativesRankingLoss`</a> ★                                                                                                                                    |\n\n\n## Distillation\nThese loss functions are specifically designed to be used when distilling the knowledge from one model into another. This is rather commonly used when training Sparse embedding models.\n\n| Texts                                             | Labels                                                                    | Appropriate Loss Functions                                                                                                                                                                                               |\n|---------------------------------------------------|---------------------------------------------------------------------------|--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------|\n| `sentence`                                        | `model sentence embeddings`                                               | <a href=\"../package_reference/sparse_encoder/losses.html#sparsemseloss\">`SparseMSELoss`</a>                                                                                                                              |\n| `(sentence_1, sentence_2, ..., sentence_N)`       | `model sentence embeddings`                                               | <a href=\"../package_reference/sparse_encoder/losses.html#sparsemseloss\">`SparseMSELoss`</a>                                                                                                                              |\n| `(query, passage_one, passage_two)`               | `gold_sim(query, passage_one) - gold_sim(query, passage_two)`             | <a href=\"../package_reference/sparse_encoder/losses.html#sparsemarginmseloss\">`SparseMarginMSELoss`</a>                                                                                                                  |\n| `(query, positive, negative_1, ..., negative_n)`  | `[gold_sim(query, positive) - gold_sim(query, negative_i) for i in 1..n]` | <a href=\"../package_reference/sparse_encoder/losses.html#sparsemarginmseloss\">`SparseMarginMSELoss`</a>                                                                                                                  |\n| `(query, positive, negative)`                     | `[gold_sim(query, positive), gold_sim(query, negative)]`                  | <a href=\"../package_reference/sparse_encoder/losses.html#sparsedistillkldivloss\">`SparseDistillKLDivLoss`</a><br><a href=\"../package_reference/sparse_encoder/losses.html#sparsemarginmseloss\">`SparseMarginMSELoss`</a> |\n| `(query, positive, negative_1, ..., negative_n) ` | `[gold_sim(query, positive), gold_sim(query, negative_i)...] `            | <a href=\"../package_reference/sparse_encoder/losses.html#sparsedistillkldivloss\">`SparseDistillKLDivLoss`</a><br><a href=\"../package_reference/sparse_encoder/losses.html#sparsemarginmseloss\">`SparseMarginMSELoss`</a> |\n\n## Commonly used Loss Functions\n\nIn practice, not all loss functions get used equally often. The most common scenarios are:\n\n* `(anchor, positive) pairs` without any labels: <a href=\"../package_reference/sparse_encoder/losses.html#sparsemultiplenegativesrankingloss\"><code>SparseMultipleNegativesRankingLoss</code></a> (a.k.a. InfoNCE or in-batch negatives loss) is commonly used to train the top performing embedding models. This data is often relatively cheap to obtain, and the models are generally very performant. Here for our sparse retrieval tasks, this format works well with <a href=\"../package_reference/sparse_encoder/losses.html#spladeloss\"><code>SpladeLoss</code></a>, <a href=\"../package_reference/sparse_encoder/losses.html#cachedspladeloss\"><code>CachedSpladeLoss</code></a>, or <a href=\"../package_reference/sparse_encoder/losses.html#csrloss\"><code>CSRLoss</code></a>, all typically using InfoNCE as their underlying loss function.\n\n* `(query, positive, negative_1, ..., negative_n)` format: This structure with multiple negatives is particularly effective with <a href=\"../package_reference/sparse_encoder/losses.html#spladeloss\"><code>SpladeLoss</code></a> configured with <a href=\"../package_reference/sparse_encoder/losses.html#sparsemarginmseloss\"><code>SparseMarginMSELoss</code></a>, especially in knowledge distillation scenarios where a teacher model provides similarity scores. The strongest models are trained with distillation losses like <a href=\"../package_reference/sparse_encoder/losses.html#sparsedistillkldivloss\"><code>SparseDistillKLDivLoss</code></a> or <a href=\"../package_reference/sparse_encoder/losses.html#sparsemarginmseloss\"><code>SparseMarginMSELoss</code></a>.\n\n## Custom Loss Functions\n\n```{eval-rst}\nAdvanced users can create and train with their own loss functions. Custom loss functions only have a few requirements:\n\n- They must be a subclass of :class:`torch.nn.Module`.\n- They must have ``model`` as the first argument in the constructor.\n- They must implement a ``forward`` method that accepts ``sentence_features`` and ``labels``. The former is a list of tokenized batches, one element for each column. These tokenized batches can be fed directly to the ``model`` being trained to produce embeddings. The latter is an optional tensor of labels. The method must return a single loss value or a dictionary of loss components (component names to loss values) that will be summed to produce the final loss value. When returning a dictionary, the individual components will be logged separately in addition to the summed loss, allowing you to monitor the individual components of the loss.\n\nTo get full support with the automatic model card generation, you may also wish to implement:\n\n- a ``get_config_dict`` method that returns a dictionary of loss parameters.\n- a ``citation`` property so your work gets cited in all models that train with the loss.\n\nConsider inspecting existing loss functions to get a feel for how loss functions are commonly implemented.\n```"
  },
  {
    "path": "docs/sparse_encoder/pretrained_models.md",
    "content": "# Pretrained Models\n\n```{eval-rst}\nSeveral Sparse Encoder models have been publicly released on the Hugging Face Hub:\n\n* **Community models**: `All Sparse Encoder models on Hugging Face <https://huggingface.co/models?library=sentence-transformers&other=sparse>`_.\n\nModels integrate seamlessly with this simple interface:\n```\n\n\n```python\nfrom sentence_transformers import SparseEncoder\n\n# Download from the 🤗 Hub\nmodel = SparseEncoder(\"naver/splade-v3\")\n# Run inference\nqueries = [\"what causes aging fast\"]\ndocuments = [\n    \"UV-A light, specifically, is what mainly causes tanning, skin aging, and cataracts, UV-B causes sunburn, skin aging and skin cancer, and UV-C is the strongest, and therefore most effective at killing microorganisms. Again â\\x80\\x93 single words and multiple bullets.\",\n    \"Answers from Ronald Petersen, M.D. Yes, Alzheimer's disease usually worsens slowly. But its speed of progression varies, depending on a person's genetic makeup, environmental factors, age at diagnosis and other medical conditions. Still, anyone diagnosed with Alzheimer's whose symptoms seem to be progressing quickly â\\x80\\x94 or who experiences a sudden decline â\\x80\\x94 should see his or her doctor.\",\n    \"Bell's palsy and Extreme tiredness and Extreme fatigue (2 causes) Bell's palsy and Extreme tiredness and Hepatitis (2 causes) Bell's palsy and Extreme tiredness and Liver pain (2 causes) Bell's palsy and Extreme tiredness and Lymph node swelling in children (2 causes)\",\n]\nquery_embeddings = model.encode_query(queries)\ndocument_embeddings = model.encode_document(documents)\nprint(query_embeddings.shape, document_embeddings.shape)\n# [1, 30522] [3, 30522]\n\n# Get the similarity scores for the embeddings\nsimilarities = model.similarity(query_embeddings, document_embeddings)\nprint(similarities)\n# tensor([[11.3768, 10.8296,  4.3457]])\n```\n\n\n## Core SPLADE Models\n\n[MS MARCO Passage Retrieval](https://github.com/microsoft/MSMARCO-Passage-Ranking) serves as the gold standard dataset, featuring authentic user queries from Bing search engine paired with expertly annotated relevant text passages. Models trained on this benchmark demonstrate exceptional effectiveness as embedding models for production search systems. Performance scores reflect evaluation on this dataset, it's a good indication but shouldn't be the only parameters to take into account.\n\n[BEIR (Benchmarking IR)](https://github.com/beir-cellar/beir) provides a heterogeneous benchmark for evaluation of information retrieval models across in our case 13 diverse datasets. The avg nDCG@10 scores represent the average performance across all 13 datasets.\n\nNote that all the numbers of below are extracted information from different papers. These models represent the backbone of sparse neural retrieval:\n\n| Model Name                                                                                                                                                | MS MARCO MRR@10 | BEIR-13 avg nDCG@10 | Parameters |\n|-----------------------------------------------------------------------------------------------------------------------------------------------------------|:---------------:|:-------------------:|-----------:|\n| [opensearch-project/opensearch-neural-sparse-encoding-v2-distill](https://huggingface.co/opensearch-project/opensearch-neural-sparse-encoding-v2-distill) | NA              | **52.8**            | 67M        |\n| [opensearch-project/opensearch-neural-sparse-encoding-v1](https://huggingface.co/opensearch-project/opensearch-neural-sparse-encoding-v1)                 | NA              | 52.4                | 133M       |\n| [naver/splade-v3](https://huggingface.co/naver/splade-v3)                                                                                                 | **40.2**        | 51.7                | 109M       |\n| [ibm-granite/granite-embedding-30m-sparse](https://huggingface.co/ibm-granite/granite-embedding-30m-sparse)                                               | NA              | 50.8                | 30M        |\n| [naver/splade-cocondenser-selfdistil](https://huggingface.co/naver/splade-cocondenser-selfdistil)                                                         | 37.6            | 50.7                | 109M       |\n| [naver/splade_v2_distil](https://huggingface.co/naver/splade_v2_distil)                                                                                   | 36.8            | 50.6                | 67M        |\n| [naver/splade-cocondenser-ensembledistil](https://huggingface.co/naver/splade-cocondenser-ensembledistil)                                                 | 38.0            | 50.5                | 109M       |\n| [naver/splade-v3-distilbert](https://huggingface.co/naver/splade-v3-distilbert)                                                                           | 38.7            | 50.0                | 67M        |\n| [prithivida/Splade_PP_en_v2](https://huggingface.co/prithivida/Splade_PP_en_v2)                                                                           | 37.8            | 49.4                | 109M       |\n| [naver/splade-v3-lexical](https://huggingface.co/naver/splade-v3-lexical)                                                                                 | 40.0            | 49.1                | 109M       |\n| [prithivida/Splade_PP_en_v1](https://huggingface.co/prithivida/Splade_PP_en_v1)                                                                           | 37.2            | 48.7                | 109M       |\n| [naver/splade_v2_max](https://huggingface.co/naver/splade_v2_max)                                                                                         | 34.0            | 46.4                | 67M        |\n| [rasyosef/splade-mini](https://huggingface.co/rasyosef/splade-mini)                                                                                       | 34.1            | 44.5                | 11M        |\n| [rasyosef/splade-tiny](https://huggingface.co/rasyosef/splade-tiny)                                                                                       | 30.9            | 40.6                | 4M         |\n| BM25 (Baseline)                                                                                                                                           | 18.4            | 45.6                | NA         |\n\n## Inference-Free SPLADE Models\n\n```{eval-rst}\nInference-free Splade uses for the documents part a traditional Splade architecture and for the query part is an :class:`~sentence_transformers.sparse_encoder.models.SparseStaticEmbedding` module, which just returns a pre-computed score for every token in the query. So for these models we lose the query expansion, but query inference becomes near instant, which is very valuable for speed optimization.\n```\n\n| Model Name                                                                                                                                                        | BEIR-13 avg nDCG@10 | Parameters |\n|-------------------------------------------------------------------------------------------------------------------------------------------------------------------|:-------------------:|-----------:|\n| [opensearch-project/opensearch-neural-sparse-encoding-doc-v3-gte](https://huggingface.co/opensearch-project/opensearch-neural-sparse-encoding-doc-v3-gte)         | **54.6**            | 137M       |\n| [opensearch-project/opensearch-neural-sparse-encoding-doc-v3-distill](https://huggingface.co/opensearch-project/opensearch-neural-sparse-encoding-doc-v3-distill) | 51.7                | 67M        |\n| [opensearch-project/opensearch-neural-sparse-encoding-doc-v2-distill](https://huggingface.co/opensearch-project/opensearch-neural-sparse-encoding-doc-v2-distill) | 50.4                | 67M        |\n| [opensearch-project/opensearch-neural-sparse-encoding-doc-v2-mini](https://huggingface.co/opensearch-project/opensearch-neural-sparse-encoding-doc-v2-mini)       | 49.7                | 23M        |\n| [opensearch-project/opensearch-neural-sparse-encoding-doc-v1](https://huggingface.co/opensearch-project/opensearch-neural-sparse-encoding-doc-v1)                 | 49.0                | 133M       |\n| [naver/splade-v3-doc](https://huggingface.co/naver/splade-v3-doc)                                                                                                 | 47.0                | 109M       |\n\n## Model Collections\n\nThese are collections of models that are available on the Hugging Face Hub:\n\n- [**SPLADE Models**](https://huggingface.co/collections/sparse-encoder/splade-models-6862be100374b320d826eeaa)\n- [**Inference-Free SPLADE Models**](https://huggingface.co/collections/sparse-encoder/inference-free-splade-models-6862be3a1d72eab38920bc6a)\n"
  },
  {
    "path": "docs/sparse_encoder/training/examples.rst",
    "content": "Training Examples\n================\n\nThis page provides examples showing how to train Sparse Encoder models for various tasks.\n\n.. toctree::\n   :maxdepth: 1\n   :caption: Supervised Learning\n\n   ../../../examples/sparse_encoder/training/distillation/README\n   ../../../examples/sparse_encoder/training/ms_marco/README\n   ../../../examples/sparse_encoder/training/sts/README\n   ../../../examples/sparse_encoder/training/nli/README\n   ../../../examples/sparse_encoder/training/quora_duplicate_questions/README\n   ../../../examples/sparse_encoder/training/retrievers/README\n\n.. toctree::\n   :maxdepth: 1\n   :caption: Advanced Usage\n\n   ../../sentence_transformer/training/distributed\n\n"
  },
  {
    "path": "docs/sparse_encoder/training_overview.md",
    "content": "# Training Overview\n\n## Why Finetune?\nFinetuning Sparse Encoder models often heavily improves the performance of the model on your use case, because each task requires a different notion of similarity. For example, given news articles: \n- \"Apple launches the new iPad\"\n- \"NVIDIA is gearing up for the next GPU generation\"\n\nThen the following use cases, we may have different notions of similarity:\n- a model for **classification** of news articles as Economy, Sports, Technology, Politics, etc., should produce **similar embeddings** for these texts.\n- a model for **semantic textual similarity** should produce **dissimilar embeddings** for these texts, as they have different meanings.\n- a model for **semantic search** would **not need a notion for similarity** between two documents, as it should only compare queries and documents.\n\n\nAlso see [**Training Examples**](training/examples) for numerous training scripts for common real-world applications that you can adopt.\n\n\n## Training Components\nTraining Sparse Encoder models involves between 4 to 6 components:\n\n<div class=\"components\">\n    <a href=\"#model\" class=\"box\">\n        <div class=\"header\">Model</div>\n        Learn how to initialize the <b>model</b> for training.\n    </a>\n    <a href=\"#dataset\" class=\"box\">\n        <div class=\"header\">Dataset</div>\n        Learn how to prepare the <b>data</b> for training.\n    </a>\n    <a href=\"#loss-function\" class=\"box\">\n        <div class=\"header\">Loss Function</div>\n        Learn how to prepare and choose a <b>loss</b> function.\n    </a>\n    <a href=\"#training-arguments\" class=\"box optional\">\n        <div class=\"header\">Training Arguments</div>\n        Learn which <b>training arguments</b> are useful.\n    </a>\n    <a href=\"#evaluator\" class=\"box optional\">\n        <div class=\"header\">Evaluator</div>\n        Learn how to <b>evaluate</b> during and after training.\n    </a>\n    <a href=\"#trainer\" class=\"box\">\n        <div class=\"header\">Trainer</div>\n        Learn how to start the <b>training</b> process.\n    </a>\n</div>\n<p></p>\n\n## Model\n```{eval-rst}\n\nSparse Encoder models consist of a sequence of `Modules <../package_reference/sentence_transformer/models.html>`_,  `Sparse Encoder specific Modules <../package_reference/sparse_encoder/models.html>`_ or `Custom Modules <../sentence_transformer/usage/custom_models.html#advanced-custom-modules>`_, allowing for a lot of flexibility. If you want to further finetune a SparseEncoder model (e.g. it has a `modules.json file <https://huggingface.co/naver/splade-cocondenser-ensembledistil/tree/main/modules.json>`_), then you don't have to worry about which modules are used::\n\n    from sentence_transformers import SparseEncoder\n\n    model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\nBut if instead you want to train from another checkpoint, or from scratch, then these are the most common architectures you can use:\n\n.. tab:: Splade\n\n    Splade models use the :class:`~sentence_transformers.sparse_encoder.models.MLMTransformer` followed by a :class:`~sentence_transformers.sparse_encoder.models.SpladePooling` modules. The former loads a pretrained `Masked Language Modeling transformer model <https://huggingface.co/models?pipeline_tag=fill-mask>`_ (e.g. `BERT <https://huggingface.co/google-bert/bert-base-uncased>`_, `RoBERTa <https://huggingface.co/FacebookAI/roberta-base>`_, `DistilBERT <https://huggingface.co/distilbert/distilbert-base-uncased>`_, `ModernBERT <https://huggingface.co/answerdotai/ModernBERT-base>`_, etc.) and the latter pools the output of the MLMHead to produce a single sparse embedding of the size of the vocabulary.\n    \n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/models.html#sentence_transformers.sparse_encoder.models.MLMTransformer\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.sparse_encoder.models.MLMTransformer</span></code></a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/models.html#sentence_transformers.sparse_encoder.models.SpladePooling\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.sparse_encoder.models.SpladePooling</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from sentence_transformers import models, SparseEncoder\n        from sentence_transformers.sparse_encoder.models import MLMTransformer, SpladePooling\n\n        # Initialize MLM Transformer (use a fill-mask model)\n        mlm_transformer = MLMTransformer(\"google-bert/bert-base-uncased\")\n        \n        # Initialize SpladePooling module\n        splade_pooling = SpladePooling(pooling_strategy=\"max\")\n\n        # Create the Splade model\n        model = SparseEncoder(modules=[mlm_transformer, splade_pooling])\n    \n    This architecture is the default if you provide a fill-mask model architecture to SparseEncoder, so it's easier to use the shortcut:\n\n    ::\n\n        from sentence_transformers import SparseEncoder\n\n        model = SparseEncoder(\"google-bert/bert-base-uncased\")\n        # SparseEncoder(\n        #   (0): MLMTransformer({'max_seq_length': 512, 'do_lower_case': False, 'architecture': 'BertForMaskedLM'})\n        #   (1): SpladePooling({'pooling_strategy': 'max', 'activation_function': 'relu', 'word_embedding_dimension': None})\n        # )\n\n.. tab:: Inference-free Splade\n\n    Inference-free Splade uses a :class:`~sentence_transformers.models.Router` module with different modules for queries and documents. Usually for this type of architecture, the documents part is a traditional Splade architecture (a :class:`~sentence_transformers.sparse_encoder.models.MLMTransformer` followed by a :class:`~sentence_transformers.sparse_encoder.models.SpladePooling` module) and the query part is an :class:`~sentence_transformers.sparse_encoder.models.SparseStaticEmbedding` module, which just returns a pre-computed score for every token in the query.\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference internal\" href=\"../package_reference/sentence_transformer/models.html#sentence_transformers.models.Router\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.models.Router</span></code></a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/models.html#sentence_transformers.sparse_encoder.models.SparseStaticEmbedding\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.sparse_encoder.models.SparseStaticEmbedding</span></code></a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/models.html#sentence_transformers.sparse_encoder.models.MLMTransformer\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.sparse_encoder.models.MLMTransformer</span></code></a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/models.html#sentence_transformers.sparse_encoder.models.SpladePooling\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.sparse_encoder.models.SpladePooling</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from sentence_transformers import SparseEncoder\n        from sentence_transformers.models import Router\n        from sentence_transformers.sparse_encoder.models import MLMTransformer, SparseStaticEmbedding, SpladePooling\n\n        # Initialize MLM Transformer for document encoding\n        doc_encoder = MLMTransformer(\"google-bert/bert-base-uncased\")\n\n        # Create a router model with different paths for queries and documents\n        router = Router.for_query_document(\n            query_modules=[SparseStaticEmbedding(tokenizer=doc_encoder.tokenizer, frozen=False)],\n            # Document path: full MLM transformer + pooling\n            document_modules=[doc_encoder, SpladePooling(\"max\")],\n        )\n\n        # Create the inference-free model\n        model = SparseEncoder(modules=[router], similarity_fn_name=\"dot\")\n        # SparseEncoder(\n        #   (0): Router(\n        #     (query_0_SparseStaticEmbedding): SparseStaticEmbedding({'frozen': False}, dim:30522, tokenizer: BertTokenizerFast)\n        #     (document_0_MLMTransformer): MLMTransformer({'max_seq_length': 512, 'do_lower_case': False, 'architecture': 'BertForMaskedLM'})\n        #     (document_1_SpladePooling): SpladePooling({'pooling_strategy': 'max', 'activation_function': 'relu', 'word_embedding_dimension': None})\n        #   )\n        # )\n    \n    This architecture allows for fast query-time processing using the lightweight SparseStaticEmbedding approach, that can be trained and seen as a linear weights, while documents are processed with the full MLM transformer and SpladePooling.\n\n    .. tip::\n\n        Inference-free Splade is particularly useful for search applications where query latency is critical, as it shifts the computational complexity to the document indexing phase which can be done offline.\n    \n    .. note::\n\n        When training models with the :class:`~sentence_transformers.models.Router` module, you must use the ``router_mapping`` argument in the :class:`~sentence_transformers.sparse_encoder.SparseEncoderTrainingArguments` to map the training dataset columns to the correct route (\"query\" or \"document\"). For example, if your dataset(s) have ``[\"question\", \"answer\"]`` columns, then you can use the following mapping::\n\n            args = SparseEncoderTrainingArguments(\n                ...,\n                router_mapping={\n                    \"question\": \"query\",\n                    \"answer\": \"document\",\n                }\n            )\n        \n        Additionally, it is recommended to use a much higher learning rate for the SparseStaticEmbedding module than for the rest of the model. For this, you should use the ``learning_rate_mapping`` argument in the :class:`~sentence_transformers.sparse_encoder.SparseEncoderTrainingArguments` to map parameter patterns to their learning rates. For example, if you want to use a learning rate of ``1e-3`` for the SparseStaticEmbedding module and ``2e-5`` for the rest of the model, you can do this::\n\n            args = SparseEncoderTrainingArguments(\n                ...,\n                learning_rate=2e-5,\n                learning_rate_mapping={\n                    r\"SparseStaticEmbedding\\.*\": 1e-3,\n                }\n            )\n            \n.. tab:: Contrastive Sparse Representation (CSR) \n\n    .. \n        Contrastive Sparse Representation (CSR) models usually use a sequence of :class:`~sentence_transformers.models.Transformer`, :class:`~sentence_transformers.models.Pooling` and :class:`~sentence_transformers.sparse_encoder.models.SparseAutoEncoder` modules to create sparse representations on top of an already trained dense Sentence Transformer model.\n    Contrastive Sparse Representation (CSR) models apply a :class:`~sentence_transformers.sparse_encoder.models.SparseAutoEncoder` module on top of a dense Sentence Transformer model, which usually consist of a :class:`~sentence_transformers.models.Transformer` followed by a :class:`~sentence_transformers.models.Pooling` module. You can initialize one from scratch like so:\n    \n    .. \n        usually use a sequence of :class:`~sentence_transformers.models.Transformer`, :class:`~sentence_transformers.models.Pooling` and :class:`~sentence_transformers.sparse_encoder.models.SparseAutoEncoder` modules to create sparse representations on top of an already trained dense Sentence Transformer model.\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference internal\" href=\"../package_reference/sentence_transformer/models.html#sentence_transformers.models.Transformer\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.models.Transformer</span></code></a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/sentence_transformer/models.html#sentence_transformers.models.Pooling\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.models.Pooling</span></code></a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/models.html#sentence_transformers.sparse_encoder.models.SparseAutoEncoder\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.sparse_encoder.models.SparseAutoEncoder</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from sentence_transformers import models, SparseEncoder\n        from sentence_transformers.sparse_encoder.models import SparseAutoEncoder\n\n        # Initialize transformer (can be any dense encoder model)\n        transformer = models.Transformer(\"google-bert/bert-base-uncased\")\n        \n        # Initialize pooling\n        pooling = models.Pooling(transformer.get_word_embedding_dimension(), pooling_mode=\"mean\")\n        \n        # Initialize SparseAutoEncoder module\n        sae = SparseAutoEncoder(\n            input_dim=transformer.get_word_embedding_dimension(),\n            hidden_dim=4 * transformer.get_word_embedding_dimension(),\n            k=256,  # Number of top values to keep\n            k_aux=512,  # Number of top values for auxiliary loss\n        )\n        # Create the CSR model\n        model = SparseEncoder(modules=[transformer, pooling, sae])\n    \n    Or if your base model is 1) a dense Sentence Transformer model or 2) a non-MLM Transformer model (those are loaded as Splade models by default), then this shortcut will automatically initialize the CSR model for you:\n\n    ::\n\n        from sentence_transformers import SparseEncoder\n\n        model = SparseEncoder(\"mixedbread-ai/mxbai-embed-large-v1\")\n        # SparseEncoder(\n        #   (0): Transformer({'max_seq_length': 512, 'do_lower_case': False, 'architecture': 'BertModel'})\n        #   (1): Pooling({'word_embedding_dimension': 1024, 'pooling_mode_cls_token': True, 'pooling_mode_mean_tokens': False, 'pooling_mode_max_tokens': False, 'pooling_mode_mean_sqrt_len_tokens': False, 'pooling_mode_weightedmean_tokens': False, 'pooling_mode_lasttoken': False, 'include_prompt': True})\n        #   (2): SparseAutoEncoder({'input_dim': 1024, 'hidden_dim': 4096, 'k': 256, 'k_aux': 512, 'normalize': False, 'dead_threshold': 30})\n        # )\n\n    .. warning::\n\n        Unlike (Inference-free) Splade models, sparse embeddings by CSR models don't have the same size as the vocabulary of the base model. This means you can't directly interpret which words are activated in your embedding like you can with Splade models, where each dimension corresponds to a specific token in the vocabulary.\n\n        Beyond that, CSR models are most effective on dense encoder models that use high-dimensional representations (e.g. 1024-4096 dimensions).\n\n```\n\n## Dataset\n```{eval-rst}\nThe :class:`SparseEncoderTrainer` trains and evaluates using :class:`datasets.Dataset` (one dataset) or :class:`datasets.DatasetDict` instances (multiple datasets, see also `Multi-dataset training <#multi-dataset-training>`_). \n\n.. tab:: Data on 🤗 Hugging Face Hub\n\n    If you want to load data from the `Hugging Face Datasets <https://huggingface.co/datasets>`_, then you should use :func:`datasets.load_dataset`:\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference external\" href=\"https://huggingface.co/docs/datasets/main/en/loading#hugging-face-hub\">Datasets, Loading from the Hugging Face Hub</a></li>\n                <li><a class=\"reference external\" href=\"https://huggingface.co/docs/datasets/main/en/package_reference/loading_methods#datasets.load_dataset\" title=\"(in datasets vmain)\"><code class=\"xref py py-func docutils literal notranslate\"><span class=\"pre\">datasets.load_dataset()</span></code></a></li>\n                <li><a class=\"reference external\" href=\"https://huggingface.co/datasets/sentence-transformers/all-nli\">sentence-transformers/all-nli</a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from datasets import load_dataset\n\n        train_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"train\")\n        eval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"dev\")\n\n        print(train_dataset)\n        \"\"\"\n        Dataset({\n            features: ['anchor', 'positive', 'negative'],\n            num_rows: 557850\n        })\n        \"\"\"\n\n    Some datasets (including `sentence-transformers/all-nli <https://huggingface.co/datasets/sentence-transformers/all-nli>`_) require you to provide a \"subset\" alongside the dataset name. ``sentence-transformers/all-nli`` has 4 subsets, each with different data formats: `pair <https://huggingface.co/datasets/sentence-transformers/all-nli/viewer/pair>`_, `pair-class <https://huggingface.co/datasets/sentence-transformers/all-nli/viewer/pair-class>`_, `pair-score <https://huggingface.co/datasets/sentence-transformers/all-nli/viewer/pair-score>`_, `triplet <https://huggingface.co/datasets/sentence-transformers/all-nli/viewer/triplet>`_.\n\n    .. note::\n\n        Many Hugging Face datasets that work out of the box with Sentence Transformers have been tagged with ``sentence-transformers``, allowing you to easily find them by browsing to `https://huggingface.co/datasets?other=sentence-transformers <https://huggingface.co/datasets?other=sentence-transformers>`_. We strongly recommend that you browse these datasets to find training datasets that might be useful for your tasks.\n\n.. tab:: Local Data (CSV, JSON, Parquet, Arrow, SQL)\n\n    If you have local data in common file-formats, then you can load this data easily using :func:`datasets.load_dataset`:\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference external\" href=\"https://huggingface.co/docs/datasets/main/en/loading#local-and-remote-files\">Datasets, Loading local files</a></li>\n                <li><a class=\"reference external\" href=\"https://huggingface.co/docs/datasets/main/en/package_reference/loading_methods#datasets.load_dataset\" title=\"(in datasets vmain)\"><code class=\"xref py py-func docutils literal notranslate\"><span class=\"pre\">datasets.load_dataset()</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from datasets import load_dataset\n\n        dataset = load_dataset(\"csv\", data_files=\"my_file.csv\")\n    \n    or::\n\n        from datasets import load_dataset\n\n        dataset = load_dataset(\"json\", data_files=\"my_file.json\")\n\n.. tab:: Local Data that requires pre-processing\n\n    If you have local data that requires some extra pre-processing, my recommendation is to initialize your dataset using :meth:`datasets.Dataset.from_dict` and a dictionary of lists, like so:\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference external\" href=\"https://huggingface.co/docs/datasets/main/en/package_reference/main_classes#datasets.Dataset.from_dict\" title=\"(in datasets vmain)\"><code class=\"xref py py-meth docutils literal notranslate\"><span class=\"pre\">datasets.Dataset.from_dict()</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from datasets import Dataset\n\n        anchors = []\n        positives = []\n        # Open a file, do preprocessing, filtering, cleaning, etc.\n        # and append to the lists\n\n        dataset = Dataset.from_dict({\n            \"anchor\": anchors,\n            \"positive\": positives,\n        })\n\n    Each key from the dictionary will become a column in the resulting dataset.\n\n```\n\n### Dataset Format\n\n```{eval-rst}\nIt is important that your dataset format matches your loss function (or that you choose a loss function that matches your dataset format). Verifying whether a dataset format works with a loss function involves two steps:\n\n1. If your loss function requires a *Label* according to the `Loss Overview <loss_overview.html>`_ table, then your dataset must have a **column named \"label\" or \"score\"**. This column is automatically taken as the label.\n2. All columns not named \"label\" or \"score\" are considered *Inputs* according to the `Loss Overview <loss_overview.html>`_ table. The number of remaining columns must match the number of valid inputs for your chosen loss. The names of these columns are **irrelevant**, only the **order matters**. \n\nFor example, given a dataset with columns ``[\"text1\", \"text2\", \"label\"]`` where the \"label\" column has float similarity score between 0 and 1, we can use it with :class:`~sentence_transformers.sparse_encoder.losses.SparseCoSENTLoss`, :class:`~sentence_transformers.sparse_encoder.losses.SparseAnglELoss`, and :class:`~sentence_transformers.sparse_encoder.losses.SparseCosineSimilarityLoss` because it:\n\n1. has a \"label\" column as is required for these loss functions.\n2. has 2 non-label columns, exactly the amount required by these loss functions.\n\nBe sure to re-order your dataset columns with :meth:`Dataset.select_columns <datasets.Dataset.select_columns>` if your columns are not ordered correctly. For example, if your dataset has ``[\"good_answer\", \"bad_answer\", \"question\"]`` as columns, then this dataset can technically be used with a loss that requires (anchor, positive, negative) triplets, but the ``good_answer`` column will be taken as the anchor, ``bad_answer`` as the positive, and ``question`` as the negative.\n\nAdditionally, if your dataset has extraneous columns (e.g. sample_id, metadata, source, type), you should remove these with :meth:`Dataset.remove_columns <datasets.Dataset.remove_columns>` as they will be used as inputs otherwise. You can also use :meth:`Dataset.select_columns <datasets.Dataset.select_columns>` to keep only the desired columns.\n```\n\n## Loss Function\nLoss functions quantify how well a model performs for a given batch of data, allowing an optimizer to update the model weights to produce more favourable (i.e., lower) loss values. This is the core of the training process.\n\nSadly, there is no single loss function that works best for all use-cases. Instead, which loss function to use greatly depends on your available data and on your target task. See [Dataset Format](#dataset-format) to learn what datasets are valid for which loss functions. Additionally, the [Loss Overview](loss_overview) will be your best friend to learn about the options.\n\n```{eval-rst}\n.. warning:: \n    To train a :class:`~sentence_transformers.sparse_encoder.SparseEncoder`, you need either :class:`~sentence_transformers.sparse_encoder.losses.SpladeLoss` or :class:`~sentence_transformers.sparse_encoder.losses.CSRLoss`, depending on the architecture. These are wrapper losses that add sparsity regularization on top of a main loss function, which must be provided as a parameter. The only loss that can be used independently is :class:`~sentence_transformers.sparse_encoder.losses.SparseMSELoss`, as it performs embedding-level distillation, ensuring sparsity by directly copying the teacher's sparse embedding.\n    \nMost loss functions can be initialized with just the :class:`~sentence_transformers.sparse_encoder.SparseEncoder` that you're training, alongside some optional parameters, e.g.:\n\n.. sidebar:: Documentation\n\n    - :class:`sentence_transformers.sparse_encoder.losses.SpladeLoss`\n    - :class:`sentence_transformers.sparse_encoder.losses.CSRLoss`\n    - `Losses API Reference <../package_reference/sparse_encoder/losses.html>`_\n    - `Loss Overview <loss_overview.html>`_\n\n::\n\n    from datasets import load_dataset\n    from sentence_transformers import SparseEncoder\n    from sentence_transformers.sparse_encoder.losses import SpladeLoss, SparseMultipleNegativesRankingLoss\n\n    # Load a model to train/finetune\n    model = SparseEncoder(\"distilbert/distilbert-base-uncased\")\n\n    # Initialize the SpladeLoss with a SparseMultipleNegativesRankingLoss\n    # This loss requires pairs of related texts or triplets\n    loss = SpladeLoss(\n        model=model,\n        loss=SparseMultipleNegativesRankingLoss(model=model),\n        query_regularizer_weight=5e-5,  # Weight for query loss\n        document_regularizer_weight=3e-5,\n    ) \n\n    # Load an example training dataset that works with our loss function:\n    train_dataset = load_dataset(\"sentence-transformers/natural-questions\", split=\"train\")\n    print(train_dataset)\n    \"\"\"\n    Dataset({\n        features: ['query', 'answer'],\n        num_rows: 100231\n    })\n    \"\"\"\n\n```\n\n## Training Arguments\n\n```{eval-rst}\nThe :class:`~sentence_transformers.sparse_encoder.training_args.SparseEncoderTrainingArguments` class can be used to specify parameters for influencing training performance as well as defining the tracking/debugging parameters. Although it is optional, it is heavily recommended to experiment with the various useful arguments.\n```\n\n<div class=\"training-arguments\">\n    <div class=\"header\">Key Training Arguments for improving training performance</div>\n    <div class=\"table\">\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.learning_rate\"><code>learning_rate</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.lr_scheduler_type\"><code>lr_scheduler_type</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.warmup_ratio\"><code>warmup_ratio</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.num_train_epochs\"><code>num_train_epochs</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.max_steps\"><code>max_steps</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.per_device_train_batch_size\"><code>per_device_train_batch_size</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.per_device_eval_batch_size\"><code>per_device_eval_batch_size</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.auto_find_batch_size \"><code>auto_find_batch_size</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.fp16\"><code>fp16</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.bf16\"><code>bf16</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.load_best_model_at_end\"><code>load_best_model_at_end</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.metric_for_best_model\"><code>metric_for_best_model</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.gradient_accumulation_steps\"><code>gradient_accumulation_steps</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.gradient_checkpointing\"><code>gradient_checkpointing</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.eval_accumulation_steps\"><code>eval_accumulation_steps</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.optim\"><code>optim</code></a>\n        <a href=\"../package_reference/sparse_encoder/training_args.html#sentence_transformers.sparse_encoder.training_args.SparseEncoderTrainingArguments\"><code>batch_sampler</code></a>\n        <a href=\"../package_reference/sparse_encoder/training_args.html#sentence_transformers.sparse_encoder.training_args.SparseEncoderTrainingArguments\"><code>multi_dataset_batch_sampler</code></a>\n        <a href=\"../package_reference/sparse_encoder/training_args.html#sentence_transformers.sparse_encoder.training_args.SparseEncoderTrainingArguments\"><code>prompts</code></a>\n        <a href=\"../package_reference/sparse_encoder/training_args.html#sentence_transformers.sparse_encoder.training_args.SparseEncoderTrainingArguments\"><code>router_mapping</code></a>\n        <a href=\"../package_reference/sparse_encoder/training_args.html#sentence_transformers.sparse_encoder.training_args.SparseEncoderTrainingArguments\"><code>learning_rate_mapping</code></a>\n    </div>\n</div>\n<br>\n<div class=\"training-arguments\">\n    <div class=\"header\">Key Training Arguments for observing training performance</div>\n    <div class=\"table\">\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.eval_strategy\"><code>eval_strategy</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.eval_steps\"><code>eval_steps</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.save_strategy\"><code>save_strategy</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.save_steps\"><code>save_steps</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.save_total_limit\"><code>save_total_limit</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.report_to\"><code>report_to</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.run_name\"><code>run_name</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.log_level\"><code>log_level</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.logging_steps\"><code>logging_steps</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.push_to_hub\"><code>push_to_hub</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.hub_model_id\"><code>hub_model_id</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.hub_strategy\"><code>hub_strategy</code></a>\n        <a href=\"https://huggingface.co/docs/transformers/main/en/main_classes/trainer#transformers.TrainingArguments.hub_private_repo\"><code>hub_private_repo</code></a>\n    </div>\n</div>\n<br>\n\n```{eval-rst}\nHere is an example of how :class:`~sentence_transformers.sparse_encoder.training_args.SparseEncoderTrainingArguments` can be initialized:\n```\n\n```python\nargs = SparseEncoderTrainingArguments(\n    # Required parameter:\n    output_dir=\"models/splade-distilbert-base-uncased-nq\",\n    # Optional training parameters:\n    num_train_epochs=1,\n    per_device_train_batch_size=16,\n    per_device_eval_batch_size=16,\n    learning_rate=2e-5,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    batch_sampler=BatchSamplers.NO_DUPLICATES,  # losses that use \"in-batch negatives\" benefit from no duplicates\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"splade-distilbert-base-uncased-nq\",  # Will be used in W&B if `wandb` is installed\n)\n```\n\n## Evaluator\n\n```{eval-rst}\nYou can provide the :class:`~sentence_transformers.sparse_encoder.trainer.SparseEncoderTrainer` with an ``eval_dataset`` to get the evaluation loss during training, but it may be useful to get more concrete metrics during training, too. For this, you can use evaluators to assess the model's performance with useful metrics before, during, or after training. You can use both an ``eval_dataset`` and an evaluator, one or the other, or neither. They evaluate based on the ``eval_strategy`` and ``eval_steps`` `Training Arguments <#training-arguments>`_.\n\nHere are the implemented Evaluators that come with Sentence Transformers for Sparse Encoder models:\n\n=============================================================================================  ===========================================================================================================================\nEvaluator                                                                                      Required Data\n=============================================================================================  ===========================================================================================================================\n:class:`~sentence_transformers.sparse_encoder.evaluation.SparseBinaryClassificationEvaluator`  Pairs with class labels.\n:class:`~sentence_transformers.sparse_encoder.evaluation.SparseEmbeddingSimilarityEvaluator`   Pairs with similarity scores.\n:class:`~sentence_transformers.sparse_encoder.evaluation.SparseInformationRetrievalEvaluator`  Queries (qid => question), Corpus (cid => document), and relevant documents (qid => set[cid]).\n:class:`~sentence_transformers.sparse_encoder.evaluation.SparseNanoBEIREvaluator`              No data required.\n:class:`~sentence_transformers.sparse_encoder.evaluation.SparseMSEEvaluator`                   Source sentences to embed with a teacher model and target sentences to embed with the student model. Can be the same texts.\n:class:`~sentence_transformers.sparse_encoder.evaluation.SparseRerankingEvaluator`             List of ``{'query': '...', 'positive': [...], 'negative': [...]}`` dictionaries.\n:class:`~sentence_transformers.sparse_encoder.evaluation.SparseTranslationEvaluator`           Pairs of sentences in two separate languages.\n:class:`~sentence_transformers.sparse_encoder.evaluation.SparseTripletEvaluator`               (anchor, positive, negative) pairs.\n=============================================================================================  ===========================================================================================================================\n\nAdditionally, :class:`~sentence_transformers.evaluation.SequentialEvaluator` should be used to combine multiple evaluators into one Evaluator that can be passed to the :class:`~sentence_transformers.sparse_encoder.trainer.SparseEncoderTrainer`.\n\nSometimes you don't have the required evaluation data to prepare one of these evaluators on your own, but you still want to track how well the model performs on some common benchmarks. In that case, you can use these evaluators with data from Hugging Face.\n\n.. tab:: SparseNanoBEIREvaluator\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/evaluation.html#sentence_transformers.sparse_encoder.evaluation.SparseNanoBEIREvaluator\" title=\"sentence_transformers.sparse_encoder.evaluation.SparseNanoBEIREvaluator\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.sparse_encoder.evaluation.SparseNanoBEIREvaluator</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from sentence_transformers.sparse_encoder.evaluation import SparseNanoBEIREvaluator\n\n        # Initialize the evaluator. Unlike most other evaluators, this one loads the relevant datasets\n        # directly from Hugging Face, so there's no mandatory arguments\n        dev_evaluator = SparseNanoBEIREvaluator()\n        # You can run evaluation like so:\n        # results = dev_evaluator(model)\n\n.. tab:: SparseEmbeddingSimilarityEvaluator with STSb\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference external\" href=\"https://huggingface.co/datasets/sentence-transformers/stsb\">sentence-transformers/stsb</a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/evaluation.html#sentence_transformers.sparse_encoder.evaluation.SparseEmbeddingSimilarityEvaluator\" title=\"sentence_transformers.sparse_encoder.evaluation.SparseEmbeddingSimilarityEvaluator\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.sparse_encoder.evaluation.SparseEmbeddingSimilarityEvaluator</span></code></a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/sentence_transformer/SentenceTransformer.html#sentence_transformers.SimilarityFunction\" title=\"sentence_transformers.SimilarityFunction\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.SimilarityFunction</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from datasets import load_dataset\n        from sentence_transformers.evaluation import SimilarityFunction\n        from sentence_transformers.sparse_encoder.evaluation import SparseEmbeddingSimilarityEvaluator\n\n        # Load the STSB dataset (https://huggingface.co/datasets/sentence-transformers/stsb)\n        eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\n\n        # Initialize the evaluator\n        dev_evaluator = SparseEmbeddingSimilarityEvaluator(\n            sentences1=eval_dataset[\"sentence1\"],\n            sentences2=eval_dataset[\"sentence2\"],\n            scores=eval_dataset[\"score\"],\n            main_similarity=SimilarityFunction.COSINE,\n            name=\"sts-dev\",\n        )\n        # You can run evaluation like so:\n        # results = dev_evaluator(model)\n\n.. tab:: SparseTripletEvaluator with AllNLI\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ul class=\"simple\">\n                <li><a class=\"reference external\" href=\"https://huggingface.co/datasets/sentence-transformers/all-nli\">sentence-transformers/all-nli</a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/evaluation.html#sentence_transformers.sparse_encoder.evaluation.SparseTripletEvaluator\" title=\"sentence_transformers.sparse_encoder.evaluation.SparseTripletEvaluator\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.sparse_encoder.evaluation.SparseTripletEvaluator</span></code></a></li>\n                <li><a class=\"reference internal\" href=\"../package_reference/sentence_transformer/SentenceTransformer.html#sentence_transformers.SimilarityFunction\" title=\"sentence_transformers.SimilarityFunction\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">sentence_transformers.SimilarityFunction</span></code></a></li>\n            </ul>\n        </div>\n\n    ::\n\n        from datasets import load_dataset\n        from sentence_transformers.evaluation import SimilarityFunction\n        from sentence_transformers.sparse_encoder.evaluation import SparseTripletEvaluator\n\n        # Load triplets from the AllNLI dataset (https://huggingface.co/datasets/sentence-transformers/all-nli)\n        max_samples = 1000\n        eval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=f\"dev[:{max_samples}]\")\n\n        # Initialize the evaluator\n        dev_evaluator = SparseTripletEvaluator(\n            anchors=eval_dataset[\"anchor\"],\n            positives=eval_dataset[\"positive\"],\n            negatives=eval_dataset[\"negative\"],\n            main_distance_function=SimilarityFunction.DOT,\n            name=\"all-nli-dev\",\n        )\n        # You can run evaluation like so:\n        # results = dev_evaluator(model)\n\n.. tip::\n\n    When evaluating frequently during training with a small ``eval_steps``, consider using a tiny ``eval_dataset`` to minimize evaluation overhead. If you're concerned about the evaluation set size, a 90-1-9 train-eval-test split can provide a balance, reserving a reasonably sized test set for final evaluations. After training, you can assess your model's performance using ``trainer.evaluate(test_dataset)`` for test loss or initialize a testing evaluator with ``test_evaluator(model)`` for detailed test metrics.\n\n    If you evaluate after training, but before saving the model, your automatically generated model card will still include the test results.\n\n.. warning::\n\n    When using `Distributed Training <../sentence_transformer/training/distributed.html>`_, the evaluator only runs on the first device, unlike the training and evaluation datasets, which are shared across all devices. \n```\n\n## Trainer \n\n```{eval-rst}\nThe :class:`~sentence_transformers.sparse_encoder.trainer.SparseEncoderTrainer` is where all previous components come together. We only have to specify the trainer with the model, training arguments (optional), training dataset, evaluation dataset (optional), loss function, evaluator (optional) and we can start training. Let's have a look at a script where all of these components come together:\n\n.. tab:: SPLADE\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ol class=\"arabic\">\n                <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/SparseEncoder.html#sentence_transformers.sparse_encoder.SparseEncoder\" title=\"sentence_transformers.sparse_encoder.SparseEncoder\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SparseEncoder</span></code></a></p>\n                <ol class=\"loweralpha simple\">\n                    <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/models.html#sentence_transformers.sparse_encoder.models.MLMTransformer\" title=\"sentence_transformers.sparse_encoder.models.MLMTransformer\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">MLMTransformer</span></code></a></p></li>\n                    <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/models.html#sentence_transformers.sparse_encoder.models.SpladePooling\" title=\"sentence_transformers.sparse_encoder.models.SpladePooling\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SpladePooling</span></code></a></p></li>\n                </ol>\n                </li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/SparseEncoder.html#sentence_transformers.sparse_encoder.model_card.SparseEncoderModelCardData\" title=\"sentence_transformers.sparse_encoder.model_card.SparseEncoderModelCardData\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SparseEncoderModelCardData</span></code></a></p></li>\n                <li><p><a class=\"reference external\" href=\"https://huggingface.co/docs/datasets/main/en/package_reference/loading_methods#datasets.load_dataset\" title=\"(in datasets vmain)\"><code class=\"xref py py-func docutils literal notranslate\"><span class=\"pre\">load_dataset()</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/losses.html#sentence_transformers.sparse_encoder.losses.SparseMultipleNegativesRankingLoss\" title=\"sentence_transformers.sparse_encoder.losses.SparseMultipleNegativesRankingLoss\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SparseMultipleNegativesRankingLoss</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/training_args.html#sentence_transformers.sparse_encoder.training_args.SparseEncoderTrainingArguments\" title=\"sentence_transformers.sparse_encoder.training_args.SparseEncoderTrainingArguments\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SparseEncoderTrainingArguments</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/evaluation.html#sentence_transformers.sparse_encoder.evaluation.SparseTripletEvaluator\" title=\"sentence_transformers.sparse_encoder.evaluation.SparseTripletEvaluator\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SparseTripletEvaluator</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/trainer.html#sentence_transformers.sparse_encoder.SparseEncoderTrainer\" title=\"sentence_transformers.sparse_encoder.trainer.SparseEncoderTrainer\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SparseEncoderTrainer</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/SparseEncoder.html#sentence_transformers.sparse_encoder.SparseEncoder.save_pretrained\" title=\"sentence_transformers.sparse_encoder.SparseEncoder.save_pretrained\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SparseEncoder.save_pretrained</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/SparseEncoder.html#sentence_transformers.sparse_encoder.SparseEncoder.push_to_hub\" title=\"sentence_transformers.sparse_encoder.SparseEncoder.push_to_hub\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SparseEncoder.push_to_hub</span></code></a></p></li>\n            </ol>\n            <ul class=\"simple\">\n            <li><p><a class=\"reference external\" href=\"training/examples.html\">Training Examples</a></p></li>\n            </ul>\n        </div>\n\n    ::\n    \n        import logging\n\n        from datasets import load_dataset\n\n        from sentence_transformers import (\n            SparseEncoder,\n            SparseEncoderModelCardData,\n            SparseEncoderTrainer,\n            SparseEncoderTrainingArguments,\n        )\n        from sentence_transformers.sparse_encoder.evaluation import SparseNanoBEIREvaluator\n        from sentence_transformers.sparse_encoder.losses import SparseMultipleNegativesRankingLoss, SpladeLoss\n        from sentence_transformers.training_args import BatchSamplers\n\n        logging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n        # 1. Load a model to finetune with 2. (Optional) model card data\n        model = SparseEncoder(\n            \"distilbert/distilbert-base-uncased\",\n            model_card_data=SparseEncoderModelCardData(\n                language=\"en\",\n                license=\"apache-2.0\",\n                model_name=\"DistilBERT base trained on Natural-Questions tuples\",\n            )\n        )\n    \n        # 3. Load a dataset to finetune on\n        full_dataset = load_dataset(\"sentence-transformers/natural-questions\", split=\"train\").select(range(100_000))\n        dataset_dict = full_dataset.train_test_split(test_size=1_000, seed=12)\n        train_dataset = dataset_dict[\"train\"]\n        eval_dataset = dataset_dict[\"test\"]\n    \n        # 4. Define a loss function\n        loss = SpladeLoss(\n            model=model,\n            loss=SparseMultipleNegativesRankingLoss(model=model),\n            query_regularizer_weight=5e-5,\n            document_regularizer_weight=3e-5,\n        )\n    \n        # 5. (Optional) Specify training arguments\n        run_name = \"splade-distilbert-base-uncased-nq\"\n        args = SparseEncoderTrainingArguments(\n            # Required parameter:\n            output_dir=f\"models/{run_name}\",\n            # Optional training parameters:\n            num_train_epochs=1,\n            per_device_train_batch_size=16,\n            per_device_eval_batch_size=16,\n            learning_rate=2e-5,\n            warmup_ratio=0.1,\n            fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n            bf16=False,  # Set to True if you have a GPU that supports BF16\n            batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n            # Optional tracking/debugging parameters:\n            eval_strategy=\"steps\",\n            eval_steps=1000,\n            save_strategy=\"steps\",\n            save_steps=1000,\n            save_total_limit=2,\n            logging_steps=200,\n            run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        )\n    \n        # 6. (Optional) Create an evaluator & evaluate the base model\n        dev_evaluator = SparseNanoBEIREvaluator(dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], batch_size=16)\n    \n        # 7. Create a trainer & train\n        trainer = SparseEncoderTrainer(\n            model=model,\n            args=args,\n            train_dataset=train_dataset,\n            eval_dataset=eval_dataset,\n            loss=loss,\n            evaluator=dev_evaluator,\n        )\n        trainer.train()\n    \n        # 8. Evaluate the model performance again after training\n        dev_evaluator(model)\n    \n        # 9. Save the trained model\n        model.save_pretrained(f\"models/{run_name}/final\")\n    \n        # 10. (Optional) Push it to the Hugging Face Hub\n        model.push_to_hub(run_name)\n\n.. tab:: Inference-free SPLADE\n\n    .. raw:: html\n\n        <div class=\"sidebar\">\n            <p class=\"sidebar-title\">Documentation</p>\n            <ol class=\"arabic\">\n                <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/SparseEncoder.html#sentence_transformers.sparse_encoder.SparseEncoder\" title=\"sentence_transformers.sparse_encoder.SparseEncoder\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SparseEncoder</span></code></a></p>\n                <ol class=\"loweralpha simple\">\n                    <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/models.html#sentence_transformers.sparse_encoder.models.SparseStaticEmbedding\" title=\"sentence_transformers.sparse_encoder.models.SparseStaticEmbedding\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SparseStaticEmbedding</span></code></a></p></li>\n                    <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/models.html#sentence_transformers.sparse_encoder.models.MLMTransformer\" title=\"sentence_transformers.sparse_encoder.models.MLMTransformer\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">MLMTransformer</span></code></a></p></li>\n                    <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/models.html#sentence_transformers.sparse_encoder.models.SpladePooling\" title=\"sentence_transformers.sparse_encoder.models.SpladePooling\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SpladePooling</span></code></a></p></li>\n                    <li><p><a class=\"reference internal\" href=\"../package_reference/sentence_transformer/models.html#sentence_transformers.models.Router\" title=\"sentence_transformers.models.Router\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">Router</span></code></a></p></li>\n                </ol>\n                </li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/SparseEncoder.html#sentence_transformers.sparse_encoder.model_card.SparseEncoderModelCardData\" title=\"sentence_transformers.sparse_encoder.model_card.SparseEncoderModelCardData\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SparseEncoderModelCardData</span></code></a></p></li>\n                <li><p><a class=\"reference external\" href=\"https://huggingface.co/docs/datasets/main/en/package_reference/loading_methods#datasets.load_dataset\" title=\"(in datasets vmain)\"><code class=\"xref py py-func docutils literal notranslate\"><span class=\"pre\">load_dataset()</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/losses.html#sentence_transformers.sparse_encoder.losses.SparseMultipleNegativesRankingLoss\" title=\"sentence_transformers.sparse_encoder.losses.SparseMultipleNegativesRankingLoss\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SparseMultipleNegativesRankingLoss</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/training_args.html#sentence_transformers.sparse_encoder.training_args.SparseEncoderTrainingArguments\" title=\"sentence_transformers.sparse_encoder.training_args.SparseEncoderTrainingArguments\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SparseEncoderTrainingArguments</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/evaluation.html#sentence_transformers.sparse_encoder.evaluation.SparseTripletEvaluator\" title=\"sentence_transformers.sparse_encoder.evaluation.SparseTripletEvaluator\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SparseTripletEvaluator</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/trainer.html#sentence_transformers.sparse_encoder.SparseEncoderTrainer\" title=\"sentence_transformers.sparse_encoder.trainer.SparseEncoderTrainer\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SparseEncoderTrainer</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/SparseEncoder.html#sentence_transformers.sparse_encoder.SparseEncoder.save_pretrained\" title=\"sentence_transformers.sparse_encoder.SparseEncoder.save_pretrained\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SparseEncoder.save_pretrained</span></code></a></p></li>\n                <li><p><a class=\"reference internal\" href=\"../package_reference/sparse_encoder/SparseEncoder.html#sentence_transformers.sparse_encoder.SparseEncoder.push_to_hub\" title=\"sentence_transformers.sparse_encoder.SparseEncoder.push_to_hub\"><code class=\"xref py py-class docutils literal notranslate\"><span class=\"pre\">SparseEncoder.push_to_hub</span></code></a></p></li>\n            </ol>\n            <ul class=\"simple\">\n            <li><p><a class=\"reference external\" href=\"training/examples.html\">Training Examples</a></p></li>\n            </ul>\n        </div>\n\n    :: \n\n        import logging\n\n        from datasets import load_dataset\n\n        from sentence_transformers import (\n            SparseEncoder,\n            SparseEncoderModelCardData,\n            SparseEncoderTrainer,\n            SparseEncoderTrainingArguments,\n        )\n        from sentence_transformers.models import Router\n        from sentence_transformers.sparse_encoder.evaluation import SparseNanoBEIREvaluator\n        from sentence_transformers.sparse_encoder.losses import SparseMultipleNegativesRankingLoss, SpladeLoss\n        from sentence_transformers.sparse_encoder.models import MLMTransformer, SparseStaticEmbedding, SpladePooling\n        from sentence_transformers.training_args import BatchSamplers\n\n        logging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n        # 1. Load a model to finetune with 2. (Optional) model card data\n        mlm_transformer = MLMTransformer(\"distilbert/distilbert-base-uncased\", tokenizer_args={\"model_max_length\": 512})\n        splade_pooling = SpladePooling(\n            pooling_strategy=\"max\", word_embedding_dimension=mlm_transformer.get_sentence_embedding_dimension()\n        )\n        router = Router.for_query_document(\n            query_modules=[SparseStaticEmbedding(tokenizer=mlm_transformer.tokenizer, frozen=False)],\n            document_modules=[mlm_transformer, splade_pooling],\n        )\n\n        model = SparseEncoder(\n            modules=[router],\n            model_card_data=SparseEncoderModelCardData(\n                language=\"en\",\n                license=\"apache-2.0\",\n                model_name=\"Inference-free SPLADE distilbert-base-uncased trained on Natural-Questions tuples\",\n            ),\n        )\n\n        # 3. Load a dataset to finetune on\n        full_dataset = load_dataset(\"sentence-transformers/natural-questions\", split=\"train\").select(range(100_000))\n        dataset_dict = full_dataset.train_test_split(test_size=1_000, seed=12)\n        train_dataset = dataset_dict[\"train\"]\n        eval_dataset = dataset_dict[\"test\"]\n        print(train_dataset)\n        print(train_dataset[0])\n\n        # 4. Define a loss function\n        loss = SpladeLoss(\n            model=model,\n            loss=SparseMultipleNegativesRankingLoss(model=model),\n            query_regularizer_weight=0,\n            document_regularizer_weight=3e-4,\n        )\n\n        # 5. (Optional) Specify training arguments\n        run_name = \"inference-free-splade-distilbert-base-uncased-nq\"\n        args = SparseEncoderTrainingArguments(\n            # Required parameter:\n            output_dir=f\"models/{run_name}\",\n            # Optional training parameters:\n            num_train_epochs=1,\n            per_device_train_batch_size=16,\n            per_device_eval_batch_size=16,\n            learning_rate=2e-5,\n            learning_rate_mapping={r\"SparseStaticEmbedding\\.weight\": 1e-3},  # Set a higher learning rate for the SparseStaticEmbedding module\n            warmup_ratio=0.1,\n            fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n            bf16=False,  # Set to True if you have a GPU that supports BF16\n            batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n            router_mapping={\"query\": \"query\", \"answer\": \"document\"},  # Map the column names to the routes\n            # Optional tracking/debugging parameters:\n            eval_strategy=\"steps\",\n            eval_steps=1000,\n            save_strategy=\"steps\",\n            save_steps=1000,\n            save_total_limit=2,\n            logging_steps=200,\n            run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        )\n\n        # 6. (Optional) Create an evaluator & evaluate the base model\n        dev_evaluator = SparseNanoBEIREvaluator(dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], batch_size=16)\n\n        # 7. Create a trainer & train\n        trainer = SparseEncoderTrainer(\n            model=model,\n            args=args,\n            train_dataset=train_dataset,\n            eval_dataset=eval_dataset,\n            loss=loss,\n            evaluator=dev_evaluator,\n        )\n        trainer.train()\n\n        # 8. Evaluate the model performance again after training\n        dev_evaluator(model)\n\n        # 9. Save the trained model\n        model.save_pretrained(f\"models/{run_name}/final\")\n\n        # 10. (Optional) Push it to the Hugging Face Hub\n        model.push_to_hub(run_name)\n```\n\n### Callbacks\n\n```{eval-rst}\nThis Sparse Encoder trainer integrates support for various :class:`transformers.TrainerCallback` subclasses, such as:\n\n- :class:`~sentence_transformers.sparse_encoder.callbacks.splade_callbacks.SpladeRegularizerWeightSchedulerCallback` to schedule\n  the lambda parameters of the :class:`~sentence_transformers.sparse_encoder.losses.SpladeLoss` loss during training.\n- :class:`~transformers.integrations.WandbCallback` to automatically log training metrics to W&B if ``wandb`` is installed\n- :class:`~transformers.integrations.TensorBoardCallback` to log training metrics to TensorBoard if ``tensorboard`` is accessible.\n- :class:`~transformers.integrations.CodeCarbonCallback` to track the carbon emissions of your model during training if ``codecarbon`` is installed.\n\n    - Note: These carbon emissions will be included in your automatically generated model card.\n\nSee the Transformers `Callbacks <https://huggingface.co/docs/transformers/main/en/main_classes/callback>`_\ndocumentation for more information on the integrated callbacks and how to write your own callbacks. \n\n```\n\n## Multi-Dataset Training\n\n```{eval-rst}\nThe top performing models are trained using many datasets at once. Normally, this is rather tricky, as each dataset has a different format. However, :class:`~sentence_transformers.sparse_encoder.trainer.SparseEncoderTrainer` can train with multiple datasets without having to convert each dataset to the same format. It can even apply different loss functions to each of the datasets. The steps to train with multiple datasets are:\n\n- Use a dictionary of :class:`~datasets.Dataset` instances (or a :class:`~datasets.DatasetDict`) as the ``train_dataset`` (and optionally also ``eval_dataset``).\n- (Optional) Use a dictionary of loss functions mapping dataset names to losses. Only required if you wish to use different loss function for different datasets.\n\nEach training/evaluation batch will only contain samples from one of the datasets. The order in which batches are samples from the multiple datasets is defined by the :class:`~sentence_transformers.training_args.MultiDatasetBatchSamplers` enum, which can be passed to the :class:`~sentence_transformers.sparse_encoder.training_args.SparseEncoderTrainingArguments` via ``multi_dataset_batch_sampler``. Valid options are:\n\n- ``MultiDatasetBatchSamplers.ROUND_ROBIN``: Round-robin sampling from each dataset until one is exhausted. With this strategy, it's likely that not all samples from each dataset are used, but each dataset is sampled from equally.\n- ``MultiDatasetBatchSamplers.PROPORTIONAL`` (default): Sample from each dataset in proportion to its size. With this strategy, all samples from each dataset are used and larger datasets are sampled from more frequently.\n```\n\n## Training Tips\n\n```{eval-rst}\nSparse Encoder models have a few quirks that you should be aware of when training them:\n\n1. Sparse Encoder models should not be evaluated solely using the evaluation scores, but also with the sparsity of the embeddings. After all, a low sparsity means that the model embeddings are expensive to store and slow to retrieve. This also means that the parameters that determine sparsity (e.g. ``query_regularizer_weight``, ``document_regularizer_weight`` in :class:`~sentence_transformers.sparse_encoder.losses.SpladeLoss` and ``beta`` and ``gamma`` in the :class:`~sentence_transformers.sparse_encoder.losses.CSRLoss`) should be tuned to achieve a good balance between performance and sparsity. Each `Evaluator <../package_reference/sparse_encoder/evaluation.html>`_ outputs the ``active_dims`` and ``sparsity_ratio`` metrics that can be used to assess the sparsity of the embeddings. \n2. It is not recommended to use an `Evaluator <../package_reference/sparse_encoder/evaluation.html>`_ on an untrained model prior to training, as the sparsity will be very low, and so the memory usage might be unexpectedly high.\n3. The stronger Sparse Encoder models are trained almost exclusively with distillation from a stronger teacher model (e.g. a `CrossEncoder model <../cross_encoder/usage/usage.html>`_), instead of training directly from text pairs or triplets. See for example the `SPLADE-v3 paper <https://huggingface.co/papers/2403.06789>`_, which uses :class:`~sentence_transformers.sparse_encoder.losses.SparseDistillKLDivLoss` and :class:`~sentence_transformers.sparse_encoder.losses.SparseMarginMSELoss` for distillation.\n4. Whereas the majority of dense embedding models are trained to be used with cosine similarity, :class:`~sentence_transformers.sparse_encoder.SparseEncoder` models are commonly trained to be used with dot product to compute similarity. Some losses require you to provide a similarity function, and you might be better off using dot product there. Note that you can often provide the loss with :meth:`model.similarity <sentence_transformers.sparse_encoder.SparseEncoder.similarity>` or :meth:`model.similarity_pairwise <sentence_transformers.sparse_encoder.SparseEncoder.similarity_pairwise>`.\n\n```\n\n<!--\n## Comparisons with SentenceTransformer Training\n\n```{eval-rst}\nTraining :class:`~sentence_transformers.sparse_encoder.SparseEncoder` models is very similar as training :class:`~sentence_transformers.SentenceTransformer` models. \n\nSee the `Sentence Transformer > Training Overview <../sentence_transformer/training_overview.html>`_ documentation for more details on training :class:`~sentence_transformers.SentenceTransformer` models.\n\n```\n-->"
  },
  {
    "path": "docs/sparse_encoder/usage/efficiency.rst",
    "content": "\nSpeeding up Inference\n=====================\n\nSentence Transformers supports 3 backends for computing sparse embeddings using Sparse Encoder models, each with its own optimizations for speeding up inference:\n\n\n.. raw:: html\n\n    <div class=\"components\">\n        <a href=\"#pytorch\" class=\"box\">\n            <div class=\"header\">PyTorch</div>\n            The default backend for Sparse Encoders.\n        </a>\n        <a href=\"#onnx\" class=\"box\">\n            <div class=\"header\">ONNX</div>\n            Flexible and efficient model accelerator.\n        </a>\n        <a href=\"#openvino\" class=\"box\">\n            <div class=\"header\">OpenVINO</div>\n            Optimization of models, mainly for Intel Hardware.\n        </a>\n        <a href=\"#benchmarks\" class=\"box\">\n            <div class=\"header\">Benchmarks</div>\n            Benchmarks for the different backends.\n        </a>\n        <a href=\"#user-interface\" class=\"box\">\n            <div class=\"header\">User Interface</div>\n            GUI to export, optimize, and quantize models.\n        </a>\n    </div>\n    <br>\n\nPyTorch\n-------\n\nThe PyTorch backend is the default backend for Sparse Encoders. If you don't specify a device, it will use the strongest available option across \"cuda\", \"mps\", and \"cpu\". Its default usage looks like this:\n\n.. code-block:: python\n\n   from sentence_transformers import SparseEncoder\n   \n   model = SparseEncoder(\"naver/splade-v3\")\n\n   sentences = [\"This is an example sentence\", \"Each sentence is converted\"]\n   embeddings = model.encode(sentences)\n\n   decoded = model.decode(embeddings)\n   print(decoded[0][:5])\n   # [('example', 2.451861619949341), ('sentence', 2.214038848876953), ('examples', 2.0835916996002197), ('sentences', 2.0063159465789795), ('this', 1.7662484645843506)]\n\nIf you're using a GPU, then you can use the following options to speed up your inference:\n\n.. tab:: float16 (fp16)\n\n   Float32 (fp32, full precision) is the default floating-point format in ``torch``, whereas float16 (fp16, half precision) is a reduced-precision floating-point format that can speed up inference on GPUs at a minimal loss of model accuracy. To use it, you can specify the ``torch_dtype`` during initialization or call :meth:`model.half() <torch.Tensor.half>` on the initialized model:\n\n   .. code-block:: python\n\n      from sentence_transformers import SparseEncoder\n\n      model = SparseEncoder(\"naver/splade-v3\", model_kwargs={\"torch_dtype\": \"float16\"})\n      # or: model.half()\n\n      sentences = [\"This is an example sentence\", \"Each sentence is converted\"]\n      embeddings = model.encode(sentences)\n\n.. tab:: bfloat16 (bf16)\n\n   Bfloat16 (bf16) is similar to fp16, but preserves more of the original accuracy of fp32. To use it, you can specify the ``torch_dtype`` during initialization or call :meth:`model.bfloat16() <torch.Tensor.bfloat16>` on the initialized model:\n\n   .. code-block:: python\n\n      from sentence_transformers import SparseEncoder\n\n      model = SparseEncoder(\"naver/splade-v3\", model_kwargs={\"torch_dtype\": \"bfloat16\"})\n      # or: model.bfloat16()\n\n      sentences = [\"This is an example sentence\", \"Each sentence is converted\"]\n      embeddings = model.encode(sentences)\n\nONNX\n----\n\n.. include:: backend_export_sidebar.rst\n\nONNX can be used to speed up inference by converting the model to ONNX format and using ONNX Runtime to run the model. To use the ONNX backend, you must install Sentence Transformers with the ``onnx`` or ``onnx-gpu`` extra for CPU or GPU acceleration, respectively:\n\n.. code-block:: bash\n\n   pip install sentence-transformers[onnx-gpu]\n   # or\n   pip install sentence-transformers[onnx]\n\nTo convert a model to ONNX format, you can use the following code:\n\n.. code-block:: python\n\n   from sentence_transformers import SparseEncoder\n\n   model = SparseEncoder(\"naver/splade-v3\", backend=\"onnx\")\n\n   sentences = [\"This is an example sentence\", \"Each sentence is converted\"]\n   embeddings = model.encode(sentences)\n\nIf the model path or repository already contains a model in ONNX format, Sentence Transformers will automatically use it. Otherwise, it will convert the model to the ONNX format. \n\n.. note::\n\n   If you wish to use the ONNX model outside of Sentence Transformers, you'll need to perform SPLADE pooling and/or normalization yourself. The ONNX export only converts the (Masked Language Modelling) Transformer component, which outputs token embeddings, not sparse embeddings embeddings for the full text.\n\nAll keyword arguments passed via ``model_kwargs`` will be passed on to :meth:`ORTModelForMaskedLM.from_pretrained <optimum.onnxruntime.ORTModel.from_pretrained>`. Some notable arguments include:\n\n* ``provider``: ONNX Runtime provider to use for loading the model, e.g. ``\"CPUExecutionProvider\"`` . See https://onnxruntime.ai/docs/execution-providers/ for possible providers. If not specified, the strongest provider (E.g. ``\"CUDAExecutionProvider\"``) will be used.\n* ``file_name``: The name of the ONNX file to load. If not specified, will default to ``\"model.onnx\"`` or otherwise ``\"onnx/model.onnx\"``. This argument is useful for specifying optimized or quantized models.\n* ``export``: A boolean flag specifying whether the model will be exported. If not provided, ``export`` will be set to ``True`` if the model repository or directory does not already contain an ONNX model.\n\n.. tip::\n\n   It's heavily recommended to save the exported model to prevent having to re-export it every time you run your code. You can do this by calling :meth:`model.save_pretrained() <sentence_transformers.SparseEncoder.save_pretrained>` if your model was local:\n\n   .. code-block:: python\n\n      model = SparseEncoder(\"path/to/my/model\", backend=\"onnx\")\n      model.save_pretrained(\"path/to/my/model\")\n\n   or with :meth:`model.push_to_hub() <sentence_transformers.SparseEncoder.push_to_hub>` if your model was from the Hugging Face Hub:\n\n   .. code-block:: python\n\n      model = SparseEncoder(\"naver/splade-v3\", backend=\"onnx\")\n      model.push_to_hub(\"naver/splade-v3\", create_pr=True)\n\nOptimizing ONNX Models\n^^^^^^^^^^^^^^^^^^^^^^\n\n.. include:: backend_export_sidebar.rst\n\nONNX models can be optimized using `Optimum <https://huggingface.co/docs/optimum/index>`_, allowing for speedups on CPUs and GPUs alike. To do this, you can use the :func:`~sentence_transformers.backend.export_optimized_onnx_model` function, which saves the optimized in a directory or model repository that you specify. It expects:\n\n- ``model``: a Sentence Transformer, Sparse Encoder, or Cross Encoder model loaded with the ONNX backend.\n- ``optimization_config``: ``\"O1\"``, ``\"O2\"``, ``\"O3\"``, or ``\"O4\"`` representing optimization levels from :class:`~optimum.onnxruntime.AutoOptimizationConfig`, or an :class:`~optimum.onnxruntime.OptimizationConfig` instance.\n- ``model_name_or_path``: a path to save the optimized model file, or the repository name if you want to push it to the Hugging Face Hub.\n- ``push_to_hub``: (Optional) a boolean to push the optimized model to the Hugging Face Hub.\n- ``create_pr``: (Optional) a boolean to create a pull request when pushing to the Hugging Face Hub. Useful when you don't have write access to the repository.\n- ``file_suffix``: (Optional) a string to append to the model name when saving it. If not specified, the optimization level name string will be used, or just ``\"optimized\"`` if the optimization config was not just a string optimization level.\n\nSee this example for exporting a model with :doc:`optimization level 3 <optimum:onnxruntime/usage_guides/optimization>` (basic and extended general optimizations, transformers-specific fusions, fast Gelu approximation):\n\n.. tab:: Hugging Face Hub Model\n\n   Only optimize once::\n\n      from sentence_transformers import SparseEncoder, export_optimized_onnx_model\n\n      model = SparseEncoder(\"naver/splade-v3\", backend=\"onnx\")\n      export_optimized_onnx_model(\n          model=model,\n          optimization_config=\"O3\",\n          model_name_or_path=\"naver/splade-v3\",\n          push_to_hub=True,\n          create_pr=True,\n      )\n\n   Before the pull request gets merged::\n\n      from sentence_transformers import SparseEncoder\n\n      pull_request_nr = 2 # TODO: Update this to the number of your pull request\n      model = SparseEncoder(\n          \"naver/splade-v3\",\n          backend=\"onnx\",\n          model_kwargs={\"file_name\": \"onnx/model_O3.onnx\"},\n          revision=f\"refs/pr/{pull_request_nr}\"\n      )\n   \n   Once the pull request gets merged::\n\n      from sentence_transformers import SparseEncoder\n\n      model = SparseEncoder(\n          \"naver/splade-v3\",\n          backend=\"onnx\",\n          model_kwargs={\"file_name\": \"onnx/model_O3.onnx\"},\n      )\n\n.. tab:: Local Model\n\n   Only optimize once::\n\n      from sentence_transformers import SparseEncoder, export_optimized_onnx_model\n\n      model = SparseEncoder(\"path/to/my/mpnet-legal-finetuned\", backend=\"onnx\")\n      export_optimized_onnx_model(\n          model=model, optimization_config=\"O3\", model_name_or_path=\"path/to/my/mpnet-legal-finetuned\"\n      )\n\n   After optimizing::\n\n      from sentence_transformers import SparseEncoder\n\n      model = SparseEncoder(\n          \"path/to/my/mpnet-legal-finetuned\",\n          backend=\"onnx\",\n          model_kwargs={\"file_name\": \"onnx/model_O3.onnx\"},\n      )\n\nQuantizing ONNX Models\n^^^^^^^^^^^^^^^^^^^^^^\n\n.. include:: backend_export_sidebar.rst\n\nONNX models can be quantized to int8 precision using `Optimum <https://huggingface.co/docs/optimum/index>`_, allowing for faster inference on CPUs. To do this, you can use the :func:`~sentence_transformers.backend.export_dynamic_quantized_onnx_model` function, which saves the quantized in a directory or model repository that you specify. Dynamic quantization, unlike static quantization, does not require a calibration dataset. It expects:\n\n- ``model``: a Sentence Transformer, Sparse Encoder, or Cross Encoder model loaded with the ONNX backend.\n- ``quantization_config``: ``\"arm64\"``, ``\"avx2\"``, ``\"avx512\"``, or ``\"avx512_vnni\"`` representing quantization configurations from :class:`~optimum.onnxruntime.AutoQuantizationConfig`, or an :class:`~optimum.onnxruntime.QuantizationConfig` instance.\n- ``model_name_or_path``: a path to save the quantized model file, or the repository name if you want to push it to the Hugging Face Hub.\n- ``push_to_hub``: (Optional) a boolean to push the quantized model to the Hugging Face Hub.\n- ``create_pr``: (Optional) a boolean to create a pull request when pushing to the Hugging Face Hub. Useful when you don't have write access to the repository.\n- ``file_suffix``: (Optional) a string to append to the model name when saving it. If not specified, ``\"qint8_quantized\"`` will be used.\n\nOn my CPU, each of the default quantization configurations (``\"arm64\"``, ``\"avx2\"``, ``\"avx512\"``, ``\"avx512_vnni\"``) resulted in roughly equivalent speedups.\n\nSee this example for quantizing a model to ``int8`` with :doc:`avx512_vnni <optimum:onnxruntime/usage_guides/quantization>`:\n\n.. tab:: Hugging Face Hub Model\n\n   Only quantize once::\n\n      from sentence_transformers import SparseEncoder, export_dynamic_quantized_onnx_model\n\n      model = SparseEncoder(\"naver/splade-v3\", backend=\"onnx\")\n      export_dynamic_quantized_onnx_model(\n          model=model,\n          quantization_config=\"avx512_vnni\",\n          model_name_or_path=\"sentence-transformers/naver/splade-v3\",\n          push_to_hub=True,\n          create_pr=True,\n      )\n\n   Before the pull request gets merged::\n\n      from sentence_transformers import SparseEncoder\n\n      pull_request_nr = 2 # TODO: Update this to the number of your pull request\n      model = SparseEncoder(\n          \"naver/splade-v3\",\n          backend=\"onnx\",\n          model_kwargs={\"file_name\": \"onnx/model_qint8_avx512_vnni.onnx\"},\n          revision=f\"refs/pr/{pull_request_nr}\",\n      )\n   \n   Once the pull request gets merged::\n\n      from sentence_transformers import SparseEncoder\n\n      model = SparseEncoder(\n          \"naver/splade-v3\",\n          backend=\"onnx\",\n          model_kwargs={\"file_name\": \"onnx/model_qint8_avx512_vnni.onnx\"},\n      )\n\n.. tab:: Local Model\n\n   Only quantize once::\n\n      from sentence_transformers import SparseEncoder, export_dynamic_quantized_onnx_model\n\n      model = SparseEncoder(\"path/to/my/mpnet-legal-finetuned\", backend=\"onnx\")\n      export_dynamic_quantized_onnx_model(\n         model=model, quantization_config=\"avx512_vnni\", model_name_or_path=\"path/to/my/mpnet-legal-finetuned\"\n      )\n\n   After quantizing::\n\n      from sentence_transformers import SparseEncoder\n\n      model = SparseEncoder(\n          \"path/to/my/mpnet-legal-finetuned\",\n          backend=\"onnx\",\n          model_kwargs={\"file_name\": \"onnx/model_qint8_avx512_vnni.onnx\"},\n      )\n\nOpenVINO\n--------\n\n.. include:: backend_export_sidebar.rst\n\nOpenVINO allows for accelerated inference on CPUs by exporting the model to the OpenVINO format. To use the OpenVINO backend, you must install Sentence Transformers with the ``openvino`` extra:\n\n.. code-block:: bash\n\n   pip install sentence-transformers[openvino]\n\nTo convert a model to OpenVINO format, you can use the following code:\n\n.. code-block:: python\n\n   from sentence_transformers import SparseEncoder\n\n   model = SparseEncoder(\"naver/splade-v3\", backend=\"openvino\")\n   \n   sentences = [\"This is an example sentence\", \"Each sentence is converted\"]\n   embeddings = model.encode(sentences)\n\nIf the model path or repository already contains a model in OpenVINO format, Sentence Transformers will automatically use it. Otherwise, it will convert the model to the OpenVINO format.\n\n.. note::\n\n   If you wish to use the OpenVINO model outside of Sentence Transformers, you'll need to perform SPLADE pooling and/or normalization yourself. The OpenVINO export only converts the (Masked Language Modelling) Transformer component, which outputs token embeddings, not sparse embeddings for the full text.\n\n.. raw:: html\n\n   All keyword arguments passed via <code>model_kwargs</code> will be passed on to <a href=\"https://huggingface.co/docs/optimum/intel/openvino/reference#optimum.intel.openvino.modeling_base.OVBaseModel.from_pretrained\"><code style=\"color: #404040; font-weight: 700;\">OVBaseModel.from_pretrained()</code></a>. Some notable arguments include:\n\n* ``file_name``: The name of the ONNX file to load. If not specified, will default to ``\"openvino_model.xml\"`` or otherwise ``\"openvino/openvino_model.xml\"``. This argument is useful for specifying optimized or quantized models.\n* ``export``: A boolean flag specifying whether the model will be exported. If not provided, ``export`` will be set to ``True`` if the model repository or directory does not already contain an OpenVINO model.\n\n.. tip::\n\n   It's heavily recommended to save the exported model to prevent having to re-export it every time you run your code. You can do this by calling :meth:`model.save_pretrained() <sentence_transformers.SparseEncoder.save_pretrained>` if your model was local:\n\n   .. code-block:: python\n\n      model = SparseEncoder(\"path/to/my/model\", backend=\"openvino\")\n      model.save_pretrained(\"path/to/my/model\")\n   \n   or with :meth:`model.push_to_hub() <sentence_transformers.SparseEncoder.push_to_hub>` if your model was from the Hugging Face Hub:\n\n   .. code-block:: python\n\n      model = SparseEncoder(\"intfloat/multilingual-e5-small\", backend=\"openvino\")\n      model.push_to_hub(\"intfloat/multilingual-e5-small\", create_pr=True)\n\nQuantizing OpenVINO Models\n^^^^^^^^^^^^^^^^^^^^^^^^^^\n\n.. include:: backend_export_sidebar.rst\n\nOpenVINO models can be quantized to int8 precision using `Optimum Intel <https://huggingface.co/docs/optimum/main/en/intel/index>`_ to speed up inference.\nTo do this, you can use the :func:`~sentence_transformers.backend.export_static_quantized_openvino_model` function,\nwhich saves the quantized model in a directory or model repository that you specify.\nPost-Training Static Quantization expects:\n\n- ``model``: a Sentence Transformer, Sparse Encoder, or Cross Encoder model loaded with the OpenVINO backend.\n- ``quantization_config``: (Optional) The quantization configuration. This parameter accepts either:\n  ``None`` for the default 8-bit quantization, a dictionary representing quantization configurations, or\n  an :class:`~optimum.intel.OVQuantizationConfig` instance.\n- ``model_name_or_path``: a path to save the quantized model file, or the repository name if you want to push it to the Hugging Face Hub.\n- ``dataset_name``: (Optional) The name of the dataset to load for calibration. If not specified, defaults to ``sst2`` subset from the ``glue`` dataset.\n- ``dataset_config_name``: (Optional) The specific configuration of the dataset to load.\n- ``dataset_split``: (Optional) The split of the dataset to load (e.g., 'train', 'test').\n- ``column_name``: (Optional) The column name in the dataset to use for calibration.\n- ``push_to_hub``: (Optional) a boolean to push the quantized model to the Hugging Face Hub.\n- ``create_pr``: (Optional) a boolean to create a pull request when pushing to the Hugging Face Hub. Useful when you don't have write access to the repository.\n- ``file_suffix``: (Optional) a string to append to the model name when saving it. If not specified, ``\"qint8_quantized\"`` will be used.\n\nSee this example for quantizing a model to ``int8`` with `static quantization <https://huggingface.co/docs/optimum/main/en/intel/openvino/optimization#static-quantization>`_:\n\n.. tab:: Hugging Face Hub Model\n\n   Only quantize once::\n\n      from sentence_transformers import SparseEncoder, export_static_quantized_openvino_model\n\n      model = SparseEncoder(\"naver/splade-v3\", backend=\"openvino\")\n      export_static_quantized_openvino_model(\n          model=model,\n          quantization_config=None,\n          model_name_or_path=\"sentence-transformers/naver/splade-v3\",\n          push_to_hub=True,\n          create_pr=True,\n      )\n\n   Before the pull request gets merged::\n\n      from sentence_transformers import SparseEncoder\n\n      pull_request_nr = 2 # TODO: Update this to the number of your pull request\n      model = SparseEncoder(\n          \"naver/splade-v3\",\n          backend=\"openvino\",\n          model_kwargs={\"file_name\": \"openvino/openvino_model_qint8_quantized.xml\"},\n          revision=f\"refs/pr/{pull_request_nr}\"\n      )\n\n   Once the pull request gets merged::\n\n      from sentence_transformers import SparseEncoder\n\n      model = SparseEncoder(\n          \"naver/splade-v3\",\n          backend=\"openvino\",\n          model_kwargs={\"file_name\": \"openvino/openvino_model_qint8_quantized.xml\"},\n      )\n\n.. tab:: Local Model\n\n   Only quantize once::\n\n      from sentence_transformers import SparseEncoder, export_static_quantized_openvino_model\n      from optimum.intel import OVQuantizationConfig\n\n      model = SparseEncoder(\"path/to/my/mpnet-legal-finetuned\", backend=\"openvino\")\n      quantization_config = OVQuantizationConfig()\n      export_static_quantized_openvino_model(\n          model=model, quantization_config=quantization_config, model_name_or_path=\"path/to/my/mpnet-legal-finetuned\"\n      )\n\n   After quantizing::\n\n      from sentence_transformers import SparseEncoder\n\n      model = SparseEncoder(\n          \"path/to/my/mpnet-legal-finetuned\",\n          backend=\"openvino\",\n          model_kwargs={\"file_name\": \"openvino/openvino_model_qint8_quantized.xml\"},\n      )\n\nBenchmarks\n----------\n\nThe following images show the benchmark results for the different backends on GPUs and CPUs. The results are averaged across 3 datasets and numerous batch sizes.\n\n.. raw:: html\n\n   <details>\n      <summary>Expand the benchmark details</summary>\n\n   <br>\n   Speedup ratio:\n   <ul>\n      <li>\n         <b>Hardware: </b>RTX 3090 GPU, i7-17300K CPU\n      </li>\n      <li>\n         <b>Datasets: </b> 2000 samples for GPU tests, 1000 samples for CPU tests.\n         <ul>\n            <li>\n               <a href=\"https://huggingface.co/datasets/sentence-transformers/stsb\">sentence-transformers/stsb</a>: 38.9 characters on average (SD=13.9)\n            </li>\n            <li>\n               <a href=\"https://huggingface.co/datasets/sentence-transformers/natural-questions\">sentence-transformers/natural-questions</a>: answers only, 619.6 characters on average (SD=345.3)\n            </li>\n            <li>\n               <a href=\"https://huggingface.co/datasets/stanfordnlp/imdb\">stanfordnlp/imdb</a>: texts repeated 4 times, 9589.3 characters on average (SD=633.4)\n            </li>\n         </ul>\n      </li>\n      <li>\n         <b>Model: </b>\n         <ul>\n            <li>\n               <a href=\"https://huggingface.co/naver/splade-v3\">naver/splade-v3</a>: 110M parameters; batch sizes of 8, 16, 32, and 64.\n            </li>\n         </ul>\n      </li>\n   </ul>\n   I also benchmarked <a href=\"https://huggingface.co/ibm-granite/granite-embedding-30m-sparse\">ibm-granite/granite-embedding-30m-sparse</a>, but it proved too small to effectively show the gains of the different backends, so I excluded it from the results.\n   <br>\n   Performance ratio: The same models and hardware was used. We compare the performance against the performance of PyTorch with fp32, i.e. the default backend and precision.\n   <ul>\n      <li>\n         <b>Evaluation: </b>\n         <ul>\n            <li>\n               <b>Information Retrieval: </b>NDCG@10 based on cosine similarity on the MS MARCO and NQ subsets from the <a href=\"https://huggingface.co/collections/zeta-alpha-ai/nanobeir-66e1a0af21dfd93e620cd9f6\">NanoBEIR</a> collection of datasets, computed via the SparseNanoBEIREvaluator.\n            </li>\n         </ul>\n      </li>\n   </ul>\n\n   <ul>\n      <li>\n         <b>Backends: </b>\n         <ul>\n            <li>\n               <code>torch-fp32</code>: PyTorch with float32 precision (default).\n            </li>\n            <li>\n               <code>torch-fp16</code>: PyTorch with float16 precision, via <code>model_kwargs={\"torch_dtype\": \"float16\"}</code>.\n            </li>\n            <li>\n               <code>torch-bf16</code>: PyTorch with bfloat16 precision, via <code>model_kwargs={\"torch_dtype\": \"bfloat16\"}</code>.\n            </li>\n            <li>\n               <code>onnx</code>: ONNX with float32 precision, via <code>backend=\"onnx\"</code>.\n            </li>\n            <li>\n               <code>onnx-O1</code>: ONNX with float32 precision and O1 optimization, via <code>export_optimized_onnx_model(..., optimization_config=\"O1\", ...)</code> and <code>backend=\"onnx\"</code>.\n            </li>\n            <li>\n               <code>onnx-O2</code>: ONNX with float32 precision and O2 optimization, via <code>export_optimized_onnx_model(..., optimization_config=\"O2\", ...)</code> and <code>backend=\"onnx\"</code>.\n            </li>\n            <li>\n               <code>onnx-O3</code>: ONNX with float32 precision and O3 optimization, via <code>export_optimized_onnx_model(..., optimization_config=\"O3\", ...)</code> and <code>backend=\"onnx\"</code>.\n            </li>\n            <li>\n               <code>onnx-O4</code>: ONNX with float16 precision and O4 optimization, via <code>export_optimized_onnx_model(..., optimization_config=\"O4\", ...)</code> and <code>backend=\"onnx\"</code>.\n            </li>\n            <li>\n               <code>onnx-qint8</code>: ONNX quantized to int8 with \"avx512_vnni\", via <code>export_dynamic_quantized_onnx_model(..., quantization_config=\"avx512_vnni\", ...)</code> and <code>backend=\"onnx\"</code>. The different quantization configurations resulted in roughly equivalent speedups.\n            </li>\n            <li>\n               <code>openvino</code>: OpenVINO, via <code>backend=\"openvino\"</code>.\n            </li>\n            <li>\n               <code>openvino-qint8</code>: OpenVINO quantized to int8 via <code>export_static_quantized_openvino_model(..., quantization_config=OVQuantizationConfig(), ...)</code> and <code>backend=\"openvino\"</code>.\n            </li>\n         </ul>\n      </li>\n   </ul>\n\n   Note that the aggressive averaging across models, datasets, and batch sizes prevents some more intricate patterns from being visible. For example, for both GPUs and CPUs, the <a href=\"https://huggingface.co/ibm-granite/granite-embedding-30m-sparse\">ibm-granite/granite-embedding-30m-sparse</a> model benefits less from various backends than larger models. For example, fp16 and bf16 on GPUs only results in a 1.4x speedup on average.\n\n   </details>\n   <br>\n\n\n.. image:: ../../img/se_backends_benchmark_gpu.png\n   :alt: Benchmark for GPUs\n   :width: 45%\n\n.. image:: ../../img/se_backends_benchmark_cpu.png\n   :alt: Benchmark for CPUs\n   :width: 45%\n\nRecommendations\n^^^^^^^^^^^^^^^\n\nBased on the benchmarks, this flowchart should help you decide which backend to use for your model:\n\n.. mermaid::\n   \n   %%{init: {\n      \"theme\": \"neutral\",\n      \"flowchart\": {\n         \"curve\": \"bumpY\"\n      }\n   }}%%\n   graph TD\n   A(What is your hardware?) -->|GPU| B(\"Are you using a<br>batch size of <= 4?\")\n   A -->|CPU| C(\"Are minor performance<br>degradations acceptable?\")\n   B -->|yes| D[onnx-O4]\n   B -->|no| F[bfloat16]\n   C -->|yes| G[openvino-qint8]\n   C -->|no| H(Do you have an Intel CPU?)\n   H -->|yes| I[openvino]\n   I -->|or| J[onnx-O3]\n   H -->|no| K[onnx-O3]\n   click D \"#optimizing-onnx-models\"\n   click F \"#pytorch\"\n   click G \"#quantizing-openvino-models\"\n   click I \"#openvino\"\n   click J \"#optimizing-onnx-models\"\n   click K \"#optimizing-onnx-models\"\n\n.. note::\n\n   Your milage may vary, and you should always test the different backends with your specific model and data to find the best one for your use case.\n\nUser Interface\n^^^^^^^^^^^^^^\n\nThis Hugging Face Space provides a user interface for exporting, optimizing, and quantizing models for either ONNX or OpenVINO:\n\n- `sentence-transformers/backend-export <https://huggingface.co/spaces/sentence-transformers/backend-export>`_\n"
  },
  {
    "path": "docs/sparse_encoder/usage/usage.rst",
    "content": "Usage\n=====\n\nCharacteristics of Sparse Encoder models:\n\n1. Calculates **sparse vector representations** where most dimensions are zero\n2. Provides **efficiency benefits** for large-scale retrieval systems due to the sparse nature of embeddings\n3. Often **more interpretable** than dense embeddings, with non-zero dimensions corresponding to specific tokens\n4. **Complementary to dense embeddings**, enabling hybrid search systems that combine the strengths of both approaches\n\nOnce you have `installed <../../installation.html>`_ Sentence Transformers, you can easily use Sparse Encoder models:\n\n.. sidebar:: Documentation\n\n   1. :class:`SparseEncoder <sentence_transformers.sparse_encoder.SparseEncoder>`\n   2. :meth:`SparseEncoder.encode <sentence_transformers.sparse_encoder.SparseEncoder.encode>`\n   3. :meth:`SparseEncoder.similarity <sentence_transformers.sparse_encoder.SparseEncoder.similarity>`\n   4. :meth:`SparseEncoder.sparsity <sentence_transformers.sparse_encoder.SparseEncoder.sparsity>`\n\n::\n\n   from sentence_transformers import SparseEncoder\n\n   # 1. Load a pretrained SparseEncoder model\n   model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n   # The sentences to encode\n   sentences = [\n       \"The weather is lovely today.\",\n       \"It's so sunny outside!\",\n       \"He drove to the stadium.\",\n   ]\n\n   # 2. Calculate sparse embeddings by calling model.encode()\n   embeddings = model.encode(sentences)\n   print(embeddings.shape)\n   # [3, 30522] - sparse representation with vocabulary size dimensions\n\n   # 3. Calculate the embedding similarities (using dot product by default)\n   similarities = model.similarity(embeddings, embeddings)\n   print(similarities)\n   # tensor([[   35.629,     9.154,     0.098],\n   #         [    9.154,    27.478,     0.019],\n   #         [    0.098,     0.019,    29.553]])\n\n   # 4. Check sparsity statistics\n   stats = SparseEncoder.sparsity(embeddings)\n   print(f\"Sparsity: {stats['sparsity_ratio']:.2%}\")  # Typically >99% zeros\n   print(f\"Avg non-zero dimensions per embedding: {stats['active_dims']:.2f}\")\n\n\n.. toctree::\n   :maxdepth: 1\n   :caption: Tasks and Advanced Usage\n\n   ../../../examples/sparse_encoder/applications/computing_embeddings/README\n   ../../../examples/sparse_encoder/applications/semantic_textual_similarity/README\n   ../../../examples/sparse_encoder/applications/semantic_search/README\n   ../../../examples/sparse_encoder/applications/retrieve_rerank/README\n   ../../../examples/sparse_encoder/evaluation/README\n   efficiency\n\n"
  },
  {
    "path": "examples/cross_encoder/applications/README.md",
    "content": "# Cross-Encoders\n\nSentenceTransformers also supports to load Cross-Encoders for sentence pair scoring and sentence pair classification tasks.\n\n## Cross-Encoder vs. Bi-Encoder\n\nFirst, it is important to understand the difference between Bi- and Cross-Encoder.\n\n**Bi-Encoders** produce for a given sentence a sentence embedding. We pass to a BERT independently the sentences A and B, which result in the sentence embeddings u and v. These sentence embedding can then be compared using cosine similarity:\n\n![BiEncoder](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/Bi_vs_Cross-Encoder.png)\n\nIn contrast, for a **Cross-Encoder**, we pass both sentences simultaneously to the Transformer network. It produces then an output value between 0 and 1 indicating the similarity of the input sentence pair:\n\nA **Cross-Encoder does not produce a sentence embedding**. Also, we are not able to pass individual sentences to a Cross-Encoder.\n\nAs detailed in our [paper](https://huggingface.co/papers/1908.10084), Cross-Encoder achieve better performances than Bi-Encoders. However, for many application they are not practical as they do not produce embeddings we could e.g. index or efficiently compare using cosine similarity.\n\n## When to use Cross- / Bi-Encoders?\n\nCross-Encoders can be used whenever you have a pre-defined set of sentence pairs you want to score. For example, you have 100 sentence pairs and you want to get similarity scores for these 100 pairs.\n\nBi-Encoders (see [Computing Sentence Embeddings](../../sentence_transformer/applications/computing-embeddings/README.rst)) are used whenever you need a sentence embedding in a vector space for efficient comparison. Applications are for example Information Retrieval / Semantic Search or Clustering. Cross-Encoders would be the wrong choice for these application: Clustering 10,000 sentence with CrossEncoders would require computing similarity scores for about 50 Million sentence combinations, which takes about 65 hours. With a Bi-Encoder, you compute the embedding for each sentence, which takes only 5 seconds. You can then perform the clustering.\n\n## Cross-Encoders Usage\n\nUsing Cross-Encoders is quite easy:\n\n```python\nfrom sentence_transformers.cross_encoder import CrossEncoder\n\nmodel = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\")\nscores = model.predict([[\"My first\", \"sentence pair\"], [\"Second text\", \"pair\"]])\n```\n\nYou pass to `model.predict` a list of sentence **pairs**. Note, Cross-Encoder do not work on individual sentence, you have to pass sentence pairs.\n\nAs model name, you can pass any model or path that is compatible with Hugging Face [AutoModel](https://huggingface.co/transformers/model_doc/auto.html) class.\n\nFor a full example, to score a query with all possible sentences in a corpus see [cross-encoder_usage.py](cross-encoder_usage.py).\n\n## Combining Bi- and Cross-Encoders\n\nCross-Encoder achieve higher performance than Bi-Encoders, however, they do not scale well for large datasets. Here, it can make sense to combine Cross- and Bi-Encoders, for example in Information Retrieval / Semantic Search scenarios: First, you use an efficient Bi-Encoder to retrieve e.g. the top-100 most similar sentences for a query. Then, you use a Cross-Encoder to re-rank these 100 hits by computing the score for every (query, hit) combination.\n\nFor more details on combing Bi- and Cross-Encoders, see [Application - Information Retrieval](../../sentence_transformer/applications/retrieve_rerank/README.md).\n\n## Training Cross-Encoders\n\nSee [Cross-Encoder Training](../../../docs/cross_encoder/training_overview.md) how to train your own Cross-Encoder models.\n"
  },
  {
    "path": "examples/cross_encoder/applications/cross-encoder_reranking.py",
    "content": "\"\"\"\nThis script contains an example how to perform re-ranking with a Cross-Encoder for semantic search.\n\nFirst, we use an efficient Bi-Encoder to retrieve similar questions from the Natural Questions dataset:\nhttps://huggingface.co/datasets/sentence-transformers/natural-questions\n\nThen, we re-rank the hits from the Bi-Encoder (retriever) using a Cross-Encoder (reranker).\n\"\"\"\n\nimport os\nimport pickle\nimport time\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import CrossEncoder, SentenceTransformer, util\n\n# We use a BiEncoder (SentenceTransformer) that produces embeddings for questions.\n# We then search for similar questions using cosine similarity and identify the top 100 most similar questions\n# Loading https://huggingface.co/sentence-transformers/all-MiniLM-L6-v2\nmodel_name = \"sentence-transformers/all-MiniLM-L6-v2\"\nmodel = SentenceTransformer(model_name)\nnum_candidates = 500\nbatch_size = 128\n\n# To refine the results, we use a CrossEncoder. A CrossEncoder gets both inputs (input_question, retrieved_answer)\n# and outputs a score indicating the similarity.\n# Loading https://huggingface.co/cross-encoder/ms-marco-MiniLM-L6-v2\ncross_encoder_model = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\")\n\n# Load the dataset\nmax_corpus_size = 20_000\ndataset = load_dataset(\"sentence-transformers/natural-questions\", split=f\"train[:{max_corpus_size}]\")\n\n# Some local file to cache computed embeddings\nembedding_cache_path = \"natural-questions-embeddings-{}-size-{}.pkl\".format(\n    model_name.replace(\"/\", \"_\"), max_corpus_size\n)\n\n# Check if embedding cache path exists\nif not os.path.exists(embedding_cache_path):\n    print(\"Encode the questions and answers. This might take a while\")\n    answers = list(set(dataset[\"answer\"]))\n    answer_embeddings = model.encode(answers, batch_size=batch_size, show_progress_bar=True, convert_to_tensor=True)\n\n    print(\"Store file on disk\")\n    with open(embedding_cache_path, \"wb\") as fOut:\n        pickle.dump({\"answers\": dataset[\"answer\"], \"answer_embeddings\": answer_embeddings}, fOut)\nelse:\n    print(\"Load pre-computed embeddings from disk\")\n    with open(embedding_cache_path, \"rb\") as fIn:\n        cache_data = pickle.load(fIn)\n        answers = cache_data[\"answers\"][:max_corpus_size]\n        answer_embeddings = cache_data[\"answer_embeddings\"][:max_corpus_size]\n\n###############################\nprint(f\"Corpus loaded with {len(answers)} answers / embeddings\")\n\nwhile True:\n    query = input(\"Please enter a question: \")\n    print(\"Input question:\", query)\n\n    # First, retrieve candidates using cosine similarity search\n    start_time = time.time()\n    query_embedding = model.encode(query, convert_to_tensor=True)\n    hits = util.semantic_search(query_embedding, answer_embeddings, top_k=num_candidates)\n    hits = hits[0]  # Get the hits for the first query\n\n    print(f\"Cosine-Similarity search took {time.time() - start_time:.3f} seconds\")\n    print(\"Top 5 hits with cosine-similarity:\")\n    for hit in hits[0:5]:\n        print(\"\\t{:.3f}\\t{}\".format(hit[\"score\"], answers[hit[\"corpus_id\"]]))\n\n    # Now, do the re-ranking with the cross-encoder\n    start_time = time.time()\n    sentence_pairs = [[query, answers[hit[\"corpus_id\"]]] for hit in hits]\n    ranked_results = cross_encoder_model.rank(\n        query, [answers[hit[\"corpus_id\"]] for hit in hits], return_documents=True, top_k=5\n    )\n\n    print(f\"\\nRe-ranking with CrossEncoder took {time.time() - start_time:.3f} seconds\")\n    print(\"Top 5 hits with CrossEncoder:\")\n    for hit in ranked_results:\n        print(\"\\t{:.3f}\\t{}\".format(hit[\"score\"], hit[\"text\"]))\n\n    print(\"\\n\\n========\\n\")\n\n\"\"\"\nInput question: apple sayings\nCosine-Similarity search took 0.063 seconds\nTop 5 hits with cosine-similarity:\n    0.602   Apple Inc. Apple Inc. is an American multinational technology company headquartered in Cupertino, California that designs, develops, and sells consumer electronics, computer software, and online services. The company's hardware products include the iPhone smartphone, the iPad tablet computer, the Mac personal computer, the iPod portable media player, the Apple Watch smartwatch, the Apple TV digital media player, and the HomePod smart speaker. Apple's consumer software includes the macOS and iOS operating systems, the iTunes media player, the Safari web browser, and the iLife and iWork creativity and productivity suites. Its online services include the iTunes Store, the iOS App Store and Mac App Store, Apple Music, and iCloud.\n    0.570   How do you like them apples The phrase is thought to have originated in World War I, with the \"Toffee Apple\" trench mortar used by British troops. These mortars were later rendered obsolete by the Stokes mortar, which used a more modern bullet-shaped shell.\n    0.547   History of Apple Inc. Apple Inc., formerly Apple Computer, Inc., is a multinational corporation that creates consumer electronics, personal computers, servers, and computer software, and is a digital distributor of media content. The company also has a chain of retail stores known as Apple Stores. Apple's core product lines are the iPhone smart phone, iPad tablet computer, iPod portable media players, and Macintosh computer line. Founders Steve Jobs and Steve Wozniak created Apple Computer on April 1, 1976,[1] and incorporated the company on January 3, 1977,[2] in Cupertino, California.\n    0.528   History of Apple Inc. On January 9, 2007, Apple Computer, Inc. shortened its name to simply Apple Inc. In his Macworld Expo keynote address, Steve Jobs explained that with their current product mix consisting of the iPod and Apple TV as well as their Macintosh brand, Apple really wasn't just a computer company anymore. At the same address, Jobs revealed a product that would revolutionize an industry in which Apple had never previously competed: the Apple iPhone. The iPhone combined Apple's first widescreen iPod with the world's first mobile device boasting visual voicemail, and an internet communicator able to run a fully functional version of Apple's web browser, Safari, on the then-named iPhone OS (later renamed iOS).\n    0.522   Siri In June 2016, The Verge's Sean O'Kane wrote about the then-upcoming major iOS 10 updates, with a headline stating \"Siri's big upgrades won't matter if it can't understand its users\". O'Kane wrote that \"What Apple didn’t talk about was solving Siri’s biggest, most basic flaws: it’s still not very good at voice recognition, and when it gets it right, the results are often clunky. And these problems look even worse when you consider that Apple now has full-fledged competitors in this space: Amazon’s Alexa, Microsoft’s Cortana, and Google’s Assistant.\"[61] Also writing for The Verge, Walt Mossberg had previously questioned Apple's efforts in cloud-based services, writing:[62]\n\nRe-ranking with CrossEncoder took 0.808 seconds\nTop 5 hits with CrossEncoder:\n    4.776   An apple a day keeps the doctor away First recorded in the 1860s, the proverb originated in Wales, and was particularly prevalent in Pembrokshire. The first English version of the saying was \"Eat an apple on going to bed, and youâ€™ll keep the doctor from earning his bread.\" The current phrasing (\"An apple a day keeps the doctor away\") was first used in print in 1922.[1][2]\n    4.636   An apple a day keeps the doctor away First recorded in the 1860s, the proverb originated in Wales, and was particularly prevalent in Pembrokeshire. The first English version of the saying was \"Eat an apple on going to bed, and youâ€™ll keep the doctor from earning his bread.\" The current english phrasing, \"An apple a day keeps the doctor away\", began usage at the end of the 19th century, [1][2] early print examples found as early as 1899.[3]\n    2.349   Apple of my eye The Bible references below (from the King James Version, translated in 1611) contain the English idiom \"apple of my eye.\" However the Hebrew literally says, \"little man of the eye.\" The Hebrew idiom also refers to the pupil, and has the same meaning, but does not parallel the English use of \"apple.\"\n    2.091   Apple of my eye The Bible references below (from the King James Version, translated in 1611) contain the English idiom \"apple of my eye.\" However the \"apple\" reference comes from English idiom, not biblical Hebrew. The Hebrew literally says, \"dark part of the eye.\" The Hebrew idiom also refers to the pupil, and has the same meaning, but does not parallel the English use of \"apple.\"\n    1.445   Apple of my eye The phrase apple of my eye refers to something or someone that one cherishes above all others.[1]\n\"\"\"\n"
  },
  {
    "path": "examples/cross_encoder/applications/cross-encoder_usage.py",
    "content": "\"\"\"\nThis example computes the score between a query and all possible\nsentences in a corpus using a Cross-Encoder for semantic textual similarity (STS).\nIt output then the most similar sentences for the given query.\n\"\"\"\n\nimport numpy as np\n\nfrom sentence_transformers.cross_encoder import CrossEncoder\n\n# Pre-trained cross encoder\nmodel = CrossEncoder(\"cross-encoder/stsb-distilroberta-base\")\n\n# We want to compute the similarity between the query sentence\nquery = \"A man is eating pasta.\"\n\n# With all sentences in the corpus\ncorpus = [\n    \"A man is eating food.\",\n    \"A man is eating a piece of bread.\",\n    \"The girl is carrying a baby.\",\n    \"A man is riding a horse.\",\n    \"A woman is playing violin.\",\n    \"Two men pushed carts through the woods.\",\n    \"A man is riding a white horse on an enclosed ground.\",\n    \"A monkey is playing drums.\",\n    \"A cheetah is running behind its prey.\",\n]\n\n# 1. We rank all sentences in the corpus for the query\nranks = model.rank(query, corpus)\n\n# Print the scores\nprint(\"Query:\", query)\nfor rank in ranks:\n    print(f\"{rank['score']:.2f}\\t{corpus[rank['corpus_id']]}\")\n\n# 2. Alternatively, you can also manually compute the score between two sentences\nsentence_combinations = [[query, sentence] for sentence in corpus]\nscores = model.predict(sentence_combinations)\n\n# Sort the scores in decreasing order to get the corpus indices\nranked_indices = np.argsort(scores)[::-1]\nprint(\"scores:\", scores)\nprint(\"indices:\", ranked_indices)\n"
  },
  {
    "path": "examples/cross_encoder/training/README.md",
    "content": "# Training\n\nThis folder contains various examples to fine-tune `CrossEncoder` models for specific tasks.\n\nFor the beginning, I can recommend to have a look at the [MS MARCO](ms_marco/) examples.\n\nFor the documentation how to train your own models, see [Training Overview](http://www.sbert.net/docs/cross_encoder/training_overview.html).\n\n## Training Examples\n\n- [distillation](distillation/) - Examples to make models smaller, faster and lighter.\n- [ms_marco](ms_marco/) - Numerous example training scripts for training on the MS MARCO information retrieval dataset.\n- [nli](nli/) - Natural Language Inference (NLI) data involves pair classification using the \"contradiction\", \"entailment\", and \"neutral\" classes.\n- [quora_duplicate_questions](quora_duplicate_questions/) - Quora Duplicate Questions is large set corpus with duplicate questions from the Quora community. The folder contains examples how to train models for duplicate questions mining and for semantic search.\n- [rerankers](rerankers/) - Example training scripts for training on generic information retrieval datasets.\n- [sts](sts/) - The most basic method to train models is using Semantic Textual Similarity (STS) data. Here, we have a sentence pair and a score indicating the semantic similarity.\n"
  },
  {
    "path": "examples/cross_encoder/training/distillation/README.md",
    "content": "# Model Distillation\n\nModel distillation refers to training an (often smaller) student model to mimic the behaviour of an (often larger) teacher model, or collection of teacher models. This is commonly used to make models **faster, cheaper and lighter**.\n\n## Cross Encoder Knowledge Distillation\n\nThe goal is to minimize the difference between the student logits (a.k.a. raw model outputs) and the teacher logits on the same input pair (often a query-answer pair).\n\n![](https://github.com/huggingface/sentence-transformers/raw/main/docs/img/msmarco-training-ce-distillation.png)\n\nHere are two training scripts that use pre-computed logits from [Hostätter et al.](https://huggingface.co/papers/2010.02666), who trained an ensemble of 3 (large) models for the MS MARCO dataset and predicted the scores for various (query, passage)-pairs (50% positive, 50% negative).\n\n- **[train_cross_encoder_kd_mse.py](train_cross_encoder_kd_mse.py)**\n  ```{eval-rst}\n  In this example, we use knowledge distillation with a small & fast model and learn the logits scores from the teacher ensemble. This yields performances comparable to large models, while being 18 times faster.\n\n  It uses the :class:`~sentence_transformers.cross_encoder.losses.MSELoss` to minimize the distance between predicted student logits and precomputed teacher logits for (query, answer) pairs.\n  ```\n- **[train_cross_encoder_kd_margin_mse.py](train_cross_encoder_kd_margin_mse.py)**\n  ```{eval-rst}\n  This is the same setup as the previous script, but now using the :class:`~sentence_transformers.cross_encoder.losses.MarginMSELoss` as used in the aforementioned `Hostätter et al. <https://huggingface.co/papers/2010.02666>`_.\n\n  :class:`~sentence_transformers.cross_encoder.losses.MarginMSELoss` does not work with (query, answer) pairs and a precomputed logit, but with (query, correct_answer, incorrect_answer) triplets and a precomputed logit that corresponds to ``teacher.predict([query, correct_answer]) - teacher.predict([query, incorrect_answer])``. In short, this precomputed logit is the *difference* between (query, correct_answer) and (query, incorrect_answer).\n  ```\n\n## Inference\n\nThe [tomaarsen/reranker-MiniLM-L12-H384-margin-mse](https://huggingface.co/tomaarsen/reranker-MiniLM-L12-H384-margin-mse) model was trained with the second script. If you want to try out the model before distilling a model yourself, feel free to use this script:\n\n```python\nfrom sentence_transformers import CrossEncoder\n\n# Download from the 🤗 Hub\nmodel = CrossEncoder(\"tomaarsen/reranker-modernbert-base-msmarco-margin-mse\")\n# Get scores for pairs of texts\npairs = [\n    [\"where is joplin airport\", \"Scott Joplin is important both as a composer for bringing ragtime to the concert hall, setting the stage (literally) for the rise of jazz; and as an early advocate for civil rights and education among American blacks. Joplin is a hero, and a national treasure of the United States.\"],\n    [\"where is joplin airport\", \"Flights from Jos to Abuja will get you to this shimmering Nigerian capital within approximately 19 hours. Flights depart from Yakubu Gowon Airport/ Jos Airport (JOS) and arrive at Nnamdi Azikiwe International Airport (ABV). Arik Air is the main airline flying the Jos to Abuja route.\"],\n    [\"where is joplin airport\", \"Janis Joplin returned to the music scene, knowing it was her destiny, in 1966. A friend, Travis Rivers, recruited her to audition for the psychedelic band, Big Brother and the Holding Company, based in San Francisco. The band was quite big in San Francisco at the time, and Joplin landed the gig.\"],\n    [\"where is joplin airport\", \"Joplin Regional Airport. Joplin Regional Airport (IATA: JLN, ICAO: KJLN, FAA LID: JLN) is a city-owned airport four miles north of Joplin, in Jasper County, Missouri. It has airline service subsidized by the Essential Air Service program. Airline flights and general aviation are in separate terminals.\"],\n    [\"where is joplin airport\", 'Trolley and rail lines made Joplin the hub of southwest Missouri. As the center of the \"Tri-state district\", it soon became the lead- and zinc-mining capital of the world. As a result of extensive surface and deep mining, Joplin is dotted with open-pit mines and mine shafts.'],\n]\nscores = model.predict(pairs)\nprint(scores)\n# [0.00410349 0.03430534 0.5108879  0.999984   0.91639173]\n\n# Or rank different texts based on similarity to a single text\nranks = model.rank(\n    \"where is joplin airport\",\n    [\n        \"Scott Joplin is important both as a composer for bringing ragtime to the concert hall, setting the stage (literally) for the rise of jazz; and as an early advocate for civil rights and education among American blacks. Joplin is a hero, and a national treasure of the United States.\",\n        \"Flights from Jos to Abuja will get you to this shimmering Nigerian capital within approximately 19 hours. Flights depart from Yakubu Gowon Airport/ Jos Airport (JOS) and arrive at Nnamdi Azikiwe International Airport (ABV). Arik Air is the main airline flying the Jos to Abuja route.\",\n        \"Janis Joplin returned to the music scene, knowing it was her destiny, in 1966. A friend, Travis Rivers, recruited her to audition for the psychedelic band, Big Brother and the Holding Company, based in San Francisco. The band was quite big in San Francisco at the time, and Joplin landed the gig.\",\n        \"Joplin Regional Airport. Joplin Regional Airport (IATA: JLN, ICAO: KJLN, FAA LID: JLN) is a city-owned airport four miles north of Joplin, in Jasper County, Missouri. It has airline service subsidized by the Essential Air Service program. Airline flights and general aviation are in separate terminals.\",\n        'Trolley and rail lines made Joplin the hub of southwest Missouri. As the center of the \"Tri-state district\", it soon became the lead- and zinc-mining capital of the world. As a result of extensive surface and deep mining, Joplin is dotted with open-pit mines and mine shafts.',\n    ],\n)\nprint(ranks)\n# [\n#     {\"corpus_id\": 3, \"score\": 0.999984},\n#     {\"corpus_id\": 4, \"score\": 0.91639173},\n#     {\"corpus_id\": 2, \"score\": 0.5108879},\n#     {\"corpus_id\": 1, \"score\": 0.03430534},\n#     {\"corpus_id\": 0, \"score\": 0.004103488},\n# ]\n```\n"
  },
  {
    "path": "examples/cross_encoder/training/distillation/train_cross_encoder_kd_margin_mse.py",
    "content": "import logging\nimport traceback\n\nfrom datasets import load_dataset, load_from_disk\n\nfrom sentence_transformers.cross_encoder import CrossEncoder\nfrom sentence_transformers.cross_encoder.evaluation import CrossEncoderNanoBEIREvaluator\nfrom sentence_transformers.cross_encoder.losses.MarginMSELoss import MarginMSELoss\nfrom sentence_transformers.cross_encoder.trainer import CrossEncoderTrainer\nfrom sentence_transformers.cross_encoder.training_args import CrossEncoderTrainingArguments\n\n\ndef main():\n    model_name = \"microsoft/MiniLM-L12-H384-uncased\"\n\n    # Set the log level to INFO to get more information\n    logging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n    train_batch_size = 16\n    num_epochs = 1\n    dataset_size = 2_000_000\n\n    # 1. Define our CrossEncoder model\n    model = CrossEncoder(model_name)\n    print(\"Model max length:\", model.max_length)\n    print(\"Model num labels:\", model.num_labels)\n\n    # 2. Load the MS MARCO dataset: https://huggingface.co/datasets/sentence-transformers/msmarco\n    logging.info(\"Read train dataset\")\n    try:\n        train_dataset = load_from_disk(\"ms-marco-margin-mse-train\")\n        eval_dataset = load_from_disk(\"ms-marco-margin-mse-eval\")\n    except FileNotFoundError:\n        logging.info(\"The dataset has not been fully stored as texts on disk yet. We will do this now.\")\n        corpus = load_dataset(\"sentence-transformers/msmarco\", \"corpus\", split=\"train\")\n        corpus = dict(zip(corpus[\"passage_id\"], corpus[\"passage\"]))\n        queries = load_dataset(\"sentence-transformers/msmarco\", \"queries\", split=\"train\")\n        queries = dict(zip(queries[\"query_id\"], queries[\"query\"]))\n        dataset = load_dataset(\"sentence-transformers/msmarco\", \"bert-ensemble-margin-mse\", split=\"train\")\n        dataset = dataset.select(range(dataset_size))\n\n        def id_to_text_map(batch):\n            return {\n                \"query\": [queries[qid] for qid in batch[\"query_id\"]],\n                \"positive\": [corpus[pid] for pid in batch[\"positive_id\"]],\n                \"negative\": [corpus[pid] for pid in batch[\"negative_id\"]],\n                \"score\": batch[\"score\"],\n            }\n\n        dataset = dataset.map(id_to_text_map, batched=True, remove_columns=[\"query_id\", \"positive_id\", \"negative_id\"])\n        dataset = dataset.train_test_split(test_size=10_000)\n        train_dataset = dataset[\"train\"]\n        eval_dataset = dataset[\"test\"]\n\n        train_dataset.save_to_disk(\"ms-marco-margin-mse-train\")\n        eval_dataset.save_to_disk(\"ms-marco-margin-mse-eval\")\n        logging.info(\n            \"The dataset has now been stored as texts on disk. The script will now stop to ensure that memory is freed. \"\n            \"Please restart the script to start training.\"\n        )\n        quit()\n    logging.info(train_dataset)\n\n    # 3. Define our training loss\n    loss = MarginMSELoss(model)\n\n    # 4. Define the evaluator. We use the CrossEncoderNanoBEIREvaluator, which is a light-weight evaluator for English reranking\n    evaluator = CrossEncoderNanoBEIREvaluator(dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], batch_size=train_batch_size)\n    evaluator(model)\n\n    # 5. Define the training arguments\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    run_name = f\"reranker-{short_model_name}-msmarco-margin-mse\"\n    args = CrossEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=train_batch_size,\n        learning_rate=8e-6,  # Lower than usual\n        warmup_ratio=0.1,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_NanoBEIR_R100_mean_ndcg@10\",\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=20000,\n        save_strategy=\"steps\",\n        save_steps=20000,\n        save_total_limit=2,\n        logging_steps=4000,\n        logging_first_step=True,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=12,\n        dataloader_num_workers=4,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = CrossEncoderTrainer(\n        model=model,\n        args=args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model, useful to include these in the model card\n    evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/cross_encoder/training/distillation/train_cross_encoder_kd_mse.py",
    "content": "import logging\nimport traceback\n\nfrom datasets import load_dataset, load_from_disk\n\nfrom sentence_transformers.cross_encoder import CrossEncoder\nfrom sentence_transformers.cross_encoder.evaluation import CrossEncoderNanoBEIREvaluator\nfrom sentence_transformers.cross_encoder.losses.MSELoss import MSELoss\nfrom sentence_transformers.cross_encoder.trainer import CrossEncoderTrainer\nfrom sentence_transformers.cross_encoder.training_args import CrossEncoderTrainingArguments\n\n\ndef main():\n    model_name = \"microsoft/MiniLM-L12-H384-uncased\"\n\n    # Set the log level to INFO to get more information\n    logging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n    train_batch_size = 16\n    num_epochs = 1\n    dataset_size = 2_000_000\n\n    # 1. Define our CrossEncoder model\n    model = CrossEncoder(model_name)\n    print(\"Model max length:\", model.max_length)\n    print(\"Model num labels:\", model.num_labels)\n\n    # 2. Load the MS MARCO dataset: https://huggingface.co/datasets/sentence-transformers/msmarco\n    logging.info(\"Read train dataset\")\n    try:\n        train_dataset = load_from_disk(\"ms-marco-mse-train\")\n        eval_dataset = load_from_disk(\"ms-marco-mse-eval\")\n    except FileNotFoundError:\n        logging.info(\"The dataset has not been fully stored as texts on disk yet. We will do this now.\")\n        corpus = load_dataset(\"sentence-transformers/msmarco\", \"corpus\", split=\"train\")\n        corpus = dict(zip(corpus[\"passage_id\"], corpus[\"passage\"]))\n        queries = load_dataset(\"sentence-transformers/msmarco\", \"queries\", split=\"train\")\n        queries = dict(zip(queries[\"query_id\"], queries[\"query\"]))\n        dataset = load_dataset(\"sentence-transformers/msmarco\", \"bert-ensemble-mse\", split=\"train\")\n        dataset = dataset.select(range(dataset_size))\n\n        def id_to_text_map(batch):\n            return {\n                \"query\": [queries[qid] for qid in batch[\"query_id\"]],\n                \"passage\": [corpus[pid] for pid in batch[\"passage_id\"]],\n                \"score\": batch[\"score\"],\n            }\n\n        dataset = dataset.map(id_to_text_map, batched=True, remove_columns=[\"query_id\", \"passage_id\"])\n        dataset = dataset.train_test_split(test_size=10_000)\n        train_dataset = dataset[\"train\"]\n        eval_dataset = dataset[\"test\"]\n\n        train_dataset.save_to_disk(\"ms-marco-mse-train\")\n        eval_dataset.save_to_disk(\"ms-marco-mse-eval\")\n        logging.info(\n            \"The dataset has now been stored as texts on disk. The script will now stop to ensure that memory is freed. \"\n            \"Please restart the script to start training.\"\n        )\n        quit()\n    logging.info(train_dataset)\n\n    # 3. Define our training loss\n    loss = MSELoss(model)\n\n    # 4. Define the evaluator. We use the CrossEncoderNanoBEIREvaluator, which is a light-weight evaluator for English reranking\n    evaluator = CrossEncoderNanoBEIREvaluator(dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], batch_size=train_batch_size)\n    evaluator(model)\n\n    # 5. Define the training arguments\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    run_name = f\"reranker-{short_model_name}-msmarco-mse\"\n    args = CrossEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=train_batch_size,\n        learning_rate=8e-6,  # Lower than usual, for MSELoss\n        warmup_ratio=0.1,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_NanoBEIR_R100_mean_ndcg@10\",\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=20000,\n        save_strategy=\"steps\",\n        save_steps=20000,\n        save_total_limit=2,\n        logging_steps=4000,\n        logging_first_step=True,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=12,\n        dataloader_num_workers=4,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = CrossEncoderTrainer(\n        model=model,\n        args=args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model, useful to include these in the model card\n    evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/cross_encoder/training/ms_marco/README.md",
    "content": "# MS MARCO\n\n[MS MARCO Passage Ranking](https://github.com/microsoft/MSMARCO-Passage-Ranking) is a large dataset to train models for information retrieval. It consists of about 500k real search queries from Bing search engine with the relevant text passage that answers the query. This page shows how to **train** Cross Encoder models on this dataset so that it can be used for searching text passages given queries (key words, phrases or questions).\n\nIf you are interested in how to use these models, see [Application - Retrieve & Re-Rank](../../../sentence_transformer/applications/retrieve_rerank/README.md). There are **pre-trained models** available, which you can directly use without the need of training your own models. For more information, see [Pretrained Cross-Encoders for MS MARCO](../../../../docs/cross_encoder/pretrained_models.md#ms-marco).\n\n## Cross Encoder\n\n```{eval-rst}\nA `Cross Encoder <../../applications/README.html>`_ accepts both a query and a possible relevant passage and returns a score denoting how relevant the passage is for the given query. Often times, a :class:`torch.nn.Sigmoid` is applied over the raw output prediction, casting it to a value between 0 and 1.\n```\n\n![CrossEncoder](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/CrossEncoder.png)\n\n```{eval-rst}\n:class:`~sentence_transformers.cross_encoder.CrossEncoder` models are often used for **re-ranking**: Given a list with possible relevant passages for a query, for example retrieved from a :class:`~sentence_transformers.SentenceTransformer` model / BM25 / Elasticsearch, the cross-encoder re-ranks this list so that the most relevant passages are the top of the result list. \n```\n\n## Training Scripts\n\n```{eval-rst}\nWe provide several training scripts with various loss functions to train a :class:`~sentence_transformers.cross_encoder.CrossEncoder` on MS MARCO.\n\nIn all scripts, the model is evaluated on subsets of `MS MARCO <https://huggingface.co/datasets/sentence-transformers/NanoMSMARCO-bm25>`_, `NFCorpus <https://huggingface.co/datasets/sentence-transformers/NanoNFCorpus-bm25>`_, `NQ <https://huggingface.co/datasets/sentence-transformers/NanoNQ-bm25>`_ via the :class:`~sentence_transformers.cross_encoder.evaluation.CrossEncoderNanoBEIREvaluator`.\n```\n\n- **[training_ms_marco_bce_preprocessed.py](training_ms_marco_bce_preprocessed.py)**:\n  ```{eval-rst}\n  This example uses :class:`~sentence_transformers.cross_encoder.losses.BinaryCrossEntropyLoss` on a `pre-processed MS MARCO dataset <https://huggingface.co/datasets/sentence-transformers/msmarco>`_.\n  ```\n- **[training_ms_marco_bce.py](training_ms_marco_bce.py)**:\n  ```{eval-rst}\n  This example also uses the :class:`~sentence_transformers.cross_encoder.losses.BinaryCrossEntropyLoss`, but now the dataset pre-processing into ``(query, answer)`` with ``label`` as 1 or 0 is done in the training script. \n  ```\n- **[training_ms_marco_cmnrl.py](training_ms_marco_cmnrl.py)**:\n  ```{eval-rst}\n  This example uses the :class:`~sentence_transformers.cross_encoder.losses.CachedMultipleNegativesRankingLoss`. The script applies dataset pre-processing into ``(query, answer, negative_1, negative_2, negative_3, negative_4, negative_5)``.\n  ```\n- **[training_ms_marco_listnet.py](training_ms_marco_listnet.py)**:\n  ```{eval-rst}\n  This example uses the :class:`~sentence_transformers.cross_encoder.losses.ListNetLoss`. The script applies dataset pre-processing into ``(query, [doc1, doc2, ..., docN])`` with ``labels`` as ``[score1, score2, ..., scoreN]``.\n  ```\n- **[training_ms_marco_lambda.py](training_ms_marco_lambda.py)**:\n  ```{eval-rst}\n  This example uses the :class:`~sentence_transformers.cross_encoder.losses.LambdaLoss` with the :class:`~sentence_transformers.cross_encoder.losses.NDCGLoss2PPScheme` loss scheme. The script applies dataset pre-processing into ``(query, [doc1, doc2, ..., docN])`` with ``labels`` as ``[score1, score2, ..., scoreN]``.\n  ```\n- **[training_ms_marco_lambda_preprocessed.py](training_ms_marco_lambda_preprocessed.py)**:\n  ```{eval-rst}\n  This example uses the :class:`~sentence_transformers.cross_encoder.losses.LambdaLoss` with the :class:`~sentence_transformers.cross_encoder.losses.NDCGLoss2PPScheme` loss scheme on a `pre-processed MS MARCO dataset <https://huggingface.co/datasets/sentence-transformers/msmarco>`_.\n  ```\n- **[training_ms_marco_lambda_hard_neg.py](training_ms_marco_lambda_hard_neg.py)**:\n  ```{eval-rst}\n  This example extends the above example by increasing the size of the training dataset by mining hard negatives with :func:`~sentence_transformers.util.mine_hard_negatives`.\n  ```\n- **[training_ms_marco_listmle.py](training_ms_marco_listmle.py)**:\n  ```{eval-rst}\n  This example uses the :class:`~sentence_transformers.cross_encoder.losses.ListMLELoss`. The script applies dataset pre-processing into ``(query, [doc1, doc2, ..., docN])`` with ``labels`` as ``[score1, score2, ..., scoreN]``.\n  ```\n- **[training_ms_marco_plistmle.py](training_ms_marco_plistmle.py)**:\n  ```{eval-rst}\n  This example uses the :class:`~sentence_transformers.cross_encoder.losses.PListMLELoss` with the default :class:`~sentence_transformers.cross_encoder.losses.PListMLELambdaWeight` position weighting. The script applies dataset pre-processing into ``(query, [doc1, doc2, ..., docN])`` with ``labels`` as ``[score1, score2, ..., scoreN]``.\n  ```\n- **[training_ms_marco_ranknet.py](training_ms_marco_ranknet.py)**:\n  ```{eval-rst}\n  This example uses the :class:`~sentence_transformers.cross_encoder.losses.RankNetLoss`. The script applies dataset pre-processing into ``(query, [doc1, doc2, ..., docN])`` with ``labels`` as ``[score1, score2, ..., scoreN]``.\n  ```\n\nOut of these training scripts, I suspect that **[training_ms_marco_lambda_preprocessed.py](training_ms_marco_lambda_preprocessed.py)**, **[training_ms_marco_lambda_hard_neg.py](training_ms_marco_lambda_hard_neg.py)** or **[training_ms_marco_bce_preprocessed.py](training_ms_marco_bce_preprocessed.py)** produces the strongest model, as anecdotally `LambdaLoss` and `BinaryCrossEntropyLoss` are quite strong. It seems that `LambdaLoss` > `PListMLELoss` > `ListNetLoss` > `RankNetLoss` > `ListMLELoss` out of all learning to rank losses, but your milage may vary.\n\nAdditionally, you can also train with Distillation. See [Cross Encoder > Training Examples > Distillation](../distillation/README.md) for more details.\n\n## Inference\n\nYou can perform inference using any of the [pre-trained CrossEncoder models for MS MARCO](../../../../docs/cross_encoder/pretrained_models.md#ms-marco) like so:\n\n```python\nfrom sentence_transformers import CrossEncoder\n\n# 1. Load a pre-trained CrossEncoder model\nmodel = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\")\n\n# 2. Predict scores for a pair of sentences\nscores = model.predict([\n    (\"How many people live in Berlin?\", \"Berlin had a population of 3,520,031 registered inhabitants in an area of 891.82 square kilometers.\"),\n    (\"How many people live in Berlin?\", \"Berlin is well known for its museums.\"),\n])\n# => array([ 8.607138 , -4.3200774], dtype=float32)\n\n# 3. Rank a list of passages for a query\nquery = \"How many people live in Berlin?\"\npassages = [\n    \"Berlin had a population of 3,520,031 registered inhabitants in an area of 891.82 square kilometers.\",\n    \"Berlin is well known for its museums.\",\n    \"In 2014, the city state Berlin had 37,368 live births (+6.6%), a record number since 1991.\",\n    \"The urban area of Berlin comprised about 4.1 million people in 2014, making it the seventh most populous urban area in the European Union.\",\n    \"The city of Paris had a population of 2,165,423 people within its administrative city limits as of January 1, 2019\",\n    \"An estimated 300,000-420,000 Muslims reside in Berlin, making up about 8-11 percent of the population.\",\n    \"Berlin is subdivided into 12 boroughs or districts (Bezirke).\",\n    \"In 2015, the total labour force in Berlin was 1.85 million.\",\n    \"In 2013 around 600,000 Berliners were registered in one of the more than 2,300 sport and fitness clubs.\",\n    \"Berlin has a yearly total of about 135 million day visitors, which puts it in third place among the most-visited city destinations in the European Union.\",\n]\nranks = model.rank(query, passages)\n\n# Print the scores\nprint(\"Query:\", query)\nfor rank in ranks:\n    print(f\"{rank['score']:.2f}\\t{passages[rank['corpus_id']]}\")\n\"\"\"\nQuery: How many people live in Berlin?\n8.92    The urban area of Berlin comprised about 4.1 million people in 2014, making it the seventh most populous urban area in the European Union.\n8.61    Berlin had a population of 3,520,031 registered inhabitants in an area of 891.82 square kilometers.\n8.24    An estimated 300,000-420,000 Muslims reside in Berlin, making up about 8-11 percent of the population.\n7.60    In 2014, the city state Berlin had 37,368 live births (+6.6%), a record number since 1991.\n6.35    In 2013 around 600,000 Berliners were registered in one of the more than 2,300 sport and fitness clubs.\n5.42    Berlin has a yearly total of about 135 million day visitors, which puts it in third place among the most-visited city destinations in the European Union.\n3.45    In 2015, the total labour force in Berlin was 1.85 million.\n0.33    Berlin is subdivided into 12 boroughs or districts (Bezirke).\n-4.24   The city of Paris had a population of 2,165,423 people within its administrative city limits as of January 1, 2019\n-4.32   Berlin is well known for its museums.\n\"\"\"\n```\n"
  },
  {
    "path": "examples/cross_encoder/training/ms_marco/eval_cross-encoder-trec-dl.py",
    "content": "\"\"\"\nThis file evaluates CrossEncoder on the TREC 2019 Deep Learning (DL) Track: https://huggingface.co/papers/2003.07820\n\nTREC 2019 DL is based on the corpus of MS Marco. MS Marco provides a sparse annotation, i.e., usually only a single\npassage is marked as relevant for a given query. Many other highly relevant passages are not annotated and hence are treated\nas an error if a model ranks those high.\n\nTREC DL instead annotated up to 200 passages per query for their relevance to a given query. It is better suited to estimate\nthe model performance for the task of reranking in Information Retrieval.\n\nRun:\npython eval_cross-encoder-trec-dl.py cross-encoder-model-name\n\n\"\"\"\n\nimport gzip\nimport logging\nimport os\nimport sys\nfrom collections import defaultdict\n\nimport numpy as np\nimport pytrec_eval\nimport tqdm\n\nfrom sentence_transformers import CrossEncoder, util\n\ndata_folder = \"trec2019-data\"\nos.makedirs(data_folder, exist_ok=True)\n\n# Read test queries\nqueries = {}\nqueries_filepath = os.path.join(data_folder, \"msmarco-test2019-queries.tsv.gz\")\nif not os.path.exists(queries_filepath):\n    logging.info(\"Download \" + os.path.basename(queries_filepath))\n    util.http_get(\n        \"https://msmarco.z22.web.core.windows.net/msmarcoranking/msmarco-test2019-queries.tsv.gz\", queries_filepath\n    )\n\nwith gzip.open(queries_filepath, \"rt\", encoding=\"utf8\") as fIn:\n    for line in fIn:\n        qid, query = line.strip().split(\"\\t\")\n        queries[qid] = query\n\n# Read which passages are relevant\nrelevant_docs = defaultdict(lambda: defaultdict(int))\nqrels_filepath = os.path.join(data_folder, \"2019qrels-pass.txt\")\n\nif not os.path.exists(qrels_filepath):\n    logging.info(\"Download \" + os.path.basename(qrels_filepath))\n    util.http_get(\"https://trec.nist.gov/data/deep/2019qrels-pass.txt\", qrels_filepath)\n\n\nwith open(qrels_filepath) as fIn:\n    for line in fIn:\n        qid, _, pid, score = line.strip().split()\n        score = int(score)\n        if score > 0:\n            relevant_docs[qid][pid] = score\n\n# Only use queries that have at least one relevant passage\nrelevant_qid = []\nfor qid in queries:\n    if len(relevant_docs[qid]) > 0:\n        relevant_qid.append(qid)\n\n\n# Read the top 1000 passages that are supposed to be re-ranked\npassage_filepath = os.path.join(data_folder, \"msmarco-passagetest2019-top1000.tsv.gz\")\n\nif not os.path.exists(passage_filepath):\n    logging.info(\"Download \" + os.path.basename(passage_filepath))\n    util.http_get(\n        \"https://msmarco.z22.web.core.windows.net/msmarcoranking/msmarco-passagetest2019-top1000.tsv.gz\",\n        passage_filepath,\n    )\n\n\npassage_cand = {}\nwith gzip.open(passage_filepath, \"rt\", encoding=\"utf8\") as fIn:\n    for line in fIn:\n        qid, pid, query, passage = line.strip().split(\"\\t\")\n        if qid not in passage_cand:\n            passage_cand[qid] = []\n\n        passage_cand[qid].append([pid, passage])\n\nlogging.info(f\"Queries: {len(queries)}\")\n\nqueries_result_list = []\nrun = {}\nmodel = CrossEncoder(sys.argv[1], max_length=512)\n\nfor qid in tqdm.tqdm(relevant_qid):\n    query = queries[qid]\n\n    cand = passage_cand[qid]\n    pids = [c[0] for c in cand]\n    corpus_sentences = [c[1] for c in cand]\n\n    cross_inp = [[query, sent] for sent in corpus_sentences]\n\n    if model.config.num_labels > 1:  # Cross-Encoder that predict more than 1 score, we use the last and apply softmax\n        cross_scores = model.predict(cross_inp, apply_softmax=True)[:, 1].tolist()\n    else:\n        cross_scores = model.predict(cross_inp).tolist()\n\n    cross_scores_sparse = {}\n    for idx, pid in enumerate(pids):\n        cross_scores_sparse[pid] = cross_scores[idx]\n\n    sparse_scores = cross_scores_sparse\n    run[qid] = {}\n    for pid in sparse_scores:\n        run[qid][pid] = float(sparse_scores[pid])\n\n\nevaluator = pytrec_eval.RelevanceEvaluator(relevant_docs, {\"ndcg_cut.10\"})\nscores = evaluator.evaluate(run)\n\nprint(\"Queries:\", len(relevant_qid))\nprint(\"NDCG@10: {:.2f}\".format(np.mean([ele[\"ndcg_cut_10\"] for ele in scores.values()]) * 100))\n"
  },
  {
    "path": "examples/cross_encoder/training/ms_marco/training_ms_marco_bce.py",
    "content": "import logging\nimport traceback\n\nimport torch\nfrom datasets import load_dataset\n\nfrom sentence_transformers.cross_encoder import CrossEncoder\nfrom sentence_transformers.cross_encoder.evaluation import CrossEncoderNanoBEIREvaluator\nfrom sentence_transformers.cross_encoder.losses.BinaryCrossEntropyLoss import BinaryCrossEntropyLoss\nfrom sentence_transformers.cross_encoder.trainer import CrossEncoderTrainer\nfrom sentence_transformers.cross_encoder.training_args import CrossEncoderTrainingArguments\nfrom sentence_transformers.training_args import BatchSamplers\n\n\ndef main():\n    model_name = \"answerdotai/ModernBERT-base\"\n\n    # Set the log level to INFO to get more information\n    logging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n    train_batch_size = 32\n    num_epochs = 1\n\n    # 1. Define our CrossEncoder model\n    # Set the seed so the new classifier weights are identical in subsequent runs\n    torch.manual_seed(12)\n    model = CrossEncoder(model_name)\n    print(\"Model max length:\", model.max_length)\n    print(\"Model num labels:\", model.num_labels)\n\n    # 2. Load the MS MARCO dataset: https://huggingface.co/datasets/microsoft/ms_marco\n    logging.info(\"Read train dataset\")\n    dataset = load_dataset(\"microsoft/ms_marco\", \"v1.1\", split=\"train\")\n\n    def bce_mapper(batch):\n        queries = []\n        passages = []\n        labels = []\n        for query, passages_info in zip(batch[\"query\"], batch[\"passages\"]):\n            for idx, is_selected in enumerate(passages_info[\"is_selected\"]):\n                queries.append(query)\n                passages.append(passages_info[\"passage_text\"][idx])\n                labels.append(is_selected)\n        return {\"query\": queries, \"passage\": passages, \"label\": labels}\n\n    dataset = dataset.map(bce_mapper, batched=True, remove_columns=dataset.column_names)\n    dataset = dataset.train_test_split(test_size=10_000)\n    train_dataset = dataset[\"train\"]\n    eval_dataset = dataset[\"test\"]\n    logging.info(train_dataset)\n\n    # 3. Define our training loss\n    loss = BinaryCrossEntropyLoss(model)\n\n    # 4. Define the evaluator. We use the CrossEncoderNanoBEIREvaluator, which is a light-weight evaluator for English reranking\n    evaluator = CrossEncoderNanoBEIREvaluator(dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], batch_size=train_batch_size)\n    evaluator(model)\n\n    # 5. Define the training arguments\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    run_name = f\"reranker-msmarco-v1.1-{short_model_name}-bce\"\n    args = CrossEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=train_batch_size,\n        learning_rate=2e-5,\n        warmup_ratio=0.1,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        batch_sampler=BatchSamplers.BATCH_SAMPLER,\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_NanoBEIR_R100_mean_ndcg@10\",\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=4_000,\n        save_strategy=\"steps\",\n        save_steps=4_000,\n        save_total_limit=2,\n        logging_steps=1_000,\n        logging_first_step=True,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=12,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = CrossEncoderTrainer(\n        model=model,\n        args=args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model, useful to include these in the model card\n    evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/cross_encoder/training/ms_marco/training_ms_marco_bce_preprocessed.py",
    "content": "import logging\nimport traceback\n\nimport torch\nfrom datasets import load_dataset, load_from_disk\n\nfrom sentence_transformers.cross_encoder import CrossEncoder\nfrom sentence_transformers.cross_encoder.evaluation import CrossEncoderNanoBEIREvaluator\nfrom sentence_transformers.cross_encoder.losses.BinaryCrossEntropyLoss import BinaryCrossEntropyLoss\nfrom sentence_transformers.cross_encoder.trainer import CrossEncoderTrainer\nfrom sentence_transformers.cross_encoder.training_args import CrossEncoderTrainingArguments\n\n\ndef main():\n    model_name = \"microsoft/MiniLM-L12-H384-uncased\"\n\n    # Set the log level to INFO to get more information\n    logging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n    train_batch_size = 16\n    num_epochs = 1\n    dataset_size = 2_000_000\n\n    # 1. Define our CrossEncoder model\n    # Set the seed so the new classifier weights are identical in subsequent runs\n    torch.manual_seed(12)\n    model = CrossEncoder(model_name)\n    print(\"Model max length:\", model.max_length)\n    print(\"Model num labels:\", model.num_labels)\n\n    # 2. Load the MS MARCO dataset: https://huggingface.co/datasets/sentence-transformers/msmarco\n    logging.info(\"Read train dataset\")\n    try:\n        train_dataset = load_from_disk(\"ms-marco-train\")\n        eval_dataset = load_from_disk(\"ms-marco-eval\")\n    except FileNotFoundError:\n        logging.info(\"The dataset has not been fully stored as texts on disk yet. We will do this now.\")\n        corpus = load_dataset(\"sentence-transformers/msmarco\", \"corpus\", split=\"train\")\n        corpus = dict(zip(corpus[\"passage_id\"], corpus[\"passage\"]))\n        queries = load_dataset(\"sentence-transformers/msmarco\", \"queries\", split=\"train\")\n        queries = dict(zip(queries[\"query_id\"], queries[\"query\"]))\n        dataset = load_dataset(\"sentence-transformers/msmarco\", \"triplets\", split=\"train\")\n        dataset = dataset.select(range(dataset_size // 2))\n\n        def id_to_text_map(batch):\n            return {\n                \"query\": [queries[qid] for qid in batch[\"query_id\"]] * 2,\n                \"passage\": [corpus[pid] for pid in batch[\"positive_id\"]]\n                + [corpus[pid] for pid in batch[\"negative_id\"]],\n                \"score\": [1.0] * len(batch[\"positive_id\"]) + [0.0] * len(batch[\"negative_id\"]),\n            }\n\n        dataset = dataset.map(id_to_text_map, batched=True, remove_columns=dataset.column_names)\n        dataset = dataset.train_test_split(test_size=10_000)\n        train_dataset = dataset[\"train\"]\n        eval_dataset = dataset[\"test\"]\n\n        train_dataset.save_to_disk(\"ms-marco-train\")\n        eval_dataset.save_to_disk(\"ms-marco-eval\")\n        logging.info(\n            \"The dataset has now been stored as texts on disk. The script will now stop to ensure that memory is freed. \"\n            \"Please restart the script to start training.\"\n        )\n        quit()\n    logging.info(train_dataset)\n\n    # 3. Define our training loss\n    loss = BinaryCrossEntropyLoss(model)\n\n    # 4. Define the evaluator. We use the CrossEncoderNanoBEIREvaluator, which is a light-weight evaluator for English reranking\n    evaluator = CrossEncoderNanoBEIREvaluator(dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], batch_size=train_batch_size)\n    evaluator(model)\n\n    # 5. Define the training arguments\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    run_name = f\"reranker-{short_model_name}-msmarco-bce\"\n    args = CrossEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=train_batch_size,\n        learning_rate=2e-5,\n        warmup_ratio=0.1,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_NanoBEIR_R100_mean_ndcg@10\",\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=10000,\n        save_strategy=\"steps\",\n        save_steps=10000,\n        save_total_limit=2,\n        logging_steps=4000,\n        logging_first_step=True,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=12,\n        dataloader_num_workers=4,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = CrossEncoderTrainer(\n        model=model,\n        args=args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model, useful to include these in the model card\n    evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/cross_encoder/training/ms_marco/training_ms_marco_cmnrl.py",
    "content": "import logging\nimport traceback\nfrom collections import defaultdict\n\nimport torch\nfrom datasets import load_dataset\nfrom torch import nn\n\nfrom sentence_transformers.cross_encoder import CrossEncoder\nfrom sentence_transformers.cross_encoder.evaluation import CrossEncoderNanoBEIREvaluator\nfrom sentence_transformers.cross_encoder.losses.CachedMultipleNegativesRankingLoss import (\n    CachedMultipleNegativesRankingLoss,\n)\nfrom sentence_transformers.cross_encoder.trainer import CrossEncoderTrainer\nfrom sentence_transformers.cross_encoder.training_args import CrossEncoderTrainingArguments\nfrom sentence_transformers.training_args import BatchSamplers\n\n\ndef main():\n    model_name = \"answerdotai/ModernBERT-base\"\n\n    # Set the log level to INFO to get more information\n    logging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n    train_batch_size = 32\n    num_epochs = 1\n\n    # 1. Define our CrossEncoder model\n    # Set the seed so the new classifier weights are identical in subsequent runs\n    torch.manual_seed(12)\n    model = CrossEncoder(model_name)\n    print(\"Model max length:\", model.max_length)\n    print(\"Model num labels:\", model.num_labels)\n\n    # 2. Load the MS MARCO dataset: https://huggingface.co/datasets/microsoft/ms_marco\n    logging.info(\"Read train dataset\")\n    dataset = load_dataset(\"microsoft/ms_marco\", \"v1.1\", split=\"train\")\n\n    def mnrl_mapper(batch):\n        outputs = defaultdict(list)\n        num_negatives = 5\n        for query, passages_info in zip(batch[\"query\"], batch[\"passages\"]):\n            if sum([boolean == 0 for boolean in passages_info[\"is_selected\"]]) < num_negatives:\n                continue\n            if 1 not in passages_info[\"is_selected\"]:\n                continue\n            positive_idx = passages_info[\"is_selected\"].index(1)\n            negatives = [idx for idx, is_selected in enumerate(passages_info[\"is_selected\"]) if not is_selected][:5]\n\n            outputs[\"query\"].append(query)\n            outputs[\"positive\"].append(passages_info[\"passage_text\"][positive_idx])\n            for idx in range(num_negatives):\n                outputs[f\"negative_{idx + 1}\"].append(passages_info[\"passage_text\"][negatives[idx]])\n        return outputs\n\n    dataset = dataset.map(mnrl_mapper, batched=True, remove_columns=dataset.column_names)\n    dataset = dataset.train_test_split(test_size=10_000)\n    train_dataset = dataset[\"train\"]\n    eval_dataset = dataset[\"test\"]\n    logging.info(train_dataset)\n\n    # 3. Define our training loss\n    scale = 10.0\n    activation_fn = nn.Sigmoid()\n    loss = CachedMultipleNegativesRankingLoss(\n        model,\n        num_negatives=5,\n        mini_batch_size=32,\n        scale=scale,\n        activation_fn=activation_fn,\n    )\n\n    # 4. Define the evaluator. We use the CrossEncoderNanoBEIREvaluator, which is a light-weight evaluator for English reranking\n    evaluator = CrossEncoderNanoBEIREvaluator(dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], batch_size=train_batch_size)\n    evaluator(model)\n\n    # 5. Define the training arguments\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    run_name = f\"reranker-msmarco-v1.1-{short_model_name}-cmnrl\"\n    args = CrossEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=train_batch_size,\n        learning_rate=2e-5,\n        warmup_ratio=0.1,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n        batch_sampler=BatchSamplers.NO_DUPLICATES,\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_NanoBEIR_R100_mean_ndcg@10\",\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=400,\n        save_strategy=\"steps\",\n        save_steps=400,\n        save_total_limit=2,\n        logging_steps=100,\n        logging_first_step=True,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=12,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = CrossEncoderTrainer(\n        model=model,\n        args=args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model, useful to include these in the model card\n    evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/cross_encoder/training/ms_marco/training_ms_marco_lambda.py",
    "content": "import logging\nimport traceback\nfrom datetime import datetime\n\nimport torch\nfrom datasets import load_dataset\n\nfrom sentence_transformers.cross_encoder import CrossEncoder\nfrom sentence_transformers.cross_encoder.evaluation import CrossEncoderNanoBEIREvaluator\nfrom sentence_transformers.cross_encoder.losses import LambdaLoss, NDCGLoss2PPScheme\nfrom sentence_transformers.cross_encoder.trainer import CrossEncoderTrainer\nfrom sentence_transformers.cross_encoder.training_args import CrossEncoderTrainingArguments\n\n\ndef main():\n    model_name = \"microsoft/MiniLM-L12-H384-uncased\"\n\n    # Set the log level to INFO to get more information\n    logging.basicConfig(\n        format=\"%(asctime)s - %(message)s\",\n        datefmt=\"%Y-%m-%d %H:%M:%S\",\n        level=logging.INFO,\n    )\n    # train_batch_size and eval_batch_size inform the size of the batches, while mini_batch_size is used by the loss\n    # to subdivide the batch into smaller parts. This mini_batch_size largely informs the training speed and memory usage.\n    # Keep in mind that the loss does not process `train_batch_size` pairs, but `train_batch_size * num_docs` pairs.\n    train_batch_size = 16\n    eval_batch_size = 16\n    mini_batch_size = 16\n    num_epochs = 1\n    max_docs = None\n\n    dt = datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n\n    # 1. Define our CrossEncoder model\n    # Set the seed so the new classifier weights are identical in subsequent runs\n    torch.manual_seed(12)\n    model = CrossEncoder(model_name, num_labels=1)\n    print(\"Model max length:\", model.max_length)\n    print(\"Model num labels:\", model.num_labels)\n\n    # 2. Load the MS MARCO dataset: https://huggingface.co/datasets/microsoft/ms_marco\n    logging.info(\"Read train dataset\")\n    dataset = load_dataset(\"microsoft/ms_marco\", \"v1.1\", split=\"train\")\n\n    def listwise_mapper(batch, max_docs: int | None = 10):\n        processed_queries = []\n        processed_docs = []\n        processed_labels = []\n\n        for query, passages_info in zip(batch[\"query\"], batch[\"passages\"]):\n            # Extract passages and labels\n            passages = passages_info[\"passage_text\"]\n            labels = passages_info[\"is_selected\"]\n\n            # Pair passages with labels and sort descending by label (positives first)\n            paired = sorted(zip(passages, labels), key=lambda x: x[1], reverse=True)\n\n            # Separate back to passages and labels\n            sorted_passages, sorted_labels = zip(*paired) if paired else ([], [])\n\n            # Filter queries without any positive labels\n            if max(sorted_labels) < 1.0:\n                continue\n\n            # Truncate to max_docs\n            if max_docs is not None:\n                sorted_passages = list(sorted_passages[:max_docs])\n                sorted_labels = list(sorted_labels[:max_docs])\n\n            processed_queries.append(query)\n            processed_docs.append(sorted_passages)\n            processed_labels.append(sorted_labels)\n\n        return {\n            \"query\": processed_queries,\n            \"docs\": processed_docs,\n            \"labels\": processed_labels,\n        }\n\n    # Create a dataset with a \"query\" column with strings, a \"docs\" column with lists of strings,\n    # and a \"labels\" column with lists of floats\n    dataset = dataset.map(\n        lambda batch: listwise_mapper(batch=batch, max_docs=max_docs),\n        batched=True,\n        remove_columns=dataset.column_names,\n        desc=\"Processing listwise samples\",\n    )\n\n    dataset = dataset.train_test_split(test_size=1_000, seed=12)\n    train_dataset = dataset[\"train\"]\n    eval_dataset = dataset[\"test\"]\n    logging.info(train_dataset)\n\n    # 3. Define our training loss\n    loss = LambdaLoss(\n        model=model,\n        weighting_scheme=NDCGLoss2PPScheme(),\n        mini_batch_size=mini_batch_size,\n    )\n\n    # 4. Define the evaluator. We use the CENanoBEIREvaluator, which is a light-weight evaluator for English reranking\n    evaluator = CrossEncoderNanoBEIREvaluator(dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], batch_size=eval_batch_size)\n    evaluator(model)\n\n    # 5. Define the training arguments\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    run_name = f\"reranker-msmarco-v1.1-{short_model_name}-lambdaloss\"\n    args = CrossEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}_{dt}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=eval_batch_size,\n        learning_rate=2e-5,\n        warmup_ratio=0.1,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_NanoBEIR_R100_mean_ndcg@10\",\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=500,\n        save_strategy=\"steps\",\n        save_steps=500,\n        save_total_limit=2,\n        logging_steps=250,\n        logging_first_step=True,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=12,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = CrossEncoderTrainer(\n        model=model,\n        args=args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model, useful to include these in the model card\n    evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}_{dt}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/cross_encoder/training/ms_marco/training_ms_marco_lambda_hard_neg.py",
    "content": "import logging\nimport traceback\nfrom datetime import datetime\n\nimport torch\nfrom datasets import Dataset, concatenate_datasets, load_dataset\n\nfrom sentence_transformers import CrossEncoder, SentenceTransformer\nfrom sentence_transformers.cross_encoder.evaluation import CrossEncoderNanoBEIREvaluator\nfrom sentence_transformers.cross_encoder.losses import LambdaLoss, NDCGLoss2PPScheme\nfrom sentence_transformers.cross_encoder.trainer import CrossEncoderTrainer\nfrom sentence_transformers.cross_encoder.training_args import CrossEncoderTrainingArguments\nfrom sentence_transformers.util import mine_hard_negatives\n\n\ndef main():\n    model_name = \"microsoft/MiniLM-L12-H384-uncased\"\n\n    # Set the log level to INFO to get more information\n    logging.basicConfig(\n        format=\"%(asctime)s - %(message)s\",\n        datefmt=\"%Y-%m-%d %H:%M:%S\",\n        level=logging.INFO,\n    )\n    # train_batch_size and eval_batch_size inform the size of the batches, while mini_batch_size is used by the loss\n    # to subdivide the batch into smaller parts. This mini_batch_size largely informs the training speed and memory usage.\n    # Keep in mind that the loss does not process `train_batch_size` pairs, but `train_batch_size * num_docs` pairs.\n    train_batch_size = 16\n    eval_batch_size = 16\n    mini_batch_size = 16\n    num_epochs = 1\n    max_docs = None\n\n    dt = datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n\n    # 1. Define our CrossEncoder model\n    # Set the seed so the new classifier weights are identical in subsequent runs\n    torch.manual_seed(12)\n    model = CrossEncoder(model_name, num_labels=1)\n    print(\"Model max length:\", model.max_length)\n    print(\"Model num labels:\", model.num_labels)\n\n    # 2. Load the MS MARCO dataset: https://huggingface.co/datasets/microsoft/ms_marco\n    logging.info(\"Read train dataset\")\n    dataset = load_dataset(\"microsoft/ms_marco\", \"v1.1\", split=\"train\")\n\n    # 2a. Prepare the normal MS MARCO dataset for training\n    def listwise_mapper(batch, max_docs: int | None = 10):\n        processed_queries = []\n        processed_docs = []\n        processed_labels = []\n\n        for query, passages_info in zip(batch[\"query\"], batch[\"passages\"]):\n            # Extract passages and labels\n            passages = passages_info[\"passage_text\"]\n            labels = passages_info[\"is_selected\"]\n\n            # Pair passages with labels and sort descending by label (positives first)\n            paired = sorted(zip(passages, labels), key=lambda x: x[1], reverse=True)\n\n            # Separate back to passages and labels\n            sorted_passages, sorted_labels = zip(*paired) if paired else ([], [])\n\n            # Filter queries without any positive labels\n            if max(sorted_labels) < 1.0:\n                continue\n\n            # Truncate to max_docs\n            if max_docs is not None:\n                sorted_passages = list(sorted_passages[:max_docs])\n                sorted_labels = list(sorted_labels[:max_docs])\n\n            processed_queries.append(query)\n            processed_docs.append(sorted_passages)\n            processed_labels.append(sorted_labels)\n\n        return {\n            \"query\": processed_queries,\n            \"docs\": processed_docs,\n            \"labels\": processed_labels,\n        }\n\n    # Create a dataset with a \"query\" column with strings, a \"docs\" column with lists of strings,\n    # and a \"labels\" column with lists of floats\n    listwise_dataset = dataset.map(\n        lambda batch: listwise_mapper(batch=batch, max_docs=max_docs),\n        batched=True,\n        remove_columns=dataset.column_names,\n        desc=\"Processing listwise samples\",\n    )\n\n    # 2b. Prepare the hard negative dataset by mining hard negatives\n    embedding_model = SentenceTransformer(\"sentence-transformers/all-MiniLM-L6-v2\")\n    embedding_model_batch_size = 1024\n    skip_n_hardest = 3\n    num_hard_negatives = 9  # 1 positive + 9 negatives\n\n    logging.info(\"Creating hard negative dataset\")\n    queries = []\n    positives = []\n\n    # Extract all queries and positive pairs\n    for item in dataset:\n        query = item[\"query\"]\n        passages = item[\"passages\"][\"passage_text\"]\n        labels = item[\"passages\"][\"is_selected\"]\n\n        # Find positive passages\n        for i, (passage, label) in enumerate(zip(passages, labels)):\n            if label > 0:\n                queries.append(query)\n                positives.append(passage)\n\n    pairs_dataset = Dataset.from_dict({\"query\": queries, \"positive\": positives})\n    logging.info(f\"Created {len(pairs_dataset):_} query-positive pairs\")\n\n    # Extract all passages to use as corpus\n    all_passages = []\n    for item in dataset:\n        all_passages.extend(item[\"passages\"][\"passage_text\"])\n\n    # Remove duplicates\n    all_passages = list(set(all_passages))\n    logging.info(f\"Corpus contains {len(all_passages):_} unique passages\")\n\n    # Use the mine_hard_negatives utility to find hard negatives\n    hard_negatives_dataset = mine_hard_negatives(\n        dataset=pairs_dataset,\n        model=embedding_model,\n        corpus=all_passages,  # Use all passages as the corpus\n        num_negatives=num_hard_negatives,\n        range_min=skip_n_hardest,  # Skip the most similar passages\n        range_max=skip_n_hardest + num_hard_negatives * 3,  # Look for negatives in a reasonable range\n        batch_size=embedding_model_batch_size,\n        output_format=\"labeled-list\",\n        use_faiss=True,\n    )\n\n    # Concatenate the two datasets into one\n    dataset: Dataset = concatenate_datasets([listwise_dataset, hard_negatives_dataset])\n\n    dataset = dataset.train_test_split(test_size=1_000, seed=12)\n    train_dataset = dataset[\"train\"]\n    eval_dataset = dataset[\"test\"]\n    logging.info(train_dataset)\n\n    # 3. Define our training loss\n    loss = LambdaLoss(\n        model=model,\n        weighting_scheme=NDCGLoss2PPScheme(),\n        mini_batch_size=mini_batch_size,\n    )\n\n    # 4. Define the evaluator. We use the CENanoBEIREvaluator, which is a light-weight evaluator for English reranking\n    evaluator = CrossEncoderNanoBEIREvaluator(dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], batch_size=eval_batch_size)\n    evaluator(model)\n\n    # 5. Define the training arguments\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    run_name = f\"reranker-msmarco-v1.1-{short_model_name}-lambdaloss-hard-neg\"\n    args = CrossEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}_{dt}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=eval_batch_size,\n        learning_rate=2e-5,\n        warmup_ratio=0.1,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_NanoBEIR_R100_mean_ndcg@10\",\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=500,\n        save_strategy=\"steps\",\n        save_steps=500,\n        save_total_limit=2,\n        logging_steps=250,\n        logging_first_step=True,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=12,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = CrossEncoderTrainer(\n        model=model,\n        args=args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model, useful to include these in the model card\n    evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}_{dt}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/cross_encoder/training/ms_marco/training_ms_marco_lambda_preprocessed.py",
    "content": "import logging\nimport traceback\nfrom datetime import datetime\n\nimport torch\nfrom datasets import load_dataset\n\nfrom sentence_transformers.cross_encoder import CrossEncoder\nfrom sentence_transformers.cross_encoder.evaluation import CrossEncoderNanoBEIREvaluator\nfrom sentence_transformers.cross_encoder.losses import LambdaLoss, NDCGLoss2PPScheme\nfrom sentence_transformers.cross_encoder.trainer import CrossEncoderTrainer\nfrom sentence_transformers.cross_encoder.training_args import CrossEncoderTrainingArguments\n\n\ndef main():\n    model_name = \"microsoft/MiniLM-L12-H384-uncased\"\n\n    # Set the log level to INFO to get more information\n    logging.basicConfig(\n        format=\"%(asctime)s - %(message)s\",\n        datefmt=\"%Y-%m-%d %H:%M:%S\",\n        level=logging.INFO,\n    )\n    # train_batch_size and eval_batch_size inform the size of the batches, while mini_batch_size is used by the loss\n    # to subdivide the batch into smaller parts. This mini_batch_size largely informs the training speed and memory usage.\n    # Keep in mind that the loss does not process `train_batch_size` pairs, but `train_batch_size * num_docs` pairs.\n    train_batch_size = 16\n    eval_batch_size = 16\n    mini_batch_size = 16\n    num_epochs = 1\n    max_docs = 20\n\n    dt = datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n\n    # 1. Define our CrossEncoder model\n    # Set the seed so the new classifier weights are identical in subsequent runs\n    torch.manual_seed(12)\n    model = CrossEncoder(model_name, num_labels=1)\n    print(\"Model max length:\", model.max_length)\n    print(\"Model num labels:\", model.num_labels)\n\n    # 2. Load the MS MARCO dataset: https://huggingface.co/datasets/microsoft/ms_marco\n    logging.info(\"Read train dataset\")\n    corpus = load_dataset(\"sentence-transformers/msmarco\", \"corpus\", split=\"train\")\n    corpus = dict(zip(corpus[\"passage_id\"], corpus[\"passage\"]))\n    queries = load_dataset(\"sentence-transformers/msmarco\", \"queries\", split=\"train\")\n    queries = dict(zip(queries[\"query_id\"], queries[\"query\"]))\n    dataset = load_dataset(\"sentence-transformers/msmarco\", \"labeled-list\", split=\"train\")\n\n    def it_to_text_transform(batch):\n        return {\n            \"query_id\": [queries[qid] for qid in batch[\"query_id\"]],\n            \"doc_ids\": [[corpus[pid] for pid in doc_ids[:max_docs]] for doc_ids in batch[\"doc_ids\"]],\n            \"labels\": [labels[:max_docs] for labels in batch[\"labels\"]],\n        }\n\n    dataset.set_transform(it_to_text_transform)\n    dataset = dataset.train_test_split(test_size=1_000, seed=12)\n    train_dataset = dataset[\"train\"]\n    eval_dataset = dataset[\"test\"]\n    logging.info(train_dataset)\n    logging.info(train_dataset[0])\n\n    # 3. Define our training loss\n    loss = LambdaLoss(\n        model=model,\n        weighting_scheme=NDCGLoss2PPScheme(),\n        mini_batch_size=mini_batch_size,\n    )\n\n    # 4. Define the evaluator. We use the CENanoBEIREvaluator, which is a light-weight evaluator for English reranking\n    evaluator = CrossEncoderNanoBEIREvaluator(dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], batch_size=eval_batch_size)\n    evaluator(model)\n\n    # 5. Define the training arguments\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    run_name = f\"reranker-msmarco-{short_model_name}-lambdaloss\"\n    args = CrossEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}_{dt}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=eval_batch_size,\n        learning_rate=2e-5,\n        warmup_ratio=0.1,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_NanoBEIR_R100_mean_ndcg@10\",\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=1000,\n        save_strategy=\"steps\",\n        save_steps=1000,\n        save_total_limit=2,\n        logging_steps=200,\n        logging_first_step=True,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=12,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = CrossEncoderTrainer(\n        model=model,\n        args=args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model, useful to include these in the model card\n    evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}_{dt}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/cross_encoder/training/ms_marco/training_ms_marco_listmle.py",
    "content": "import logging\nimport traceback\n\nimport torch\nfrom datasets import load_dataset\n\nfrom sentence_transformers.cross_encoder import CrossEncoder\nfrom sentence_transformers.cross_encoder.evaluation import CrossEncoderNanoBEIREvaluator\nfrom sentence_transformers.cross_encoder.losses import ListMLELoss\nfrom sentence_transformers.cross_encoder.trainer import CrossEncoderTrainer\nfrom sentence_transformers.cross_encoder.training_args import CrossEncoderTrainingArguments\n\n\ndef main():\n    model_name = \"microsoft/MiniLM-L12-H384-uncased\"\n\n    # Set the log level to INFO to get more information\n    logging.basicConfig(\n        format=\"%(asctime)s - %(message)s\",\n        datefmt=\"%Y-%m-%d %H:%M:%S\",\n        level=logging.INFO,\n    )\n    # train_batch_size and eval_batch_size inform the size of the batches, while mini_batch_size is used by the loss\n    # to subdivide the batch into smaller parts. This mini_batch_size largely informs the training speed and memory usage.\n    # Keep in mind that the loss does not process `train_batch_size` pairs, but `train_batch_size * num_docs` pairs.\n    train_batch_size = 16\n    eval_batch_size = 16\n    mini_batch_size = 16\n    num_epochs = 1\n    max_docs = None\n    respect_input_order = True  # Whether to respect the original order of documents\n\n    # 1. Define our CrossEncoder model\n    # Set the seed so the new classifier weights are identical in subsequent runs\n    torch.manual_seed(12)\n    model = CrossEncoder(model_name, num_labels=1)\n    print(\"Model max length:\", model.max_length)\n    print(\"Model num labels:\", model.num_labels)\n\n    # 2. Load the MS MARCO dataset: https://huggingface.co/datasets/microsoft/ms_marco\n    logging.info(\"Read train dataset\")\n    dataset = load_dataset(\"microsoft/ms_marco\", \"v1.1\", split=\"train\")\n\n    def listwise_mapper(batch, max_docs: int | None = 10):\n        processed_queries = []\n        processed_docs = []\n        processed_labels = []\n\n        for query, passages_info in zip(batch[\"query\"], batch[\"passages\"]):\n            # Extract passages and labels\n            passages = passages_info[\"passage_text\"]\n            labels = passages_info[\"is_selected\"]\n\n            # Pair passages with labels and sort descending by label (positives first)\n            paired = sorted(zip(passages, labels), key=lambda x: x[1], reverse=True)\n\n            # Separate back to passages and labels\n            sorted_passages, sorted_labels = zip(*paired) if paired else ([], [])\n\n            # Filter queries without any positive labels\n            if max(sorted_labels) < 1.0:\n                continue\n\n            # Truncate to max_docs\n            if max_docs is not None:\n                sorted_passages = list(sorted_passages[:max_docs])\n                sorted_labels = list(sorted_labels[:max_docs])\n\n            processed_queries.append(query)\n            processed_docs.append(sorted_passages)\n            processed_labels.append(sorted_labels)\n\n        return {\n            \"query\": processed_queries,\n            \"docs\": processed_docs,\n            \"labels\": processed_labels,\n        }\n\n    # Create a dataset with a \"query\" column with strings, a \"docs\" column with lists of strings,\n    # and a \"labels\" column with lists of floats\n    dataset = dataset.map(\n        lambda batch: listwise_mapper(batch=batch, max_docs=max_docs),\n        batched=True,\n        remove_columns=dataset.column_names,\n        desc=\"Processing listwise samples\",\n    )\n\n    dataset = dataset.train_test_split(test_size=1_000)\n    train_dataset = dataset[\"train\"]\n    eval_dataset = dataset[\"test\"]\n    logging.info(train_dataset)\n\n    # 3. Define our training loss\n    loss = ListMLELoss(model, mini_batch_size=mini_batch_size, respect_input_order=respect_input_order)\n\n    # 4. Define the evaluator. We use the CENanoBEIREvaluator, which is a light-weight evaluator for English reranking\n    evaluator = CrossEncoderNanoBEIREvaluator(dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], batch_size=eval_batch_size)\n    evaluator(model)\n\n    # 5. Define the training arguments\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    run_name = f\"reranker-msmarco-v1.1-{short_model_name}-listmle\"\n    args = CrossEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=eval_batch_size,\n        learning_rate=2e-5,\n        warmup_ratio=0.1,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_NanoBEIR_R100_mean_ndcg@10\",\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=500,\n        save_strategy=\"steps\",\n        save_steps=500,\n        save_total_limit=2,\n        logging_steps=250,\n        logging_first_step=True,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=12,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = CrossEncoderTrainer(\n        model=model,\n        args=args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model, useful to include these in the model card\n    evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/cross_encoder/training/ms_marco/training_ms_marco_listnet.py",
    "content": "import logging\nimport traceback\n\nimport torch\nfrom datasets import load_dataset\n\nfrom sentence_transformers.cross_encoder import CrossEncoder\nfrom sentence_transformers.cross_encoder.evaluation import CrossEncoderNanoBEIREvaluator\nfrom sentence_transformers.cross_encoder.losses import ListNetLoss\nfrom sentence_transformers.cross_encoder.trainer import CrossEncoderTrainer\nfrom sentence_transformers.cross_encoder.training_args import CrossEncoderTrainingArguments\n\n\ndef main():\n    model_name = \"microsoft/MiniLM-L12-H384-uncased\"\n\n    # Set the log level to INFO to get more information\n    logging.basicConfig(\n        format=\"%(asctime)s - %(message)s\",\n        datefmt=\"%Y-%m-%d %H:%M:%S\",\n        level=logging.INFO,\n    )\n    # train_batch_size and eval_batch_size inform the size of the batches, while mini_batch_size is used by the loss\n    # to subdivide the batch into smaller parts. This mini_batch_size largely informs the training speed and memory usage.\n    # Keep in mind that the loss does not process `train_batch_size` pairs, but `train_batch_size * num_docs` pairs.\n    train_batch_size = 16\n    eval_batch_size = 16\n    mini_batch_size = 16\n    num_epochs = 1\n    max_docs = None\n\n    # 1. Define our CrossEncoder model\n    # Set the seed so the new classifier weights are identical in subsequent runs\n    torch.manual_seed(12)\n    model = CrossEncoder(model_name, num_labels=1)\n    print(\"Model max length:\", model.max_length)\n    print(\"Model num labels:\", model.num_labels)\n\n    # 2. Load the MS MARCO dataset: https://huggingface.co/datasets/microsoft/ms_marco\n    logging.info(\"Read train dataset\")\n    dataset = load_dataset(\"microsoft/ms_marco\", \"v1.1\", split=\"train\")\n\n    def listwise_mapper(batch, max_docs: int | None = 10):\n        processed_queries = []\n        processed_docs = []\n        processed_labels = []\n\n        for query, passages_info in zip(batch[\"query\"], batch[\"passages\"]):\n            # Extract passages and labels\n            passages = passages_info[\"passage_text\"]\n            labels = passages_info[\"is_selected\"]\n\n            # Pair passages with labels and sort descending by label (positives first)\n            paired = sorted(zip(passages, labels), key=lambda x: x[1], reverse=True)\n\n            # Separate back to passages and labels\n            sorted_passages, sorted_labels = zip(*paired) if paired else ([], [])\n\n            # Filter queries without any positive labels\n            if max(sorted_labels) < 1.0:\n                continue\n\n            # Truncate to max_docs\n            if max_docs is not None:\n                sorted_passages = list(sorted_passages[:max_docs])\n                sorted_labels = list(sorted_labels[:max_docs])\n\n            processed_queries.append(query)\n            processed_docs.append(sorted_passages)\n            processed_labels.append(sorted_labels)\n\n        return {\n            \"query\": processed_queries,\n            \"docs\": processed_docs,\n            \"labels\": processed_labels,\n        }\n\n    # Create a dataset with a \"query\" column with strings, a \"docs\" column with lists of strings,\n    # and a \"labels\" column with lists of floats\n    dataset = dataset.map(\n        lambda batch: listwise_mapper(batch=batch, max_docs=max_docs),\n        batched=True,\n        remove_columns=dataset.column_names,\n        desc=\"Processing listwise samples\",\n    )\n\n    dataset = dataset.train_test_split(test_size=1_000)\n    train_dataset = dataset[\"train\"]\n    eval_dataset = dataset[\"test\"]\n    logging.info(train_dataset)\n\n    # 3. Define our training loss\n    loss = ListNetLoss(model, mini_batch_size=mini_batch_size)\n\n    # 4. Define the evaluator. We use the CENanoBEIREvaluator, which is a light-weight evaluator for English reranking\n    evaluator = CrossEncoderNanoBEIREvaluator(dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], batch_size=eval_batch_size)\n    evaluator(model)\n\n    # 5. Define the training arguments\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    run_name = f\"reranker-msmarco-v1.1-{short_model_name}-listnet\"\n    args = CrossEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=eval_batch_size,\n        learning_rate=2e-5,\n        warmup_ratio=0.1,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_NanoBEIR_R100_mean_ndcg@10\",\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=500,\n        save_strategy=\"steps\",\n        save_steps=500,\n        save_total_limit=2,\n        logging_steps=250,\n        logging_first_step=True,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=12,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = CrossEncoderTrainer(\n        model=model,\n        args=args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model, useful to include these in the model card\n    evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/cross_encoder/training/ms_marco/training_ms_marco_plistmle.py",
    "content": "import logging\nimport traceback\n\nimport torch\nfrom datasets import load_dataset\n\nfrom sentence_transformers.cross_encoder import CrossEncoder\nfrom sentence_transformers.cross_encoder.evaluation import CrossEncoderNanoBEIREvaluator\nfrom sentence_transformers.cross_encoder.losses import PListMLELoss\nfrom sentence_transformers.cross_encoder.trainer import CrossEncoderTrainer\nfrom sentence_transformers.cross_encoder.training_args import CrossEncoderTrainingArguments\n\n\ndef main():\n    model_name = \"microsoft/MiniLM-L12-H384-uncased\"\n\n    # Set the log level to INFO to get more information\n    logging.basicConfig(\n        format=\"%(asctime)s - %(message)s\",\n        datefmt=\"%Y-%m-%d %H:%M:%S\",\n        level=logging.INFO,\n    )\n    # train_batch_size and eval_batch_size inform the size of the batches, while mini_batch_size is used by the loss\n    # to subdivide the batch into smaller parts. This mini_batch_size largely informs the training speed and memory usage.\n    # Keep in mind that the loss does not process `train_batch_size` pairs, but `train_batch_size * num_docs` pairs.\n    train_batch_size = 16\n    eval_batch_size = 16\n    mini_batch_size = 16\n    num_epochs = 1\n    max_docs = None\n    respect_input_order = True  # Whether to respect the original order of documents\n\n    # 1. Define our CrossEncoder model\n    # Set the seed so the new classifier weights are identical in subsequent runs\n    torch.manual_seed(12)\n    model = CrossEncoder(model_name, num_labels=1)\n    print(\"Model max length:\", model.max_length)\n    print(\"Model num labels:\", model.num_labels)\n\n    # 2. Load the MS MARCO dataset: https://huggingface.co/datasets/microsoft/ms_marco\n    logging.info(\"Read train dataset\")\n    dataset = load_dataset(\"microsoft/ms_marco\", \"v1.1\", split=\"train\")\n\n    def listwise_mapper(batch, max_docs: int | None = 10):\n        processed_queries = []\n        processed_docs = []\n        processed_labels = []\n\n        for query, passages_info in zip(batch[\"query\"], batch[\"passages\"]):\n            # Extract passages and labels\n            passages = passages_info[\"passage_text\"]\n            labels = passages_info[\"is_selected\"]\n\n            # Pair passages with labels and sort descending by label (positives first)\n            paired = sorted(zip(passages, labels), key=lambda x: x[1], reverse=True)\n\n            # Separate back to passages and labels\n            sorted_passages, sorted_labels = zip(*paired) if paired else ([], [])\n\n            # Filter queries without any positive labels\n            if max(sorted_labels) < 1.0:\n                continue\n\n            # Truncate to max_docs\n            if max_docs is not None:\n                sorted_passages = list(sorted_passages[:max_docs])\n                sorted_labels = list(sorted_labels[:max_docs])\n\n            processed_queries.append(query)\n            processed_docs.append(sorted_passages)\n            processed_labels.append(sorted_labels)\n\n        return {\n            \"query\": processed_queries,\n            \"docs\": processed_docs,\n            \"labels\": processed_labels,\n        }\n\n    # Create a dataset with a \"query\" column with strings, a \"docs\" column with lists of strings,\n    # and a \"labels\" column with lists of floats\n    dataset = dataset.map(\n        lambda batch: listwise_mapper(batch=batch, max_docs=max_docs),\n        batched=True,\n        remove_columns=dataset.column_names,\n        desc=\"Processing listwise samples\",\n    )\n\n    dataset = dataset.train_test_split(test_size=1_000)\n    train_dataset = dataset[\"train\"]\n    eval_dataset = dataset[\"test\"]\n    logging.info(train_dataset)\n\n    # 3. Define our training loss\n\n    # Option 1: Position-Aware ListMLE with default weighting\n    loss = PListMLELoss(model, mini_batch_size=mini_batch_size, respect_input_order=respect_input_order)\n\n    # Option 2: Position-Aware ListMLE with custom weighting function (NDCG-like)\n    # def custom_discount(ranks):\n    #     return 1.0 / torch.log1p(ranks)\n\n    # from sentence_transformers.cross_encoder.losses import PListMLELambdaWeight\n    # lambda_weight = PListMLELambdaWeight(rank_discount_fn=custom_discount)\n    # loss = PListMLELoss(\n    #     model,\n    #     lambda_weight=lambda_weight,\n    #     mini_batch_size=mini_batch_size,\n    #     respect_input_order=respect_input_order\n    # )\n\n    # 4. Define the evaluator. We use the CENanoBEIREvaluator, which is a light-weight evaluator for English reranking\n    evaluator = CrossEncoderNanoBEIREvaluator(dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], batch_size=eval_batch_size)\n    evaluator(model)\n\n    # 5. Define the training arguments\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    run_name = f\"reranker-msmarco-v1.1-{short_model_name}-plistmle\"\n    args = CrossEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=eval_batch_size,\n        learning_rate=2e-5,\n        warmup_ratio=0.1,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_NanoBEIR_R100_mean_ndcg@10\",\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=500,\n        save_strategy=\"steps\",\n        save_steps=500,\n        save_total_limit=2,\n        logging_steps=250,\n        logging_first_step=True,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=12,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = CrossEncoderTrainer(\n        model=model,\n        args=args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model, useful to include these in the model card\n    evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/cross_encoder/training/ms_marco/training_ms_marco_ranknet.py",
    "content": "from __future__ import annotations\n\nimport logging\nimport traceback\nfrom datetime import datetime\n\nimport torch\nfrom datasets import load_dataset\n\nfrom sentence_transformers.cross_encoder import CrossEncoder\nfrom sentence_transformers.cross_encoder.evaluation import CrossEncoderNanoBEIREvaluator\nfrom sentence_transformers.cross_encoder.losses import RankNetLoss\nfrom sentence_transformers.cross_encoder.trainer import CrossEncoderTrainer\nfrom sentence_transformers.cross_encoder.training_args import CrossEncoderTrainingArguments\n\n\ndef main():\n    model_name = \"microsoft/MiniLM-L12-H384-uncased\"\n\n    # Set the log level to INFO to get more information\n    logging.basicConfig(\n        format=\"%(asctime)s - %(message)s\",\n        datefmt=\"%Y-%m-%d %H:%M:%S\",\n        level=logging.INFO,\n    )\n    # train_batch_size and eval_batch_size inform the size of the batches, while mini_batch_size is used by the loss\n    # to subdivide the batch into smaller parts. This mini_batch_size largely informs the training speed and memory usage.\n    # Keep in mind that the loss does not process `train_batch_size` pairs, but `train_batch_size * num_docs` pairs.\n    train_batch_size = 16\n    eval_batch_size = 16\n    mini_batch_size = 16\n    num_epochs = 1\n    max_docs = None\n\n    dt = datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n\n    # 1. Define our CrossEncoder model\n    # Set the seed so the new classifier weights are identical in subsequent runs\n    torch.manual_seed(12)\n    model = CrossEncoder(model_name, num_labels=1)\n    print(\"Model max length:\", model.max_length)\n    print(\"Model num labels:\", model.num_labels)\n\n    # 2. Load the MS MARCO dataset: https://huggingface.co/datasets/microsoft/ms_marco\n    logging.info(\"Read train dataset\")\n    dataset = load_dataset(\"microsoft/ms_marco\", \"v1.1\", split=\"train\")\n\n    def listwise_mapper(batch, max_docs: int | None = 10):\n        processed_queries = []\n        processed_docs = []\n        processed_labels = []\n\n        for query, passages_info in zip(batch[\"query\"], batch[\"passages\"]):\n            # Extract passages and labels\n            passages = passages_info[\"passage_text\"]\n            labels = passages_info[\"is_selected\"]\n\n            # Pair passages with labels and sort descending by label (positives first)\n            paired = sorted(zip(passages, labels), key=lambda x: x[1], reverse=True)\n\n            # Separate back to passages and labels\n            sorted_passages, sorted_labels = zip(*paired) if paired else ([], [])\n\n            # Filter queries without any positive labels\n            if max(sorted_labels) < 1.0:\n                continue\n\n            # Truncate to max_docs\n            if max_docs is not None:\n                sorted_passages = list(sorted_passages[:max_docs])\n                sorted_labels = list(sorted_labels[:max_docs])\n\n            processed_queries.append(query)\n            processed_docs.append(sorted_passages)\n            processed_labels.append(sorted_labels)\n\n        return {\n            \"query\": processed_queries,\n            \"docs\": processed_docs,\n            \"labels\": processed_labels,\n        }\n\n    # Create a dataset with a \"query\" column with strings, a \"docs\" column with lists of strings,\n    # and a \"labels\" column with lists of floats\n    dataset = dataset.map(\n        lambda batch: listwise_mapper(batch=batch, max_docs=max_docs),\n        batched=True,\n        remove_columns=dataset.column_names,\n        desc=\"Processing listwise samples\",\n    )\n\n    dataset = dataset.train_test_split(test_size=1_000, seed=12)\n    train_dataset = dataset[\"train\"]\n    eval_dataset = dataset[\"test\"]\n    logging.info(train_dataset)\n\n    # 3. Define our training loss\n    loss = RankNetLoss(\n        model=model,\n        mini_batch_size=mini_batch_size,\n    )\n\n    # 4. Define the evaluator. We use the CENanoBEIREvaluator, which is a light-weight evaluator for English reranking\n    evaluator = CrossEncoderNanoBEIREvaluator(dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], batch_size=eval_batch_size)\n    evaluator(model)\n\n    # 5. Define the training arguments\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    run_name = f\"reranker-msmarco-v1.1-{short_model_name}-ranknetloss\"\n    args = CrossEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}_{dt}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=eval_batch_size,\n        learning_rate=2e-5,\n        warmup_ratio=0.1,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_NanoBEIR_R100_mean_ndcg@10\",\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=500,\n        save_strategy=\"steps\",\n        save_steps=500,\n        save_total_limit=2,\n        logging_steps=250,\n        logging_first_step=True,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=12,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = CrossEncoderTrainer(\n        model=model,\n        args=args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model, useful to include these in the model card\n    evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}_{dt}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/cross_encoder/training/nli/README.md",
    "content": "# Natural Language Inference\n\nGiven two sentence (premise and hypothesis), Natural Language Inference (NLI) is the task of deciding if the premise entails the hypothesis, if they are contradiction, or if they are neutral. Commonly used NLI dataset are [SNLI](https://huggingface.co/datasets/stanfordnlp/snli) and [MultiNLI](https://huggingface.co/datasets/nyu-mll/multi_nli).\n\nTo train a CrossEncoder on NLI, see the following example file:\n\n- **[training_nli.py](training_nli.py)**:\n  ```{eval-rst}\n  This example uses :class:`~sentence_transformers.cross_encoder.losses.CrossEntropyLoss` to train the CrossEncoder model to predict the highest logit for the correct class out of \"contradiction\", \"entailment\", and \"neutral\".\n  ```\n\n```{eval-rst}\nYou can also train and use :class:`~sentence_transformers.SentenceTransformer` models for this task. See `Sentence Transformer > Training Examples > Natural Language Inference <../../../sentence_transformer/training/nli/README.html>`_ for more details.\n```\n\n## Data\n\nWe combine [SNLI](https://huggingface.co/datasets/stanfordnlp/snli) and [MultiNLI](https://huggingface.co/datasets/nyu-mll/multi_nli) into a dataset we call [AllNLI](https://huggingface.co/datasets/sentence-transformers/all-nli). These two datasets contain sentence pairs and one of three labels: entailment, neutral, contradiction:\n\n| Sentence A (Premise) | Sentence B (Hypothesis) | Label |\n| --- | --- | --- |\n| A soccer game with multiple males playing. | Some men are playing a sport. | entailment |\n| An older and younger man smiling. | Two men are smiling and laughing at the cats playing on the floor. | neutral |\n| A man inspects the uniform of a figure in some East Asian country. | The man is sleeping. | contradiction |\n\nWe format AllNLI in a few different subsets, compatible with different loss functions. See for example the [pair-class subset of AllNLI](https://huggingface.co/datasets/sentence-transformers/all-nli/viewer/pair-class).\n\n## CrossEntropyLoss\n\n```{eval-rst}\nThe :class:`~sentence_transformers.cross_encoder.losses.CrossEntropyLoss` is a rather elementary loss that applies the common :class:`torch.nn.CrossEntropyLoss` on the logits (a.k.a. outputs, raw predictions) produced after 1) passing the tokenized text pairs through the model and 2) applying the optional activation function over the logits. It's very commonly used if the CrossEncoder model has to predict more than just 1 class.\n\n```\n\n## Inference\n\nYou can perform inference using any of the [pre-trained CrossEncoder models for NLI](../../../../docs/cross_encoder/pretrained_models.md#nli) like so:\n\n```python\nfrom sentence_transformers import CrossEncoder\n\nmodel = CrossEncoder(\"cross-encoder/nli-deberta-v3-base\")\nscores = model.predict([\n    (\"A man is eating pizza\", \"A man eats something\"),\n    (\"A black race car starts up in front of a crowd of people.\", \"A man is driving down a lonely road.\"),\n])\n\n# Convert scores to labels\nlabel_mapping = [\"contradiction\", \"entailment\", \"neutral\"]\nlabels = [label_mapping[score_max] for score_max in scores.argmax(axis=1)]\n# => ['entailment', 'contradiction']\n```\n"
  },
  {
    "path": "examples/cross_encoder/training/nli/training_nli.py",
    "content": "\"\"\"\nThis examples trains a CrossEncoder for the NLI task. A CrossEncoder takes a sentence pair\nas input and outputs a label. Here, it learns to predict the labels: \"contradiction\": 0, \"entailment\": 1, \"neutral\": 2.\n\nIt does NOT produce a sentence embedding and does NOT work for individual sentences.\n\nUsage:\npython training_nli.py\n\"\"\"\n\nimport logging\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers.cross_encoder import CrossEncoder\nfrom sentence_transformers.cross_encoder.evaluation import CrossEncoderClassificationEvaluator\nfrom sentence_transformers.cross_encoder.losses.CrossEntropyLoss import CrossEntropyLoss\nfrom sentence_transformers.cross_encoder.trainer import CrossEncoderTrainer\nfrom sentence_transformers.cross_encoder.training_args import CrossEncoderTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\ntrain_batch_size = 64\nnum_epochs = 1\noutput_dir = \"output/training_ce_allnli-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n\n# 1. Define our CrossEncoder model. We use distilroberta-base as the base model and set it up to predict 3 labels\n# You can also use other base models, like bert-base-uncased, microsoft/mpnet-base, etc.\nmodel_name = \"distilroberta-base\"\nmodel = CrossEncoder(model_name, num_labels=3)\n\n# 2. Load the AllNLI dataset: https://huggingface.co/datasets/sentence-transformers/all-nli\n# We'll start with 100k training samples, but you can increase this to get a stronger model\nlogging.info(\"Read AllNLI train dataset\")\ntrain_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair-class\", split=\"train\").select(range(100_000))\neval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair-class\", split=\"dev\").select(range(1000))\ntest_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair-class\", split=\"test\")\nlogging.info(train_dataset)\n\n# 3. Define our training loss:\nloss = CrossEntropyLoss(model)\n\n# 4. Before and during training, we use CrossEncoderClassificationEvaluator to measure the performance on the dev set\ndev_cls_evaluator = CrossEncoderClassificationEvaluator(\n    sentence_pairs=list(zip(eval_dataset[\"premise\"], eval_dataset[\"hypothesis\"])),\n    labels=eval_dataset[\"label\"],\n    name=\"AllNLI-dev\",\n)\ndev_cls_evaluator(model)\n\n# 5. Define the training arguments\nshort_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\nrun_name = f\"reranker-{short_model_name}-nli\"\nargs = CrossEncoderTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=train_batch_size,\n    per_device_eval_batch_size=train_batch_size,\n    warmup_ratio=0.1,\n    fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=True,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=500,\n    save_strategy=\"steps\",\n    save_steps=500,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=run_name,  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = CrossEncoderTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=loss,\n    evaluator=dev_cls_evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the final model on test dataset\ntest_cls_evaluator = CrossEncoderClassificationEvaluator(\n    list(zip(test_dataset[\"premise\"], test_dataset[\"hypothesis\"])),\n    test_dataset[\"label\"],\n    name=\"AllNLI-test\",\n)\ntest_cls_evaluator(model)\n\n# 8. Save the final model\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save_pretrained(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(run_name)\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n    )\n"
  },
  {
    "path": "examples/cross_encoder/training/quora_duplicate_questions/README.md",
    "content": "# Quora Duplicate Questions\n\n```{eval-rst}\nThis folder contains scripts that demonstrate how to train SentenceTransformers for **Information Retrieval**. As a simple example, we will use the `Quora Duplicate Questions dataset <https://huggingface.co/datasets/sentence-transformers/quora-duplicates>`_. It contains over 500,000 sentences with over 400,000 pairwise annotations whether two questions are a duplicate or not.\n\nModels trained on this dataset can be used for mining duplicate questions, i.e., given a large set of sentences (in this case questions), identify all pairs that are duplicates. Due to how :class:`~sentence_transformers.cross_encoder.CrossEncoder` models work only on pairs of texts, they are best deployed after an initial filtering using a :class:`~sentence_transformers.SentenceTransformer` model. See `Sentence Transformer > Usage > Paraphrase Mining <../../../sentence_transformer/applications/paraphrase-mining/README.html>`_ for an example how to use sentence transformers to mine for duplicate questions / paraphrases across hundred thousands of sentences.\n\nAfter the initial filtering, a :class:`~sentence_transformers.cross_encoder.CrossEncoder` model can be used to rerank the top e.g. 100 candidates into the top e.g. 10. Because a :class:`~sentence_transformers.cross_encoder.CrossEncoder` can apply attention across the sentences from the pairs, the model can give better scores than the :class:`~sentence_transformers.SentenceTransformer` can.\n```\n\nTo train a CrossEncoder on the Quora Duplicate Questions dataset, see the following example file:\n\n- **[training_quora_duplicate_questions.py](training_quora_duplicate_questions.py)**:\n  ```{eval-rst}\n  This example uses :class:`~sentence_transformers.cross_encoder.losses.BinaryCrossEntropyLoss` to train the CrossEncoder model to give high scores for identical questions and low scores for different questions.\n  ```\n\n```{eval-rst}\nYou can also train and use :class:`~sentence_transformers.SentenceTransformer` models for this task. See `Sentence Transformer > Training Examples > Quora Duplicate Questions <../../../sentence_transformer/training/quora_duplicate_questions/README.html>`_ for more details.\n```\n\n## Training\n\n```{eval-rst}\nChoosing the right loss function is crucial for finetuning useful models. :class:`~sentence_transformers.cross_encoder.losses.BinaryCrossEntropyLoss` remains a very solid loss for training any :class:`~sentence_transformers.cross_encoder.CrossEncoder` model that has just one output class, i.e. if it just outputs one score.\n```\n\n<img src=\"https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/CrossEncoder.png\" alt=\"CrossEncoder architecture\" width=\"250\"/>\n\n```{eval-rst}\nFor each question pair, we pass question A and question B through the BERT-based model, after which a classifier head converts the intermediary representation from the BERT-based model into a similarity score. With this loss, we apply :class:`torch.nn.BCEWithLogitsLoss` which accepts logits (a.k.a. outputs, raw predictions) and gold similarity scores (1 if duplicate, 0 if not duplicate) to compute a loss denoting how well the model has done. This loss is then minimized to improve the performance of the model.\n```\n\n## Inference\n\nYou can perform inference using any of the [pre-trained CrossEncoder models for Duplicate Question detection](../../../../docs/cross_encoder/pretrained_models.md#quora-duplicate-questions) like so:\n\n```python\nfrom sentence_transformers import CrossEncoder\n\nmodel = CrossEncoder('cross-encoder/quora-distilroberta-base')\nscores = model.predict([\n    ('What do apples consist of?', 'What are in Apple devices?'),\n    ('How do I get good at programming?', 'How to become a good programmer?')\n])\nprint(scores)\n# [0.00056, 0.97536]\n```\n"
  },
  {
    "path": "examples/cross_encoder/training/quora_duplicate_questions/training_quora_duplicate_questions.py",
    "content": "\"\"\"\nThis examples trains a CrossEncoder for the Quora Duplicate Questions Detection task. A CrossEncoder takes a sentence pair\nas input and outputs a label. Here, it output a continuous labels 0...1 to indicate the similarity between the input pair.\n\nIt does NOT produce a sentence embedding and does NOT work for individual sentences.\n\nUsage:\npython training_quora_duplicate_questions.py\n\n\"\"\"\n\nimport logging\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers.cross_encoder import CrossEncoder, CrossEncoderTrainingArguments\nfrom sentence_transformers.cross_encoder.evaluation import CrossEncoderClassificationEvaluator\nfrom sentence_transformers.cross_encoder.losses import BinaryCrossEntropyLoss\nfrom sentence_transformers.cross_encoder.trainer import CrossEncoderTrainer\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\ntrain_batch_size = 64\nnum_epochs = 1\noutput_dir = \"output/training_ce_quora-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n\n# 1. Define our CrossEncoder model. We use distilroberta-base as the base model and set it up to predict 1 label\n# You can also use other base models, like bert-base-uncased, microsoft/mpnet-base, or rerankers like Alibaba-NLP/gte-reranker-modernbert-base\nmodel_name = \"distilroberta-base\"\nmodel = CrossEncoder(model_name, num_labels=1)\n\n# 2. Load the Quora duplicates dataset: https://huggingface.co/datasets/sentence-transformers/quora-duplicates\nlogging.info(\"Read quora-duplicates train dataset\")\ndataset = load_dataset(\"sentence-transformers/quora-duplicates\", \"pair-class\", split=\"train\")\neval_dataset = dataset.select(range(10_000))\ntest_dataset = dataset.select(range(10_000, 20_000))\ntrain_dataset = dataset.select(range(20_000, len(dataset)))\nlogging.info(train_dataset)\nlogging.info(eval_dataset)\nlogging.info(test_dataset)\n\n# 3. Define our training loss, we use one that accepts pairs with a binary label\nloss = BinaryCrossEntropyLoss(model)\n\n# 4. Before and during training, we use CrossEncoderClassificationEvaluator to measure the performance on the dev set\ndev_cls_evaluator = CrossEncoderClassificationEvaluator(\n    sentence_pairs=list(zip(eval_dataset[\"sentence1\"], eval_dataset[\"sentence2\"])),\n    labels=eval_dataset[\"label\"],\n    name=\"quora-duplicates-dev\",\n)\ndev_cls_evaluator(model)\n\n# 5. Define the training arguments\nshort_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\nrun_name = f\"reranker-{short_model_name}-quora-duplicates\"\nargs = CrossEncoderTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=train_batch_size,\n    per_device_eval_batch_size=train_batch_size,\n    warmup_ratio=0.1,\n    fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=True,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=500,\n    save_strategy=\"steps\",\n    save_steps=500,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=run_name,  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = CrossEncoderTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=loss,\n    evaluator=dev_cls_evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the final model on test dataset\ntest_cls_evaluator = CrossEncoderClassificationEvaluator(\n    sentence_pairs=list(zip(eval_dataset[\"sentence1\"], eval_dataset[\"sentence2\"])),\n    labels=eval_dataset[\"label\"],\n    name=\"quora-duplicates-test\",\n)\ntest_cls_evaluator(model)\n\n# 8. Save the final model\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save_pretrained(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\ntry:\n    model.push_to_hub(run_name)\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n    )\n"
  },
  {
    "path": "examples/cross_encoder/training/rerankers/README.md",
    "content": "# Rerankers\n\n```{eval-rst}\nReranker models are often :class:`~sentence_transformers.cross_encoder.CrossEncoder` models with 1 output class, i.e. given a pair of texts (query, answer), the model outputs one score. This score, either a float score that reasonably ranges between -10.0 and 10.0, or a score that's bound to 0...1, denotes to what extent the answer can help answer the query.\n\nMany reranker models are trained on MS MARCO:\n\n- `MS MARCO Pre-trained Cross Encoders <../../../../docs/cross_encoder/pretrained_models.html#ms-marco>`_\n- `Cross Encoder > Training Examples > MS MARCO <../ms_marco/README.html>`_\n```\n\nBut most likely, you will get the best results when training on your dataset. Because of this, this page includes some examples training scripts that you can adopt for your own data:\n\n- **[training_gooaq_bce.py](training_gooaq_bce.py)**:\n  ```{eval-rst}\n  This example uses :class:`~sentence_transformers.cross_encoder.losses.BinaryCrossEntropyLoss` on labeled pair data that was mined from the `GooAQ <https://huggingface.co/datasets/sentence-transformers/gooaq>`_ dataset using an efficient :class:`~sentence_transformer.SentenceTransformers`.\n\n  The model is evaluated on subsets of `MS MARCO <https://huggingface.co/datasets/sentence-transformers/NanoMSMARCO-bm25>`_, `NFCorpus <https://huggingface.co/datasets/sentence-transformers/NanoNFCorpus-bm25>`_, `NQ <https://huggingface.co/datasets/sentence-transformers/NanoNQ-bm25>`_ via the :class:`~sentence_transformers.cross_encoder.evaluation.CrossEncoderNanoBEIREvaluator`. Additionally, it is evaluated on the performance gain when reranking the top 100 results from an efficient :class:`~sentence_transformer.SentenceTransformers` on the GooAQ development set.\n  ```\n- **[training_gooaq_cmnrl.py](training_gooaq_cmnrl.py)**:\n  ```{eval-rst}\n  This example uses :class:`~sentence_transformers.cross_encoder.losses.CachedMultipleNegativesRankingLoss` on positive pair data loaded from the `GooAQ <https://huggingface.co/datasets/sentence-transformers/gooaq>`_ dataset.\n\n  The model is evaluated on subsets of `MS MARCO <https://huggingface.co/datasets/sentence-transformers/NanoMSMARCO-bm25>`_, `NFCorpus <https://huggingface.co/datasets/sentence-transformers/NanoNFCorpus-bm25>`_, `NQ <https://huggingface.co/datasets/sentence-transformers/NanoNQ-bm25>`_ via the :class:`~sentence_transformers.cross_encoder.evaluation.CrossEncoderNanoBEIREvaluator`.\n  ```\n- **[training_gooaq_lambda.py](training_gooaq_lambda.py)**:\n  ```{eval-rst}\n  This example uses :class:`~sentence_transformers.cross_encoder.losses.LambdaLoss` on labeled list data that was mined from the `GooAQ <https://huggingface.co/datasets/sentence-transformers/gooaq>`_ dataset using an efficient :class:`~sentence_transformer.SentenceTransformers`.\n\n  The model is evaluated on subsets of `MS MARCO <https://huggingface.co/datasets/sentence-transformers/NanoMSMARCO-bm25>`_, `NFCorpus <https://huggingface.co/datasets/sentence-transformers/NanoNFCorpus-bm25>`_, `NQ <https://huggingface.co/datasets/sentence-transformers/NanoNQ-bm25>`_ via the :class:`~sentence_transformers.cross_encoder.evaluation.CrossEncoderNanoBEIREvaluator`. Additionally, it is evaluated on the performance gain when reranking the top 100 results from an efficient :class:`~sentence_transformer.SentenceTransformers` on the GooAQ development set.\n  ```\n- **[training_nq_bce.py](training_nq_bce.py)**:\n  ```{eval-rst}\n  This example uses a near-identical training script as ``training_gooaq_bce.py``, except on the smaller `NQ (natural questions) <https://huggingface.co/datasets/sentence-transformers/natural-questions>`_ dataset.\n  ```\n\n## BinaryCrossEntropyLoss\n\n```{eval-rst}\nThe :class:`~sentence_transformers.cross_encoder.losses.BinaryCrossEntropyLoss` is a very strong yet simple loss. Given pairs of texts (e.g. (query, answer) pairs), this loss uses the :class:`~sentence_transformers.cross_encoder.CrossEncoder` model to compute prediction scores. It compares these against the gold (or silver, a.k.a. determined with some model) labels, and computes a lower loss the better the model is doing.\n```\n\n## CachedMultipleNegativesRankingLoss\n\n```{eval-rst}\nThe :class:`~sentence_transformers.cross_encoder.losses.CachedMultipleNegativesRankingLoss` (a.k.a. InfoNCE with GradCache) is more complex than the common :class:`~sentence_transformers.cross_encoder.losses.BinaryCrossEntropyLoss`. It accepts positive pairs (i.e. (query, answer) pairs) or triplets (i.e. (query, right_answer, wrong_answer) triplets), and will then randomly find ``num_negatives`` extra incorrect answers per query by taking answers from other questions in the batch. This is often referred to as \"in-batch negatives\".\n\nThe loss will then compute scores for all (query, answer) pairs, *including* the incorrect answers ones it just selected. The loss will then use a Cross Entropy Loss to ensure that the score of the (query, correct_answer) is higher than (query, wrong_answer) for all (randomly selected) wrong answers.\n\nThe :class:`~sentence_transformers.cross_encoder.losses.CachedMultipleNegativesRankingLoss` uses an approach called `GradCache <https://huggingface.co/papers/2101.06983>`_ to allow computing the scores in mini-batches without increasing the memory usage excessively. This loss is recommended over the \"standard\" :class:`~sentence_transformers.cross_encoder.losses.MultipleNegativesRankingLoss` (a.k.a. InfoNCE) loss, which does not have this clever mini-batching support and thus requires a lot of memory.\n\nExperimentation with an ``activation_fn`` and ``scale`` is warranted for this loss. :class:`torch.nn.Sigmoid` with ``scale=10.0`` works okay, :class:`torch.nn.Identity`` with ``scale=1.0`` also works, and the `mGTE <https://huggingface.co/papers/2407.19669>`_ paper authors suggest using :class:`torch.nn.Tanh` with ``scale=10.0``.\n```\n\n## Inference\n\nThe [tomaarsen/reranker-ModernBERT-base-gooaq-bce](https://huggingface.co/tomaarsen/reranker-ModernBERT-base-gooaq-bce) model was trained with the first script. If you want to try out the model before training something yourself, feel free to use this script:\n\n```python\nfrom sentence_transformers import CrossEncoder\n\n# Download from the 🤗 Hub\nmodel = CrossEncoder(\"tomaarsen/reranker-ModernBERT-base-gooaq-bce\")\n\n# Get scores for pairs of texts\npairs = [\n    [\"how to obtain a teacher's certificate in texas?\", 'Some aspiring educators may be confused about the difference between teaching certification and teaching certificates. Teacher certification is another term for the licensure required to teach in public schools, while a teaching certificate is awarded upon completion of an academic program.'],\n    [\"how to obtain a teacher's certificate in texas?\", '[\"Step 1: Obtain a Bachelor\\'s Degree. One of the most important Texas teacher qualifications is a bachelor\\'s degree. ... \", \\'Step 2: Complete an Educator Preparation Program (EPP) ... \\', \\'Step 3: Pass Texas Teacher Certification Exams. ... \\', \\'Step 4: Complete a Final Application and Background Check.\\']'],\n    [\"how to obtain a teacher's certificate in texas?\", \"Washington Teachers Licensing Application Process Official transcripts showing proof of bachelor's degree. Proof of teacher program completion at an approved teacher preparation school. Passing scores on the required examinations. Completed application for teacher certification in Washington.\"],\n    [\"how to obtain a teacher's certificate in texas?\", 'Teacher education programs may take 4 years to complete after which certification plans are prepared for a three year period. During this plan period, the teacher must obtain a Standard Certification within 1-2 years. Learn how to get certified to teach in Texas.'],\n    [\"how to obtain a teacher's certificate in texas?\", 'In Texas, the minimum age to work is 14. Unlike some states, Texas does not require juvenile workers to obtain a child employment certificate or an age certificate to work. A prospective employer that wants one can request a certificate of age for any minors it employs, obtainable from the Texas Workforce Commission.'],\n]\nscores = model.predict(pairs)\nprint(scores)\n# [0.00121048 0.97105724 0.00536712 0.8632406  0.00168043]\n\n# Or rank different texts based on similarity to a single text\nranks = model.rank(\n    \"how to obtain a teacher's certificate in texas?\",\n    [\n        \"[\\\"Step 1: Obtain a Bachelor's Degree. One of the most important Texas teacher qualifications is a bachelor's degree. ... \\\", 'Step 2: Complete an Educator Preparation Program (EPP) ... ', 'Step 3: Pass Texas Teacher Certification Exams. ... ', 'Step 4: Complete a Final Application and Background Check.']\",\n        \"Teacher education programs may take 4 years to complete after which certification plans are prepared for a three year period. During this plan period, the teacher must obtain a Standard Certification within 1-2 years. Learn how to get certified to teach in Texas.\",\n        \"Washington Teachers Licensing Application Process Official transcripts showing proof of bachelor's degree. Proof of teacher program completion at an approved teacher preparation school. Passing scores on the required examinations. Completed application for teacher certification in Washington.\",\n        \"Some aspiring educators may be confused about the difference between teaching certification and teaching certificates. Teacher certification is another term for the licensure required to teach in public schools, while a teaching certificate is awarded upon completion of an academic program.\",\n        \"In Texas, the minimum age to work is 14. Unlike some states, Texas does not require juvenile workers to obtain a child employment certificate or an age certificate to work. A prospective employer that wants one can request a certificate of age for any minors it employs, obtainable from the Texas Workforce Commission.\",\n    ],\n)\nprint(ranks)\n# [\n#     {'corpus_id': 0, 'score': 0.97105724},\n#     {'corpus_id': 1, 'score': 0.8632406},\n#     {'corpus_id': 2, 'score': 0.0053671156},\n#     {'corpus_id': 4, 'score': 0.0016804343},\n#     {'corpus_id': 3, 'score': 0.0012104829},\n# ]\n```\n"
  },
  {
    "path": "examples/cross_encoder/training/rerankers/training_gooaq_bce.py",
    "content": "import logging\nimport traceback\n\nimport torch\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.cross_encoder import CrossEncoder, CrossEncoderModelCardData\nfrom sentence_transformers.cross_encoder.evaluation import (\n    CrossEncoderNanoBEIREvaluator,\n    CrossEncoderRerankingEvaluator,\n)\nfrom sentence_transformers.cross_encoder.losses.BinaryCrossEntropyLoss import BinaryCrossEntropyLoss\nfrom sentence_transformers.cross_encoder.trainer import CrossEncoderTrainer\nfrom sentence_transformers.cross_encoder.training_args import CrossEncoderTrainingArguments\nfrom sentence_transformers.evaluation.SequentialEvaluator import SequentialEvaluator\nfrom sentence_transformers.util import mine_hard_negatives\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n\ndef main():\n    model_name = \"answerdotai/ModernBERT-base\"\n\n    train_batch_size = 64\n    num_epochs = 1\n    num_hard_negatives = 5  # How many hard negatives should be mined for each question-answer pair\n\n    # 1a. Load a model to finetune with 1b. (Optional) model card data\n    model = CrossEncoder(\n        model_name,\n        model_card_data=CrossEncoderModelCardData(\n            language=\"en\",\n            license=\"apache-2.0\",\n            model_name=\"ModernBERT-base trained on GooAQ\",\n        ),\n    )\n    print(\"Model max length:\", model.max_length)\n    print(\"Model num labels:\", model.num_labels)\n\n    # 2a. Load the GooAQ dataset: https://huggingface.co/datasets/sentence-transformers/gooaq\n    logging.info(\"Read the gooaq training dataset\")\n    full_dataset = load_dataset(\"sentence-transformers/gooaq\", split=\"train\").select(range(100_000))\n    dataset_dict = full_dataset.train_test_split(test_size=1_000, seed=12)\n    train_dataset = dataset_dict[\"train\"]\n    eval_dataset = dataset_dict[\"test\"]\n    logging.info(train_dataset)\n    logging.info(eval_dataset)\n\n    # 2b. Modify our training dataset to include hard negatives using a very efficient embedding model\n    embedding_model = SentenceTransformer(\"sentence-transformers/static-retrieval-mrl-en-v1\", device=\"cpu\")\n    hard_train_dataset = mine_hard_negatives(\n        train_dataset,\n        embedding_model,\n        num_negatives=num_hard_negatives,  # How many negatives per question-answer pair\n        absolute_margin=0,  # Similarity between query and negative samples should be x lower than query-positive similarity\n        range_min=0,  # Skip the x most similar samples\n        range_max=100,  # Consider only the x most similar samples\n        sampling_strategy=\"top\",  # Sample the top negatives from the range\n        batch_size=4096,  # Use a batch size of 4096 for the embedding model\n        output_format=\"labeled-pair\",  # The output format is (query, passage, label), as required by BinaryCrossEntropyLoss\n        use_faiss=True,\n    )\n    logging.info(hard_train_dataset)\n\n    # 2c. (Optionally) Save the hard training dataset to disk\n    # hard_train_dataset.save_to_disk(\"gooaq-hard-train\")\n    # Load again with:\n    # hard_train_dataset = load_from_disk(\"gooaq-hard-train\")\n\n    # 3. Define our training loss.\n    # pos_weight is recommended to be set as the ratio between positives to negatives, a.k.a. `num_hard_negatives`\n    loss = BinaryCrossEntropyLoss(model=model, pos_weight=torch.tensor(num_hard_negatives))\n\n    # 4a. Define evaluators. We use the CrossEncoderNanoBEIREvaluator, which is a light-weight evaluator for English reranking\n    nano_beir_evaluator = CrossEncoderNanoBEIREvaluator(\n        dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"],\n        batch_size=train_batch_size,\n    )\n\n    # 4b. Define a reranking evaluator by mining hard negatives given query-answer pairs\n    # We include the positive answer in the list of negatives, so the evaluator can use the performance of the\n    # embedding model as a baseline.\n    hard_eval_dataset = mine_hard_negatives(\n        eval_dataset,\n        embedding_model,\n        corpus=full_dataset[\"answer\"],  # Use the full dataset as the corpus\n        num_negatives=30,  # How many documents to rerank\n        batch_size=4096,\n        include_positives=True,\n        output_format=\"n-tuple\",\n        use_faiss=True,\n    )\n    logging.info(hard_eval_dataset)\n    reranking_evaluator = CrossEncoderRerankingEvaluator(\n        samples=[\n            {\n                \"query\": sample[\"question\"],\n                \"positive\": [sample[\"answer\"]],\n                \"documents\": [sample[column_name] for column_name in hard_eval_dataset.column_names[2:]],\n            }\n            for sample in hard_eval_dataset\n        ],\n        batch_size=train_batch_size,\n        name=\"gooaq-dev\",\n        always_rerank_positives=False,\n    )\n\n    # 4c. Combine the evaluators & run the base model on them\n    evaluator = SequentialEvaluator([reranking_evaluator, nano_beir_evaluator])\n    evaluator(model)\n\n    # 5. Define the training arguments\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    run_name = f\"reranker-{short_model_name}-gooaq-bce\"\n    args = CrossEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=train_batch_size,\n        learning_rate=2e-5,\n        warmup_ratio=0.1,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        dataloader_num_workers=4,\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_gooaq-dev_ndcg@10\",\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=1000,\n        save_strategy=\"steps\",\n        save_steps=1000,\n        save_total_limit=2,\n        logging_steps=200,\n        logging_first_step=True,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=12,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = CrossEncoderTrainer(\n        model=model,\n        args=args,\n        train_dataset=hard_train_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model, useful to include these in the model card\n    evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/cross_encoder/training/rerankers/training_gooaq_cmnrl.py",
    "content": "import logging\nimport traceback\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers.cross_encoder import CrossEncoder, CrossEncoderModelCardData\nfrom sentence_transformers.cross_encoder.evaluation import CrossEncoderNanoBEIREvaluator\nfrom sentence_transformers.cross_encoder.losses import CachedMultipleNegativesRankingLoss\nfrom sentence_transformers.cross_encoder.trainer import CrossEncoderTrainer\nfrom sentence_transformers.cross_encoder.training_args import CrossEncoderTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\nmodel_name = \"microsoft/MiniLM-L12-H384-uncased\"\ntrain_batch_size = 64\nnum_epochs = 1\nnum_rand_negatives = 5  # How many random negatives should be used for each question-answer pair\n\n# 1a. Load a model to finetune with 1b. (Optional) model card data\nmodel = CrossEncoder(\n    model_name,\n    model_card_data=CrossEncoderModelCardData(\n        language=\"en\",\n        license=\"apache-2.0\",\n        model_name=\"MiniLM-L12-H384 trained on GooAQ\",\n    ),\n)\nprint(\"Model max length:\", model.max_length)\nprint(\"Model num labels:\", model.num_labels)\n\n# 2. Load the GooAQ dataset: https://huggingface.co/datasets/sentence-transformers/gooaq\nlogging.info(\"Read the gooaq training dataset\")\nfull_dataset = load_dataset(\"sentence-transformers/gooaq\", split=\"train\").select(range(100_000))\ndataset_dict = full_dataset.train_test_split(test_size=1_000, seed=12)\ntrain_dataset = dataset_dict[\"train\"]\neval_dataset = dataset_dict[\"test\"]\nlogging.info(train_dataset)\nlogging.info(eval_dataset)\n\n# 3. Define our training loss.\nloss = CachedMultipleNegativesRankingLoss(\n    model=model,\n    num_negatives=num_rand_negatives,\n    mini_batch_size=16,  # Informs the memory usage\n)\n\n# 4. Use CrossEncoderNanoBEIREvaluator, a light-weight evaluator for English reranking\nevaluator = CrossEncoderNanoBEIREvaluator(\n    dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"],\n    batch_size=train_batch_size,\n)\nevaluator(model)\n\n# 5. Define the training arguments\nshort_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\nrun_name = f\"reranker-{short_model_name}-gooaq-cmnrl\"\nargs = CrossEncoderTrainingArguments(\n    # Required parameter:\n    output_dir=f\"models/{run_name}\",\n    # Optional training parameters:\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=train_batch_size,\n    per_device_eval_batch_size=train_batch_size,\n    learning_rate=2e-5,\n    warmup_ratio=0.1,\n    fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=True,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=250,\n    save_strategy=\"steps\",\n    save_steps=250,\n    save_total_limit=2,\n    logging_steps=100,\n    logging_first_step=True,\n    run_name=run_name,  # Will be used in W&B if `wandb` is installed\n    seed=12,\n)\n\n# 6. Create the trainer & start training\ntrainer = CrossEncoderTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=loss,\n    evaluator=evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the final model, useful to include these in the model card\nevaluator(model)\n\n# 8. Save the final model\nfinal_output_dir = f\"models/{run_name}/final\"\nmodel.save_pretrained(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\ntry:\n    model.push_to_hub(run_name)\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n    )\n"
  },
  {
    "path": "examples/cross_encoder/training/rerankers/training_gooaq_lambda.py",
    "content": "import logging\nimport traceback\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.cross_encoder import CrossEncoder, CrossEncoderModelCardData\nfrom sentence_transformers.cross_encoder.evaluation import (\n    CrossEncoderNanoBEIREvaluator,\n    CrossEncoderRerankingEvaluator,\n)\nfrom sentence_transformers.cross_encoder.losses import LambdaLoss\nfrom sentence_transformers.cross_encoder.trainer import CrossEncoderTrainer\nfrom sentence_transformers.cross_encoder.training_args import CrossEncoderTrainingArguments\nfrom sentence_transformers.evaluation.SequentialEvaluator import SequentialEvaluator\nfrom sentence_transformers.util import mine_hard_negatives\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n\ndef main():\n    model_name = \"answerdotai/ModernBERT-base\"\n\n    train_batch_size = 64\n    mini_batch_size = 16\n    num_epochs = 1\n    num_hard_negatives = 5\n\n    # 1a. Load a model to finetune with 1b. (Optional) model card data\n    model = CrossEncoder(\n        model_name,\n        model_card_data=CrossEncoderModelCardData(\n            language=\"en\",\n            license=\"apache-2.0\",\n            model_name=\"ModernBERT-base trained on GooAQ\",\n        ),\n    )\n    print(\"Model max length:\", model.max_length)\n    print(\"Model num labels:\", model.num_labels)\n\n    # 2a. Load the GooAQ dataset: https://huggingface.co/datasets/sentence-transformers/gooaq\n    logging.info(\"Read the gooaq training dataset\")\n    full_dataset = load_dataset(\"sentence-transformers/gooaq\", split=\"train\").select(range(100_000))\n    dataset_dict = full_dataset.train_test_split(test_size=1_000, seed=12)\n    train_dataset = dataset_dict[\"train\"]\n    eval_dataset = dataset_dict[\"test\"]\n    logging.info(train_dataset)\n    logging.info(eval_dataset)\n\n    # 2b. Modify our training dataset to include hard negatives using a very efficient embedding model\n    embedding_model = SentenceTransformer(\"sentence-transformers/static-retrieval-mrl-en-v1\", device=\"cpu\")\n    hard_train_dataset = mine_hard_negatives(\n        train_dataset,\n        embedding_model,\n        num_negatives=num_hard_negatives,  # How many negatives per question-answer pair\n        absolute_margin=0,  # Similarity between query and negative samples should be x lower than query-positive similarity\n        range_min=0,  # Skip the x most similar samples\n        range_max=100,  # Consider only the x most similar samples\n        sampling_strategy=\"top\",  # Sample the top negatives from the range\n        batch_size=4096,  # Use a batch size of 4096 for the embedding model\n        output_format=\"labeled-list\",  # The output format is (query, passage, label), as required by BinaryCrossEntropyLoss\n        use_faiss=True,\n    )\n    logging.info(hard_train_dataset)\n\n    # 2c. (Optionally) Save the hard training dataset to disk\n    # hard_train_dataset.save_to_disk(\"gooaq-hard-train\")\n    # Load again with:\n    # hard_train_dataset = load_from_disk(\"gooaq-hard-train\")\n\n    # 3. Define our training loss.\n    loss = LambdaLoss(model=model, mini_batch_size=mini_batch_size)\n\n    # 4a. Define evaluators. We use the CrossEncoderNanoBEIREvaluator, which is a light-weight evaluator for English reranking\n    nano_beir_evaluator = CrossEncoderNanoBEIREvaluator(\n        dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"],\n        batch_size=train_batch_size,\n    )\n\n    # 4b. Define a reranking evaluator by mining hard negatives given query-answer pairs\n    # We include the positive answer in the list of negatives, so the evaluator can use the performance of the\n    # embedding model as a baseline.\n    hard_eval_dataset = mine_hard_negatives(\n        eval_dataset,\n        embedding_model,\n        corpus=full_dataset[\"answer\"],  # Use the full dataset as the corpus\n        num_negatives=30,  # How many documents to rerank\n        batch_size=4096,\n        include_positives=True,\n        output_format=\"n-tuple\",\n        use_faiss=True,\n    )\n    logging.info(hard_eval_dataset)\n    reranking_evaluator = CrossEncoderRerankingEvaluator(\n        samples=[\n            {\n                \"query\": sample[\"question\"],\n                \"positive\": [sample[\"answer\"]],\n                \"documents\": [sample[column_name] for column_name in hard_eval_dataset.column_names[2:]],\n            }\n            for sample in hard_eval_dataset\n        ],\n        batch_size=train_batch_size,\n        name=\"gooaq-dev\",\n        always_rerank_positives=False,\n    )\n\n    # 4c. Combine the evaluators & run the base model on them\n    evaluator = SequentialEvaluator([reranking_evaluator, nano_beir_evaluator])\n    evaluator(model)\n\n    # 5. Define the training arguments\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    run_name = f\"reranker-{short_model_name}-gooaq-lambda\"\n    args = CrossEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=train_batch_size,\n        learning_rate=2e-5,\n        warmup_ratio=0.1,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        dataloader_num_workers=4,\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_gooaq-dev_ndcg@10\",\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=250,\n        save_strategy=\"steps\",\n        save_steps=250,\n        save_total_limit=2,\n        logging_steps=100,\n        logging_first_step=True,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=12,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = CrossEncoderTrainer(\n        model=model,\n        args=args,\n        train_dataset=hard_train_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model, useful to include these in the model card\n    evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/cross_encoder/training/rerankers/training_nq_bce.py",
    "content": "import logging\nimport traceback\n\nimport torch\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.cross_encoder import CrossEncoder, CrossEncoderModelCardData\nfrom sentence_transformers.cross_encoder.evaluation import (\n    CrossEncoderNanoBEIREvaluator,\n    CrossEncoderRerankingEvaluator,\n)\nfrom sentence_transformers.cross_encoder.losses.BinaryCrossEntropyLoss import BinaryCrossEntropyLoss\nfrom sentence_transformers.cross_encoder.trainer import CrossEncoderTrainer\nfrom sentence_transformers.cross_encoder.training_args import CrossEncoderTrainingArguments\nfrom sentence_transformers.evaluation.SequentialEvaluator import SequentialEvaluator\nfrom sentence_transformers.util import mine_hard_negatives\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n\ndef main():\n    model_name = \"answerdotai/ModernBERT-base\"\n\n    train_batch_size = 64\n    num_epochs = 1\n    num_hard_negatives = 5  # How many hard negatives should be mined for each question-answer pair\n\n    # 1a. Load a model to finetune with 1b. (Optional) model card data\n    model = CrossEncoder(\n        model_name,\n        model_card_data=CrossEncoderModelCardData(\n            language=\"en\",\n            license=\"apache-2.0\",\n            model_name=\"ModernBERT-base trained on Natural Questions\",\n        ),\n    )\n    print(\"Model max length:\", model.max_length)\n    print(\"Model num labels:\", model.num_labels)\n\n    # 2a. Load the NQ dataset: https://huggingface.co/datasets/sentence-transformers/natural-questions\n    logging.info(\"Read the Natural Questions training dataset\")\n    full_dataset = load_dataset(\"sentence-transformers/natural-questions\", split=\"train\").select(range(100_000))\n    dataset_dict = full_dataset.train_test_split(test_size=1_000, seed=12)\n    train_dataset = dataset_dict[\"train\"]\n    eval_dataset = dataset_dict[\"test\"]\n    logging.info(train_dataset)\n    logging.info(eval_dataset)\n\n    # 2b. Modify our training dataset to include hard negatives using a very efficient embedding model\n    embedding_model = SentenceTransformer(\"sentence-transformers/static-retrieval-mrl-en-v1\", device=\"cpu\")\n    hard_train_dataset = mine_hard_negatives(\n        train_dataset,\n        embedding_model,\n        num_negatives=num_hard_negatives,  # How many negatives per question-answer pair\n        absolute_margin=0,  # Similarity between query and negative samples should be x lower than query-positive similarity\n        range_min=0,  # Skip the x most similar samples\n        range_max=100,  # Consider only the x most similar samples\n        sampling_strategy=\"top\",  # Sample the top negatives from the range\n        batch_size=4096,  # Use a batch size of 4096 for the embedding model\n        output_format=\"labeled-pair\",  # The output format is (query, passage, label), as required by BinaryCrossEntropyLoss\n        use_faiss=True,\n    )\n    logging.info(hard_train_dataset)\n\n    # 2c. (Optionally) Save the hard training dataset to disk\n    # hard_train_dataset.save_to_disk(\"nq-hard-train\")\n    # Load again with:\n    # hard_train_dataset = load_from_disk(\"nq-hard-train\")\n\n    # 3. Define our training loss.\n    # pos_weight is recommended to be set as the ratio between positives to negatives, a.k.a. `num_hard_negatives`\n    loss = BinaryCrossEntropyLoss(model=model, pos_weight=torch.tensor(num_hard_negatives))\n\n    # 4a. Define evaluators. We use the CrossEncoderNanoBEIREvaluator, which is a light-weight evaluator for English reranking\n    nano_beir_evaluator = CrossEncoderNanoBEIREvaluator(\n        dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"],\n        batch_size=train_batch_size,\n    )\n\n    # 4b. Define a reranking evaluator by mining hard negatives given query-answer pairs\n    # We include the positive answer in the list of negatives, so the evaluator can use the performance of the\n    # embedding model as a baseline.\n    hard_eval_dataset = mine_hard_negatives(\n        eval_dataset,\n        embedding_model,\n        corpus=full_dataset[\"answer\"],  # Use the full dataset as the corpus\n        num_negatives=30,  # How many documents to rerank\n        batch_size=4096,\n        include_positives=True,\n        output_format=\"n-tuple\",\n        use_faiss=True,\n    )\n    logging.info(hard_eval_dataset)\n    reranking_evaluator = CrossEncoderRerankingEvaluator(\n        samples=[\n            {\n                \"query\": sample[\"query\"],\n                \"positive\": [sample[\"answer\"]],\n                \"documents\": [sample[column_name] for column_name in hard_eval_dataset.column_names[2:]],\n            }\n            for sample in hard_eval_dataset\n        ],\n        batch_size=train_batch_size,\n        name=\"nq-dev\",\n        always_rerank_positives=False,\n    )\n\n    # 4c. Combine the evaluators & run the base model on them\n    evaluator = SequentialEvaluator([reranking_evaluator, nano_beir_evaluator])\n    evaluator(model)\n\n    # 5. Define the training arguments\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    run_name = f\"reranker-{short_model_name}-nq-bce\"\n    args = CrossEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=train_batch_size,\n        learning_rate=2e-5,\n        warmup_ratio=0.1,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        dataloader_num_workers=4,\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_nq-dev_ndcg@10\",\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=1000,\n        save_strategy=\"steps\",\n        save_steps=1000,\n        save_total_limit=2,\n        logging_steps=200,\n        logging_first_step=True,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=12,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = CrossEncoderTrainer(\n        model=model,\n        args=args,\n        train_dataset=hard_train_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model, useful to include these in the model card\n    evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/cross_encoder/training/sts/README.md",
    "content": "# Semantic Textual Similarity\n\n```{eval-rst}\nSemantic Textual Similarity (STS) assigns a score on the similarity of two texts. In this example, we use the `stsb <https://huggingface.co/datasets/sentence-transformers/stsb>`_ dataset as training data to fine-tune a :class:`~sentence_transformers.cross_encoder.CrossEncoder` model. See the following example script how to tune :class:`~sentence_transformers.cross_encoder.CrossEncoder` models on STS data:\n```\n\n- **[training_stsbenchmark.py](training_stsbenchmark.py)** - This example shows how to create and finetune a CrossEncoder model from a pre-trained transformer model (e.g. [`distilroberta-base`](https://huggingface.co/distilbert/distilroberta-base)).\n\n```{eval-rst}\nYou can also train and use :class:`~sentence_transformers.SentenceTransformer` models for this task. See `Sentence Transformer > Training Examples > Semantic Textual Similarity <../../../sentence_transformer/training/sts/README.html>`_ for more details.\n```\n\n## Training data\n\n```{eval-rst}\nIn STS, we have sentence pairs annotated together with a score indicating the similarity. In the original STSbenchmark dataset, the scores range from 0 to 5. We have normalized these scores to range between 0 and 1 in `stsb <https://huggingface.co/datasets/sentence-transformers/stsb>`_, as that is required for :class:`~sentence_transformers.cross_encoder.losses.BinaryCrossEntropyLoss` as you can see in the `Loss Overiew <../../../../docs/cross_encoder/loss_overview.html>`_.\n```\n\nHere is a simplified version of our training data:\n\n```python\nfrom datasets import Dataset\n\nsentence1_list = [\"My first sentence\", \"Another pair\"]\nsentence2_list = [\"My second sentence\", \"Unrelated sentence\"]\nlabels_list = [0.8, 0.3]\ntrain_dataset = Dataset.from_dict({\n    \"sentence1\": sentence1_list,\n    \"sentence2\": sentence2_list,\n    \"label\": labels_list,\n})\n# => Dataset({\n#     features: ['sentence1', 'sentence2', 'label'],\n#     num_rows: 2\n# })\nprint(train_dataset[0])\n# => {'sentence1': 'My first sentence', 'sentence2': 'My second sentence', 'label': 0.8}\nprint(train_dataset[1])\n# => {'sentence1': 'Another pair', 'sentence2': 'Unrelated sentence', 'label': 0.3}\n```\n\nIn the aforementioned scripts, we directly load the [stsb](https://huggingface.co/datasets/sentence-transformers/stsb) dataset:\n\n```python\nfrom datasets import load_dataset\n\ntrain_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"train\")\n# => Dataset({\n#     features: ['sentence1', 'sentence2', 'score'],\n#     num_rows: 5749\n# })\n```\n\n## Loss Function\n\n```{eval-rst}\nWe use :class:`~sentence_transformers.cross_encoder.losses.BinaryCrossEntropyLoss` as our loss function.\n```\n\n<img src=\"https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/CrossEncoder.png\" alt=\"CrossEncoder architecture\" width=\"250\"/>\n\n```{eval-rst}\nFor each sentence pair, we pass sentence A and sentence B through the BERT-based model, after which a classifier head converts the intermediary representation from the BERT-based model into a similarity score. With this loss, we apply :class:`torch.nn.BCEWithLogitsLoss` which accepts logits (a.k.a. outputs, raw predictions) and gold similarity scores to compute a loss denoting how well the model has done on this batch. This loss can be minimized to improve the performance of the model.\n```\n\n## Inference\n\nYou can perform inference using any of the [pre-trained CrossEncoder models for STS](../../../../docs/cross_encoder/pretrained_models.md#stsbenchmark) like so:\n\n```python\nfrom sentence_transformers import CrossEncoder\n\nmodel = CrossEncoder(\"cross-encoder/stsb-roberta-base\")\nscores = model.predict([(\"It's a wonderful day outside.\", \"It's so sunny today!\"), (\"It's a wonderful day outside.\", \"He drove to work earlier.\")])\n# => array([0.60443085, 0.00240758], dtype=float32)\n```\n"
  },
  {
    "path": "examples/cross_encoder/training/sts/training_stsbenchmark.py",
    "content": "\"\"\"\nThis examples trains a CrossEncoder for the STSbenchmark task. A CrossEncoder takes a sentence pair\nas input and outputs a label. Here, it output a continuous labels 0...1 to indicate the similarity between the input pair.\n\nIt does NOT produce a sentence embedding and does NOT work for individual sentences.\n\nUsage:\npython training_stsbenchmark.py\n\"\"\"\n\nimport logging\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers.cross_encoder import CrossEncoder\nfrom sentence_transformers.cross_encoder.evaluation import CrossEncoderCorrelationEvaluator\nfrom sentence_transformers.cross_encoder.losses.BinaryCrossEntropyLoss import BinaryCrossEntropyLoss\nfrom sentence_transformers.cross_encoder.trainer import CrossEncoderTrainer\nfrom sentence_transformers.cross_encoder.training_args import CrossEncoderTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\ntrain_batch_size = 64\nnum_epochs = 4\noutput_dir = \"output/training_ce_stsbenchmark-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n\n# 1. Define our CrossEncoder model. We use distilroberta-base as the base model and set it up to predict 1 label\n# You can also use other base models, like bert-base-uncased, microsoft/mpnet-base, or rerankers like Alibaba-NLP/gte-reranker-modernbert-base\nmodel_name = \"distilroberta-base\"\nmodel = CrossEncoder(model_name, num_labels=1)\n\n# 2. Load the STSB dataset: https://huggingface.co/datasets/sentence-transformers/stsb\ntrain_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"train\")\neval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\nlogging.info(train_dataset)\n\n# 3. Define our training loss, we use one that accepts pairs with a binary label\nloss = BinaryCrossEntropyLoss(model)\n\n# 4. Before and during training, we use CrossEncoderClassificationEvaluator to measure the performance on the dev set\neval_evaluator = CrossEncoderCorrelationEvaluator(\n    sentence_pairs=list(zip(eval_dataset[\"sentence1\"], eval_dataset[\"sentence2\"])),\n    scores=eval_dataset[\"score\"],\n    name=\"stsb-validation\",\n)\neval_evaluator(model)\n\n# 5. Define the training arguments\nshort_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\nrun_name = f\"reranker-{short_model_name}-stsb\"\nargs = CrossEncoderTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=train_batch_size,\n    per_device_eval_batch_size=train_batch_size,\n    warmup_ratio=0.1,\n    fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=True,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=80,\n    save_strategy=\"steps\",\n    save_steps=80,\n    save_total_limit=2,\n    logging_steps=20,\n    run_name=run_name,  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = CrossEncoderTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=loss,\n    evaluator=eval_evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the final model on test dataset\ntest_evaluator = CrossEncoderCorrelationEvaluator(\n    sentence_pairs=list(zip(test_dataset[\"sentence1\"], test_dataset[\"sentence2\"])),\n    scores=test_dataset[\"score\"],\n    name=\"stsb-test\",\n)\ntest_evaluator(model)\n\n# 8. Save the final model\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save_pretrained(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\ntry:\n    model.push_to_hub(run_name)\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/README.md",
    "content": "# Examples\n\nThis folder contains various examples how to use SentenceTransformers.\n\n## Applications\n\nThe [applications](applications/) folder contains examples how to use SentenceTransformers for tasks like clustering or semantic search.\n\n## Evaluation\n\nThe [evaluation](evaluation/) folder contains some examples how to evaluate SentenceTransformer models for common tasks.\n\n## Training\n\nThe [training](training/) folder contains examples how to fine-tune transformer models like BERT, RoBERTa, or XLM-RoBERTa for generating sentence embedding. For the documentation how to train your own models, see [Training Overview](http://www.sbert.net/docs/sentence_transformer/training_overview.html).\n\n## Unsupervised Learning\n\nThe [unsupervised_learning](unsupervised_learning/) folder contains examples how to train sentence embedding models without labeled data.\n"
  },
  {
    "path": "examples/sentence_transformer/applications/README.md",
    "content": "# Applications\n\nSentenceTransformers can be used for various use-cases. In these folders, you find several example scripts that show case how SentenceTransformers can be used\n\n## Computing Embeddings\n\nThe [computing-embeddings](computing-embeddings/) folder contains examples how to compute sentence embeddings using SentenceTransformers.\n\n## Clustering\n\nThe [clustering](clustering/) folder shows how SentenceTransformers can be used for text clustering, i.e., grouping sentences together based on their similarity.\n\n## Cross-Encoder\n\nSentenceTransformers also support training and inference of [Cross-Encoders](cross-encoder/). There, two sentences are presented simultaneously to the transformer network and a score (0...1) is derived indicating the similarity or a label.\n\n## Parallel Sentence Mining\n\nThe [parallel-sentence-mining](parallel-sentence-mining/) folder contains examples of how parallel (translated) sentences can be found in two corpora of different languages. For example, you take the English and the Spanish Wikipedia and the script finds and returns all translated English-Spanish sentence pairs.\n\n## Paraphrase Mining\n\nThe [paraphrase-mining](paraphrase-mining/) folder contains examples to find all paraphrase sentences in a large set of sentences. The example can be used to find e.g. duplicate questions or duplicate sentences in a set of Millions of questions / sentences.\n\n## Semantic Search\n\nThe [semantic-search](semantic-search/) folder shows examples for semantic search: Given a sentence, find in a large collection semantically similar sentences.\n\n## Retrieve & Rerank\n\nThe [retrieve_rerank](retrieve_rerank/) folder shows how to combine a bi-encoder for semantic search retrieval and a more powerful re-ranking stage with a cross-encoder.\n\n## Image Search\n\nThe [image-search](image-search/) folder shows how to use the image&text-models, which can map images and text to the same vector space. This allows for an image search given a user query.\n\n## Text Summarization\n\nThe [text-summarization](text-summarization/) folder shows how SentenceTransformers can be used for extractive summarization: Give a long document, find the k sentences that give a good and short summary of the content.\n"
  },
  {
    "path": "examples/sentence_transformer/applications/clustering/README.md",
    "content": "# Clustering\n\nSentence-Transformers can be used in different ways to perform clustering of small or large set of sentences.\n\n## k-Means\n\n[kmeans.py](kmeans.py) contains an example of using [K-means Clustering Algorithm](https://scikit-learn.org/stable/modules/clustering.html#k-means). K-Means requires that the number of clusters is specified beforehand. The sentences are clustered in groups of about equal size.\n\n## Agglomerative Clustering\n\n[agglomerative.py](agglomerative.py) shows an example of using [Hierarchical clustering](https://scikit-learn.org/stable/modules/clustering.html#hierarchical-clustering) using the [Agglomerative Clustering Algorithm](https://scikit-learn.org/stable/modules/generated/sklearn.cluster.AgglomerativeClustering.html#sklearn.cluster.AgglomerativeClustering). In contrast to k-means, we can specify a threshold for the clustering: Clusters below that threshold are merged. This algorithm can be useful if the number of clusters is unknown. By the threshold, we can control if we want to have many small and fine-grained clusters or few coarse-grained clusters.\n\n## Fast Clustering\n\nAgglomerative Clustering for larger datasets is quite slow, so it is only applicable for maybe a few thousand sentences.\n\nIn [fast_clustering.py](fast_clustering.py) we present a clustering algorithm that is tuned for large datasets (50k sentences in less than 5 seconds). In a large list of sentences it searches for local communities: A local community is a set of highly similar sentences.\n\nYou can configure the threshold of cosine-similarity for which we consider two sentences as similar. Also, you can specify the minimal size for a local community. This allows you to get either large coarse-grained clusters or small fine-grained clusters.\n\nWe apply it on the [Quora Duplicate Questions](https://huggingface.co/datasets/sentence-transformers/quora-duplicates) dataset and the output looks something like this:\n\n```\nCluster 1, #83 Elements\n         What should I do to improve my English ?\n         What should I do to improve my spoken English?\n         Can I improve my English?\n         ...\n\nCluster 2, #79 Elements\n         How can I earn money online?\n         How do I earn money online?\n         Can I earn money online?\n         ...\n       \n...\n\nCluster 47, #25 Elements\n         What are some mind-blowing Mobile gadgets that exist that most people don't know about?\n         What are some mind-blowing gadgets and technologies that exist that most people don't know about?\n         What are some mind-blowing mobile technology tools that exist that most people don't know about?\n         ...\n```\n\n## Topic Modeling\n\nTopic modeling is the process of discovering topics in a collection of documents.\n\nAn example is shown in the following picture, which shows the identified topics in the 20 newsgroup dataset:\n\n![20news](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/20news_semantic.png)\n\nFor each topic, you want to extract the words that describe this topic:\n\n![20news](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/20news_top2vec.png)\n\nSentence-Transformers can be used to identify these topics in a collection of sentences, paragraphs or short documents. For an excellent tutorial, see [Topic Modeling with BERT](https://medium.com/data-science/topic-modeling-with-bert-779f7db187e6) as well as the [BERTopic](https://github.com/MaartenGr/BERTopic) and [Top2Vec](https://github.com/ddangelov/Top2Vec) repositories.\n\nImage source: [Top2Vec: Distributed Representations of Topics](https://huggingface.co/papers/2008.09470)\n"
  },
  {
    "path": "examples/sentence_transformer/applications/clustering/agglomerative.py",
    "content": "\"\"\"\nThis is a simple application for sentence embeddings: clustering\n\nSentences are mapped to sentence embeddings and then agglomerative clustering with a threshold is applied.\n\"\"\"\n\nfrom sklearn.cluster import AgglomerativeClustering\n\nfrom sentence_transformers import SentenceTransformer\n\nembedder = SentenceTransformer(\"all-MiniLM-L6-v2\")\n\n# Corpus with example sentences\ncorpus = [\n    \"A man is eating food.\",\n    \"A man is eating a piece of bread.\",\n    \"A man is eating pasta.\",\n    \"The girl is carrying a baby.\",\n    \"The baby is carried by the woman\",\n    \"A man is riding a horse.\",\n    \"A man is riding a white horse on an enclosed ground.\",\n    \"A monkey is playing drums.\",\n    \"Someone in a gorilla costume is playing a set of drums.\",\n    \"A cheetah is running behind its prey.\",\n    \"A cheetah chases prey on across a field.\",\n]\ncorpus_embeddings = embedder.encode(corpus)\n\n# Some models don't automatically normalize the embeddings, in which case you should normalize the embeddings:\n# corpus_embeddings = corpus_embeddings / np.linalg.norm(corpus_embeddings, axis=1, keepdims=True)\n\n# Perform agglomerative clustering\nclustering_model = AgglomerativeClustering(\n    n_clusters=None, distance_threshold=1.5\n)  # , affinity='cosine', linkage='average', distance_threshold=0.4)\nclustering_model.fit(corpus_embeddings)\ncluster_assignment = clustering_model.labels_\n\nclustered_sentences = {}\nfor sentence_id, cluster_id in enumerate(cluster_assignment):\n    if cluster_id not in clustered_sentences:\n        clustered_sentences[cluster_id] = []\n\n    clustered_sentences[cluster_id].append(corpus[sentence_id])\n\nfor i, cluster in clustered_sentences.items():\n    print(\"Cluster \", i + 1)\n    print(cluster)\n    print(\"\")\n"
  },
  {
    "path": "examples/sentence_transformer/applications/clustering/fast_clustering.py",
    "content": "\"\"\"\nThis is a more complex example on performing clustering on large scale dataset.\n\nThis examples find in a large set of sentences local communities, i.e., groups of sentences that are highly\nsimilar. You can freely configure the threshold what is considered as similar. A high threshold will\nonly find extremely similar sentences, a lower threshold will find more sentence that are less similar.\n\nA second parameter is 'min_community_size': Only communities with at least a certain number of sentences will be returned.\n\nThe method for finding the communities is extremely fast, for clustering 50k sentences it requires only 5 seconds (plus embedding computation).\n\nIn this example, we download a large set of questions from Quora and then find similar questions in this set.\n\"\"\"\n\nimport csv\nimport os\nimport time\n\nfrom sentence_transformers import SentenceTransformer, util\n\n# Model for computing sentence embeddings. We use one trained for similar questions detection\nmodel = SentenceTransformer(\"all-MiniLM-L6-v2\")\n\n# We download the Quora Duplicate Questions Dataset (https://www.quora.com/q/quoradata/First-Quora-Dataset-Release-Question-Pairs)\n# and find similar question in it\nurl = \"http://qim.fs.quoracdn.net/quora_duplicate_questions.tsv\"\ndataset_path = \"quora_duplicate_questions.tsv\"\nmax_corpus_size = 50000  # We limit our corpus to only the first 50k questions\n\n\n# Check if the dataset exists. If not, download and extract\n# Download dataset if needed\nif not os.path.exists(dataset_path):\n    print(\"Download dataset\")\n    util.http_get(url, dataset_path)\n\n# Get all unique sentences from the file\ncorpus_sentences = set()\nwith open(dataset_path, encoding=\"utf8\") as fIn:\n    reader = csv.DictReader(fIn, delimiter=\"\\t\", quoting=csv.QUOTE_MINIMAL)\n    for row in reader:\n        corpus_sentences.add(row[\"question1\"])\n        corpus_sentences.add(row[\"question2\"])\n        if len(corpus_sentences) >= max_corpus_size:\n            break\n\ncorpus_sentences = list(corpus_sentences)\nprint(\"Encode the corpus. This might take a while\")\ncorpus_embeddings = model.encode(corpus_sentences, batch_size=64, show_progress_bar=True, convert_to_tensor=True)\n\n\nprint(\"Start clustering\")\nstart_time = time.time()\n\n# Two parameters to tune:\n# min_cluster_size: Only consider cluster that have at least 25 elements\n# threshold: Consider sentence pairs with a cosine-similarity larger than threshold as similar\nclusters = util.community_detection(corpus_embeddings, min_community_size=25, threshold=0.75)\n\nprint(f\"Clustering done after {time.time() - start_time:.2f} sec\")\n\n# Print for all clusters the top 3 and bottom 3 elements\nfor i, cluster in enumerate(clusters):\n    print(f\"\\nCluster {i + 1}, #{len(cluster)} Elements \")\n    for sentence_id in cluster[0:3]:\n        print(\"\\t\", corpus_sentences[sentence_id])\n    print(\"\\t\", \"...\")\n    for sentence_id in cluster[-3:]:\n        print(\"\\t\", corpus_sentences[sentence_id])\n"
  },
  {
    "path": "examples/sentence_transformer/applications/clustering/kmeans.py",
    "content": "\"\"\"\nThis is a simple application for sentence embeddings: clustering\n\nSentences are mapped to sentence embeddings and then k-mean clustering is applied.\n\"\"\"\n\nfrom sklearn.cluster import KMeans\n\nfrom sentence_transformers import SentenceTransformer\n\nembedder = SentenceTransformer(\"all-MiniLM-L6-v2\")\n\n# Corpus with example sentences\ncorpus = [\n    \"A man is eating food.\",\n    \"A man is eating a piece of bread.\",\n    \"A man is eating pasta.\",\n    \"The girl is carrying a baby.\",\n    \"The baby is carried by the woman\",\n    \"A man is riding a horse.\",\n    \"A man is riding a white horse on an enclosed ground.\",\n    \"A monkey is playing drums.\",\n    \"Someone in a gorilla costume is playing a set of drums.\",\n    \"A cheetah is running behind its prey.\",\n    \"A cheetah chases prey on across a field.\",\n]\ncorpus_embeddings = embedder.encode(corpus)\n\n# Perform kmean clustering\nnum_clusters = 5\nclustering_model = KMeans(n_clusters=num_clusters)\nclustering_model.fit(corpus_embeddings)\ncluster_assignment = clustering_model.labels_\n\nclustered_sentences = [[] for i in range(num_clusters)]\nfor sentence_id, cluster_id in enumerate(cluster_assignment):\n    clustered_sentences[cluster_id].append(corpus[sentence_id])\n\nfor i, cluster in enumerate(clustered_sentences):\n    print(\"Cluster \", i + 1)\n    print(cluster)\n    print(\"\")\n"
  },
  {
    "path": "examples/sentence_transformer/applications/computing-embeddings/README.rst",
    "content": "Computing Embeddings\n====================\n\nOnce you have `installed <../../../../docs/installation.html>`_ Sentence Transformers, you can easily use Sentence Transformer models:\n\n.. sidebar:: Documentation\n\n   1. :class:`SentenceTransformer <sentence_transformers.SentenceTransformer>`\n   2. :meth:`SentenceTransformer.encode <sentence_transformers.SentenceTransformer.encode>`\n   3. :meth:`SentenceTransformer.similarity <sentence_transformers.SentenceTransformer.similarity>`\n\n::\n\n   from sentence_transformers import SentenceTransformer\n\n   # 1. Load a pretrained Sentence Transformer model\n   model = SentenceTransformer(\"all-MiniLM-L6-v2\")\n\n   # The sentences to encode\n   sentences = [\n       \"The weather is lovely today.\",\n       \"It's so sunny outside!\",\n       \"He drove to the stadium.\",\n   ]\n\n   # 2. Calculate embeddings by calling model.encode()\n   embeddings = model.encode(sentences)\n   print(embeddings.shape)\n   # [3, 384]\n\n   # 3. Calculate the embedding similarities\n   similarities = model.similarity(embeddings, embeddings)\n   print(similarities)\n   # tensor([[1.0000, 0.6660, 0.1046],\n   #         [0.6660, 1.0000, 0.1411],\n   #         [0.1046, 0.1411, 1.0000]])\n\n.. note::\n   Even though we talk about sentence embeddings, you can use Sentence Transformers for shorter phrases as well as for longer texts with multiple sentences. See :ref:`input-sequence-length` for notes on embeddings for longer texts.\n\n\nInitializing a Sentence Transformer Model\n-----------------------------------------\n\nThe first step is to load a pretrained Sentence Transformer model. You can use any of the models from the `Pretrained Models <../../../../docs/sentence_transformer/pretrained_models.html>`_ or a local model. See also :class:`~sentence_transformers.SentenceTransformer` for information on parameters.\n\n::\n\n   from sentence_transformers import SentenceTransformer\n\n   model = SentenceTransformer(\"all-mpnet-base-v2\")\n   # Alternatively, you can pass a path to a local model directory:\n   model = SentenceTransformer(\"output/models/mpnet-base-finetuned-all-nli\")\n\nThe model will automatically be placed on the most performant available device, e.g. ``cuda`` or ``mps`` if available. You can also specify the device explicitly:\n\n::\n\n   model = SentenceTransformer(\"all-mpnet-base-v2\", device=\"cuda\")\n\nCalculating Embeddings\n----------------------\n\nThe method to calculate embeddings is :meth:`SentenceTransformer.encode <sentence_transformers.SentenceTransformer.encode>`.\n\n\nPrompt Templates\n----------------\n\nSome models require using specific text *prompts* to achieve optimal performance. For example, with `intfloat/multilingual-e5-large <https://huggingface.co/intfloat/multilingual-e5-large>`_ you should prefix all queries with ``\"query: \"`` and all passages with ``\"passage: \"``. Another example is `BAAI/bge-large-en-v1.5 <https://huggingface.co/BAAI/bge-large-en-v1.5>`_, which performs best for retrieval when the input texts are prefixed with ``\"Represent this sentence for searching relevant passages: \"``. \n\nSentence Transformer models can be initialized with ``prompts`` and ``default_prompt_name`` parameters:\n\n- ``prompts`` is an optional argument that accepts a dictionary of prompts with prompt names to prompt texts. The prompt will be prepended to the input text during inference. For example::\n\n    model = SentenceTransformer(\n        \"intfloat/multilingual-e5-large\",\n        prompts={\n            \"classification\": \"Classify the following text: \",\n            \"retrieval\": \"Retrieve semantically similar text: \",\n            \"clustering\": \"Identify the topic or theme based on the text: \",\n        },\n    )\n    # or\n    model.prompts = {\n        \"classification\": \"Classify the following text: \",\n        \"retrieval\": \"Retrieve semantically similar text: \",\n        \"clustering\": \"Identify the topic or theme based on the text: \",\n    }\n\n- ``default_prompt_name`` is an optional argument that determines the default prompt to be used. It has to correspond with a prompt name from ``prompts``. If ``None``, then no prompt is used by default. For example::\n\n    model = SentenceTransformer(\n        \"intfloat/multilingual-e5-large\",\n        prompts={\n            \"classification\": \"Classify the following text: \",\n            \"retrieval\": \"Retrieve semantically similar text: \",\n            \"clustering\": \"Identify the topic or theme based on the text: \",\n        },\n        default_prompt_name=\"retrieval\",\n    )\n    # or\n    model.default_prompt_name=\"retrieval\"\n\nBoth of these parameters can also be specified in the ``config_sentence_transformers.json`` file of a saved model. That way, you won't have to specify these options manually when loading. When you save a Sentence Transformer model, these options will be automatically saved as well.\n\nDuring inference, prompts can be applied in a few different ways. All of these scenarios result in identical texts being embedded:\n\n1. Explicitly using the ``prompt`` option in ``SentenceTransformer.encode``::\n\n    embeddings = model.encode(\"How to bake a strawberry cake\", prompt=\"Retrieve semantically similar text: \")\n\n2. Explicitly using the ``prompt_name`` option in ``SentenceTransformer.encode`` by relying on the prompts loaded from a) initialization or b) the model config::\n\n    embeddings = model.encode(\"How to bake a strawberry cake\", prompt_name=\"retrieval\")\n\n3. If ``prompt`` nor ``prompt_name`` are specified in ``SentenceTransformer.encode``, then the prompt specified by ``default_prompt_name`` will be applied. If it is ``None``, then no prompt will be applied::\n\n    embeddings = model.encode(\"How to bake a strawberry cake\")\n\n.. _input-sequence-length:\nInput Sequence Length\n---------------------\n\nFor transformer models like BERT, RoBERTa, DistilBERT etc., the runtime and memory requirement grows quadratic with the input length. This limits transformers to inputs of certain lengths. A common value for BERT-based models are 512 tokens, which corresponds to about 300-400 words (for English).\n\nEach model has a maximum sequence length under ``model.max_seq_length``, which is the maximal number of tokens that can be processed. Longer texts will be truncated to the first ``model.max_seq_length`` tokens::\n\n    from sentence_transformers import SentenceTransformer\n\n    model = SentenceTransformer(\"all-MiniLM-L6-v2\")\n    print(\"Max Sequence Length:\", model.max_seq_length)\n    # => Max Sequence Length: 256\n\n    # Change the length to 200\n    model.max_seq_length = 200\n\n    print(\"Max Sequence Length:\", model.max_seq_length)\n    # => Max Sequence Length: 200\n\n.. note::\n\n   You cannot increase the length higher than what is maximally supported by the respective transformer model. Also note that if a model was trained on short texts, the representations for long texts might not be that good.\n\nMulti-Process / Multi-GPU Encoding\n----------------------------------\n\nYou can encode input texts with more than one GPU (or with multiple processes on a CPU machine). It tends to help significantly with large datasets, but the overhead of starting multiple processes can be significant for smaller datasets.\nFor an example, see: `computing_embeddings_multi_gpu.py <https://github.com/huggingface/sentence-transformers/blob/main/examples/sentence_transformer/applications/computing-embeddings/computing_embeddings_multi_gpu.py>`_.\n \nYou can use :meth:`SentenceTransformer.encode() <sentence_transformers.SentenceTransformer.encode>` (or :meth:`SentenceTransformer.encode_query() <sentence_transformers.SentenceTransformer.encode_query>` or :meth:`SentenceTransformer.encode_document() <sentence_transformers.SentenceTransformer.encode_document>`) with either:\n\n- The ``device`` parameter, which can be set to e.g. ``\"cuda:0\"`` or ``\"cpu\"`` for single-process computations, but also a list of devices for multi-process or multi-gpu computations, e.g. ``[\"cuda:0\", \"cuda:1\"]`` or ``[\"cpu\", \"cpu\", \"cpu\", \"cpu\"]``::\n\n        from sentence_transformers import SentenceTransformer\n\n        def main():\n            model = SentenceTransformer(\"all-MiniLM-L6-v2\")\n            # Encode with multiple GPUs\n            embeddings = model.encode(\n                inputs,\n                device=[\"cuda:0\", \"cuda:1\"]  # or [\"cpu\", \"cpu\", \"cpu\", \"cpu\"]\n            )\n\n        if __name__ == \"__main__\":\n            main()\n\n- The ``pool`` parameter can be provided, after calling :meth:`SentenceTransformer.start_multi_process_pool() <sentence_transformers.SentenceTransformer.start_multi_process_pool>` with a list of devices, e.g. ``[\"cuda:0\", \"cuda:1\"]`` or ``[\"cpu\", \"cpu\", \"cpu\", \"cpu\"]``. The benefit of this is that the pool can be reused for multiple calls to :meth:`SentenceTransformer.encode() <sentence_transformers.SentenceTransformer.encode>`, which is considerably more efficient than starting a new pool for each call::\n\n        from sentence_transformers import SentenceTransformer\n\n        def main():\n            model = SentenceTransformer(\"all-MiniLM-L6-v2\")\n            # Start a multi-process pool with multiple GPUs\n            pool = model.start_multi_process_pool(target_devices=[\"cuda:0\", \"cuda:1\"])\n            # Encode with multiple GPUs\n            embeddings = model.encode(inputs, pool=pool)\n            # Don't forget to stop the pool after usage\n            model.stop_multi_process_pool(pool)\n        \n        if __name__ == \"__main__\":\n            main()\n\nAdditionally, you can use the ``chunk_size`` parameter to control the size of the chunks sent to each process. This differs from the ``batch_size`` parameter. For example, with a ``chunk_size=1000`` and a ``batch_size=32``, the input texts will be split into chunks of 1000 texts, and each chunk will be sent to a process and embedded in batches of 32 texts at a time. This can help with memory management and performance, especially for large datasets.\n"
  },
  {
    "path": "examples/sentence_transformer/applications/computing-embeddings/computing_embeddings.py",
    "content": "\"\"\"\nThis basic example loads a pre-trained model from the web and uses it to\ngenerate sentence embeddings for a given list of sentences.\n\"\"\"\n\nimport logging\n\nimport numpy as np\n\nfrom sentence_transformers import LoggingHandler, SentenceTransformer\n\n#### Just some code to print debug information to stdout\nnp.set_printoptions(threshold=100)\n\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO, handlers=[LoggingHandler()]\n)\n#### /print debug information to stdout\n\n\n# Load pre-trained Sentence Transformer Model. It will be downloaded automatically\nmodel = SentenceTransformer(\"all-MiniLM-L6-v2\")\n\n# Embed a list of sentences\nsentences = [\n    \"This framework generates embeddings for each input sentence\",\n    \"Sentences are passed as a list of string.\",\n    \"The quick brown fox jumps over the lazy dog.\",\n]\nsentence_embeddings = model.encode(sentences)\n\n# The result is a list of sentence embeddings as numpy arrays\nfor sentence, embedding in zip(sentences, sentence_embeddings):\n    print(\"Sentence:\", sentence)\n    print(\"Embedding:\", embedding)\n    print(\"\")\n"
  },
  {
    "path": "examples/sentence_transformer/applications/computing-embeddings/computing_embeddings_multi_gpu.py",
    "content": "\"\"\"\nThis example starts multiple processes (1 per GPU), which encode\nsentences in parallel. This gives a near linear speed-up\nwhen encoding large text collections.\n\"\"\"\n\nimport logging\n\nfrom sentence_transformers import LoggingHandler, SentenceTransformer\n\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO, handlers=[LoggingHandler()]\n)\n\n# Important, you need to shield your code with if __name__. Otherwise, CUDA runs into issues when spawning new processes.\nif __name__ == \"__main__\":\n    # Create a large list of 100k sentences\n    sentences = [f\"This is sentence {i}\" for i in range(100000)]\n\n    # Define the model\n    model = SentenceTransformer(\"all-MiniLM-L6-v2\")\n\n    # Start the multi-process pool on all available CUDA devices\n    pool = model.start_multi_process_pool()\n\n    # Compute the embeddings using the multi-process pool\n    emb = model.encode(sentences, pool=pool)\n    print(\"Embeddings computed. Shape:\", emb.shape)\n\n    # Optional: Stop the processes in the pool\n    model.stop_multi_process_pool(pool)\n"
  },
  {
    "path": "examples/sentence_transformer/applications/computing-embeddings/computing_embeddings_streaming.py",
    "content": "\"\"\"\nThis example starts multiple processes (1 per GPU), which encode\nsentences in parallel. This gives a near linear speed-up\nwhen encoding large text collections.\nIt also demonstrates how to stream data which is helpful in case you don't\nwant to wait for an extremely large dataset to download, or if you want to\nlimit the amount of memory used. More info about dataset streaming:\nhttps://huggingface.co/docs/datasets/stream\n\"\"\"\n\nimport logging\n\nfrom datasets import load_dataset\nfrom torch.utils.data import DataLoader\nfrom tqdm import tqdm\n\nfrom sentence_transformers import LoggingHandler, SentenceTransformer\n\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO, handlers=[LoggingHandler()]\n)\n\n# Important, you need to shield your code with if __name__. Otherwise, CUDA runs into issues when spawning new processes.\nif __name__ == \"__main__\":\n    # Set params\n    data_stream_size = 16384  # Size of the data that is loaded into memory at once\n    chunk_size = 1024  # Size of the chunks that are sent to each process\n    encode_batch_size = 128  # Batch size of the model\n\n    # Load a large dataset in streaming mode. more info: https://huggingface.co/docs/datasets/stream\n    dataset = load_dataset(\"yahoo_answers_topics\", split=\"train\", streaming=True)\n    dataloader = DataLoader(dataset.with_format(\"torch\"), batch_size=data_stream_size)\n\n    # Define the model\n    model = SentenceTransformer(\"all-MiniLM-L6-v2\")\n\n    # Start the multi-process pool on all available CUDA devices\n    pool = model.start_multi_process_pool()\n\n    for i, batch in enumerate(tqdm(dataloader)):\n        # Compute the embeddings using the multi-process pool\n        sentences = batch[\"best_answer\"]\n        batch_emb = model.encode(sentences, batch_size=encode_batch_size, pool=pool, chunk_size=chunk_size)\n        print(\"Embeddings computed for 1 batch. Shape:\", batch_emb.shape)\n\n    # Optional: Stop the processes in the pool\n    model.stop_multi_process_pool(pool)\n"
  },
  {
    "path": "examples/sentence_transformer/applications/embedding-quantization/README.md",
    "content": "# Embedding Quantization\n\nEmbeddings may be challenging to scale up, which leads to expensive solutions and high latencies. Currently, many state-of-the-art models produce embeddings with 1024 dimensions, each of which is encoded in `float32`, i.e., they require 4 bytes per dimension. To perform retrieval over 50 million vectors, you would therefore need around 200GB of memory. This tends to require complex and costly solutions at scale.\n\nHowever, there is a new approach to counter this problem; it entails reducing the size of each of the individual values in the embedding: **Quantization**. Experiments on quantization have shown that we can maintain a large amount of performance while significantly speeding up computation and saving on memory, storage, and costs.\n\nTo learn more about Embedding Quantization and their performance, please read the [blogpost](https://huggingface.co/blog/embedding-quantization) by Sentence Transformers and mixedbread.ai.\n\n## Binary Quantization\n\nBinary quantization refers to the conversion of the `float32` values in an embedding to 1-bit values, resulting in a 32x reduction in memory and storage usage. To quantize `float32` embeddings to binary, we simply threshold normalized embeddings at 0: if the value is larger than 0, we make it 1, otherwise we convert it to 0. We can use the Hamming Distance to efficiently perform retrieval with these binary embeddings. This is simply the number of positions at which the bits of two binary embeddings differ. The lower the Hamming Distance, the closer the embeddings, and thus the more relevant the document. A huge advantage of the Hamming Distance is that it can be easily calculated with 2 CPU cycles, allowing for blazingly fast performance.\n\n[Yamada et al. (2021)](https://huggingface.co/papers/2106.00882) introduced a rescore step, which they called *rerank*, to boost the performance. They proposed that the `float32` query embedding could be compared with the binary document embeddings using dot-product. In practice, we first retrieve `rescore_multiplier * top_k` results with the binary query embedding and the binary document embeddings -- i.e., the list of the first k results of the double-binary retrieval -- and then rescore that list of binary document embeddings with the `float32` query embedding.\n\nBy applying this novel rescoring step, we are able to preserve up to ~96% of the total retrieval performance, while reducing the memory and disk space usage by 32x and improving the retrieval speed by up to 32x as well.\n\n### Binary Quantization in Sentence Transformers\n\nQuantizing an embedding with a dimensionality of 1024 to binary would result in 1024 bits. In practice, it is much more common to store bits as bytes instead, so when we quantize to binary embeddings, we pack the bits into bytes using `np.packbits`.\n\nAs a result, in practice quantizing a `float32` embedding with a dimensionality of 1024 yields an `int8` or `uint8` embedding with a dimensionality of 128. See two approaches of how you can produce quantized embeddings using Sentence Transformers below:\n\n```{eval-rst}\n.. sidebar:: References\n\n   #. `mixedbread-ai/mxbai-embed-large-v1 <https://huggingface.co/mixedbread-ai/mxbai-embed-large-v1>`_\n   #. :class:`~sentence_transformers.SentenceTransformer`\n   #. :meth:`SentenceTransformer.encode <sentence_transformers.SentenceTransformer.encode>`\n   #. :func:`~sentence_transformers.quantization.quantize_embeddings`\n\n```\n\n```python\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.quantization import quantize_embeddings\n\n# 1. Load an embedding model\nmodel = SentenceTransformer(\"mixedbread-ai/mxbai-embed-large-v1\")\n\n# 2a. Encode some text using \"binary\" quantization\nbinary_embeddings = model.encode(\n    [\"I am driving to the lake.\", \"It is a beautiful day.\"],\n    precision=\"binary\",\n)\n\n# 2b. or, encode some text without quantization & apply quantization afterwards\nembeddings = model.encode([\"I am driving to the lake.\", \"It is a beautiful day.\"])\nbinary_embeddings = quantize_embeddings(embeddings, precision=\"binary\")\n```\n\nHere you can see the differences between default `float32` embeddings and binary embeddings in terms of shape, size, and `numpy` dtype:\n\n```python\n>>> embeddings.shape\n(2, 1024)\n>>> embeddings.nbytes\n8192\n>>> embeddings.dtype\nfloat32\n>>> binary_embeddings.shape\n(2, 128)\n>>> binary_embeddings.nbytes\n256\n>>> binary_embeddings.dtype\nint8\n```\n\nNote that you can also choose `\"ubinary\"` to quantize to binary using the unsigned `uint8` data format. This may be a requirement for your vector library/database.\n\n## Scalar (int8) Quantization\n\nTo convert the `float32` embeddings into `int8`, we use a process called scalar quantization. This involves mapping the continuous range of `float32` values to the discrete set of `int8` values, which can represent 256 distinct levels (from -128 to 127). This is done by using a large calibration dataset of embeddings. We compute the range of these embeddings, i.e. the `min` and `max` of each of the embedding dimensions. From there, we calculate the steps (buckets) in which we categorize each value.\n\nTo further boost the retrieval performance, you can optionally apply the same rescoring step as for the binary embeddings. It is important to note here that the calibration dataset has a large influence on the performance, since it defines the buckets.\n\n### Scalar Quantization in Sentence Transformers\n\nQuantizing an embedding with a dimensionality of 1024 to `int8` results in 1024 bytes. In practice, we can choose either `uint8` or `int8`. This choice is usually made depending on what your vector library/database supports.\n\nIn practice, it is recommended to provide the scalar quantization with either:\n\n1. a large set of embeddings to quantize all at once, or\n1. `min` and `max` ranges for each of the embedding dimensions, or\n1. a large calibration dataset of embeddings from which the `min` and `max` ranges can be computed.\n\nIf none of these are the case, you will be given a warning like this:\n\n```\nComputing int8 quantization buckets based on 2 embeddings. int8 quantization is more stable with 'ranges' calculated from more embeddings or a 'calibration_embeddings' that can be used to calculate the buckets.\n```\n\nSee how you can produce scalar quantized embeddings using Sentence Transformers below:\n\n```{eval-rst}\n.. sidebar:: References\n\n   #. `mixedbread-ai/mxbai-embed-large-v1 <https://huggingface.co/mixedbread-ai/mxbai-embed-large-v1>`_\n   #. :class:`~sentence_transformers.SentenceTransformer`\n   #. :meth:`SentenceTransformer.encode <sentence_transformers.SentenceTransformer.encode>`\n   #. :func:`~sentence_transformers.quantization.quantize_embeddings`\n\n```\n\n```python\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.quantization import quantize_embeddings\nfrom datasets import load_dataset\n\n# 1. Load an embedding model\nmodel = SentenceTransformer(\"mixedbread-ai/mxbai-embed-large-v1\")\n\n# 2. Prepare an example calibration dataset\ncorpus = load_dataset(\"nq_open\", split=\"train[:1000]\")[\"question\"]\ncalibration_embeddings = model.encode(corpus)\n\n# 3. Encode some text without quantization & apply quantization afterwards\nembeddings = model.encode([\"I am driving to the lake.\", \"It is a beautiful day.\"])\nint8_embeddings = quantize_embeddings(\n    embeddings,\n    precision=\"int8\",\n    calibration_embeddings=calibration_embeddings,\n)\n```\n\nHere you can see the differences between default `float32` embeddings and `int8` scalar embeddings in terms of shape, size, and `numpy` dtype:\n\n```python\n>>> embeddings.shape\n(2, 1024)\n>>> embeddings.nbytes\n8192\n>>> embeddings.dtype\nfloat32\n>>> int8_embeddings.shape\n(2, 1024)\n>>> int8_embeddings.nbytes\n2048\n>>> int8_embeddings.dtype\nint8\n```\n\n### Combining Binary and Scalar Quantization\n\nIt is possible to combine binary and scalar quantization to get the best of both worlds: the extreme speed from binary embeddings and the great performance preservation of scalar embeddings with rescoring. See the [demo](#demo) below for a real-life implementation of this approach involving 41 million texts from Wikipedia. The pipeline for that setup is as follows:\n\n1. The query is embedded using the [`mixedbread-ai/mxbai-embed-large-v1`](https://huggingface.co/mixedbread-ai/mxbai-embed-large-v1) SentenceTransformer model.\n1. The query is quantized to binary using the <a href=\"../../../../docs/package_reference/quantization.html#sentence_transformers.quantization.quantize_embeddings\"><code>quantize_embeddings</code></a> function from the `sentence-transformers` library.\n1. A binary index (41M binary embeddings; 5.2GB of memory/disk space) is searched using the quantized query for the top 40 documents.\n1. The top 40 documents are loaded on the fly from an int8 index on disk (41M int8 embeddings; 0 bytes of memory, 47.5GB of disk space).\n1. The top 40 documents are rescored using the float32 query and the int8 embeddings to get the top 10 documents.\n1. The top 10 documents are sorted by score and displayed.\n\nThrough this approach, we use 5.2GB of memory and 52GB of disk space for the indices. This is considerably less than normal retrieval, for which we would require 200GB of memory and 200GB of disk space. Especially as you scale up even further, this will result in notable reductions in both latency and costs.\n\n## Additional extensions\n\nNote that embedding quantization can be combined with other approaches to improve retrieval efficiency, such as [Matryoshka Embeddings](../../training/matryoshka/README.md). Additionally, the [Retrieve & Re-Rank](../retrieve_rerank/README.md) also works very well with quantized embeddings, i.e. you can still use a Cross-Encoder to rerank.\n\n## Demo\n\nThe following demo showcases the retrieval efficiency using `exact` search through combining binary search with scalar (`int8`) rescoring. The solution requires 5GB of memory for the binary index and 50GB of disk space for the binary and scalar indices, considerably less than the 200GB of memory and disk space which would be required for regular `float32` retrieval. Additionally, retrieval is much faster.\n\n<iframe\n\tsrc=\"https://sentence-transformers-quantized-retrieval.hf.space\"\n\tframeborder=\"0\"\n\twidth=\"100%\"\n\theight=\"1000\"\n></iframe>\n<p></p> <!-- Force a newline -->\n\n## Try it yourself\n\nThe following scripts can be used to experiment with embedding quantization for retrieval & beyond. There are three categories:\n\n- **Recommended Retrieval**:\n  - [semantic_search_recommended.py](semantic_search_recommended.py): This script combines binary search with scalar rescoring, much like the above demo, for cheap, efficient, and performant retrieval.\n- **Usage**:\n  - [semantic_search_faiss.py](semantic_search_faiss.py): This script showcases regular usage of binary or scalar quantization, retrieval, and rescoring using FAISS, by using the <a href=\"../../../../docs/package_reference/quantization.html#sentence_transformers.quantization.semantic_search_faiss\"><code>semantic_search_faiss</code></a> utility function.\n  - [semantic_search_usearch.py](semantic_search_usearch.py): This script showcases regular usage of binary or scalar quantization, retrieval, and rescoring using USearch, by using the <a href=\"../../../../docs/package_reference/quantization.html#sentence_transformers.quantization.semantic_search_usearch\"><code>semantic_search_usearch</code></a> utility function.\n- **Benchmarks**:\n  - [semantic_search_faiss_benchmark.py](semantic_search_faiss_benchmark.py): This script includes a retrieval speed benchmark of `float32` retrieval, binary retrieval + rescoring, and scalar retrieval + rescoring, using FAISS. It uses the <a href=\"../../../../docs/package_reference/quantization.html#sentence_transformers.quantization.semantic_search_faiss\"><code>semantic_search_faiss</code></a> utility function. Our benchmarks especially show show speedups for `ubinary`.\n  - [semantic_search_usearch_benchmark.py](semantic_search_usearch_benchmark.py): This script includes a retrieval speed benchmark of `float32` retrieval, binary retrieval + rescoring, and scalar retrieval + rescoring, using USearch. It uses the <a href=\"../../../../docs/package_reference/quantization.html#sentence_transformers.quantization.semantic_search_usearch\"><code>semantic_search_usearch</code></a> utility function. Our experiments show large speedups on newer hardware, particularly for `int8`.\n"
  },
  {
    "path": "examples/sentence_transformer/applications/embedding-quantization/semantic_search_faiss.py",
    "content": "import time\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.quantization import quantize_embeddings, semantic_search_faiss\n\n# 1. Load the quora corpus with questions\ndataset = load_dataset(\"quora\", split=\"train\").map(\n    lambda batch: {\"text\": [text for sample in batch[\"questions\"] for text in sample[\"text\"]]},\n    batched=True,\n    remove_columns=[\"questions\", \"is_duplicate\"],\n)\nmax_corpus_size = 100_000\ncorpus = dataset[\"text\"][:max_corpus_size]\n\n# 2. Come up with some queries\nqueries = [\n    \"How do I become a good programmer?\",\n    \"How do I become a good data scientist?\",\n]\n\n# 3. Load the model\nmodel = SentenceTransformer(\"mixedbread-ai/mxbai-embed-large-v1\")\n\n# 4. Choose a target precision for the corpus embeddings\ncorpus_precision = \"ubinary\"\n# Valid options are: \"float32\", \"uint8\", \"int8\", \"ubinary\", and \"binary\"\n# But FAISS only supports \"float32\", \"uint8\", and \"ubinary\"\n\n# 5. Encode the corpus\nfull_corpus_embeddings = model.encode(corpus, normalize_embeddings=True, show_progress_bar=True)\ncorpus_embeddings = quantize_embeddings(full_corpus_embeddings, precision=corpus_precision)\n# NOTE: We can also pass \"precision=...\" to the encode method to quantize the embeddings directly,\n# but we want to keep the full precision embeddings to act as a calibration dataset for quantizing\n# the query embeddings. This is important only if you are using uint8 or int8 precision\n\n# Initially, we don't have a FAISS index yet, we can use semantic_search_faiss to create it\ncorpus_index = None\nwhile True:\n    # 7. Encode the queries using the full precision\n    start_time = time.time()\n    query_embeddings = model.encode(queries, normalize_embeddings=True)\n    print(f\"Encoding time: {time.time() - start_time:.6f} seconds\")\n\n    # 8. Perform semantic search using FAISS\n    results, search_time, corpus_index = semantic_search_faiss(\n        query_embeddings,\n        corpus_index=corpus_index,\n        corpus_embeddings=corpus_embeddings if corpus_index is None else None,\n        corpus_precision=corpus_precision,\n        top_k=10,\n        calibration_embeddings=full_corpus_embeddings,\n        rescore=corpus_precision != \"float32\",\n        rescore_multiplier=4,\n        exact=True,\n        output_index=True,\n    )\n    # This is a helper function to showcase how FAISS can be used with quantized embeddings.\n    # You must either provide the `corpus_embeddings` or the `corpus_index` FAISS index, but not both.\n    # In the first call we'll provide the `corpus_embeddings` and get the `corpus_index` back, which\n    # we'll use in the next call. In practice, the index is stored in RAM or saved to disk, and not\n    # recalculated for every query.\n\n    # This function will 1) quantize the query embeddings to the same precision as the corpus embeddings,\n    # 2) perform the semantic search using FAISS, 3) rescore the results using the full precision embeddings,\n    # and 4) return the results and the search time (and perhaps the FAISS index).\n\n    # `corpus_precision` must be the same as the precision used to quantize the corpus embeddings.\n    # It is used to convert the query embeddings to the same precision as the corpus embeddings.\n    # `top_k` determines how many results are returned for each query.\n    # `rescore_multiplier` is a parameter for the rescoring step. Rather than searching for the top_k results,\n    # we search for top_k * rescore_multiplier results and rescore the top_k results using the full precision embeddings.\n    # So, higher values of rescore_multiplier will give better results, but will be slower.\n\n    # `calibration_embeddings` is a set of embeddings used to calibrate the quantization of the query embeddings.\n    # This is important only if you are using uint8 or int8 precision. In practice, this is used to calculate\n    # the minimum and maximum values of each of the embedding dimensions, which are then used to determine the\n    # quantization thresholds.\n\n    # `rescore` determines whether to rescore the results using the full precision embeddings, if False & the\n    # corpus is quantized, the results will be very poor. `exact` determines whether to use the exact search\n    # or the approximate search method in FAISS.\n\n    # 9. Output the results\n    print(\"Precision:\", corpus_precision)\n    print(f\"Search time: {search_time:.6f} seconds\")\n    for query, result in zip(queries, results):\n        print(f\"Query: {query}\")\n        for entry in result:\n            print(f\"(Score: {entry['score']:.4f}) {corpus[entry['corpus_id']]}\")\n        print(\"\")\n\n    # 10. Prompt for more queries\n    queries = [input(\"Please enter a question: \")]\n"
  },
  {
    "path": "examples/sentence_transformer/applications/embedding-quantization/semantic_search_faiss_benchmark.py",
    "content": "from datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.quantization import quantize_embeddings, semantic_search_faiss\n\n# 1. Load the quora corpus with questions\ndataset = load_dataset(\"quora\", split=\"train\").map(\n    lambda batch: {\"text\": [text for sample in batch[\"questions\"] for text in sample[\"text\"]]},\n    batched=True,\n    remove_columns=[\"questions\", \"is_duplicate\"],\n)\nmax_corpus_size = 100_000\ncorpus = dataset[\"text\"][:max_corpus_size]\nnum_queries = 1_000\nqueries = corpus[:num_queries]\n\n# 2. Load the model\nmodel = SentenceTransformer(\"mixedbread-ai/mxbai-embed-large-v1\")\n\n# 3. Encode the corpus\nfull_corpus_embeddings = model.encode(corpus, normalize_embeddings=True, show_progress_bar=True)\n\n# 4. Encode the queries using the full precision\nquery_embeddings = model.encode(queries, normalize_embeddings=True)\n\nfor exact in (True, False):\n    for corpus_precision in (\"float32\", \"uint8\", \"ubinary\"):\n        corpus_embeddings = quantize_embeddings(full_corpus_embeddings, precision=corpus_precision)\n        # NOTE: We can also pass \"precision=...\" to the encode method to quantize the embeddings directly,\n        # but we want to keep the full precision embeddings to act as a calibration dataset for quantizing\n        # the query embeddings. This is important only if you are using uint8 or int8 precision\n\n        # 5. Perform semantic search using FAISS\n        rescore_multiplier = 4\n        results, search_time = semantic_search_faiss(\n            query_embeddings,\n            corpus_embeddings=corpus_embeddings,\n            corpus_precision=corpus_precision,\n            top_k=10,\n            calibration_embeddings=full_corpus_embeddings,\n            rescore=corpus_precision != \"float32\",\n            rescore_multiplier=rescore_multiplier,\n            exact=exact,\n        )\n\n        print(\n            f\"{'Exact' if exact else 'Approximate'} search time using {corpus_precision} corpus: {search_time:.6f} seconds\"\n            + (f\" (rescore_multiplier: {rescore_multiplier})\" if corpus_precision != \"float32\" else \"\")\n        )\n"
  },
  {
    "path": "examples/sentence_transformer/applications/embedding-quantization/semantic_search_recommended.py",
    "content": "\"\"\"\nThis script showcases a recommended approach to perform semantic search using quantized embeddings with FAISS and usearch.\nIn particular, it uses binary search with int8 rescoring. The binary search is highly efficient, and its index can be kept\nin memory even for massive datasets: it takes (num_dimensions * num_documents / 8) bytes, i.e. 1.19GB for 10 million embeddings.\n\"\"\"\n\nimport json\nimport os\nimport time\n\nimport faiss\nimport numpy as np\nfrom datasets import load_dataset\nfrom usearch.index import Index\n\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.quantization import quantize_embeddings\n\n# We use usearch as it can efficiently load int8 vectors from disk.\n\n# Load the model\n# NOTE: Because we are only comparing questions here, we will use the \"query\" prompt for everything.\n# Normally you don't use this prompt for documents, but only for the queries\nmodel = SentenceTransformer(\n    \"mixedbread-ai/mxbai-embed-large-v1\",\n    prompts={\"query\": \"Represent this sentence for searching relevant passages: \"},\n    default_prompt_name=\"query\",\n)\n\n# Load a corpus with texts\ndataset = load_dataset(\"quora\", split=\"train\").map(\n    lambda batch: {\"text\": [text for sample in batch[\"questions\"] for text in sample[\"text\"]]},\n    batched=True,\n    remove_columns=[\"questions\", \"is_duplicate\"],\n)\nmax_corpus_size = 100_000\ncorpus = dataset[\"text\"][:max_corpus_size]\n\n# Apply some default query\nquery = \"How do I become a good programmer?\"\n\n# Try to load the precomputed binary and int8 indices\nif os.path.exists(\"quora_faiss_ubinary.index\"):\n    binary_index: faiss.IndexBinaryFlat = faiss.read_index_binary(\"quora_faiss_ubinary.index\")\n    int8_view = Index.restore(\"quora_usearch_int8.index\", view=True)\n\nelse:\n    # Encode the corpus using the full precision\n    full_corpus_embeddings = model.encode(corpus, normalize_embeddings=True, show_progress_bar=True)\n\n    # Convert the embeddings to \"ubinary\" for efficient FAISS search\n    ubinary_embeddings = quantize_embeddings(full_corpus_embeddings, \"ubinary\")\n    binary_index = faiss.IndexBinaryFlat(1024)\n    binary_index.add(ubinary_embeddings)\n    faiss.write_index_binary(binary_index, \"quora_faiss_ubinary.index\")\n\n    # Convert the embeddings to \"int8\" for efficiently loading int8 indices with usearch\n    int8_embeddings = quantize_embeddings(full_corpus_embeddings, \"int8\")\n    index = Index(ndim=1024, metric=\"ip\", dtype=\"i8\")\n    index.add(np.arange(len(int8_embeddings)), int8_embeddings)\n    index.save(\"quora_usearch_int8.index\")\n    del index\n\n    # Load the int8 index as a view, which does not cost any memory\n    int8_view = Index.restore(\"quora_usearch_int8.index\", view=True)\n\n\ndef search(query, top_k: int = 10, rescore_multiplier: int = 4):\n    # 1. Embed the query as float32\n    start_time = time.time()\n    query_embedding = model.encode(query)\n    embed_time = time.time() - start_time\n\n    # 2. Quantize the query to ubinary\n    start_time = time.time()\n    query_embedding_ubinary = quantize_embeddings(query_embedding.reshape(1, -1), \"ubinary\")\n    quantize_time = time.time() - start_time\n\n    # 3. Search the binary index\n    start_time = time.time()\n    _scores, binary_ids = binary_index.search(query_embedding_ubinary, top_k * rescore_multiplier)\n    binary_ids = binary_ids[0]\n    search_time = time.time() - start_time\n\n    # 4. Load the corresponding int8 embeddings\n    start_time = time.time()\n    int8_embeddings = int8_view[binary_ids].astype(int)\n    load_time = time.time() - start_time\n\n    # 5. Rescore the top_k * rescore_multiplier using the float32 query embedding and the int8 document embeddings\n    start_time = time.time()\n    scores = query_embedding @ int8_embeddings.T\n    rescore_time = time.time() - start_time\n\n    # 6. Sort the scores and return the top_k\n    start_time = time.time()\n    indices = (-scores).argsort()[:top_k]\n    top_k_indices = binary_ids[indices]\n    top_k_scores = scores[indices]\n    sort_time = time.time() - start_time\n\n    return (\n        top_k_scores.tolist(),\n        top_k_indices.tolist(),\n        {\n            \"Embed Time\": f\"{embed_time:.4f} s\",\n            \"Quantize Time\": f\"{quantize_time:.4f} s\",\n            \"Search Time\": f\"{search_time:.4f} s\",\n            \"Load Time\": f\"{load_time:.4f} s\",\n            \"Rescore Time\": f\"{rescore_time:.4f} s\",\n            \"Sort Time\": f\"{sort_time:.4f} s\",\n            \"Total Retrieval Time\": f\"{quantize_time + search_time + load_time + rescore_time + sort_time:.4f} s\",\n        },\n    )\n\n\nwhile True:\n    scores, indices, timings = search(query)\n\n    # Output the results\n    print(f\"Timings:\\n{json.dumps(timings, indent=2)}\")\n    print(f\"Query: {query}\")\n    for score, index in zip(scores, indices):\n        print(f\"(Score: {score:.4f}) {corpus[index]}\")\n    print(\"\")\n\n    # 10. Prompt for more queries\n    query = input(\"Please enter a question: \")\n"
  },
  {
    "path": "examples/sentence_transformer/applications/embedding-quantization/semantic_search_usearch.py",
    "content": "import time\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.quantization import quantize_embeddings, semantic_search_usearch\n\n# 1. Load the quora corpus with questions\ndataset = load_dataset(\"quora\", split=\"train\", trust_remote_code=True).map(\n    lambda batch: {\"text\": [text for sample in batch[\"questions\"] for text in sample[\"text\"]]},\n    batched=True,\n    remove_columns=[\"questions\", \"is_duplicate\"],\n)\nmax_corpus_size = 100_000\ncorpus = dataset[\"text\"][:max_corpus_size]\n\n# 2. Come up with some queries\nqueries = [\n    \"How do I become a good programmer?\",\n    \"How do I become a good data scientist?\",\n]\n\n# 3. Load the model\nmodel = SentenceTransformer(\"mixedbread-ai/mxbai-embed-large-v1\")\n\n# 4. Choose a target precision for the corpus embeddings\ncorpus_precision = \"binary\"\n# Valid options are: \"float32\", \"uint8\", \"int8\", \"ubinary\", and \"binary\"\n# But usearch only supports \"float32\", \"int8\", \"binary\" and \"ubinary\"\n\n# 5. Encode the corpus\nfull_corpus_embeddings = model.encode(corpus, normalize_embeddings=True, show_progress_bar=True)\ncorpus_embeddings = quantize_embeddings(full_corpus_embeddings, precision=corpus_precision)\n# NOTE: We can also pass \"precision=...\" to the encode method to quantize the embeddings directly,\n# but we want to keep the full precision embeddings to act as a calibration dataset for quantizing\n# the query embeddings. This is important only if you are using uint8 or int8 precision\n\n# Initially, we don't have a usearch index yet, we can use semantic_search_usearch to create it\ncorpus_index = None\nwhile True:\n    # 7. Encode the queries using the full precision\n    start_time = time.time()\n    query_embeddings = model.encode(queries, normalize_embeddings=True)\n    print(f\"Encoding time: {time.time() - start_time:.6f} seconds\")\n\n    # 8. Perform semantic search using usearch\n    results, search_time, corpus_index = semantic_search_usearch(\n        query_embeddings,\n        corpus_index=corpus_index,\n        corpus_embeddings=corpus_embeddings if corpus_index is None else None,\n        corpus_precision=corpus_precision,\n        top_k=10,\n        calibration_embeddings=full_corpus_embeddings,\n        rescore=corpus_precision != \"float32\",\n        rescore_multiplier=4,\n        exact=True,\n        output_index=True,\n    )\n    # This is a helper function to showcase how usearch can be used with quantized embeddings.\n    # You must either provide the `corpus_embeddings` or the `corpus_index` usearch index, but not both.\n    # In the first call we'll provide the `corpus_embeddings` and get the `corpus_index` back, which\n    # we'll use in the next call. In practice, the index is stored in RAM or saved to disk, and not\n    # recalculated for every query.\n\n    # This function will 1) quantize the query embeddings to the same precision as the corpus embeddings,\n    # 2) perform the semantic search using usearch, 3) rescore the results using the full precision embeddings,\n    # and 4) return the results and the search time (and perhaps the usearch index).\n\n    # `corpus_precision` must be the same as the precision used to quantize the corpus embeddings.\n    # It is used to convert the query embeddings to the same precision as the corpus embeddings.\n    # `top_k` determines how many results are returned for each query.\n    # `rescore_multiplier` is a parameter for the rescoring step. Rather than searching for the top_k results,\n    # we search for top_k * rescore_multiplier results and rescore the top_k results using the full precision embeddings.\n    # So, higher values of rescore_multiplier will give better results, but will be slower.\n\n    # `calibration_embeddings` is a set of embeddings used to calibrate the quantization of the query embeddings.\n    # This is important only if you are using uint8 or int8 precision. In practice, this is used to calculate\n    # the minimum and maximum values of each of the embedding dimensions, which are then used to determine the\n    # quantization thresholds.\n\n    # `rescore` determines whether to rescore the results using the full precision embeddings, if False & the\n    # corpus is quantized, the results will be very poor. `exact` determines whether to use the exact search\n    # or the approximate search method in usearch.\n\n    # 9. Output the results\n    print(f\"Search time: {search_time:.6f} seconds\")\n    for query, result in zip(queries, results):\n        print(f\"Query: {query}\")\n        for entry in result:\n            print(f\"(Score: {entry['score']:.4f}) {corpus[entry['corpus_id']]}\")\n        print(\"\")\n\n    # 10. Prompt for more queries\n    queries = [input(\"Please enter a question: \")]\n"
  },
  {
    "path": "examples/sentence_transformer/applications/embedding-quantization/semantic_search_usearch_benchmark.py",
    "content": "from datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.quantization import quantize_embeddings, semantic_search_usearch\n\n# 1. Load the quora corpus with questions\ndataset = load_dataset(\"quora\", split=\"train\").map(\n    lambda batch: {\"text\": [text for sample in batch[\"questions\"] for text in sample[\"text\"]]},\n    batched=True,\n    remove_columns=[\"questions\", \"is_duplicate\"],\n)\nmax_corpus_size = 100_000\ncorpus = dataset[\"text\"][:max_corpus_size]\nnum_queries = 1_000\nqueries = corpus[:num_queries]\n\n# 2. Load the model\nmodel = SentenceTransformer(\"mixedbread-ai/mxbai-embed-large-v1\")\n\n# 3. Encode the corpus\nfull_corpus_embeddings = model.encode(corpus, normalize_embeddings=True, show_progress_bar=True)\n\n# 4. Encode the queries using the full precision\nquery_embeddings = model.encode(queries, normalize_embeddings=True)\n\nfor exact in (True, False):\n    for corpus_precision in (\"float32\", \"int8\", \"binary\"):\n        corpus_embeddings = quantize_embeddings(full_corpus_embeddings, precision=corpus_precision)\n        # NOTE: We can also pass \"precision=...\" to the encode method to quantize the embeddings directly,\n        # but we want to keep the full precision embeddings to act as a calibration dataset for quantizing\n        # the query embeddings. This is important only if you are using uint8 or int8 precision\n\n        # 5. Perform semantic search using usearch\n        rescore_multiplier = 4\n        results, search_time = semantic_search_usearch(\n            query_embeddings,\n            corpus_embeddings=corpus_embeddings,\n            corpus_precision=corpus_precision,\n            top_k=10,\n            calibration_embeddings=full_corpus_embeddings,\n            rescore=corpus_precision != \"float32\",\n            rescore_multiplier=rescore_multiplier,\n            exact=exact,\n        )\n\n        print(\n            f\"{'Exact' if exact else 'Approximate'} search time using {corpus_precision} corpus: {search_time:.6f} seconds\"\n            + (f\" (rescore_multiplier: {rescore_multiplier})\" if corpus_precision != \"float32\" else \"\")\n        )\n"
  },
  {
    "path": "examples/sentence_transformer/applications/image-search/Image_Classification.ipynb",
    "content": "{\n \"cells\": [\n  {\n   \"cell_type\": \"markdown\",\n   \"id\": \"fantastic-grave\",\n   \"metadata\": {},\n   \"source\": [\n    \"# Zero-Shot Image Classification\\n\",\n    \"\\n\",\n    \"This example shows how [SentenceTransformers](https://www.sbert.net) can be used to map images and texts to the same vector space. \\n\",\n    \"\\n\",\n    \"We can use this to perform **zero-shot image classification** by providing the names for the labels.\\n\",\n    \"\\n\",\n    \"As model, we use the [OpenAI CLIP Model](https://github.com/openai/CLIP), which was trained on a large set of images and image alt texts.\\n\",\n    \"\\n\",\n    \"\\n\",\n    \"The images in this example are from [Unsplash](https://unsplash.com/).\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 7,\n   \"id\": \"functioning-diesel\",\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"import os\\n\",\n    \"\\n\",\n    \"import torch\\n\",\n    \"from IPython.display import Image as IPImage\\n\",\n    \"from IPython.display import display\\n\",\n    \"from PIL import Image\\n\",\n    \"\\n\",\n    \"from sentence_transformers import SentenceTransformer, util\\n\",\n    \"\\n\",\n    \"# We use the original CLIP model for computing image embeddings and English text embeddings\\n\",\n    \"en_model = SentenceTransformer(\\\"clip-ViT-B-32\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 16,\n   \"id\": \"revolutionary-recording\",\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"# We download some images from our repository which we want to classify\\n\",\n    \"img_names = [\\\"eiffel-tower-day.jpg\\\", \\\"eiffel-tower-night.jpg\\\", \\\"two_dogs_in_snow.jpg\\\", \\\"cat.jpg\\\"]\\n\",\n    \"url = \\\"https://github.com/huggingface/sentence-transformers/raw/main/examples/applications/image-search/\\\"\\n\",\n    \"for filename in img_names:\\n\",\n    \"    if not os.path.exists(filename):\\n\",\n    \"        util.http_get(url + filename, filename)\\n\",\n    \"\\n\",\n    \"# And compute the embeddings for these images\\n\",\n    \"img_emb = en_model.encode([Image.open(filepath) for filepath in img_names], convert_to_tensor=True)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 20,\n   \"id\": \"preceding-hayes\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"data\": {\n      \"image/jpeg\": 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\\n\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Predicted label: Paris\\n\",\n      \"\\n\",\n      \"\\n\",\n      \"\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\\n\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Predicted label: Paris at night\\n\",\n      \"\\n\",\n      \"\\n\",\n      \"\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\\n\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Predicted label: dog\\n\",\n      \"\\n\",\n      \"\\n\",\n      \"\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\\n\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Predicted label: cat\\n\",\n      \"\\n\",\n      \"\\n\",\n      \"\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"# Then, we define our labels as text. Here, we use 4 labels\\n\",\n    \"labels = [\\\"dog\\\", \\\"cat\\\", \\\"Paris at night\\\", \\\"Paris\\\"]\\n\",\n    \"\\n\",\n    \"# And compute the text embeddings for these labels\\n\",\n    \"en_emb = en_model.encode(labels, convert_to_tensor=True)\\n\",\n    \"\\n\",\n    \"# Now, we compute the cosine similarity between the images and the labels\\n\",\n    \"cos_scores = util.cos_sim(img_emb, en_emb)\\n\",\n    \"\\n\",\n    \"# Then we look which label has the highest cosine similarity with the given images\\n\",\n    \"pred_labels = torch.argmax(cos_scores, dim=1)\\n\",\n    \"\\n\",\n    \"# Finally we output the images + labels\\n\",\n    \"for img_name, pred_label in zip(img_names, pred_labels):\\n\",\n    \"    display(IPImage(img_name, width=200))\\n\",\n    \"    print(\\\"Predicted label:\\\", labels[pred_label])\\n\",\n    \"    print(\\\"\\\\n\\\\n\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"id\": \"generic-cooperative\",\n   \"metadata\": {},\n   \"source\": [\n    \"# Zero-Shot Image Classification\\n\",\n    \"The original CLIP Model only works for English, hence, we used [Multilingual Knowlegde Distillation](https://arxiv.org/abs/2004.09813) to make this model work with 50+ languages.\\n\",\n    \"\\n\",\n    \"For this, we msut load the *clip-ViT-B-32-multilingual-v1* model to encode our labels.\\n\",\n    \"We can define our labels in 50+ languages and can also mix the languages we have\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 21,\n   \"id\": \"cellular-network\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"data\": {\n      \"image/jpeg\": 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\\n\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Predicted label: Париж\\n\",\n      \"\\n\",\n      \"\\n\",\n      \"\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\\n\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Predicted label: 巴黎晚上\\n\",\n      \"\\n\",\n      \"\\n\",\n      \"\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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R3ElPpOrNaiYvMyud0L9qDN856XSp7AuTfD3fLbiwn5j+gW/OP1kfqEoSby0/lhpyCcUl1yK7FJlgRgFCZyMcNhGCkv3/sVOzOMQdXPzQtzdJGizy8s0W9DaLQT6S+lxhTNtGu8JsWzkvo8Ryk7uyUTEJBcRgkK8HIYLtel8uzckN2XWME/nRFXy11cGEOnV2QmIzwwNmDMoJzdZy2z5G9271Ho3nsaOPK+S7ZSiTrVJsfsWitdvdK3SifPcUlhmt3r32UKG0dxKYbaTHJwSWV9WFIQjKyp5qp3ohJrFaEqvOMPPLwTbSPIqdgqYeQ03ZNxTW1GQ35FYNkbn+i9jKWMu0Fna9Qr3Xb0QWjZaPvFi4Ueewr0Achul8CSVa4twiUXi6wt2DBQomphlSVFlYZ6YZlvy/89fWm0gPLtdfFVfmDjsgvjqppvNI6MTKrTiPuKIHlIPrwPJrn85SvuI/0Zr0/8+fUeyCGhtjwt9K4d9PJsAUBY5pf1c8tnlx5zpzS+j2ZNoCWX67UlhbjZOsKRZVamzdpUhx7SsbqZ8wLVbj/AEYraerzHdRoRp2Dl+pS6zlyVvoVnfzQsh5WXO9e2ub891NlWGsc14eo3Tz0TfFyX8nDLHHnSwfSAsBQ7zzRkj3AlkvTqDvRDYXZ1wv+DZmg50z1ArzcjPT+J6rr8sbKb7hwMyiEHro03ZUSGmO3VC7Xv26oAphA3snKDfiHzW9B16X3Q3EZr/PLLjtv9d9tRdL8geZkI+j8mcwx4TsJ9+xMxUY8y/UG8vI6AqLUsgR1U6z1mYl7llnIrYkzzD8JEYmewZDLOR6u4FFaDfXxEI/6U+3AZXybXLT3QQa0M66716T2IGX+akuxLq+za9G8qO6pNL5D9NEZneOrdhWykpU1WPcQs40dtLB6XSVVWhMdx+oKlN8xBJUQ/PpTluGxMEBMuF3zhEisymThtGRrm+8krxbED0iT0HidTBfjsKE28jND5/4lS7m+3/mS1PSh0Rp4i2+9bDTZ+eSWYVnlkV4+hZwqwEdLpNVlEmj19ULpPGtQzyc7ird4aUxafayGvAGJGWbkQlGq9FbVRwDNg/eufI0flWJtPtyxLRDEawsnsaEKA0FYy17w+EtqfZYGuPlJbP0Tnrjyrrp1PnlV74TscdDRYB8Yq86Jy8xJIto/XE2mNX2ynm/QqEWS0W9Z5DTnCYtbbRpViZsOoUIuJ7zr7N2uhBv+XF97UvgCGFll089RTCNFFPakVEkm8U1VD9aGBF3mVZe6dnd+eUDDyxUP2sKrZKP228CoKjV/z9+hZpwW/pqVmEe34o1dTjsax613GsL8zNHtxuV9wJHz/WJCTb8X3I0toj7O2n7pPVC+bDlOVYJk0WpUM0bjGTfTOCL1FKaUTt66LvS1VSqIXd/XyaFTYyJHxipWJqOXsv63axSvKWARn4no6ZX2SomMsI+uWbhOMDznv/SCYEVxudQthdlZr9WL1rXiHzy+ns6yoCsedFnZtozWyDa+iKti/Qe61GvP6RY3uJfsKmDXu6pkS3MXab7s4RqpzvbiMpdxObj2kFAo/RKvUKyKw35VcUV43bm/zaUvRRkUZfcmxm2pRvjNC/1dYFui+avoOtLlKLmGyDUomz1Ty2s+Rm2RL6ubz2rZWiePalzETIYZNvNJKETEpp+PEw+1zyMs5yuxXjhoSTRLzujNtTgxWFLlSWw770+hEaHbEeXrOdCfDKovWfuDYMlPUeQjaSo9wGHFscWDfJCHqur7fo+gJt/5vsHGvlKOSNWO9GzHCefRAkoqjtqCfJeP/WW/bjKN12mX13UtyeQTdQ4XlmOZkmKuSTF3pGvUaUPUHz1V5FbMXSXFd3/TOWW9GjNZdfqp+qse2xcTHdzIimrjlnKpLBsjGbjvpGvkQG6mleuzla7qGTSTjaTEWmnkm3fSz01HPDpDhOuOTa6xL4SuUA1ifNs8WVkGGKgWCrW7FSOT1ka0pmnTda8r2R0hpR158uexDa9PQu+4mjmYXAoRo1vP2lFtfTBGp2VZtefXwbwbvz6FuIBOQkGq/kTOfojL7/QVQ4428M91h1eSHkxNi2sx4zfUaYptlFzVc8Yizd9OmlXJ1DpK22fQWcJhXO0JIb9OPPf2EtHTK7hltqDvwqASgAVgWN4giBo8hP2JbMV+fMu2L7qfDYalaF3v5+EAiRN9pfEiutueQ1MHC4yS5FfrlPsrOYTbYgp/s2sEUJ7Sbjjfc+Sla1+glHEwfP61thKWUq9O+wlKY+tKm0BxlFXCEa1Ihu8I7Chsq22kA/AHE7FFfOlEsAs4OWlJ0jLXlNWioVh096tX1Ss6+FAmMGVbEeUueDQiCIZYt55++kV15GNFd4CGk1Y8T7Wesy2G9MAVhzW+t973w0mGioUMqjQCbik4F/oRxkQDbCBcauw3bJ65TWjFIrFusGw1ybNungVMRVpixA1oqqQs1zdvrvTG1FwJUOhp50rxGEc0yz08OHGg8h+xBe++t9iiCIkNIrfZipFMtYDsJIT3IjGGSV08GmqPt4pPkjW+bLB2cd8hyWrKSSzySqWYnmlVyD5gaPtgsm5dmR9BDk9ccNxxKPZFR4YC4aHE2P3voTvvvIGTG+n4y33pG5ZaavDqqExUQ8mOBff79mvzP8yrdWFtAtH1tQOtAPsA21vNTzSmxFt96NTKzpBezg6AMddAmA+edAlk4YTvsYQTrfW+u+oRQgY7GTiRvbdRRVA92UZDIkyOFGSFayMqUl8Lrzegz1OOXs4YJB4R1DdVKgmHnZS5ckrruOD7D0YzXGsCLFyzaOnjgwwvXffW99dRI201hGWqhLQzTRVtzcp3cdMOQo0dks7vE6arfPt6eXEcJxYM7MAA7RI0odG8ZV/nL0cuU438YM5vOta1gYRcAsVQuzh44YF7776EE67YMdIvbYa8aGuE0+ffyEQLsFCe0WrsqPS9xesvzt+pl4lA2o4P2EUg6kkFuWDK4xDL3qb7Kpry3mZms1wGGEAnlizgDB46GHGF777777Q4bJkUluRenAAuN2LKMio7RVDKKhOWdLuEoQ+YB6fQs6jgu9AxVWimrDkqQKn0zSjfo79GXBwTeszXPHHAQJdDBIvfvrvrrM611112JqCShNuJbYbDYTno4TycXayFKZNnxa95ouwehr5cCf0XSlohHtfk3zf9FpGkFmVOppUVtLno39EKtreb1rjnkMMEAuXLsuVhO+uut9dddb3mbh1vpiO0WXokiPoHFQq0F+VmNFzAd8q22kyBvl8G9wrZ9kYw8al+2V3IAUfNqpsHkBHn6C/RKqZma5DD4D44BCAAbMY2S7E7E763nfe+t5uNGAQaDaIE0U83XmGdCYzhtHCTBYhiVLYSkxvnho/66emKvw3fCOT/AFMo55zOeE1Juw855Eun79OwbRnfHHIYfHHHAJRsNGf99i99b6666zsTfbfgxgpAJKQBWCVUuk/IykK7VdY/YPMiXFdBXyc8O74euroUynhHLvpRTPy+iQJw2ep+4wLqfQ88ML76541yGGGHwGmcgyINoQTgXed9b0NvZWs8Ss0+0Lyy1HrIbLaII7Oet/YVhpoFX1bc+Wr/APLtl3JyvA/fDOaL/pVJvNCP0zBJYJXF+g59iC7H1vChUqAHm9Zy4OuhBAhNYIJvrYmJ1eI3Zkclrg2k7iWJGwnIXEhXQQatNwrLNkQgGD8sECo18/XmevP9Huo7os8ofNAxLqBIiW9fossSo89icCci62EXB55D4PcGR++gN9C9511vhOhBpxXGbht9OXLJiOLyBAtNFp+4NhslZGUS/Db+bGhrut9cP0KQ2tJh2FfPLzYYZB0lZEkGQPpLfw+hEo8LmtZgetaDAFEM9EwOjY5jvec7Lww2ooaI99lQYtAEZphFOsfP46BT1nW+lEDRfxt8SkJ9+hfqqrJiovIkR+HNRg+z01WafHvTIhnOE5SH1zznWA8B4BsTvvfexeuxORu+k5kxQxGm5bscDZBkVIZNEtnMPaHTJDsxNXHAEFfMPB+/Sr2Ar1Liq52TBNUfHgHhWtFM656/WYdJ8kSM9hhD5mZyHwCLgvWGdC9awQTvfLXgdntiUrSaTi6VWlCTm3et37gKDEeyE/8APABH51/Och66epbO8gHPb9q2ImT5PEnhwzLIF6/WeRVYQDgPE5LWjexuOeQwexOhetjdb5F31rMR67t5MnWYeymJsERokNP0SUeq/VcKXYl/OOA6xeWaP6KyJNny2wBeP1frf6JfJ41A1h/Slbn2ZmQ7gabswA0jrnFzXOuSned9mButZ0IHya3w3a2ADkLg8AhF4RipCTL7OMOndapNvk4gu+cakDKZBDsv5D+ML2+k95Ov5jKoHjb5d9x/YWxR7CxUtvtvL53fWc72R13roXrvYvQwIRNOG4r4ElNO5ajyAowRFbZAn+ywPn4yJbvTnG+egqsngm7aqrfy9p/vV6RieAXnK5CbhnL1RuDNhzshnYe0fBEdbPg8HQMzXHHIWwyZwIMAk3JGhptlWyp2aVi5uuzFbq47rXAebDjsDazjOdb1XVD2kWRQfkKK2l+lY/QSAo5Z7y9CZXfa+tHARCW9oLTNgLAg/KsR546D70GmlTB3kt2QzRKKiaUaWpo0sVrSmm8ntaGuVU5Bs/OmazN8wawBiU1HvkDa8yfQjYWPHt3Gz/75dS0rdmMAA6Q0MVNNmzJk2nAh98azMMc4ERIFE/QUc6TcKTUcWqvgtKXHPN9JmJJVw5J7513yHBsc9dvly/NhWT1ouDcyMXqabezppcU1lOLCmjmi6IDtSTdDnErgILjYgpkwDnAZBFRSJJgi4dbq7I5SBRWrPb3WayNdZumqPXMzgOIIcMdKby8nfPD6Fjlq4Odw5FIUVJRFH5GTzZ/pZTm0KnBmuj5AHQ+BHextawPsnpKQ0VnMJ2GURClVmxqEkWeWEiIktF9BXIa730nmGDXsYUcxXrwt9/pZsPETj7Ti6kpa04TOmmOonltmlmulKogy+bDB0d56G6zRfeZ1wURo8r8+10jpVjVmcgWtOECW2Na9wqgHYpXsasjfLGjBT58/ZKxNg4dePZYyYUsSVZR5wofFJp6a0m2sqJp1mxeehuN99cd8dBD7IlRI2rgtOckgviOmQeCtIpo6evnZBc+jicogGu4Ni4bhQcFeSE0TfBU0GSulXltGHGaUA9gp/HTIRwjii+lA+JwF0JvWa64D2MGR4MMpiQ+C8CyvHaWmKk/KI2DnVh5idmOxetItUzI4EjRvEkhzGYWhgBVPQ3Zk6Y5LpG0MBtJh7pyOU44Rwt73wJ2AJ1ySKCZwTZLVRGuYOmYzT0uSXytCjiGz7jOmdcEzYbUjpGRZHflcWQuSDICtmG1UQAIyt5gmN0ujpiIRGc7kUXLnHY/QYhjYfWcBkA+UdvR0jhAmEuPcBnFwmiwpdSNKmhs7H5F4Syva6PXBtvZBl9TOaNqLZWTvTjF6LnUwglNhGQFpXEdb4LcGO8DEMZvsHvei6N0QjRvlTozNjcRIn91aNdlMGwfMH2B3rYYLhTau9x8s2nU3Emmj3KwWUlHgXQZYonIYa9wjnHA5NFhd7wbvsPRfRoUEsUBaDVN8iHWmE4lg0OAXKE++AAhDHAIe9ChkGvX+Fcmi2Rt0FAjnHDgUVEIbXIRMgEqlEhVP4pltHM0MY74La61wZ3wQCTk4Ima33sPfRYrvWBcA86KAkjI4wRkEiyjR42MccJpLOHC7iVh+9dEymF+zoXJk2GKn8qmxBeOgtC9Fy5owOAmZ0QJghgFxTJ0AHrAeivGt8BhFhOQwNFBhBGqXWlFZInjCiqojr4JiCibEzXBYMcNXB3nJjgTvgLXAW1AM3wVI6zgYmEWw2FmchiAAhc8iB8FjBMAIAMLY8cBryoI6VgIu6E5UDI9nxzJnggRVuRSihggZbo3vsEMiOD0bMFheiJDQ3QIguBo4uHRhSxMmDxoXkPOC4JUEHW223F50kST4dqJtb2iIR9xGhOwQsVDeAd7woJ2JrjrADgScZNAi8lyhgDjrnWFgTJdTObAR+C3QXPHOB8ikwwCKQ0l0V0wasGpuXxeOSaKMvDFej2bNiiZ1hMTjM7M88643hYQTOU0Y0PguYR4KlTZ0bAiPAeB5rMJDk+AdmWtRGWAGnI1hz7lP8iCh9ckjoWzYOD6zSqUKC6zfQogYvIXeueBgUk0ZH71nOugA+ut5yGHnAPQYOxwdb7FzqFIzUrDKpscciV7OcdioxwwIIV2c5LinSW8zvYI42b4C62NxwU5Na40J0IJopwN1yHxreFu9Db54E40LsIwEEF32P0CX7AD4PBBGDeF+BThXQ+hA+9CZvrvXAQYeDGMLYMDmBa0c7B33zxrBONYNz1yLrjrWclu9hhgHeOcG64Jihp+KnYWFDfAxvkIXgTsTN99chghFg+zHSyR1vsLWAC9a11maEEwHvvOc5D31wIB1wGL2Hxm+hweAROgRBhEwZKF5URuOexNbMd5nG9Bliow5Iq4xi4AXY3fQgedZ1zrkTkPW995nXIexC/OddAikusOha5LmgxOgBiwYQ3R/sAtnQ+hBM2FnetJyp2AaA2AJvYQm+s63rnnM73vjQ3AfeccbEBF4B5zAO9ciHCWuSx3AzWk8Qv0qC7J7663rvnM73vnkzyJ1rlOUt5xmbzecb6I8GcO8A5vrOeeTAoHHGCYX6AHBANB9FhewujaVvlM2pm9awbNdZ2F13m+QhOjhYEx3vfOZrea713zrWZrOBs56zngfXGwdddAD8BdJ4YgpkQLkPSP2cTgDZoH/xAAaAQEBAQEBAQEAAAAAAAAAAAAAAQIDBAUG/9oACAECEAAAAO6ZaqS1gAADZMrNplSGrmAABdRkTaRu4KJAAAu8QStzN3M6SEAADUgGrFCTeWQAAuNAm1zaM1LkAAFgJ0iWmbLICRSjWQKx0rNZ3mtYgRAtalkBeXW3FvO6s1lECWxVrJdZSaXEtaSURFEal3iG4XFLx61FzjemQBrOjJee7c2W8us1m5usW5AVc0RWNbxRi2y5u8ywBd8dppz03zzs1Jry9N53ynoRAKx5722GszO86Wa8b15vie7WNSNSy5x5+XXt2QWM3Ut8jSY4/Q0li5KY4b6WaUtxpM3zsWuPu2I1zjetTOcXYzoaZmePThPoeCentZIOetIrF0WyM7uby4auWZ09GiLM6Q0mNaMtObrm+fHa45Zzr09ZjZca5tOfZbiqmvN31Jz4dsdfNjDv6tRTNyXHSdM8+kmo8W/ZHPjjzY74Tr79SzUzWUbdMwhfNy9beOfl59MdeZ9HHWaqZc+zh21rnz3UM8N9N4x5fN6GvPr19+e93VmeeOmsd2ueNSpc88d7MccZzznf2ePs9G1s5+flPf1OYJcMOmHHfHE6Xza9OevpmpnycOd+ttrlEoEt5+XyaTlPRe3D0e4zxzjW+u9655AAefw+S76Teuvk9H0rw5W5z16dt6xgABy8Pl59uTtrr876Pv6eOVzdPPw+/iAGpBjw+bxuXq7Xfk+l9CefBPnfBv6735AADw+byeXHu7WY9v0Zy58vJw+d7vvdaAADyeTx3Dv6Hn9X0NcuXL8b+v8AR6TcAADz/JfU8/Pnv6Hzun09Y48fx/6v1d63kAAOXy+H2t/O59vpfO6e1hw+f7td9NQAAMeDH1XzuPo9/jntScFdHTeYAAJ8zr73n8fo9nzd+9OfL0cr1mtSAAB86fScfB393yPb6k8Ovbjl13NyAAB4vP6fZ5/F29nxvr9TxZ92WM7dQAAcPBfpebzet4fraPDz9bPTh06dAAAY+Vr08MfRcfXTy+bp38/q477bBSAD53Hvyz9eUM/Oerwe3PT0aguswAM+Tr8/0+9UHDO/Fd9/QC6ZgASeL0eiauULx8PS9vQBRAAAAJ5OPr7hYOiTIAABXzp09lC1NkygAakAnhzfV2Gks2TKAC2IBloLaKDEA1UUhCWaNTOlAmUVqgliy5WazqUAGZLqhEtQolAT/8QAHAEBAAMBAQEBAQAAAAAAAAAAAAECAwQFBgcI/9oACAEDEAAAAMplE1iZrW8gABExRaxS60JKzERYAAEVlYiZmaWrAmsLgAAVsC0qzFUQmLSAACqwRpKhWEwi0WAABEg0gpNaWi1K7RISIATSwNIhS2a1ZZa2BaUJqiaWmAiNVbVjOVs9Mp0lKZBWEEzARpFUqzlpS9JjRZICqKzdWJFoJpS8UtbG1rSuIhKkxW9orEyWiaqzEVvnemud7yrJEqzWYsRKJXiERWctq1lam01TEwmYrNVdEWQkhbJW+mcWmFoShe+ueCq8M76VglXr4oW6J4pvMzAOmu1aZUlFLWtmlMO2vHFPTnyr3rNovfOroz6r4ZZ2iqIkTNZ6lS/V40aote9JWrF96ZzGWc1i1qXRaOlpFJ6ODktrFpm2uVbJhpSvPKJvOOsxFuuut+Hrc3PExoaFbCt1K1pMXtneVd9lbzF8efKZujaqEqpvXKJJjO10dN9Lc19LZ8+MZ7GhvlV2cS2NGlVq1m8Nd+nTh9HGI5+Wl0NCSb5GWWk1uVmq1unt+3z+SxhhwZa1vG1S+s5ZozrMzEomqZ2+y/QPmPhcNqxw4xauli22Tfmqzw1tWbLUnPSdfoP2f8d8aOjPiy2wpN5L75r88MstsrTZait9L63vbWMuPpxc+exbTq+j2+OxrFIrFlo0pbO+061vpfKd6c848+s2019H6+n57lWtUZzNokizfbtibaOauW3Ly21vOd5i2eMVRS2WqYB0+j1znjNK59fL599tc8r3iM6Z1tQSQDb0O2+G081cvR87ztOqlI3V+u+g/JsSYABp39na34uetezzfN23hFv0P979f+TvksQABPf1d3Xbgwpe3F5mu09/13d+gfK/kPHOQCYAdnd2xaebnnbDy76z3/3D/GPkcWNmAC1RMTO/sPL31vTg9DPzY16Nv7a/jrw+RrTEAJi0J19Tq8Kno64eZ6NeCN76/ofwmPHXaOcAklCb+ht470Nufz+y/BG9eusTjnfXnzAaIlA9TPgb9fPx+lXzWm+mGrGlrYIWiDQA9GfNa92Xn+15/LE98cW80ztpz1laqGgCerpw49uynD7Pj5xPbbg0utmzzStWGgFra9ccW/TyOzyanbryNcNcq1qqDQBN/Tpjtr5k78UHT0Ux35dcs4pAlF5IST6OmWlvMZhb0Y5u3itljWolCUTCbmvTl38/AgG9q9ueeONECSCYTZN5dmHMAN+/GmPPWAACZmQASiXVry4xWAAExaZqILSB6DPkik1AAmJtUgJJTL0L14+eAAAmagADRmAABJAAAAAAEoAAAAAAAAAAAH//xAAwEAABBAIBAwMDBAIDAQEBAAACAAEDBAUREhATIQYUIiAwMSMyQEEVMyQ0QhYlUP/aAAgBAQABBQK1PNNDYuNDH2WlAQJlt2ewTNHUh0wkbJkysfIAjjgNpEZM4ZWEozqWwNctDPdAAi/XJ4gIMhiSFCBNXmsuUNSHxHxImsQxMOpBeHjLEexb+Y/4vuTuEVoCqY+toKwBJYjGQIh4iSJuQ2rBBYt5GdoaeRkeSW9MVvEV6/eZM3R062tq7fGFsddjsQ1zOtZtATX4ZX57fTkpT52AdtN+GfimLatkzDJHyaPIMKhlnmW+UlQTa7WkKafJxR86YOwAnbbStJHJkxcmouRjVh0ctWFjgHiGmdRNom/m5Bg17Fvb0v8ASpfC2n/bNfeFZTIw2XmC8VWCCaAgjBYKqQRt1JOnfSmm4tnb4nLiiu1WOpHKif8AUi/SLurkzx14NtXE0zJ0D6e3F3U1ZmaTEsI06NiMSpyxz42MuxjohFs8+ipWhcIS5LauRyEjx4OUJ1xaJ/MIkeSctDE+215b+a8JHYTCzdLMoMrtjtQVZHOqbStJjMfXOwFUNWqUUsdHETlfjBgHqQp9rbLtxEreDxkxZTFX+2N2SKX9ORmrMuzpSxfpx8RjcjThM7CL67TO00Zu7RS8eV4E1myyK6AprUBoDrqanUsJoaoIWjASl8HOzAGe7kkcwummFVyjillsMoS8LX/8B2U1f53ORyRTSxoe9IVOpHF0l26ijYB+qasJjZfKYyW76rF3P1Ra5QyxWAriWm+IzPIjsWpZwDTeWYJn14JyLQNVd0UsfDmbR2srL7jMSaxcGVljhoc+7am7UUVpnA7TduwRlXlc2p+1sA0c0gicharcSmncjvBMPNkz/wA9yW1Z/aETSTPAC7IsnJmUcxcg8l9gmZ2z/paGYcXgaj1o7ZgGNvjMGtjkJezDj5pChhn7gh5TD48g7E5qSM3cwjjQzsYyYqOSXIkbxPOLwYe+5PNIB1KtgY4qM3chcyCo1iA4pBujLbn5PWi508fCSCoccgQShOUmnhsCRfzdbXDy7KRuQ1oXAk6yLy94PMVUCEPs2JTjPLWXrSPi5rElLFxVk07KGZrRHEcdh5CEwkZxE+TMhL5StybNWLwzY33ruMsfLIReJDISgh4VMbLK8WS9y54wf0JddongIQzD1WOyLyA8gxYu64kBCTTOOzEiMGGOWM+X85nZG6lL5B+GdFMLFZAVE3fCJ/0/skIkvUsI9jka7Auo6pAqFbsxyAOmaHY3K0ViJmZH5cjYXLwUkMZKaNnCCnwnzQnGnEe9a1JXp1DjpY+J5mitR1rVqHu1+2bFbiMLFV21Vqg0dyh3Zqc5A85bMDcSIWdQ+F3Fv+Y78TP9pvooz2ITh7j1LPIDtlrhxYKycccP+r7V2nFag+fEZGJq5WHnY25sD85YYllIdhh7buynZ3U+3grS845bxxXmNifNTt268bSTeyMCl/b2pYhx2PeW0UXxyL9mxmZP18ULTWCPgD5Ru92YpETjEgc5ptfEP38EIpv5W2UvknFuJh+rKbRwwSQyQ5GWrPbuTxc8FHzQ/j7W1PzYbstyKKla7kUkSGTTy6NpMe5qClBC8RASmH4XcnObU+5WWQjtFkqddoq9/iVmGiA2LkhxjQBpRtlqSiDDH+WzNYhLIP3ix8vFT2TBBK8542GRopmImx8lrlHLpabbfzJuWxfiITMSldmedjlAIWr178AcJYPnhheORvx139O+j+FOwkxWMnDZ9xDMFOyauMQkJCUW/janlab/ACnatV54rETY6IZpQc8j7UPcSWHazkeLhiQPjefuTBahhPK1rTFjLDvBGW1chaSLM0O1HhIo3hyB/D03K0kUfl3jZinr6Tys5xSJv5j6UgOZNVZlNAeoncZL8raqtI4W4Io3g2N6rJzH7TttpoSkZ687EUskV0xeSOA3YRENabU4fCQZveYiUQFpG1Ce55Q2vbu9i+c8U1iQoINTFFiaACn5OpmiEamu3HMMj+o2KJoT7FY7mosYcdWKB/ibox23tSjsibCoj5C38jac08nnaLSeVmRTcWkeJDAMtg6jArcXiIP1qM+pfp302traZ0Du4/lrluEJqc7G0hC6rNoCVu2VcpfZWCgcnkITCGFxMILbFIN4HtZUGlPusKq1x7FSEAGeLkFy0bWAmFoanARt147MdjFye5v4eN4IZNyw2AaNj5M7vo/Le2Z1AOn/AJGlx8drZO2mu3grvNefuRGRwa4pmDZ/6+2NhQ42KvJFAHJ+r9drky5M6lJxX+ShZ59iNK8M6zVR5hxDSdu7dMMqMn6TPtstV7sVtm5+nx5Xm4kr88tcbE8pMz8Yr0hdunznuNKPCA9r+swXHKQy8q0dzhDTldwtXBhQ5JpZMpSIZYj5Qxm3AdLgycXUTfL+N/fR+jupK0cgx4yKOVuLI42JuJdyWTUdONwHixrWmL67PLhFkbtWf30MwXIika0LlFRo+0c+BMMnyyFI/f42OYIpS4iZsUWRx/JYewEMlCUppspG5CUERRuXCTKH+jj7LgOEZzhrMwDDI5LN4+OeGvKDRHIPtsUbyV8pG5VxY4q+LnKcZoew8WXZ5a8okz+Vttf+mf8AjO/0Tnxb3IsIFsZnZkVnjIEjcZVDKoS5v+E6JctPv6HVk3YTqy2Z2p8GjiBxgs9+DI+IMLM5xWi7c4TxOgl2py/Sqytuy/dkgj1PhY3FX2k0M5wHk5+zYtWYLFXDR7KvK8UT3pFVL4k3IJq/ZuyM4z44OMDiKzTj7b05oo7oSsWVHhZwdpziB9iYO6cHUZGL/wAQmW1H56SHxG7d8PZlZVZ/+Pes+L7EQ17bmMQch9m/MQYBTp1InmeNRyibdSBnTRCykj2xwEzzVyx4+6ksNiTWS0mjcENo+6buQSuUIy2jCSlyOTEP8S1qWLZ5qk5AREzYiw0Qw3GkGWy5RUSeOAC8Z2CZ5fan7ut+CZZKs08eOgCvXrydwvUWLGVVa70jrH8XLS7jKOQJE38QmfRDpRP4JTzOreM5hSwwCpyGJqo2IpbVIZYa1eMRh8P0db6Sir0mgpTGCCwzt3WXcXcZc1taZZq1HXixlQZpYK8le28XuFktxjj5BdxblLkYBV9/njI3GKpX7cNqftRQ2O9FlrosdjzLXImQWiE6HB5oTcpIp/1PBrMc4JsPZkkY/wBljIf8ipbAoKMoKUBkDKQSE9L4jNI3GNm7UfKORt/xS47+LMUnx8EZizofDWAiU/adh/ZbOUJom+PR0/hbRfjMkQyRO+oS2teOTshJclyTmrNaKcGohEWWKUY8bNNrLPPyp2uMkOR4nZl5Qw12nsUAjd6mVaSbKG5RRzlrJSl7kdyuX6a9tI8MUpRtgrqr3t5opxisWoTmOpWjiif9vqGu8NzFTkVajoK9W20hWody9w4ZxYJAbTCxCSb8fwyfTc3chkflIzko4n0LIy0rbEYuxtLFJsezyn6upG8DKynscWuzxyp3FlHLxlb9umXFlxTs6Ln0s2mhlljjth7KxFNaowzNkKpR28RXJx9wRnBoUx8VJKIsd5ipwWuDyQy2LNCCtBC+LksWLVeIKBeJZgjiqYyQht5CzJNZ1K0NS3G6GUXf1Jj3nq1ppIpBnJ8bghJin/Od7rNRPVcz1DSd3QFv7+1zZMt9JZV3mZqh85eI6kk4oVl5JhCte7o3Lh+6gGaOGCR9N0d06JZgrlWwGUaaK8faCTIGc9SyR3RPYTyMAQZKI0BbZOKZWYQkGXGzRFT9QO0sg8xsUYpDeMYo7sjRzU6/KKSQozsEzqTeyKJ1RijghsxV3iiskLhPHNFPjgaa27tNVqlEsRUjdyDkFsAhPB2ebkLEOeo+2uwXp+1jbsfut8lla/fp47IGMs1jnEx2OEDvxb75hou4OhN+byMpSBTgTlDDGEYuzt2mReFmJ9RU8O8pBjxCf4sHuA7w/hP0dWAAxysM1SeKpcySu+n8jUEJjAsNmop4stkOAV+6SpWAOJE+kyJtjEWiyuNhkWNyTCXwML8sUI2JOUwyM1O8PcgnGTttIaxMRS3siUEYSlLLIGPlijjpzjCVaexFtpLnH9WgQxV4S8Zqq8lT027AwGy9QVI5RkpzRDjyGKZpGeAXbWdojGwWv/z8dYeSEC0gL7xM6d5XLtGzxCWyiF17UVYijAZJi1DLITCZcTV6DuWZT7UVYNjkdtDjGAp2/CmsgDhaBNomlZTwwyjWrwxCYMTeo/ThRPHKcZzZHu1way0OBmkZmd1K/hul6F3mgbmJ4uFrILMTiMsWMp2RtYns1g5PFccu23hel6fnMVAkJ7EEBNf7z1wGSrVrBFBdpRBlTPnbhr7MSYXNtjbrFXvYey5TZVu5XoHHaiv4soX7xe2qzMQHGE0RQDXUUb0gq345mif7zutoxdyHwzLkrkUhtBUdxCARZ9O8pcRJ9zFF3butNYbkGLijad38TWWBsnk6chY/28gY+Uych2pItoPitqQGIfUOK9nchFmepC81LBN7U2sARBCTl0t+H7gxsxtpnF2yFDvK/KVdRPOVVjkjkvct/F2wZ8K91xmCSEmetG/KvPwGG6UilnN79WaJ7uPfkUI/N/xlarTVsFbaKeEu7Fh6Pt42jExs0NDA7sEH+u3XY2s1xshRCLccw7F/H3Jpvm0krP7t+9JYfVayJjFY5y5DIMEcF9VZe7D3mc5z/TrQGaiiEek3gcdHwsu7OsuNyQrdOSNYvGm1oRZujttWwNgr5mEzGwDr1iHx7rrHXHhlyoSAvTNh3vGboVtZHl7aSEyiiPlFGPw7unyOKiuNFju2+bgjhmtuxDELdzHDFFVyBvHLNaiEMWQOZbe3VjjEPUEZxz4rfvse4MMX4/8AJkyzUXt8tVyYRhTvvK9SR+BP5sVW5RfgvxPHovbOJtNFGoD2P23TRjvQk00AtLlZAjqUsjxgpW3aLK3i7g2ZJrQ5CMFDfjlnll+TzuxQnyTv5NmMYTKvbo5yGScGF2y0LvHjrHcjZ07plK2xtkMV+V5FnrNqQRby/gnyXKpQsHBaCOWdDvoUbEBxzCgOatbF+TZInhrYq/NwliCxHkcNX7d4ZI48XjpbbvVsDLZpQyVLUYsqztFCF5wVB+ceXCuUYuENrFZFpFE/xb9sjaLPUmnr4ujFK+NKOK9DMzoS8iW2B9M/yFwLXF3FqLIJGZM+2+3Na1IL/Gw7LM3OQ+6fjVn+WY/34WrKTtVjhQdmI4x5mAfKu/i1JqOrJzHL42WeWngwrPW58jDarY94JmfxZn7ar2hNSzcRzuMOWLC3SWY7RU+WnZ+S/wDcUZPYpxcIoCT6TKx4RCBDFyRiM4DGEY0L7tNZGR4q9CTIXa3tK1nsgU7/AJuU5Ip+2Tg8WlFcNllLnKBz2OGmIbNaxycS8Tv8vBJ4fbTHWCOWrGTwhadq+KvDPFbtDC9EnILs4QNXk7g65NDBwTNr7ZvprHJmCT9G9akB7r/qb2sRPB3jxePsj2QrBEDCLAERye8T3bzPXI+PdPcIsIJ/wzeHfzrpPGJjuatkXlKSZmZxzmJOnLLaacDZ+Ubx9t4y3gYBmy4rbC4HtN+CbkN25Yjuxubhw0+SaQSuGVc6xd2AarwhYLs3cfkYbJr1HAfY75PCFjZV5ge1l5uBbWBg524JY/cDJsnW1bcGbITvJFhisEEMErV4pyr2irR24md4yuQNNDHpmD8t5+4ekRRmpeMYepLPzysu7PPxjZ44ljr9M4If1LDMydlxRwC7djTdrRRSiTFZ4zRvyH+nBt9CZXaLzNSqyxAykATDLenzhsWoOy7RuUvaatR9H/LLMhyMbqpeee4z9MrVsPk3bTA6yRTbm5S3YNCLWw7mdxwHD6RDz/bgBhZxfsZyb44KBjjzMMYqRmY8PBwioxyvfrg4okX4nbnWKkfbqH2AqNM4HjweSqPGNwF0Yq+Txw0JTOGN/qKaMUxM7fRJJpwkcrVt9LJyG5TGRo28xl+niMoMBYueSUmmF5G66Rt4ll7BcCnlhbiH0ck5MifS7nyF1KLK/wCn6Ntsnh7eMlkuwy0/Se2y7LI8YqnpyHUG0yJm18Tbtuynu9uW1Z7WTltmELkNiKLITrB9t3f8sr1GO3D7KaFVrcMFeQrEx2K0jtj4JY6WIrSJ0S/qLyGQcHrT3gePEWOcMkBcoH2yfy2Rd4ypzfoxfj6PUPqWKoNnL5CydLNZWCGD1nYjUnrmNQesqBFFehka1yNUYHiWftOwZJx7knICkLbiqkTySUQ4xhGwuLraZ1tSSRspm5PWYI2yHqzH1VP64uEqfrSblWmKSFGnj208M/GnXMImLRTyMwjla+8naryVrmP8+mKgHkletkORxUZBUPIn72MuhizOMqvY8LANhz70lmLvSG1ezenhIsGOquk0e2YNI4ozX+PpaGjWFvY1F2o1pk4sjZb0oSZDUjmbKVJKSwUgdu1a8V3+L9LlSOxHFxgaMltb6eo8hmYjPZO5wsLypzfp5VXI2qx4/wBUEMP/ANOBVTn97HNMztIbowdmCB+HkHwGQdiAttYyUECfPVu3f9S0YFZ9ZTun9R5Fzj9S3haxk5rKNhXAl6bw0tmwzqzJLG0M4Tg3Q5OKnmYmsWbolle9XcTeaPEUp8hNjKNegENkTnv0hK4VoYqhx/KL9ql5+5BmdrF96thihnCxh+EuZjIo60JEGLGYKoplv6d9HUjeP6hF1Vi7Yep6/cx2PmcSCy0dynIJvtOekJK3XZ0EzO0O3D8OzogAhu+msLK2VqR1rruKj7bv7MDCSuYJ1HteWVK2QPPTlKRsdbaOavsHCVlI5LHx2Hks5t60U9yWWTk6c36eVxJM7pmd1gcJFIPessYsSk/ZJes07NDJwWo7NyOAMlnYOzXylUo/bRPXytMHrHDwXp/I+1r4vMPau1wAVxligGf3MMos8gfhTxMQA/BepZGFqt+z3YLGxt0QnCpQk9wTPtvDcnTfRv6HU8HJ4hcXAvjdi7tenTk791xfIY+/AEEOVjMWlEgr7T+WAAhtxH4JD0tSMIZ2RpL7pmUEhipyDq2ycfzWsGKa9Khy8ot/mBR36ilynicyJf27Psvy3lwZhaSd3W3UfMipQccdXkjYLuQiiAMh3KlpzlIilhOtPLYpZT3DHDNMxVbpwjbuFcCJ8f7Up3ineaYZa1yN8UHAquAAmmCBu4PT8tIzL1CzlDhwOV4m4jHkdGDsTf2taW1tb6bZeE7dN9HEVEiHbFA9ew+FMZxKSOvhq4GNmE4wqyM7c23OEQjVPkP5fbt0lgikHMelaLtLHwON9EdltyciTJmXFCy2mlJd10zuSeR9c14J3B1pOyjfTuwkxhpMyqwSySU4rPtJ2sd2KEJTPHViVuGoKnp7uf4iN4sli9nZxpiAytMMMgQvaOE0UHFogFwq3JIIczqvj/To/wDHjX9t0sD4zNE5q9D/AIqyNqTdPeqz/wDHVy5DVgkzVgWjmE0y0nUsrCwZy5KVLMRnJtltM6dQ9LlcZQs2e25wxPWwsjhZkNuzi7Mae7EVg35gHISF0PnrIIu3qwIRuEmdNI/FkAs7nBLG21tk6d1tb6CvynZOK8M3MlyckAO74HFxhWjrz6hoDuamRIfEVzvFZa7IElG/UOK7vgZFNDJUYVPXIlV/M3cmcTlF6mKGSrlJe/Sx+TetDi7w2QTdHbbcXAJwIrNihFOHbcHxZ7rr1VFM0uTnrlaw/uBjFOpS02dml9q51LFSerLkrkTOIaTstqJM6kZ+MNfuNPDxamDQ5iPnqSkDgOMysN6o7nE4OjZ9xHp+kzfHOyxHfL8pumnUcxAjEHTundbW1tbQuoq0sikqysUkcg9HTKrNwkxU7lTjrvKxGwRx2GkCSM1JU4lfxYTQxUrDLFW5AejW7itYz5WMYHGWm8OQyHYAcbLQdf5ioEUzt/hbkEMdP0nEY1PotD+lDxljinOKSe4Mr42JwgRiJCdGq7BEI9SHbFSDjHUriwiApm6FvQoEydbRkJPZwjtYhnfTOOjOMWrO7OReOeyL8x76XuLwZd63udO7izdWQMPLnWZEMLrXj6Iy4k1gjaQ3JykPtqPXNlVjY5as8VGriy5wHzKWMOw8cgmxgzt2GEbk5hbKOCUzuezho2gtV7UOx/xMBl/j6zseEokv/n4dzBJ7PF0J7dnHTwRiL7W03Q22MBjBazLPHPjqckszCwRp1x87Wz3vqbJltO6YkzpnW0X7WLxejLVSbuxWIAMZLtyO5Rtves11GzKwPEuTkoH8KzUaw2VwWBrQzlCUr9PbOKftsmZPwTvFqA4eUnDn05Ozjp0dduGtp+lWvLO/F908faVqNvb+nLJSVJzjdrWTasXvzaLCZf38ZArGPjNixvJrPMsdUuR0zitDYBm6Oy7hjJk7pw3sITCIWCjy8J8m0v76ZGvxyGXsc58Kwous08cEU2Y7pPkNqjl2cxPbdHZk65dG4pnW/AP4llYGm+VXG/8AWL8ZIpK9jH25YbOOtmUpk7OROQxtta49cvWqHDbMTnd03h22m/LOLu8kKKYeLv56Ohdt8SdARi/JaYwf815JgN63nHDbCvkKbiVC5A098yjHJ2e8omknbHUIqlcj05E6lJmHKS9uozx3a+BZvaOydd1Sk2r/AOtmqWgRY2V56X+r+m63w3FlIm44Vm7j9fVjzKjZY1eneOOOWR1ReTsN0KTS5M68JyTLad/EZLIRTOgsclCIiM8rAHt4rDT4SHu9mWKWuW45A0iKRQyeBJn6Z5nfHyfuJ20tajdN+32EbRzx6dN+NIgWvNQPneodus/g2/BfmITd4ppDfExl7CaEDjp47/8AVzf/AEOzzh9KVNyoSYiJ2WYyHaKMQvY+DFR16+EqlBCbJ2VmGTT5GeudjhDlcfJA4ZaUGeLizM62uS2jHnHkbAhWxVjhJ19QVu/DCNVhHs9itFAduqT8GdHIrOTflgsrZtWN7X4W3XJMW0Lr8h2+MhSsAFYjngxpv2zbbfmTj8gJ1KPAzH41ZCYlltezta7hrXlMvIvy8EfgRd0wLS1tEKljeESsE4raJkDusXW76rf9dt64tGslkWKritTvj4YYK8UnNM3A57DhYyMJ370IQ04poTMqsXbAujspYI5Bmd7VnG9xreWsF/k6ORGe1FvfIu9Nk4Y7ZTaaMvHqUOFmD4DRm5xdLgfC5G/cKtZ3Tc45acm42Neo8u9aCvlzig9N0HgqbZmHyn8IiQJn8xv4PSmaM1bjipDi3bg6sBp4fBaYlNH4DRj2yFc3YPUF5+J65G6Fk3T+tpx8gCcWZDC+tMyKFuJcnf8AtaUigL9bCvC9iP8AZz4qzGxQ2MfLxxlQoAjyIdyD9khh3r7+cfUeMxgj3pujqQ+PTaCXssOQL3E000knpyZ2IJ3BFJ8omgkdpNoCXqcW9q2ggws03vE6nblFTygS5K7p0NqZiq5KUVDl7c1jLS+5XpzD+5l8CzNvobsm3y5Ji8xOrJOLSyyzTZp+VTBEw1d7Ug8hMnjeKZtbEm8ge2drsnbivTucp62mdvo10Zm2ws6CN+0TExCDupR0/Hz0NMsVKwHQnCQCFt2vcCxSFKMgDHHWpMeRf4izAdiWAZJHg0cPR+hxs6Lw22ddt+Lws0snxb0x2xsP25Au5kdY6zLJSx4zNXhf9T1A8f8Ajyml3gB+Ub7BPtnmA6PqC9/saPzTh+di2NJVa89+1WrRVoHEkELMpOTNt3X9fhAgdWLQwoYggK9PATAQNWj20SyMZ8+EjCPIVyBM7LL2RCvb7Wp5Gcug+ejN4QimEnUURu9WvPxOGXl2zYvaySwNXmUguxLi5MDLHAXPHvuCRncWsDInhAQ78c549g3dsuwYvZxgPETNtNIwgc/GKCyFhylkCdS/hpPlaAIAtD5dmcKRGJVbQtj7Mdh5PTzONqR5nW/ln5HJrQ8Xwru0GOskfR1nYYzyJxu6hh2oYeLQQe4PE4uCjXQJ38Ft0WhLzr+vKA1nsnJCeEtNPVfF2+5JJGNgbkW+58iZiZnbRifDdiFREfbzc0sk08DmmKrGU/bIjHpK9QcVj+w8jHUinjsBwjrbVaKJggv19SWK0pT1wXtpqyKaw8kpmfSOLk7VotY0xE8dJtD+HrA9y7dcWisO2SpzHvsaaAGZGXiSZu4wE8lyRiVLcORMWdMjj5I6zMrVQZlkcY8b9rgsWEchXz9pU9hEdaeucaxZPJTucms3eJNdi+WODjHXeOOb8ssn/wBlg8xhoYR8emsa8l3S0+2TqUnZBoid141ra3xWTpQ3AxdmajZgmGSOejEcnAQkissZ97S8G0s/FhZpYxPTZRpJLs3dIYYaohYN2ac4mUwpnQPpO214ZcSYZ5tuFriw33QWwMn59qT8x1rFiSPF8jhbgpYBKEajRtTnKJ6th5EzE1r1IMjPjnD3WJp8Xdmdfhr2QeK4EtqxmZLHyOIyUOOh5n4U+RrwtXnCaKZvHHkedOLtzRf8ahINeXJZT3U7yjJjrT9mHGHqreYt2Z+ZZKVxkqTiVWUyYMbZ79VllKz89adWAtzKlUjqVt+d+U7MyLyXFM76T7Tl8XZ+VvE3q5+mbTlW2poRlaaHtlXJjGEtDZFu3S/15E+0ErtKcgMwwQztXKS5LMUZcHJiQRVJDJmYgP5H+6nFJOF7UbxzOZGfGPHbmnvt2VI7dvLSxbr2ZxhnI3fHSHG4AXuKtZ+ZH7atTmaVvULN2cDhDOQ5O24ntWpGjhu2rT3PS4EUR1HK2EPFDKpf23cVPdsUa/tkf7YrUfK6PKe33JmFhYI6hzOFy1BJOcmQixfxrxiJx3KEvdtVCeWCJWrrgvTtyU2RsxDYx0gnFQnIo4xjDS47bbbckRuv6+XLk6d1LMUYFdew+MYpZG0pa4RyCWxYtPYiYmEHZoybQ6kjjHtNnLf6LSBDHNK5Eff1HwjVojmcxigrl8k0cgv8WT/JsLHI8uXxffEa5A7QkQ4HEFEs4wtLIOwrPHKE0XGLm8bTRvximLlUnI57LnNXpRFWbKM1g4YxAJtKGRiK4POLMUdvioOzTsk7Ij1FUyB2Jo5OYeEbIbDbKl+pahMpGCMIZH3YrjICox+9sYtuzKbSMOJsvJFNMPO5xlUcskQSQczwwzQWopOYdOS/KLpLtc+TNG/FmR+U21Zmnjhu5SaeXDjIarxDFGvGoi05fkHbUY6Zx7UwW3jnlnYmzUjPFX3LLsZDqtTO3JUrTR2RgaG3BK0gOMNByd3bSBY0JxkJpiaWGCJoY6khRBMKzPP3LY6tyLsaOONkZO5WuQvW7coUS5x6ldo6zvFCLlZ5tyul+niJicpCYRO3HLd5MIlILq6cj18TjzhgF+BJ1PX5qrY/SPyR05DisVYoWhsS8Wim7tOtIUQx+KUAg2UBoopZ+KYhIHGN0xaHG3SFx3pf1/f5X/smXDy76TuJotC1/IRwx2sxbmGOFxXpyE+0LaW0z6ctd3fgT0hJWoXkik2SrM6zMznkK0+nMohjhH58bE0wOzX6BxFkJX/4rw7U+OeOWt2uXpvk2Qy1m7EdkzNRjIypTvHQ9937ETsSmrwuz96Cv2v1DATUdbgsdpygAe2OtHpnKV3O3JscXvnlc/xLBWJrGUydvsiOjaOJnRtpnHaDyM0jAp527csDxxxyAy/8264TR0sc4pqwtIWYGOeHLRe5rSsazzcqp1J5E0EgIoGESYmXp6mr0hDXxedGwhMST6TaRrafyjF3Z2WTyMkBX7kk8lRpueNwBd0BZh+SfaZ23ZbR7+LeUHhRytu1CYzW7PtKzS9ywWwVzckI8p1WPtE7Caq1XiCqMmQsyxTcCxcDPY9L1pVx/wAZkDNsrDLjZQVPHTmVswsRtEFOOlfeFWCrm00hvj6hcZchEQy0SbdWHioH0Pl023XaYVLExrtlFD6iolx9L1WCXLWYu8Lk+RFtDsVpkyuVnlYKYRg1GNezgTwRaloRkx0QijaW+ck1Wx3adAJI4YuDXQKRjglA4yaQrNfti5E5Y6J4qNgeYX601O1ic5FwhmGUE/4Zcm2c2mv5MWVuxPalp4CZ3q4+vHGDtEu5FruvtnTOn+cbP+nG6F3R/iQgKP1XMo/EljZL4iEmiq9qN5qliy1jtxtXgjGNmJzfSFvGUxIWmu0bVWVstlBRWclMsBiXjjyOMsSGzMUlnXu5yJq3xkmugYhj2UYmDV5fPJ2GIfi6LyIxbV2kE0Z26+NHJWHv38djRineVuU1uT/LC/x2mN9jp2Tv1KPkNyAIa/8Ai4Za0FTsn2JE8Rq2BargzlIBnKcfZmb9hMp4QMbuABR3r9dq+TAgs5WCNp/UTRA+amkhE8zMzYTunBVrCjZ43h4Ou264sK2t+OXmORTfFoi6Mmdo16nHU9qt2q3OLjLKGqxP7khhCKnGJWgA2atDxbgyZlrpNWgmZ/T+LJ4cVj4jy8kwQROET3Kg8ni1H3rEitAz2mj0oQYafuQ7cJk7x+WZl2120waVrucP/mStWKOCoVHdmZpCnG0V8Dy3edjnkN5Xl08Jk/V36MpYBkTNpnAXfoQC6koxu1jFT7t0Ze1Bv25J1Mu2ziwEjiZ2jiiZhBjDi7IPz8HXDw0e25unF3XyZcxdh/IsyuMXEC8RS7bl4jATWfi//QzRDHD3Q5O3KOEuLwV2iapXOW3CBAUO1rz1Ek/7rBcVb7cgEP6lqJmitdk4ndlckIDD5IqTxxzGUB0C2Fb9vQk30SP4u/8AX/6127lpRt142UsAG0nxBP139jSkrRm3Z7Qo9M00fNPph4lI7wvt4/DRmKbTt204sm8MBI1vx4dpX0o3URKwwuzeEH7vwq5vrOB+tm2ia0YKpIQxHDtq1F+57ZoljQN4P/I9H6M7bVh34zEziX7pOLQRz8bNiWMoBMdBecIMTbiuUszUGWWjHzhqb+hvz1tScQiiJ47eJ+VXAzz3WHS7ZOu0KCRN9W1v6pR2Ccdp2ZGPFwHipeUtvstt2XaZ0w6RtpgLbb4kJck3IVzZWPKZ3EIHfc7shLyLtvfxh273avcqZp9Wo4uVeGofZp1h1DX0Y1R1EHFB15MiJ2W32xJ/KYFlLf8AybdspBl2RBI7RVBY7NKjDwlxvtLEcXduxxsBxtp/66f279NI6omTRAuLdP76MGk33n/JIBR6TIG/V5sn/HLSJ9t3H3x+XHbDrbun06NTfshZ+BeXFDrf/mk23Jm1mWp13B49Un0NMJhZg8Lim11dvPFaWunJt+oMc8gxzMoIIyI+6y9NRwENSFwKyzyFAPz7fyBvitdddNef40n+wvxpS/I5TfbuwA/hedokX7gd18hIm10dSIj2YO3GXXITQttF4DHB+k4rO14npAXyoG8kddgIXdCyb6tLS0rOmV22YPNDRmOAe1NbaDjgYm9lLsbDeSENFpN9Dfb2trf3bDfNG+mhF9l8U+uTHtRyMp3+ImSJ9KPynZ2dfhbUqHaPwJP5BR6cPLvVDhAsxFIVWGH5UqtvcIcA0ybr+fpcxZS3oxGa9NOU0zyC47Vq9wWLfv1PTbO0Mw7rVWbWv4On+/ZbwjbafTM7bUj6FvwJGiJ0H5QjybXjXUlH+6VadBpkLqsOz6ZYyepSmeBsXlAkTEzt9bq5fCIbWTLm9yUnaxuI7kUR3L0hmqdwoH9L2ikuuOxgHg33uTLky5N00y4ri/3Jm/T6a6SszqSNzJ3daQvxTKNm06N14T+UShHo8fknVdVH1InVz9mQYxs4qxJ34G1H02ndbRyCK93yLJ5J4ntWykIIZzKPGW3X+OYVksWwDN4JunpQtX2/Dt99wbfAVwH7Glr638s/5Tp3T/h38PtEXlmTeU2ujutJ07O6GPQ8Ef4kdVlB+6IuQOr0hRwX5XlswSHGdCTuVltf3dtNBDFmdlZtxTxUTllsw4xzdqwcuywqaxDG1zJw9p8q/Cd2Ih6elWZ7sf7f4Mh7/gzNo3Tp1IXha8yaTMm0nXLz0JVQ5zGOlJ+JNunHzH4UP7qj+FkhZ68zNBYF4+9gpedTo7K3XGeE3flXfZ4HHdqOQhEY7gd65eAIT1OMkEgk297dMhbbel3ccgH7f4EpaFt8f4Fpl/TuidF+eKd9L+9Lbs7eW0vinU7ssb85rIaUg7Rs6JCyiVbpOzEObpNFOzN3MFbk0Bb6mptvJRj4yR/EMtk3EGyEgPNbNzbulF7hign5u20wtuDtawDR/wCRi5MO3XJc1tb+27rW24vv+BM243/Ekmm5iTIi0q1fnFPV4uQOmi2mDXR1/U7LFvwmsByjIUYpxQiox+cQ/Hp6srbgYtyYibjLXNnEZFzUj/H8rHvyncmILVLmVuAQdifnGTtJXm4G8kRiUX6r8ncPC9Pb97Cz8dLS0y0vP2ybbcfHBv4JftPak2vK5o5ljHZ6xAxJ6u2ePgidk7J/ya4qiH/IVqPTkuCZlAOzBtN0ykEclR2aF4bJCpcm/uauZPcErkEn7GjJxp/pQ0/1KssW3yldWK0zKHtDJzJkRoJjZxsHx5Nv06Andh5st/Y4rguK0tLS0tLS1/Bk/YbeHFEyJcViXdm6WG/UkZOXhP5JY5v+QpR5AadaVQfl1si7hlttZDktvutJDIVLfaVjDaT483ipxOFfipyCIcpdhdz3yBx5XZscYO0sgiwcZD5tjLY17lHKVbAC4v8Ac0tLX8QmfiiFSoRfaxwaj6WW+BqT9y0i1rGt+p0uR6dE6pj8esouQ+pKvZvfhBwd8cUAvVyRHKBeHf5FE+h6XA5BexfbjuxPC4PFxbt6rmu5ycPDtUI48E0vu4P2/R5+75+ra5Lf2HdSDozUorSEdlEHCPoY7BSN+o68J9LFt8ekwMUbunL50/x9HrGntHE7P+Ex8zw8PcsMTMzsyf4N3PkydlPHHE2Xpyj9Att4hBlUfkvTv+6uWx39Hn+a/wCbLeDR9KQ7sdfCnDicn7i/HhOsc3/H6TGwRumHR0i2f0ZSm1mpdFxnf8/HfpYduMbG0916933EfMePLbKSyLMcVxz9SQGVHXUPzHH3grUwJqIT056VsDYSQ9Xb6N/yp/8AWSdOsaP6nRmfpOHJpf8AYX7dtonVUeMC2sobsLkpD+WN+X0u216ix5V7nB1p16Wi4NAWiztJ54KGRdnrepOCr3xOxNemGWtNyPLxRHj9J+gsKqS8CdzaLF1ozlrsGuKHwnf6XdM63/Jm/wBb9HbSx/Ht9PC2ufm8365b4eWby5A2gWllCZh5syMid8cPGv8ATl6Uc4H6bJnb04QSVqoQxw/7ABtZ2B4Mq3k8PZL/AC12n3I/TsUv+Rt/OAxdn6D+Y22c08nt8LNICgIk31uteW5b/kTP+n/f9vrVSXhY2trXR96u75omULblhNjDpmD+fHZRB867ah+mwHKIXWlrwD6QFyb1vSHtCIGq0rRzgXIKdWMWuRi9bM1ezeXjTIHRkSxQkJVITjEX6767fo/h26b+zv6N/VyXJbTGj8gi6eWKOUTB1t+t3/YiUKxxF3F/eQLnaiZVx/U+vXE+n/tnbXqCv38RL4aHyXpy6M+Nr/6rH+r1PCfu2ZCJce0aAHUNYppsdUHt1xKMm6+enheOj/nmuScnQ76bW/q302tra2uS5LkuS2nd1zfYO3GceJf1pOygkKIwlEmW1yVktzuiVf8A11CILBuXBzaOKU9lGqIbl+u02p+j/kP2TtuE2LTcRmxF72V2qYlDO49q/RGyv/nBJiwEjSNhZTQ+mp2KpQjgARZMzOzfjXTyvKcUwsnZEnTP8VzTFtOyb7T7XJN12t9NrbqTRCi6CoZNT8lydkL7Ur7ld0Si20NX/b4WTs6XHyDaVAPsXv3t0f8AFaTccv7JfjPHx7k0fy9OS7xEg7GP8ohZSVgNM3hf2KHrv6X/AC4rj4/vaFb+230v02t9NovBJ+jPwNn8bTGnfZO6JRD+lDruyEQxSuex/O1R/wBH13v3N1qG27b/AB9T1WgydaPlKWF5NgdRhxfUTeW6cdJvoHa2nJM7rl559eLJ38+VwXhk77+3pM2vrdl5ROtupnQv4TKR1DNroZ8QZ07p3QM3CPXK5K3Z4m63t2bxT/68Ejl9d9vi3UPiUp8w9Ww/oYaJpbofsqx8bv4GLq/0MuSZf3/Zfna2t9HW1yXJM62m+jfTS4/Z0tJxZPGi0ymHccRbboXlOL7Avjck0AundM/yZB+bRbYB+UgMLh81W/0Mwt9dsdxN9DLNQBNjcfIUUtWXmwP5f8Rpvob6BW+j/uZ1tMuSMvkikZc9vy2t7f8ADuXhaWvob7boxZ2/DsepGdP03tRftufvZOo997SZSNtf28Iu/YKNQbjh5NvbJ3TOtrktrSnDjJ02mWhkefGy1srT+MQICYgYtE3VuvjcjoDTofCfi67bLS2tpyTmj0vwh8ttNyd2Fvq19elpN0fpxUouz2Y3aTl4Ek7kid9Rv8bX7h2v6hb9bobJnTJmTSLx15rbOuA9bovyZ1voKqwt7nIUwa/H+I3VcGJCBvdb6XLSInTM7rzpnfprptO/U3878edCmby3TiuK4ritddLS0tLz9Lsm6TP4IBcZYz02lvxpMp/MukSrt+qz/UKbprp46b6ScXDe38pmTygzh+L+kz+In8Vp9E35b6eK03RtfRpF4W2dnd1yR/nXRkCZb/hu6kT9Hj868LSPy/4Z1BH4YC6a+hkz9OS2uS8rad3TlpPB5JiFbNRVInj7bLIl+oAPxGMgQfuZMv7TP02vytJumuutpxXFcUQsvOtrbpnTF/A0tdSRj4dNtf3yWlMXAE/SL9nTT/QzrktutrfTwuS5L4unT6dNEPRndX2b3HdbemIYpB7ibqyf8O+18lpC79G+h+jp1pOzqMXd3W0zP/Bdlp+hMpB88V2/OmWlNCZp/HQnUIuUfF+mn6aZa+lnW15XleFyXLo3h+Xh5dBcsC8mmJrE88LY+cD6N1ZOtdNfYduhMmhJDEwolpA38N+mlIy0tLiuK0rEPdEaUXEa0Itro2umk7fZ5aW/o8r5I/DSxltzmBRSlwxlQ4mTJkXXyybl019h1tujr8pmWlrptb/gaTriniXbWumlpa+nXXS49dfRxWurN1cUVbb+1BNVjXBhbaZN1ZeU/JB9G+u15XlM3TXXa2tdG+jfTz9p/odcVxfrzZflaWlpaWlpa+vS0tLi/wBjakLoyZ+n9vtbTeF/Qum+rS0tdXbprrr+Fr63Fkw6Wk31a+5pO3TXR0ykf9XnpNt1wLTE6ZcWddpMm0mjdum1tb+p03Tj019vXTj1b6X6v9bv56aWlpa+vX2NdXDb8Gc21thkTsmN2QGt9GF+jp36M6b6mb+I31a+jS0/0M3TS11daTt0f7DaWvod0c/FC2hiLyUwiNWz33t7Ea0hOEb8lx6P047TsmFa6eVv+Npa6t039jS0nbo316Wlrr4WmWumlxXFcF2mU8Wo2mJrUOQHhHYGyEkN21WpUyrx9iM2CvECAdJ366ZaWmWl/fTX2X/hP/M19drHQTseErkFPDw1mGIGbitdXTpum1voX5+y38R3Wlr7L/c0tfR4+vS0uPXX066cd/Zb+Jtb+p/qbppa+zr+H5Xn6eK/HVtrX0OmXJM/8Xf2dfZ108fZb7b/AHnZa68f4beVrqJfzX/g6Wv5mkza6aWlxWk3TX8DX8XS8puj9Hf6NdHWujpn/wD4/lNteUzv/F30dbW/o11bpvq/Tf07/g7/AJuvr39evtOmWkX0O6//xABAEAABAwIEBAMFBgUDBAIDAAABAAIRITEDEBJBICJRYRMycQQwQoGRI0BQUqGxM2JywdEU4fBDYHCCY/GQkqL/2gAIAQEABj8CaMNlyJKYwecpsqJylF254CCoGbXDyzVNaMrppC0la8GhVXVTgVKDVAymPv5T4EgpjwwTCLhuiFGeiUWlvzV7BE7LxGmsV9wVIK8N9imvPkKjNrZpxFOYTJCKdhvrATtIOkFEbBNTYzPRUog3KZrmfv3cruhwmdkzR5lRiJxGkSpRcdz7hwaV41QzoVqiq8PEb6FV+uRlF6M8AhyunHDAko6oWI4iZT9TIMlOPUrDPdADMaVqxXz2UYbUSp1UH4DJsOABEoE3hYj3CWpz4yLYTmvH2TN+qAHHZc2EJ6puHgvBw+6DXNod1UZwgFReZVOXJjQv4ioWlcwCGuioqEIawCoDQFTIulOHhbqYyPU/guolAGyLYoiNlTKB7gwdJWt042DuRcJnhKjZC0m60nKhQwwIG5V1dVVEUS960sNVUrQHlB01ooATS511qCDyhCJajN0XNF1DhCbGTGzQIN/BAeisrZQfdVTsb2dul+46pmLY7hN0qDfJz+i1nzKt1ChUyglEorxFpmgUbhc5sqHZYrcS2yc36LuFDlQB2GiAFeqKJImUCUAo/AYTs26UK1VT7oCJlRhCpqQtTW6B3Ul0lU2WIHNo0qWjlykZVyPVQ1joXOwgLRunIiFrdReaiDWhN/MEZTg5aQ7WJ3TXx507QtD75BBT+CQtYWoOsh7sYlnMXlopWJW6LT1Ry8JSLZBAqYRDVJupFk2iDWolEuKGGDOpUTmxKIi6YHBAwpaII3Wh902FBVvwMtlMLHwVdPa83sh7t2G9VyxNYoLKEeilBzLrQ850NlUp2G6yBCjJsWQYCoCGI4WyaR8SYYTSRZSms0VKndStW2R+/DMleK1faOoEW4NkxD3lCgcNmo9kNQgqQoQXnoid1Eoo+z4YOs0TGF3MV/VZNBvC0QpahRSRVQOqbl4myB6JgAQla2tspxPMU9qLSIhQVP32iqcy0brSiRhzKENQb7468PVhzQhENo4KMRB7RPVA5BoZTqoQIKdixVYZ6IYhV+VOe261uKY1Mwm1cUMRrENWRBWtnzQxHJ7g1ExWcipagwGqg/foVDlCIlERLUHELDeDyx70AOhcxkLTovupF0NapkYusTWr5OBaqJzT0Xg/Cd0wYd0HbwvGdV6rZTZakQhTldQqFG5XclTlC1fgF1ValLlQURLhQIOBpNFoO495XINPmyjP1RdMPWlh+JNfNQF4ieOie2PmjVNBMoE75UMJuC7qoRhaXCiaNMsUsEOCa112mqFVP4CNW6EKoVUMnM2R6LVHupVSiQnRsg5lHNRkQmAPpumxlIXQo9lChjaIObTqgZqtRTOgKa1AZM1UTjKhCVVQhjYY9UyEAo/AOYSiShlGRPX3RhHVMHZUKcwfVEBanYi1Cq0wpY26HiGVKKdiynKZomx1qqJ3RdEQLoveZKJRWrTVqICPZNKdF9l4pbVEPRLRRdAEHD79K1TTMSVKkKqPujRA6YAU5eZQXSVpO2U5mtFjMa6icO+XKiCKFNfsU42TqSrIVQRCxMOzbj5oAGhTcnImFLWyFSk7IVtwV+8kqhunNu1AoFlapr23GyaMuygcM7IEHjoU7TJZ+ycqFN7qpQY1QnMmuU5mQqLQnoytLbymBxrlhuY2eqwv1QGRZMINGycmPAqCgDZyGU/etKFSFJJWlfafEVS6EivuCPcy4XosR/VPG2yBmyvZd0FrVEOrk2EStSoUSioTTK9Fo7IprtkZGT+axV0YRBWG0bFAG+fr95CGUlM9cm6BNV342wEChlfhh7ZWrDELUG1RDt1BUFQjKmKBF2zbJzLQqKG2RVBlrhS1y51o20qCfMofViGnJ2mk1XmrKHotKBTtVip+8HKnBdYYc7IO6cc7IV3QbKaJ9xDhQ7qA9MpLR0QLhVQKJz3hYrTZQN0RsnOsgJTgiAEQ5vMtQHLKiLBRsSmaPMhiErDLLhNLlpmyhamjmbXKR0RLr5M6E3TRKlavupRXbgBbsVGqqY1SeMYuH5HXC0uupBTXarLCc51AUETK8yngqE5+BifJeD7QzS9BzUHOaoCMbqSiHWV0ytEIutTm1KlFosvC6prCvCUleJGWJSCnAlQnQOV1QmYQsms7ZOaL7IYTha6gJukIfdaIK/AMWS1Ck5aQeKCJTuWGmyjDb/7bKXYeodWoELS4w4IjqjBiqbG3AUWOWvTULQbbZHUVq2lNIUi6nJqYCtLZhOcSvF6IYzbhR8QKgpoyfo80UTi65OTSdlqAog8mqB6oLx2NruuUVhNBNfuNlM8NEIzw27KmyDinQgSebMAm6vnpxGBwUMYGhQQnY+A3l3ag4IM016ovFkGxR1eEEKq8UCuQBbIXSei+zfIGxRUZOxCmTshAnLT1CDBZa2/NNYLpsmyDVCMUa6qxQXTCcei09EHtqN0wIIg2KxMOPRanG/3K+V8jVVcqZtKZFhU5FYnWcpNk0VpunYjsaeyI0mBlCiciCjHlfULmT2tcix7qow5ajm0r1U5A7hBooiNeyLM2gIiU7JoTw0WT9aLhcJzii45O6rFabysQFP8A6ioK5UW7oKdwq/CvRQPfQqhQiUKrsCU8ymVv+yD/AM1lAy1Op24MYzIccm4WE2humBzEHRyRwEtuFpNCrrDxOmQ6FNxGm60kzKIzdCa5UyqmmahXQcHTKChMEqhuoF1ZACyonEboSUcyFQRqQBvCeBdVvk17c5G6o738nIFPjomOmpaf0Ul15QZ1hNA9FhezsNm17KG+UXTR1TQMyFjYZ9QsXDdcOhStYu1At4CnmIqhiscabLDnyHPw3iuyw3t6psUpXMhaRZQ4cr8sRybrsr/ROhhc/wBVocNJCnosLD1XRwSNqHv1UoHcryyg4p2paxZGEMxiAc+FX5I4rl7VPVevAVBUITsh70NyqiybSEzthOamN/OYW8gLUKn9lpvIr3QbTV0U/qtSKkKVhuw3aTv6InzEp82RRc1/Kdsp2VHTl47BWKhOw3ogdeDCAFS4Jvor5yqop+G5FnReGfkiWXWIcazDBQwGUTXRUZYjTaU1AygxvRYk3GTAOvBHVENHmWI83cqOqnTcLuuZauq1Gy1KFB97q05NmxKdzySJ9CnD5qMQ2TTbuhg4beVUiU86JcTe68pjoAtLcLSOqqST3Wk7lDjqm/kNCg2CoR9qwG8vxBGadkVEcylYA/KJypwDCaEJUhAjdYT9wU09QsTqV4rjUFQzYVyGOzajv8oEFNlD0WK2L5T0WluyjNuIViFODbp7XVO6Zo3NU3UgwWUFAe/0ZYQYbcxWsfG0IrEc5molkD/Kw7g2lVsFbO2UnKDnPBQwUA5+rIgiQV4uC37M3HRaXD5oBm6+0wwsQ/yZPftKDGWF8/ZnsbT4igihSWrBbtqQHZHDcjiMC9pPpk5rhIcIITmTLfhRI2WshahVSi83KMWTic4Tg6iIAqqm6Lt5Qzc5twml3HUqZ4qIz0WICZ0mD/ZN9FROC0nCBKxHPEdPRQNuIQPMrqPcCM7aT1C1+Zk0ctLh8Kp+U5YbBclayKnhKLHtpssN4FJQxYPovEb5oRbiNovanMbALhnpNxYp7Hs3WmFinQdKMBVHMjiOEcBRO4VGoKeB2s8psmwhwnDwXA4v7KX4zkWDF5e6HisDk3RheqZMt1CvYrleDSVyG9kdTplU2mVIs4CU2RmLQmjVNFThqUbIkmFpYfFd2X2eG1n6r7bCBHa6Y8t06hMdODlcocZKrlGrdYjMSIQ0Hl0prh/02mcmi6ZPReHtnRQVS6Dsb4Vh4WyH5Shp3TqXfwczZX8EKAxfwWryDhMdEUQfL8JyAF0M4IQZHCWEeHh7Ob8XzVXK0lWjK+QczEIWM3EvGph7oO+Kkpzpib+oRa7JvdS76L0QYXFBQXVQ5qudCdzTFKL7Nie7xKmnoOyuFz4rvqqZNxXt+yYfr2y1N+iBHCfy9U1zH0cpdiGURrLWMu5OAdqJuUWQsDFApNVPZYDjclDKdsgDYr1QxGE+iaQu60vbEGnvCnQa7KE8xVtUxo3C+0cpHAHdFQqucOAI7ok+zaT/ACGFiYbZ0i05VUtdKtl6ZaSeVylnMCi44ZHN0URMbwoIQA/SyoI6prJlwCc4uNSpE8fj44luzeqw24WCAy0WhVRRrIlS11dwtTlygmU3Ub/oiNWqUWu2NEdJkLEbpkGqdhODRDZCdiblHxDICZpqJXs7eCFhu7phaaISqLS4UHvZnIJ7eoTi74aKNVFy7Ke6kKqhP714TzALEOd1W/DeoXnKFR9Fz4Ta9kYwMP6KGsDabIzlGcwoyA6rDD3QQF5qqpuid+ifsVyYpDkwYj+ZaYsi1fxD6I81kGlgndODDyyg9hLT1Cw8RpnkUOdMtTmXC19uAhf0lRCqj+WVqj7jjT8ZkJ+M8yCsVrWFMmy+zQyLyFPBDmgp+Jhu8M/oiOmVAp9wc7/Ph3zAY0k9gg3EFgtwNkzxGeW0qQIWkVcm9JTNLrJrh6FOO4sUQaELmWrDMLUcsTBjUx1uyBw0HEVPDqU4Yk9E0FlSg0GiIcm5F+I8N9U1/gOOHTniKdVIPBMp5w8H7OYDpj90cLEOnEHwuofcDDe30KJi4T2TQFH0TwLBxTQHZduGoQaxgbSucZRKBLaHe495ZXyCkOOpO8TEHZay6SjVR0WK5tIQdjCQm6XhF2GRIUlOOlUsj2VRAUXCbiR5grJoc5ahwQiEOiBaeYIg3CPrl7Jj6S/DYeZq/wBQz2k6XYenR8rLDa/8o4MTSvZ8Nzn4fhdpBWCMJrgzCbHiGkprZmBxFfasC0xRY7SaGyh1kWsEIltWjdVvnXM1WKWHioaG42WptunT3Aj9TCI01XMI4GlagFMlei1NVET1ujGyJEiqdh4kk7J0Dl6KjV5U3YF2Rbp5u6giIVPMmODpcpNjwlTuFiR1stp9USRGrIgiVHhN+itwERM9VHhN+ioPc6V47TJ6LS9uk5VRO3E6TAhOGDYb8VTRfwv/AOk8+JbyiL8MAIEtnKpWiaTOVbVyaC6EAW7UI3Wr81U4Oo1Fu0yF3yKIwxyzVMIMPTC8UK15anNlVYFRkei8xRw0WmdLU3BG3CQvB3NVIHmCqg3p9zGK0wWprlZPDWywLEDz5CoykcEOPL0TsXFY6mzTdEsw9DdhM587tJ/Lut1uiD9UDXVuEwYk6J5tN07TMTScwQYKGqSKwmuZo8tQ0yfmqV7ZubhsLnaZgZNecElnVNBJ5fKoIgtUErFa6o2K1atpCdLIcyhyNKq0EbotxrhMaXRqKMbcFqLFw4s5Hlq9H+riwMUeiZhx3lOr8o4C95gBcrvkq4zghh4jr2d195CdPRM9MsSGyHBOp53ItNlIygqmZdjM1htYTyGhomgFuCtVUwF/DlYjRhiu5uI4RNsr5E/EP1GX2biD2TfgPW8lYTXgdnCxCDvg3WhkWRxNk0rCwBdxTWNGVqZY3osPE3wkf6uHG/rVOifjPdFU3hn8plNxU8gHgw4PJFR3T2FsEJukJonzW9U3VeK+7Y5m1woKgIlB/ZB2neU4i2yEqQqKueKBNRsrKI+eTTIr9Rm1zXAgi6kW4mmnzXjGJn6ojMACeya3Sb8qwg/ZEFYhaYa2/wA04JvZYuKdqDIjKuyJHxhFn1TxM81MyWXRHtGG4DqsXUbOKBm5XszJ870BwkJ+A7zWQEmOk8HdplOAGkoavRMcGQ1tu6FMy3CAcfzGyxmvAhvT3Mp1brT0yAIUBQ7KVXLFrHKjHHHEweK10ieR0qrnO9UTwQ/F0hnMKJoiDljuiCVREEUQDQjl2hDDHX9EzDaE2nDDmgrExOqw2zRYALuVlUGsqIrkQLJuETUoUyw3fmCkKJrmU6Oqq0psoHLw2eZ2/RBjGVNytbhzYleCnDoJuhVUylTnGfhtdUo191qFkZGVeHDnqidf2k3O4QycnCE6U3DUoBO67LWfM5TFeMiFrAhHEKd1KaHborxCBKoMmuizkyd7Iy46Yzd6Isw/ZgaGA7dSJFJ+qih9VAwwsVgaIY0n6JpfSBYLxHj7Nn6lR7iYTXYQnSgXCqBOcIZUyd6dViFxd291dGEZCER/njbQ/JXd88tQNE3lqgg7YDIO6IUUqeMgtqVCIVVPRe088FvKAhDuZfaXVU+fkrp7zdA50b/1IbPdO7or0T/DOo4ibht+Z6JmGwUaMrcbS7yWcendEtFHVTmuTQE3JpCBUypydFzuq6f7qnDbMwLKoTtLTZQ5sKgTntbRt0Ps3V7ZyqE6v7JshNVFoddStE2KeR1Tg0VRJEHI5FyEOshTlOZVRZahRTNVMlS010p2I8eYpuo0Q0WQ6rCZtcoomU4O+ueHigVwv3QnI12Qw2nmJugGjmNz1zvxtYC7rZH2fXUNlh7dPkvtG73WDhxZaZTctJRQFxl4YFBf1X8Og6GEWwI6ip+q5ZiKBWywdL2Ox3HmpVrU7xcXQ2L6ZUnC8Vurc6ZCxG/6fD5jQ/l9F5r90C82XKnamfNchujBkG6g4h5bVWm575QDzdFV8f3TYc6m6HcXyGJ0Raoabp+EPNKBKMZaNyq2C0BYYm54KIz1lSTypyLd1hhvxGE1zhsvEb1TCeiaRtldMlSFOWN65BH0RxNmV4aKeHw3QJ/hu6FNmrdXzBTXNs4SEMQDmCc6LIZSqhSndgsenKDU6oUNedIF9v1TC6XPPkZ/dUwGiDAjf1RDQQ6zuiEMtc3ngCaVU5XXQ7J2pSnjDZJA1H0XM7T/ACkwVyOkdVzMY0no26oeWU3m1D9kaL1TS35okp2K7zOzYzZyw9Plbdad13Ka8jmGXO+E17TIOTUGHzKqGJErCgQ1pQAdcKDZNQcBRaEAmqhTTMxTLXscgm+z4IPP53dAm4bdrocPdVGcFsrwm/FY9Fjlw1Yb55t5v+i8MumKt/uPkcxGyg5HIuRxPOdm/wCUHe0PcYb5Yp6BYntmhxi0CV5ZJ+HSi0l5I8wbCoCQ2lohS7GGG3cXKoabHO6d1URspCawndFthGTTg08RgIdr8wtEJrHvJZNj/YrmETHwiP0UHEpHWhTgwy0gR8+ygmqKad05Mx30bsOqDcnHsji/RYmK8Vc5F5UqMmk8rAtHw5+I+y5ByotN1Auhhus1am/Amy7ZQiGBfaiy5bBaGmqezFxQ4jbpkQbFUEheUoDOuXbhkN1fonU0OYesyE/GNqNA/c5NxWU5uf6RnMIFFQiFAbUmEPCiXCXlw/ZPeW8mkwCsKXHn+EeqkvsDWYr0U4LdDejVhs8UOBaXvg7o6Bv0Q1MIld00pp1UGyLms5wqsIWkNleM9ldkZbKECa1XhnryDp81Dprvcfojqdq2+i1DYg+i1EXt/tCOp02gp2ETVMqsPCjzFNAzLeqwmhtlht7KinssSG+U8GkoFq07BO9ESvEb0WM7FpRY2HFDZCNlWhTuydKIRKkGOqn3H78F6p5Y3mGyIIbakU/ZNwxOqaz+U7prW2GUKOmUFaUehUGxUhYbG0JJP/6ot61WK87EBoWFqxXCHChCxB4ukYbyfLMymDDJr+ywcLd+G23ROZIaQean7rU0nVYknqpO3ReqbpadPVUWrFc1F2E9s3hc1l81hjFx2jV+X907xcSrbaRdNirSyafunHZxmiaTQWMd6rS3FjpOyAiC0qRdCbrmb5VCNU9p2UpjcjVO03Uv8zqngumlykbp47Kt1SyhkiUJoQo65Yrh8SvldFabkoTf3Fcryib+hQ0udHqnl3nj/nzTsV7SNUBg/lCo6fXMjfgpdRFQnBPrRlgg2KWWMbB20dU14ZDWmhPVMJqJiW17oOcZLTJC1Pn/AOJws2eq9ra3D8M+K0fmc4IuwsMu5p1uG+4KLNcxcgX9EW4lOhXgOfLHYZLU7D1UCqZRhxGpYz8XFo1og91iPJDoENndeG7B+fT0KDSKTy7T6LGfq/haWCmztk0atrzQyiCakT2pRF2/RCiGUoQoWI9YmHHzTO0lN9Vqa6s1QPBVEtKACZWqlOkVysvDjdQbZUvK8qDSEMjjuHYLFcNmFc9D/hUM8MZkMutboE9FGGw65Ef7rxsc6ndNgoCuvNkx/BpKkWKxcQ9ES+blMvRXmsrVpAbhsgIPca7Qdk/SAJP0leLQ6W0aE0s04fhuk9ZX+mkX6V9VRo8oCndYQZQt5gsT2gNDNLoLZVkOVH2bCcCBfuVEBxIiosSsCYcwyMRh69V7QDQNbBYBvFCFg4ZP/U/tRBpYCdSwXtaQDyjt2TSdwg4WOZzc1m6Y8fNOf2WFqsHJjGGjhJQ4IUQqheUKypRFw6LFeG8i8U7lMcbygRlKLHNRMzlhti9bQnN6hVaWM/MLH/7QYXt/5sg4b14tAJkiia1up75P1QPtDo/lH91pY3T6KHUV1SyurQiOAO/KpTWigH6u/wBkD3WoVLi1OnTNIlM0w0vMU7IwdUD5KJh1gITsMOcdIuO/9kz/AE9NJ+RQ9cwfjbZOiQD8lHifoo8Z/wCy8XFHohjy0t7bBBk+VhLunqhEw/Dj5wmYOgO5Z1IVAfQBCTXV8tQusObVXXsi35juMq8GkpuGmNwp7rxJnkhQm4Ydyke5IWloumghaYV8jyokhOHwoCY6FN9MtJAIN5U4LtFfIahBr/Z+WPgsOwCZMguE+icC7oP7omNY1EB4stbMMu+1IaIP69lAb4Ya7kLriE12NjvfFhZafDDT+6g1Z+oUbrqqBWynIquZb9EyOiaTvaEwOMUGn1CA0tNacqDNXJvA2R5ga2vM/EmahRrhX12QYAARyr9FbgjEwwV/C/VcuCJTmsvsprIFZsteHQPwqBM2LWah2TQ4eX4ekq3Q/RYjHPlpND6pxPw/8lYVTWxTTFpKHCdIko4vtDzH5QicPDE9cnPPkCwyysmEzomNan9l24hPEYC5XQr1bWVhSZ5RkSi47KSpsjNl5G/TIZxsv5lBV1VdVfJscH9KA20tPyXs2G1vwalpdWsz3QrHyRfiYeoxDaxVyd4r5bHl/MFghgs6QOycHnm1SSvLvuhwRkw90x7h5Q76rw9BMwdS1TRhqidQ8QiI7Jgp5Q2Y23XLzA1nsmB3X9EXNM8qeNg6NHr0WHzKOnucTusIivOvZ2bFwWrLl9+G7DMDZAL+XKOqohOXdVymc7VzGYXqP3WE+OWx/ssWmosYwD5BEx/woNdXU3l6hRBMBACSFDXGoMQmHE8xFUONvqsUHZ4hTEv6p7X/AB0P+UWFtQbRMgbrFa0+mxqmangu06fSFRpdGn5oOB7EeiJa3mOI0eqrvWehCM39yQ/dHThm6w8fGo1lm5X+4HKcp6BD0QZsKnMei/dWp7iqFVVSggFiDe/0XtLdIqRP0TymEVDCfohepUqAOE8BTnFEPBACw3slj9PW/VeMMQ18/UIHVRo5VINJosMlg5qO6eqD/Z+Quu3YrEcB5CAFT4gj7gE7ZW+7ElVyJGRyoiCpF/3y78FKyim14D6ZF7mNLnM0if3UT/8Aa0xeoomzY7dPeaSpa6NFVpcdQGyloDg6hC5jIEwtD2TPUdU7Dn5d2rDPrHzTyOpUoffjmGrSLlO+ijspRP0QIyquy7cAUolUQrkTliahVvlTUwimgQ5B3vNUWUaZ3FVrA8J8/I/4Q2ITiZIJ+G8oO6mnZYDv+HZN/BHO6qdymjojPVRl2X7Z9jnfIcLRliaXQIMppbiVJ5VGI2QTsbKI92Si2eW5KpcbdsvDbfr0Wh2xI1LH9nPwcwPqp/LVT+Ag8Eon5BabOGQRpuoUSoRB4KDK3qrZD+rPFAvpO6fL9I1DaZ6gKGYZ03JN6+6HdYcOnqpLiiDANpUl1eyIjSO2+Rj4qHt3T6yCER1Wn8v3C/3E8Pogeih6PQ5V454JQzdb5iU9prHVATSUOKSUNFR1FVHdUmF/Dd9FUQoetbfr/lAbgAHMV2yn8GrlbKTlT3gycQLBYznblN67BMPbg1qrSGxMp+l5pVP8MvaPVa8Ulx7q2VSjG2yxGmv9wiRmR/LRD7kQPuJ9wOMcQzfQmmycSCTJ3THai55vPVCkVNOB2GaTuoJstOnVqpCl35jkUYqdgsQOxOd4aW1/RadUw79M75AxSK/cwOt/uIPvb5Aj3JEqWkukknT+y5uUV/RAONbRwu/qKDj9MnxsnGVzYgcNEwP+XWLii7SJ7AoNYyAO61Na1oiwyixXMXD9UAHmIPZDm+4kn7keIu6lU9w0deIcGsC24UuO1Zqm97fNAAzQZnJjY3RiyOthRvPojzfNcuJcV2XKz+6OKG4bpkHD3TuX5LVoBpkEPwM8QzPEz1yn3GKCBVp+qcNVYIMJsDlbHN3TDrGl1o22hPD66bevRWTvQokCwqn4m86QmEtU1VC89oTiWH5r7RshEBxiUFdaNLTNjuFJaoFDtKr+Bu9OJw2z9eIe6KezSBpJqPi3koiaAZNxDHmtP9kC6k5PLXzWyjUITGnYZHU6B16J3gCf5z/bISJHRM8HALHRWqYfDENYi94q3l+atCY92qN4QLMUO/Q/gZ4pznIZ9UfTPV14zWFiXrVpKKg8/rRF7sNrcPDqXdTsBKwmk0IJOZ0G+ZGjV2UkVNGsHVDDcKiv1Tg4GaQQnzM7It1bU+Smam6Cc5vMQ0kj0TS1+lCb/gZ4WtzcMvllXJ5zcMoR4cPE+S5qZMYXQJCq70GxCbSMp3RG4yKOK+p+H1TsZ/xPjh5zsabyvBxSGsDHjUKXEqd0K/gYPA3hKHBbfNxPRBak7hexE9UJ+aMfJOd0ULwHMmYTWH/kKQKdVKoV4pZrGwmrfktfguo4STfhYDOuYHoFjtx36Ro5X/Nfasc11DHY7q2IPVv4GeAntwWuhRBHNg7Z4Y2nJrfmnnixA0crzIzxZF0F4uG2XsBj/C04mK4ENm0wiC7f5J7CdUtlqweQydQ9ITAfjdQL2lhjyHgKg+Uxq7hGp0vdP0RfiS8nc80IaWwPwN3pwO9czlRMPZFXQTfTPDHeUEC0Id+IagoBlN6G6A6BBSDzL2puktGsx6Ffy9+ywopOyDm3anuxZhjXRPdYvwt0mT1ojwNHUpuETygkgdCUIMn9EDEdR+Bu9OAdDTib/TmEIzDeyHbJnE7g9FKwfaQPKdLvmoJNjA/m2/3WHib4bm/opFiE527liU+FFsX4YCbrB0usYQGonpP4GfTgBWocI9M3u7I1vniev7e6cOh4Avam76ZH/rVYbo+fzUdUGTzYPKfTZNTk146I0+GiiLT+q7oFfwpptSq0HD9Z6rSTTb8In6qRwHN/dNB/fqqXRcbNCJ65D3BzCCeIu0rSPzEeqhpkB1DZaq6fijdqaQaJyE5SoJ9ChayAj8LgTB4H+vAwnIYbfnnPuG+nB6Ip7XT5zK+acZ5YC9mrNKKYr+Ig8BzahFpTzPoiyb9f3VrZD3DeD1yc4WxRr/ym+oWE+w3ELG9m3w3/AKOR37o/iMHJx4GpqrutTRCtVBMojPGz14JQWDi6Z0uj61TAbTVDsvEFns0n5VGR/DDHCMo68AyPor3v2QI+IouE+aCmR0RgcfpxY4ds3V9Frb5Zi/X8Rd68BGTfTMcAoq1HTovOXT+iZJ29yRwuw+37rEwo8r/0TfTIVUe7r+BauqGVsghmOIFV9yDwvxOyfi+bX+kCMginn4W0HuLKn4MI45+4FHONQCHRN+fu7fhFOA5z72/BIz5mh09VZNHbIElDv7i6v74ffL8A93bioFXgk/lCFKKi0jjjO3vJ2+9TlZCBY8APvq8VESVuRTKBzNNB2Qp8RHzH3S/4B0PVVleX7u4h0KNVh1hc7NUpkmb/APZwloVgrf8AgW33uM78FDnf/wALAbrujPyUlauqkKf+ySRcLEc/DLYYg472CLw6hkD5J2FzNEec3KYyLLmUAf8AZXMEWogE1v8A/hI//8QAKhABAAICAgICAQMFAQEBAAAAAQARITFBURBhcYGRIKGxMMHR4fBA8VD/2gAIAQEAAT8hNV9YIBKgDBbtHTIR00Xco67zzfS7FXEJpSRAm5lj4vc2SJOJrEDfFw59S+GA2vco7eJWvQ5IPUaQ0aSyJsxc9Dbh2q5maiUYHxKP/XsgTEIl6lEz1dw/6d4oGCfSLEvCaMVq58QGLU34on1E1iXrlkygZTHxVPgiczQjkGyXqt8PTHksPwxlDghRjGXUonBlgsfEvwhiGbhu5phFgKIYBomRdo+I9XuepwZ4fuuoLHFRtw3GFYW9T87INxxzGQeeYG2fcoI24BP/AHKUNlEAx4y9CUmHw6SoR20Y3UvpOGBlTBxz4cyae01SXEFeHwznOgK3FR3pIadozyEZNSOOqJXGwBGY6jLAag54TaduouwYlZlaq4FVxK6AYlveNJd8vDd6ixAMcwlmzZO5zPS/FDjeMwdGaS/Vu5bx+AirX9VFVYjWxLUKa2M54pf/ALDZ9MACpqIoQSzKygN1ibSEXYa8Sg1bsOoAYjcOsTNnP9ECKg83LjErckF3F7YZYjPhhi9VybEyLnHGOpR3sjVFWGrhF1gmmSX3CK20mUtmXhJ2FjiCe4MfhMCpA8sM1T1B4BGsFzmMnxgmHseBx8QiXhFrFGguaXceliGhdxkw1D/8BaQd5WiZ25aluspiXwI2ZcZdwSpS5WGTnnxfm5h4hIqckUGhwvykwM93EvTccTDV/lD7oaZ3oNv64yqTTC2DYIZ1QLkUKsxV4tuhqGS0QvFupVFZMThk/dKO2+5sdt+YrjmpytUsvWk2UpiZs4ZnMGWXQKAXL3M85QgY5TKx4jxLv/coQRgUmDY0YVwjrQNV0zHuO5VGXLly5cuXLioFkCwGR1/vERdP4ZThsqGHK7iIJnsMExFvuWFKGGPKKrIwhE1GUQ9mamcJk3JLsTxx0MaJ9B/1LcDGGALDqrzb1PUiE1BZ9Jhsh1an7SieCOu7uWRHKaRmPISFyb/92SUZpIKJjE9zEyIK/rZLXKMjLMy5cuXL/RUG9SjBoP8Amxbcf+Yid+CRHcZVgPmHOlYPQxzDrXMiR4ijGAg0jzPKxCX2FmEsVT7BIahZ1KjZ4RWOF3DoTBmHhMTuXxOBOZZI+urH95RFzxCeG/MJTMIghiIq7gjEP/apxACMimWIBUlrtR+QshK7PifiZfi4Pi/0G5I7eOH1GzNItuVsS38fUdpapX5iSZjHMWUq3ruMWZcSmCH/ALi6xmYFg0AzMVqVAZbjWeVyuWiomWmpp5alxwpfCpqLRzETrLWTOI8Ri5JK92sIUbGAYWyuMsVjqgbgX/1sRvcWzBwbiZ5V2dWkpYTG4Y1TLqg1+0L9MJrzfipdS/BIYTco2heaSDlG734cJNqEvRh6XZlxSIBYyiruU7SiYwFnwEX0zPVKukOkbGyqCr4pLpdzDTeIIagmR5fMG/NAc0jlbHUKJwFGMujz7h0OPiOCMof+slzBixkpponSMlUcpuA5pj6nmVzm/UwL1CU+TfguV4fJzI5c+ktd0ZlfJce0ygVGgVH5eFl5wRsGyWhZl0RC8nyymbqHpM9UE5R+wjysNjg+aE7CqFIQ3sNwuz6g7A1Ud3+ogVehUXO9PUySd0zBIVXGpAGCE/8AYdphWSRc4idiF9IvvogC126lY0Ww3GwmvzcIvzfjd+JDmmsQWF/QE06GqplJ3EplOHqAzcLC43Je4b3Am+ISkhlYjxJZwJiVbRuPiFLy2rHJMDlnTKQl+AsVNks1mpx4PmyLQtDhNghqW3JrET2LKUaYg3GBhyXMfAWy46I0g4/9Yo2TGDUAMUR3l0jNBlJ9xhNgNm8FrLW+HwfoGpiVcqVmKkvQRlCDgYesrSKl0INHES4vnQzDEOZpWHB5xNOaiZjHfjm3FcpZm+iF9uCUSbnuXj4hEQQ1RhLhwgOyGGL5dvsZnDziUDBH+ZTmK8dpqiTLu4kazuDHT/zO/CDwVwFLipCiEJFkcBnDTid7IWm0yJvBq/Nh5vwYmUvMt4Pg84M7cwkfS42rUOb58DRPcyK00jd42eH8TPqmD8S2rKYdBsi2atOorHBlpfB6grrEGRpAoEZcycvguBB1GhybZkQigjXTCOwT6mnmMihwIp0xKBJSp2xcK6zLLMP/AC3LtiyrEwrM6lZUMbVjcaLu3EHb6hjpjqKcalPxl1vRlWF2xeamG5w0+DfhqceGbcNBgkFTV7nAIg1m0c8Rfz6mTfyljbjj3SYM7WJfXhwz1GHkwgSDDYVzZBmUEBWcxYALojUOIuctegc9kPpMo+T4KZE71ML4lvToQ3dyyP8ASjhkzCt3iKbw/wDKxuPnwpdS0jcOMpxeL4jMHi/1UVDcV+3co6xAVEUGXFi3GJKnNtSk6fdv8QLxqaZZmXLahZBYdP0eJVSwXGlV84d2qiBwlPN4jE6+o1u1lI4IvUwPpDTWwhBb9IvBE++HHlI8xjbYgmJXbMPMvbqKay4QhxKu45+UWpPeZume3wkzDJ5iebJUEMBlhhLj/wAqngxcuLB6kRlkgk9zfQMMLlBaJpPM2M1isSgYimkX64FMS/0E4TLtF7nv0IXuZsopxDY8Pe5w40uCtTIQub9zu4gbYc+GP0sXsrnON1t/ECuvdFYFCCmRAKSjqHmc1uC5yRE4y9utJBLXEddlykGCAfhaXB1i2RsBOT0SC74zpqalGhlRkbP/ABpFqPvA7TJLA4gJBpZgYNWT1CVdRKy9LCPI2Zhv4cQJVPswoEXyimMfkgUEZZLiXDNQnBMHAzA9PGDLDsDSzRidJCPZSu0MIZZM55ScZjcQU1cSM3lgMlzg7XEXfgS1nWyJjNCKhjM6EsE0IKJytRC/CDDAnUwTZimgOM0MDUNrqC+mLJlwwnxbBSXFQof+RiirMDCHFxC03EkAgh6WUfhdSpCxal5xpuGuBM4PDFGXMwQAGmGhcPXuV8wFS+ZMUxsmdi9Ilq9Y1DuoN3tmd1EALtPiEOvKpX80wVkr8wwbVmXo5IAavUBllk+TsUpMmUXmClXmYG40lmTOUMZzUo8zxcv3Kdx5vqV8WjfUsNckQB8wWLm+vbGqcAuX2ZQHcFIMKYj/AMpeU4kK04qGiApjkHUep0qUQeoT5WkrCmRnw+KtK+K8SnmXR1BHhOBB1N/NrgJ2XKcnyEM0e0BYDZIZs+vcy7TFWlrDdCtZcWvpf3lFqaPcyhzDWNMy83iHNHuNScwsaqAU3LSln3CYbS9q0xKwCQk0htkS7H9+OhWiKIeWySqtkPicgPtCL1HfZ/4Zc/ouY9Yl6LiHVAvePeYb3K2YMwsjUIY5fjzXxZcq7jOj5Sk0h6raYIaezDhFYcPhX3KjDDUNt4OEc/gRodxuMMEYisMNeyaRmohqhZUzx2zKAEHxtFxklRXS7l4svML5hmY4pIzjCwUgYXVLuWnXmWaKFBHrcXLMG+EpBuZ18L4lCNXAz5Z3nKiQJMTxQek2oxEdPEvUVcof10Et5jvMAsZWCLFlsrtAwwRNLj58j8QMLTZFHF+O5YRbIkrzHjyZRZiM39U9zUtE0DqWOX4OkEg6ixpULUG4B9olkxM1mEzF2m2+pbOWL4Yz+5ldEYjiUAjGVOyHd6THaRVj3Sgu4IR4AoNR1Y7Eg3vYyns4olVysRr4QawmSLijEcFHmMV1Nev9sQ/QLlQsol+OvyInEcLepYwBXVzM6is/rIMSwcQwrjPSF2xVyqaLKN3ApCu4qw/nlGsmCfnEiUngmvLiw8m4KlIAeGJI3Zmo9cQ2tIxqu8kdjTcECPkgCuNWOtWLsNXdKYuJSmsqkBpkcQI7sZZ64dKH1V6mjQaHglVqEH6pzIbuhtlcZ1LjqLgS8SoN5TJIGJTs5B7isOKByywxNBVMOP73qK5mFhWGZel4TQ9OkrDm5jOHE2SxN0rzEGC5Z/W2rld07l3+KbOA58OIENmhBa6hBe4FCJ3y36g1VvhEB5SJ/emXSecxiwg0B0iVEx3TMplxA4S56igFRKBGXNnkuPiOzSRsYtbDApBQsGXTAGYzQ58SIZWJhc6wwZhOOI2tVE3IXq5sndpLy8GzwkHF3E4zDW9RA1UCCobllwS3tUQaMCU0pSFnxh+DDdtguuSZsWQ+4yW8lI+8WDJhA0ywsV4I5PEFMQqUriyS3s0xISCf1jJRmAQcCx5bhwKi1j4UYOIwEC2DWR75/wDmwBhBH6lLGEERcihtmZ2914YnA3tqUvNS8wxAFoE2jJhcWJUZRzMBjpOVhglJzSyGZNe5xA6gQZSh5r8xvu0GJwuGQ9H+JcdUXLVj20htVxCn3KwXiY9Eh9d0xwruZErEZQrG4y41GpgjbmXfURbTB+A0+4x9XDcbLhuvhlGXLChlkf09RMYvLgvUq85CCLJbXuGRRT8EWD+q+Ga0HiAXNFzdy/7w1pwP4gA0uoF2pUfj/adbZfCWvBM34lPicQlgzFjEXUHZwIJCau7O4wupR27h7htBFgR2URHjItN9zgrLD8qqKOoDq20yzWhhOIlfSuYunGNxTBlqbk26oGotYycRdsM0dIO6LYn8MLJWiZn5kiL3Np2yvC0nG2ahXKoeUGmu5UQC7mhrlEtXeZQcRBCyNkrWPzHivinKEjqaty0dRW6GJrEbQuI2mcYFzDAvMov6mkOgzHSTj3cflznTAPWlzhXV7/7E+iw9LELxy/7qEk2A+gZuIGyWu+oqkqxj1B+mfK47CEeLFfnhgJ9pKN5jO228QuJ4Y6QYrn1KD6lzPcToy0aYXadnzFqVGwO7pKUxkNR+GZLohUshmMnSRD4Mu4W/DDwstFxibYe0cgyzlU0KuGzAPRbBhaFBbRQEHS0u4PaWgymJXWCKlix0WyYl6hrQZY+TUojnA39y92lP5EzoNUE6kY/Ebu4B9JbFeAQCKaaZcc4seSjMdBogA/01oh17mDSchKyspfphV4PzzuXXQo+of3lMzDW/E3dTfF+VjHyQy/6zkwqzx6YiNx+74hmQ1RK7cS2zJKFTPrKftLj7FsGIw1KwTDEIcvv4jMV9mLtEXCZjt1cP+05krVxVdZY9RWFyQrXuINJYMoj7lHd0uAwrS80zdAXEAJXUzsypmsWvtinLHFzYuQ0YjIxVqWnbTKRletr+0oA0EG9yj/1UapyMZ2acsmU/rEIOYFagAvWEHCDujuYmglj3rlJ8OZl2CozhQdMsJ8KbBCh1BUncPnXAFf07WKwgH6S69BDuJZuU7uGDyKrKMPbjNzDmkxuP8+1fcxcHpcsz1R2KxaN3/wCiuJVx2f8AEzPOHD9iKIsQMCKXMoMkMb8QojkFwSg20dQ0Ad8S0jFR2S2z49zfhAlO4nsNytEXxYz+SYARGHHpnxGgz/g0yhdNELmyYwdWCJsMe1imBlW4os2PiAEvJDuFMvETriN+XU9T1Kv9YGSnrOYSoWhFB9sw3vo8SlPucTkBZoaimNu+Jl5btALAwJV26p+yH9FQPf4hO4qYQSj4f6VhMwhIDUHik9DNu0r9orZ6jYzd3H+kAzCA3KzLrYUe5x4slji5rSGMGIUOCOadQ+GfGmIZIiRUmcpaSNnZyxUQEwMjH9vV/wAZe7OQcwc1dJU2F28kwTQv58OoNBmiCtTFCWF8zoifDg1aHDc31EvNEI1qtJypmeQFtQDNspGbmidgYzSRVPUqjFOcxXY6iilE6lUU04XFvhkePmKt4WLdwx9HXxBR6Y+Y1bt48NIIfqZ9MygriKZgxN2aeR8rKmsuBAEfNx1Hu4gFNlT4Xb6lwktf7pR0vU9VCqciV2/RAyCmV3CyNcTRKpL8FQCUmRqUnAuI9QKblZCy/DGkT4qq8jmWSxkwzI0eoVreg/3mbhdvc9cbo8RK1k1BfO5QiupmE1OIxzEz6ck1L9JwriHI4faVmnSVS6xjJ6lY2nvDSHtBYGtyscgmfs16jctjmAbHo+sQTmwVM8EJmGcYKHJmH6q7/EG7mv3mTuYHPhjjLqEWA0Bp9jqo9nh8LU/ITRKzMOjAS8nubV8Suhm6wy6l9V4lnwwH/qmfFxHiU69hxE1cUy3lD4QqVXl7gTTJ/wDYytRGSK6nAuw/Nxnu8y9CpilfADuCFOcB3EF/uQGQ7cRRpG+JLs985SjO1yVdTt3buWMFO/A3Rd6ZkaczHYS2XE/AS34ioi+FpCaTOdriVkqVVoYCIwy2qVtKvVyxI0lRnemPpi9dcGO5RjpnL0LRg8nuYS4ZqWdoo3WyWWE4wxDgH5RamGUU11A2/wBuH+tmPXiURpuJcmVG9u2MCtN/2GU1bhidpmP5mkGOIiuyNEwDDGUWOo5jv9D3w+JcpZy8zYt3OCPwPhGbmWbEWlBW5/HepxMkhej3HC37X6YxRi4oq7oiQuBucRG/bidW+xKfG9MJNxKpjafMsetJzlpfiU4tVDk/4JrAPcbNDo19XSHj9rL8wNX+sCW+f3cz6lKC4qbnCYgmwNb7THA8jsmkwStce7HuYMc6+DEpNq+5a3+cdxOi76I/Jd07gYVhc0r2EVijGMcsn7h/FOIKlxiy5uT8Ss4wlrgHKz+IuOSB4pCs7bPjxU0ly5ZL8L8GVUsQZja6ZbqVCbe+4JfA/UTCkJS7LyS3GIipgQGVbt3K3Yz2iKwujJq2CyWLHlJVJr7Kge4Kdj3C4b6qo/lQEwOdIrUiJu50MDFxerLuRQvHH8RqKSctQ4I5bfTogAtt30Qif8HEqKqV9y+2uWI56W1bEuW2LcpSriAnqIeof3/8QF6ekIE4syueIvI/jyvCuzZM8agA2z4mpzFYMFYsfmYasy8clJD7e4OtwLuZS9vxGqmgygpQ2Qcms/iGhNkoU2DDtsm600RnJ9kuzpgXWzMQA0QQyeF5iy/BWDB8NgfBMmmYgdqkv9z/AAh+ym5njG8V2owl1DUbu0I8A0hYQsoHhecDlCH9XPNP8eFmo1jDqMttbpjuExi5Xax5D/zD8I0Zjcwpd/kMt3/Y5HmZK3xiZhO4mlRFcpSwBrhqO8NQQCKS6UfBUL9yq9oINNBSJj8TOgg2w01OkxXWUYsbtQNfuRqD+a88y3e3UZwgx/zGLYgY1f3zOUkPX/tQ091Kliqr7qX6Fkmli3cUelPEcSrCCF3xByQyUZXuNE2+8ELmlkcQtsBsyt+DrBLjI9v0t0JVS1J3LoEhyQgvVrn0wny6Qi6c/EpplAJcOQlLWriOGCAYVUQDXYlx6m+v8Jc/KpTXMB90dVHMDM3hae+u4KhNy25+YDzmbeYLywdJfuYQ0tytHiPSLkmBZcLi7zMks97sgRQBh3AB2ddpLF8rgBvepbjBQJSEycK4SKnVhjYDcGLhsGkBtWdQgstgWziXega9mPEjYRyrxWICTSE1nEYXDfYmWkou5jwRKMlmEUFYMRf3gLI5hiKttB8iEAkTEdkYVDFz0lDMWpsnUO9qWWzk4T4lxF33Lpp4cTPtmRl/2/QylGoZmWVG3uIyhhLhplmN4g1vWZdxm0rw/wAhN7gZFv0amOCBWpd1s/iA5hugvlwSpFqOT7IG5qY82bmWas3i0xXM40Slnsl953K4xxYddsqWLeKgbyrl6grKrFzo3iuI6uiplTZMi1q61LE33MiBXXc7H4qVNygW1JgVZglaKVsVRxZWwNnhl7/1OAMdxwl3DtSpaZtZ8SmhpZW2oGa7RXHcCAPX83Bz7KRvNLEO18D6JrFLtjwvul9R1+qwwPxzAFpqWpL6KBbuD7lEHpiolhEmb4jLkD8xaGmcwBlthb/iADKZSCXa2eIXrhuMArXjEqgRPAZkQWSDVmsRr2lDzLHEJSFlXkluByO31Csttrf+nj06/wAeBSL8HuEKgOqLfmJqodKR2l+Uo8EkU2sPM7XOIyWB7mrYEBZRis7MBoKk2YlmjuAYtTEu/Rkw7a+7uUiulyTAUIQptpTgZDiKhkz1hlMGAgqUtRcAwhmUay2R4hCEsU3UdYcEe1Ra1xMJ/EgxUtHg0Q6Zp/6howgy7Ya2TAQCna5q4+EGxkx+BkPI4oQpbmY/nlM4/dDmmObBBUZMtCTTZwxk8AE7FsLkNmg/EaStzlqfUoIRZjcr4So2/kVwDiCzK+/ipfLjuX5BaQq6OYNTB06ZkDR6l1uaC31H2WNA8M+oyEmHD1LEp4L3VzJCbYH4Rh/6MoFQYe4523wIZzFKSU/uIv8ARga+KYA8FncAY7T8QHxEG0Mk2C+o5Yv6T0abFuogvJig5xqUISiE9uEE9z6TVl++S1jF73+YYtCG4IQafEdUKnEqbJRzBIhhXx5dY8hhHmy4sAlyfknViS4ORO3IJUgNEpTxNTRZUFEl1L/G686OY53Tiq+WZLdtVPll63DLABUmtvxhvKv7qE+kRbCNVyIB1go2k4SdieOD1cHYruri4w1B8AbE4iyeqHMLjgFkR5tMGnsw/UOUqvUcMFhkMmo8SZS/jn+J8j8dermc4VMC1y5GqQEa7EpbO9D8S4ZQRLXc5vpDubS8kZbwOGbv2pihA8DWuTmcnOfUpPmMwTRtCFIwXpDUGUE3a/tEx+i0OuUB6vtmb4YMgEFEANDMDNP3khjL+F6eKZvidOYcz4Q3KOJ6YyspO5OIKfJwGMojKkGMgjL1ZsmqgQfo8fq0VKVgbIyvcUNoU7i1qqNA9RqicDnuLe89xgEbZO5X/wByiKGi+Gv3lPG5WUuAwk0Bg1OJWCDEJUu2QgATjXohRKuvzKV0kV7G/wD634rmzxaqPnybTseoupW3av7ynNpw6gl/hjFumZXAwkW+wF9Eqt0fl7fHAR2RhW5Stjb4iwwmZQjOWfFYiBpZvJe4Yw/E1uFJUg5kD9J4LMYMouYR13plQ8cWuPrwpqEfn0QHZ3GOKKdSyBtcsEF5G2oz3dUKyWVqHtHUYAlOCM3cAu5T4mDbb5PuXQ94gkKIvdEXMHh9zD7EkkoqgeTqAOCXVlUyRiM9UA2fXxACzu2alu7+HU5h3b4HR3NcTcpzELWrsS1syw9zmEgwlF55mEvsOgWLCEhSVrL1L8RAkE5Syk47Rzpyby/zFCZO+4dAlQ1+X8uEpTeIh15jfu17+8uddpTSAehl8xJ+Gd9iGKwp9DyTGPhHsnVbIdVK/MERWSNwAfqU9wQKm2GGdSkBPkmSoYf5iWSGtB+Itl+L3Kel/LnJAzKZucZUFEx4LTtF9iGGZQMePA9CdoIYG5kiHgFeI/rGGVcQFIFXxEqdEF+4hhvrLWPAgwVpEZDaaZTRGRpxMJHQwKt5ir6XiArGoWBNFTepbZTAsvi8TJy9RiIEK3HZcczMPVXwPT0wYVGhXC1TbBO5UyyB3FdjCm1rsOrjzaxqCyYLcX8xHS+48JG2GiDf5guvGJZW7ZReUWwFZRicAAEoRA7ioLDiJ4FBB4SLg3uZF0mfaiVzozRFXGnNLlX48R0CbjIuCHpB+piNm4QIu1EWoIwm+nDuKk2gSiz75lMOYFA1VYZTglveF6pwxLizyRbQS/xxHIQZ2/ETvmWGOt/olZtZgDlHUehUx52vNxxQMCLZvTd6jXF+qx3KKi5fodwaCWtk3A14FnOo1caYtLIRTNS0zKUbpm4Oqt6+Yy1l8kF5WgH4heEdATWDUI0AOuPctJtjhOQTuCyK1xFIHmUltIbmrnaaKvZDJDwbimOZrx4RsjglArQEalFQ2QouwZSPmSMCbAIwuVlPb47ZhL3AEfrlw8ywGCHdXLW0P3jd2OP95TEqu8X/AJiYhmkrlf1DvfaEZiYddF6tcDYe2lx8Fv55mi8Ji+U0NfHJbwTI+z/X9ShjiWhWAVcXTmVaVBHqHvn3BldpPRdTtrFwsZUnIbA0YNENXmxS5JS+NwyZPhi3DlXB0/cVhacy/KfHaGYbIWPGls3FiqrxoE2hNfKXfXgqGalWbS2BrNwSqxiogVZHEciqZgrco1sPtlK+pfbJ/mcGByyzDipdFSpWETySvhgnK64EXMrBWfLrEA6DtEDnWFgfLXcFu3MoTDA3a+02GlH4lDuTifA0QYLPE61P5Cv4ZnXyYzi6JjPGTFkZ/wAXv6l3rddHdlSUgf5jjj7gGvzAikqGJU6ROUZiEQ+uJsd/4TvlbeWUNR50uqmY7qDcCOucwnjUWEE3uVIXA0WhqtyR3DuhVzO0lTA6wX4vwhMS6H0GlsAv0TWktyX+JcOoVn8zAYS7YsQ1j9szzWLG2SOiklxcAoRaN6lcRSyc8waGa0y+bQrRekmODBGAnT6n4ioGmKjXdtNw2JSYDtgqdR5zcJdlsUckVKABd1EtSpJcviTcCK3CnZENj+ao+K3WYiurLREqawOCw/gmxczB88SnJZW+3qppgEiE+e9Il3VrKV9rDToq/wATjFtur4hHNnOovU2d7noI0rjTBgMHYROL9Qpmd4ym0aSbH9zubVArNSHzEVhkohLvs/UUBkcRNHcy4gGHxBcvUrJauPUzvqO9FyaPSVRns1vcX1s07+IoqEgb937haK1CXwiCV6ix/fUP4IqQSrA9gS3kqaG/kgY3HTSV76bd4l2KitQzzpCVDf3ZllHg2zOvOOFHRL+w659DOfDHkHFOO7gE3zJTp9xRTxFfuMIYnU5+ffgLDkamkWIGwX/MA3kk+4lpbzA2KuMIJXWgC40uUwGZlvTj4B4qFylpovMW7ZbWGiJCT4jQ2ZpSj+UD+qjDHCGFTlFgaAEVp2kC3tOhGehVVFo7QYZbYL40sf2YgDMp7XRKX8QCxZ6iAJWLFvX3Ahb5Gag/eJxV8Q9HzBDcyHrna/5hhYDxg4z8mI/1l+BlGH96LLltHPioCyuJr4i6CEaQuCwxUKK3aupwxRFlXi4Xtb0t6/0hvduNl5MyuJv/AJSjQRQNF6gMsQ6QKAt3AF1/MS1L6uPgaluK4nc+I2yHOquUr+cSI2DivtKKrjmLV4vgYjpwwkG/rZCDUDabdw0mrtWeo2lkLrprUJoqjg4MQVAgCdpr5lM/7JNxMRCWQbgcG9X6I44YL7IKzaGYo+QpBxAirqX6BGuekudKaiPoHMCUTSOCUCwFHonzcGYQZlX9QRqmNXgmZKyNVaSlzGy6b9JGiQshS3Cz5eL7YYOmXbGnsld91DoMTMIe4Q+N1G5ho9M5ohR3HTWJfbB2HHvEdY5/EzHw3VG7MXBi0Tu26Jh7/wDh8elvMMycIx2zFhzUVcbJcrHPQxKTmfPm1yxmwsGl7ohbKUHQPnqYErS8HxNPCFw9LzGcGWDGJoOADx7Cu4rLfyCFUhrKCAqGoDsBxndzAkrbuIxZuos6E0VMzyUu8zbuL3MHAYrRf7CCFFzLWNJkPU17cFISx53G3rnJ1vb0ylyyBH7cpbgdN8fHEVzVxsxUNWbhYZb5PaBTYgSpeIycoUPqcPAfUR6gKCZizMzCc4mBsdsSp2hVVucvqCurqYVaHiUNJr8bdROGOEpqlMS2ixJSzjIxPQWlhWpHuVAmoLRRR8kdwa7DMuDcTBxVnbCWfL3N/mAouklFRmsMY0x18piFI4tn7kqMpF+nqO9dqFwrNpQmsYnHuC9f3phpMQb+QcI5IWLkj0cwNIcmDcaZLxQt5Wp8qJ1DHMylgOKd4mdoDcq7siLWjsxilPxLA9rt9jInXARxXNsAuQjbcylCo4cggUkLBNnczlDbm4j0GfDQKLKNdxYIc4lmPQCN4XEmooWE/wCqVFxyf5lKed7RbqKWkigAvz6dzJHKgGb0t5gA1fQH0cQWrVji/fSUiXE2/i+YFhWI4LeGKd4b+CE1QEpykb1xMaXpEoIFtEKkztCh7T3KMVxVBNquyAHUCpwazIWFzOZapiYKh6zFzA2SaQELMvu9yvDneJhejFRNaYZlK4zc4h8RFncIVrs6r3/qVyS2EbNStTFIOoAnsluoYA54S0r9pVm/pl1VZNKblBTTYKx+ZdBDFBuYxjLdD9o6O44KaMfCAXQ0Ev4lJLTLO8NqnMQ9DuFfb6Z6IxNssMsLKb0N9C2Gi4GHXFxsxVycRHG2Lm9FS+C87q3n0S8lwayfx31G6XQAtOBiWNTRmia+0ZnezeWJhBX2TcOJpt8hBFcJy5lRy9ERsXom63TULYWDhekjwfg2b+FxIWrphQMFEqmJ78XpfeGYQbzOk3X+JqwNworF8kw8XI4Rx8dR0tnNnyQNoKVrE4nswDhphhAGvBqbG5cLiFemyUh6ieDEyPwxGm5o+ZymGPcdkfWsrkEaOxFLCq8NYLUp7DpEDg5Xflj3JmPtH7ypTO2zQaTCPzKGt+BcH1H3qIMQwl1hCOX4i89xGuJwG+SfJRZ2xuFawGUrPqAgkoch/wC1CclWpziKMgKNp1su5B1tCxj95ueYwBKZMxw2y9Uuf4l0eGY2kVl9wJ0Eu1X951oUTGs3mXoTtC/+lERy5NinNcwUjnQy+ErMCjI13DJ4gbarr6MNHpQCgePbuDbtppIvhNPMd4R2QnMZKv8AvQoc3B5gLA2EM4Zbrq73Lg6KwxZ5eDyxKW+Y4icKQ42gL/vo18yiDa7Jabd+o7MFK+wIjGgWrgf3QkEEQB7We4lAKbi4VyUkt9SgzT40RdLDDlMGJVr5CDF1c+IVlSwEN9FEGpqpoCdCB+CZXSI4LxOOhmVaOZdvXEbcLUpHfqd1hKtzwYpL6MrqlAcCONQMgL3LScx9GCmh299kY3LT5qD1jFAG0ZYdiEQj+kOg7PHNFAjlW1BoeXx/qIi/kuaj23oDVfwihldn95zM7scVL6vxNK0lE2ROA0zbKgxLKWnIWRCUR2gdHt1LZWsB7f8AMLjJB+dsSUsXhvOrlopwBnAQVkzBpO7+Z8qg+jMAKsLW7eXv3KlXZKnyfAVEFaAJ8n2YPyiww+uOXufPgNfH3OZCuvzEHNi5gS0Sfw+viO6EhNId3ZhJ1A6vmV162CLJY2F3bHFbGV90ibKdkFCNhy4UYYO7G2C/mD/eUzxzFDGoVCxsNStUncRBi5d5TbgXK8yhua+0Dohk9RZ34SVKS07nAAlUzfMMH8UwlJig+kQbJGGUsuWFtwzE0sToMGkT4V8TN6JpKNepRAX4ioA5Ds7rmZRSwxxcc31r8rX9kDpywu6/uf7watMHpm6jCHsuI7wtV+jcx4JV2nEN3PMN2jFy7yL8oWqj/l9ygQHDxFypTvc4F9mM3tNFCDbyt26Jbplzc4TOX1B4zHRDT18n7JTfY1fzKKDRg/7tlKoGo5rv8RWGx228G7lhyq8VAYWNCnwkBAg9XLHMDgOam0zmKqPIe05g7zzAsSne239pbd7Pb6loGnsv8xKy3wNM/EEDKNv3iMs6CtnyxkIbBXDT5gKrKHeGL8xOY1fHX3LA3EvK1ipiots+q/xAFY7PVwjrsuvUpfwQNT9RMtmZDMklGGdMLebcyz8WNOPcNXYBfEKL5gOiH3KBEhEKJtkGUQzlmV9QGdMoa4fmYiWpeXVeJZSYdR+UubUmkXHDVtWzsCGyuZd+P/ErtjPXQLKgUosgMj07IaqrbRg1tPywVFlFVhAwYdlUphn1B9fcb3wfiLGBYZRNjmLWbRWliz3zHQE1oFfEGtqGunbNuPF/82Q9Ic/3jzUPiG0noYluqP5/aWLF/A1/MMEEu48LN8Rq0rqByTXUDIx/dxKVRLfbZawNxw5O8y1tjU4y2+poKtsOffqFUuW488cxvsnH2T8JV62T5V0lgaUnFe4t7kNOjv7ma6NgT8cakxVu5SR+ybs3oULd0LmYievqIaYYrJewhn2EduqlAu02tusywWDHgg0/vPVOQxfOAlBnbfBlgLiIHEV5D6jOvAQa/AkZKl7cxqwhCPiSFpJpv7w0Jb2f3mFE0tNRirQ0JY5QXPxHuYrKmhw3CVc0krEE9QNwgCCGvIOSYELnGT1KJ2qaJGksbtce5kziHxA23H84UnakEvxB0StVqsJ1qOcVXwlmquElrD0zHIiDk9J6hgeVp6hg6GnuBY69xi6HscxUp/dVFYuxAej5zLj1c6Q5iGDmch+Yf4I8/KZ3/wADEKzmrqloflqIoF8j7fUBft2pslnKKuvRGAa+FVZkHeOyJGPqRv8AaNMRSt3fEoGkZlQKhjzK0w1uBcaiUz4OvcKsxAOkptsM7VuJQWPa8BuUOyUP4yy24+Yf2VCnShmh/mUt1xujSP7RSA25smWIxbFZ/wCkvmQNC4T5/vMFWpCVBiLEfF3KVNp0WUj7GX3FYOfqKb8kYCb3DjGQxCpaoEGbf0EMcCRr2dHxEUqGhF9xcP0gnUA/L/qVnRASOX7S9h0KliBxOWUOZf0IGemFRGEpvcrZ/MHQfsht2xLdb+YkWj6cM1fvP36gyA+0i/M5NwYhNHVbWG7+2UJmAUpkb+GF9Qt3fv3OMEQrV/xMoluSmOafU0XW/LKvsKhAvmBf2wgTDzGZ8SxSYASHN2abYATDFWxX/wAibyhq1bRLHLXeoMvcxJUanyMykBOLNmYsUEm+F5r2TI6q8ZHg/UqHL2605+o5jdByx8/MWHiBl14Zgjw5ihLzt1HVvrAuclsEGS7fIp3KtHEUmkzC5qY8xWeK835Lly/OqZ8AlSxrLD5Kn7ysHj90INStj06hQxrUG9aiE/JmxfwdRqODcHe2bOpcumAWn5IbDiUITB+1RyoY5gMn5npLDwD8wG1K1xMsnsj6BL+2K/MUbZcVnI16h5zf4zL7GRd8pi9zV0HcPpG05IPQZ57ifKoILUM1HmSqo5m5X0RGHIi9EMrfB1KxgaFBrj7maXG8Qt4dSvxwCqK4fpjluy+RqYIHg5PiOTunkugdMBJQUeLf8zQRYHbUD0xp+W/2nzt/ibi686pmFmNzfSCrE9KUEDN8XCGoP0Zh/Q4hyPcxIw7z+0W+l3LUrzxBpPl+4cjK4PqXbRpr6gq4Jmb+9f6nKPF9JgoyzpHNXzEFJ8Tc+e4HBdkJYXX5lFWMrX1Md0+4LUvUU13Ua8ajf6D9pzIwj4+lwm604qosHahVtjMreOHA179eAUQTU4I6IaY0bRkylxO0F6ha4S8K64nI2srf4h8ZvQGFB3FCm6rMSgCpwVTY+mJqgqX4oRmCw1/sRQXiJRxajZdwJSa8qgS36liyyY8V/UNfL4nAIqbu36nQZl6lQ/8A1EUgCFsf4iqVckChWiAz1MDhwwUu1v8AzUrXeWnplr78MVwJ/E1nRNWlGTZyfzAvK3FhKts36jqqfMmodUlkoUqVBkrUDlcRlP2Fx9wGNlX9RlxPVNGARIXKyyszl4EPItBEVUJg0xArLf5sRddzOMI/EKXw8NmfxF17zKs0cj6mcOf4Qir7l+GLzE1iCjyw0fruLLjCCCBly/6VDm5YS4eePiVD8OFccL96jr6jELxlqDGMTSoUVEdC1ZlxHgNGdQ/HB+Q9zf1G9x4ayh2s9xORFvkoqjUPFGNQexw8x+1PhK37jOZ2iXgJZiNOYV67gsWy6T/dmsD+0CmG5VURqcIwi5l4hNrUI6IDXudAnQxAG2T0OIBx+ZUbEY/tkrPyBOSbAadjVqaVnB9Mvwb195jId/0rly4xYsq48DBg/wBO/wCl40e4xYmw51DNw8nbGDs8nhIrgFrNS9yTctS15dfJHLfrc4BTTLrTT/2Zav8Al8QyUxaJm5gEgb3KJjgzLM5YofcFF4QcU/Mq/wAPCw48sFA1yx5121xNwaOKpuSvXUuQw7g4MS4b8OoYiLtZ2oqPjuPLC3NZmXhdFcHqU3pYTd9/5nPmMZMF4JRP3Iq86gcqCpWfRDBuJfw3+8OigMGtPrj+sx7Y9KPaePVK+Cnxcv8AoW+jMYxvliC51BtehMhBGE7miVqmYaQuVkrvmEot/j4l5jnEy+TmAlJqJwY8pgbuciUqvOSZlfJKhMXHi15IXyDxaLu46B9RdcmKcOY28GLr1C+H5oQSFq9wpEEVcZa0PuUhWxnbHgQ0ozriYqlsZ0c+WJrlvkxHhY699DuBQ/diKG5YcP7Jql6DCQ/qrG2qPRHr/VRKPJUqZmZcuAQ7IERGLuVXiGmvMS+K7/xH/glRK4mjg1GhsmiLvMT7IlLd1xMFuI0G5Vncdvc/IS7FZm2cYlRyx+oMQpgI9x6LbzEoawaTvlneVfFi5btHaaBrVyypdj9Q2E3XNxA9Adt6gXvHKpjwyldaIrT1qX92gfY5qKqDpHX+ad3V/JFAzFnu79Ir+L+ncuXFjGMzBrb/AOISgh7jc5bB5LC6OZQwqRN6qGiphrBEe4nmUCuLmhMNqYSYyFlKeoy05i3IzNGtRAgXVhX38SvaelgPy6qGvZ8A6hmV4nJRWhsTTLHAsb6xM4o0N26jMQqg/GI6YwbKJdrA+yOoXAbG30kcPPtjjDMCFXVhKMXqG3QmcBxuXrf3kNA6/VcuXLly5cuX5dK3BkcvL9F/1V/Zm/AZaIBouIeEqxEAR+yiBhrB5NT9yCFTUCqq6L6gIr7mV4QO/wAxLz9Tc9S4enxewNdRSJUjQ9I0ukj1wPmZjVR5cKv5mRBjBKM5cB9wKRjtf5mDgMQE9f3DqreL5mnlW7z767TanDW9LMLi3nmrv6Y00COqGxGX4DnTGqWHIEXldqKw2ruE7QHmuXLly5cuXLlwAWU5hBBT/wCH9/xQmLuZEcxRpgCXAXBcLgYCdOIdTBCXqUQmemFeXoy4rjPi3S6ypUgRoECvDNenPQn/ANlwG8tRv4hOq82uv9sS/wAv5iX/AJqUZkvTM2etyjsTElxPlLjoqdRL5NXmboscoAszGeZ1M/U3pwTpIZKNFhXP36lQGrfw6l+rnyxLxo65wvHhF4+QqMy5fm5cuXLj1RtSAQ81/RPF+HXxxUlkEZ7lQ3LmfI7NwcQvcP7QUOnxKWARHR84Y3HMtOj9kq5hBiARiLhGalTKEjGOuYH0xDPkWGa5M/vA2ha20cyqqO9LYPjR2wDu54ouXbWZflGdPENl/wBVHmVc+pmm35G/2iwxY4iqnTj1FFsuBaUoR+0WX9OoVSZvxqBVTIZe5Y+iZzYwKfQFf64WcB4MTTwztE6YRN8fZMpbKIB4xKJRExUV/Vh15qV+tfmRnGNm5STNqDfFQeKLcCUMR97gx8kbIa3Qy4bFcYgp1CQmwvUrz8Bd1LtryjOSLPmK12wp3/zArW5YZBxVUGubbleWZ71cAY+PBveoRJCqw4uUDarOZQlEnrRaC6rp+ESStsA9I57QlDC+Rf8AiX3yZCsXVvuYx9Q44YhnWKK0OTf95jeOf8Eyg+HxV/pvw0ykp4UzP6CHi/115zHD6jdbmKCiIbKzU+fvjMsHRgsuIrCsTiAtbhie6tTfivHowg4DUIb34fAEL4TJ7pOQiAz6qaFe+D8mal+Q3D/mqZMWvt/tP2kzPcs2DD4Y8ELTMBwtMLX4n7vpFCsbj/CZcdsNHJUWEwG+vmJaIsbUcszbpa78sblme4btG+zl+0Wrsmf7TIuIzD9FwSv6VRfAlkvEvMawikH9fBKp4biDJQhywQOCEJ8WT1K5DUv5KnPe/cp9gJXhmdWfUeYH6QZZG13JUvbk/EUJu87/AMQlDWOs7cftL0qaGrG5vh6hxZH7xlcZwx2EyacblEB6P8SruZK7j2dL+ASjyYYub2sopv6h4YAMwDvxtOEz90wrzF+pShArtQIlor/3UJGMPAfNy5f6r/XUqV+mv0H7aiwSrEoZnvDHG/AzGvn+e5Q/sh/FEX6iCVMMWjyvL8abhfvDj4QLXYEEI6/QzAPJZerMyhbm1dYp1U0Q9rmBddFVbb8+4t4986lhcjLOga25pxZ6udxrj4jtVAN0r3LuSrRWbfXuZ2xLaF65SsCveu9YDw0w3MBCap+4FR9RhqvAvQx8lVAQdB6+hpl3Ec3V+YSbhu/DuJDw/wBcD4P6FkxBc3ie02ZmBFxBmVfcoLW2jXqYhl3DRspclnMPQDjx/fj8y/D2wH54galYCGDl1+ipWmany3a5qKX/ADB0K1F1E79kJ9XTK0ly5TbNjIE8lwHtY9Pu+OFYx8zW00HPIRguwmiymomBoHV3ccjgRrZ8wSqiDKuou9xBhBvDwyvaiL5Xj+YKBQ3fR7hG9YMo6lvAuMuX481r4DL/AKl/orzf6UZM3U6MvQq9vU58X/khCGiz31CCcpYEBli0aONQAfcI/oSs7z4e2j8ImS71LXmKl65Vv6g28br09w5SZfuc1ZYMhkCOlDmbIUzfp1Ut76B+eXBbpgRx/dH4xzOGSaM2UfzLcH7UVzPn/Xfolje5z4p8JUItAfcQUXofIGFvMBTn8N3L9Ox/siOp9yvDbB8aeELTEMf07l+Bly/FxcQx+hIspjZD4LiGL2vuBlVSUpolN2fcyK3UPw1/MckKscTYcGY9LWGVzzM3DTOs/ufBw/wJSPUWX+j3IyfUsiFjBWPKhUDDzH5SlXWke4XHFPH1gfNfZTSoUEd4ZXG0yvqBPJEQNNLCO4C+GocyhP8AmXfXn3cHNI08+4QwBln9XLCV4ekWVXgaTwLY48Uly/6LEuUlncu4J3MSyUjN+5TuKU4ZTcvcW25G/wAQOt3+0TECiU3uFpzHjhXOPUyuKjdUBB0a+INxv4VBsOCkIty8W4WABRMSyV5wkV2BBjqftlW9Sv8AT70KLb20cvt7gvNfN1zMirVc9ngaF8QGCKgxTO9/Q9k1i103GTP5QOLePiFabK8BwYYUhCmlJZt2TAgy7PCm5hMuIlalgNeJtBMxZlxJCR/TSXFTfy2l4vwW8SvgioNSstpl/jDqbhFwrZQBY4HqE1wywnGoIP7QqGjBMRLmFxUmtLhS01rKzSoNV1wRSTJu9xXNq2HEC1wX5x+n5TTDxuTr8Ym+1CvkqGfDg9sVO4kBbXMzPMVuNj+NjLrSLE5HIwVvUpI1Gw/GODifa1nr1K0OWvZLocqQSZ8sFxKS/TLo7gu5xifGAJdzAeD5Qt+JzuYxIweBBZbLZbLly4xghF1le4zDiM234Zty4INS6YfGDEyIs+pn4mBZLR7T1R7iBQLncFkFlH1Nr1we7hlGTX+0L0VG9VKwdQaev9AF8KXDlKkYJs3BhgKnOGvzAiK1yr+0KpuKTPwTPuH2oahWA0a6PcJAZizUAoxm5ULzGBAJv4CufC4lzJMeK9xAFIlQiFc1REMPiEuMuX4uFeGMo6lHkMY0illx87W4Zj/nYKE5mtQqPmWH2xPzE5lm6uagI5AQdaW+kSoKr+T26msaKbR3L4eyCk7nHnPnPcwT5iiy8MJVYUFTHDUfLAfG/wAzlwAzskNubrSbyFepUA2dx+QgiYl7PgSoBMnjUbjI1owgbiHgohIA7gdRCgCXBIy4hG4MuEUkofpSJ47DklMqGyaUgVj6lW8UwiGDVwy56gJZAmTnc6RjuZKtQIBuHucgAfdw6oGWufcuZazEARXuEvxfjMrO5mPbwdwsSLEydT7lKqq78f8A4QQs/o6la+gQdFRvlZMK+pye4RinMCExl5ZzAXI1DhxB3gKxB+PEZzKTSNoEYWdzX6BKzaBiZ814PG0YVxOn8QYEqV7N340C5gzAVqVJ0y6K+VYTLLJtXwixiYN1D2FJitP/ANRNLOjv3BRthg+sTHewlrAttgyjyreWps3Hxm9xZjvxcUIfCfy8xfZW/C+Rj6m1N6lAfcat9YmH5mkWOI7ghxFZ7ZpGkseJuz4CRKTXOpV5ZxJgH5h9EvQQYWOISsvC4EX9S5ZLg35EyqVYSrVyirctUAHEoGIsYbg/KFUgQ+5fiYp6lzfHcDA3yTtYs/sRumKaELB8bhA0aTEoK5hBI0YpKuJSk3AM+Ql5hbHCo6jituqPUdI/fewx/SRDBLYMwPAMZW4FQlckwmZYEdjW4kQOKcosATDmVqFjEDMHPRwTOXjKxUOhiUqg+eZiU8Z8cxIBKSkGI1EVDJGxLXwyttfyhXq7hpuGu6dRONjGzSvtqUD6i2bw/wCZ+bhZBEiJGuh7idQb5DTBa24nHEx/qWBNoTZIBC73PxjLY9SWblbikNFCLuqR/YJhOOLbeY28F8j5uITiFSUVqUtqoU0Y4nPjqUmvCqWPEaTcQ0xFw2hFVLj4EB5LeFEofIxaIPIxlkEuA0jC8z4Qc/Epw13Mn7hCrEGD0TT1Bsn109kuXcAh4oxWble584VywDqL4DM1yVKBNjCLpd3yGbw5Fkwd6y8QaS6/ebHu/G4sCVKqXKDlLNXHxl+KiqgRryqMootZ4wfUoL4H6FwnMrMxOJXmon6NSiXq4phZReB2NTGMwGYhd7YnwMGIxi3AOyUw9vJMGJW6g+3wJfpLcjPDaw6hNWW9kv1Pbs7SkAIBQdRMfUo6XCQ6x8SgngfgzJGXAiI4QA/wh6hLcQXkhcaIl6j6xN8kYbjTKXvwECjVFriZgxYeXwfqRHwYLl0Wti6S8sxwzAp1Nhk4IVUUamHxwgeHMH3CyZY2Jkl/mX7SjTb8wQdTDTDvUvgmBolDCXblpoi+JWaMkTLRMqAxiBvXV318QcHimfGkdQ6BEwombG+nhRhCXuoicw3CxUtYl4GG7m38Eu1UYUxiQP03L/Rc48V4PZKxMEeRFwSPyIsUkDUFOy5r9oHYqYTMohC1UNUpHwV+i5uD3LTXg22Ra7IP+qPKM5czDzE7JU4JdDRxCFnQe9XAYUt64lzCgnKe/UoQ7FLnshx41HD4AeYDjEcEEzBXklTMTPgWWxN2Cc9bGXEOiV8ZhljHwS/1YlxJmD45g8MY/wBOiINJ6IrhJ5zGQBvd5gTRUoqCGrlHw14zFepb1BxBjcRy8CVWoXF4RttxA9hFZKxXxzABBVFbMRa6sTeP+3FgqOXLfcJ0ms0g1NxYLrC5vCMqMGMqD1PRDUdEDlA6h1IuL4bfoJXnf6GDGJMJaZbgcRpz4BKSkpKz4pZU28V42lMqU6iSnqVA0jm3mBJUC4p4r1DeIFtS/gZ/oU14I4Q/xFiOSMXqfGX6Jbkl9TMJTw4lmGEy8NT3iBUKjRjYiPG3kJSWy4yzMPDOZxDwPBKxBLxCUywnvuD0h4HyKeFJG5RKJXhtxK9eBDMfBfUt7J8yzw1nubZgTLCCXIxUtUwbjY31H8G4jBfFfoCS/AYjzgSpWV5zKlTmMuD4XxxNS4x8qnMqBFcQPAFxx+irlojK/SRJUuJvwSfURAzMGUiHxWsqnOZU6lAq0NuAW5WzHnCrvUsKvxhs85aEP0Im0C/GkJaV5ZmZ8HlDKnzlQ141DyI7mfA1DfmpZ5FMBUPEwkSVK8VKSvNe5T4qM8+L9lwVr94aSM4A9zIxLcBgIjoIbmAnMcqIXVrD4i8XLYsTwHnnxUZz4x+ivDuDEuaY/HENRIzeVHXi3ipJcSBEJ6QgJUEVcUlSn6M+EZTU7IjiVKjKo9Ay4gWOVmDj5h+1AW/UuOKa+I1NrMMIlbEsQIFl4iIrxM3hTED4Hgh+ivG3xcvwforyhIUl+SzaDB8UeajnKwJUMDyxJuU6iPCvUolQwT3CyPgtBL4qnqFhNTIl2021Lo5IjunU4iYMUqmZrCrTt4qFjDt/LMCL7g2EQJy1FxDzVuPG8/CwipXgfFzPheGY8V4PBvw+GETxiCcwh+m5UrxR+mpiNS414t8hKipXjMr14TEIbS83w7IvLBK+JWTaL57hIDUpAko5JqO4GoqlxpCLgq5zBlQJcuECai+Cn6mUw83+qpk8B5Ll/qUH9F+KlRJUrwpKOpQ8SiVFebZzKmfmqVATMfFeA+Cglzb4K8vgMblQPN/01/SMrwMUqISqlsvwrzVK/RcuUvhUzKZUvxzKPNeNS2ZivgxLi4zBlkSUbgU8KnEshCVLgx5iIgl39djF/QRslSiXMRrxURM/pzKZXhR5XLly4yrl1EMxOZUzMRlQI14ULj6gswyo4l4hMRJXlJpKzEfEK/Rf9NPIhJG5kgJFIRl+CV5x5vwMuXMS/wBVy/GIBIVXipUr9LuLCXLn3HqZyp4rzUuXAhDzX6r/AKLBCJKXKylx8CfqMqY/oV4VKmPOP0VKlPivFy5cyyvCoE48MzHCEzNpUpXkvBcvweK/Tf8AQvzmWxcQc/or9FQqMHyvSJGpYNRG5cWMIvivNw8VE8VKlTHhA+MJSEXDUofGpxHGMXFiYMIuLjxfhfivGIw/UTPhUloSjzf9Gv00/prxUqMIItQZfli7geSMXBxBlwIw1GpiX45yngQg+D//xAAnEAEAAwACAgICAgIDAQAAAAABABEhMUFRYRBxgZGhsSDBMEDR4f/aAAgBAQABPxBBtY350gskDx5Y0/AbGW9icsoGiCCrFEXDZb0dS65l8wraXKVEixShmbV2SobZGgKE12Ik6gtQC4HHcphPiC1tKINAOG4xVe9Nd1Cy+7vcsDLWPHMTAQBAQywpVEQ3YTJUGB6gauQnaWN1/wAtf818PE3xQoS2GRXXmV/aqnTSTE9KnDWDFLAkKrgqaKgv+I8614LluiyBM2DU3FL9C4hgwKYlohC+4/lmyEG5Y9V5BhJl0utGUV8RV6n0zBoh4/8ANjJpgQ73sZIKUK6oiPAIQN8Mc0uCyS3laSyeAGJBU7HIlvrWO/oWbrzBq2CDQviDHjD7ZdWVj6YXYHKHAtwKLsgvdo8eYrWK8HcYG0IL4nVcFg33Us7epW3xDMTynbP+6qMMKmHbKwTluu5W/wA57PjVgCrOaiosC2foSzFdQ2EaTUeSS2qcem5dCNsuFPX4TDEEqHIoLRBUVk4Qc7imJWMOJ5o2g96cxJYlC/S+GC9Zr/U+422qBsYjgwKnQfQbiJI6uHII60IOpqYqQtd1DKxEfdKpkV9ku+JYXr+YQU1zgeI/jqyUUMzaahDvFV9MdG6xEeWwGIJuCBq+KijyoXCuaXF7Sahu66j3Gabg+ZmeiWEgc2YbGT/tMVBzHywTTKljSrgmx0nMEN8VyvtiJVYYSqgpyEQqD6dpbBo4JvbaVwx/GnpfqRphACbBlIzvOKoowFKsCodvlWc5MkQyj++5Tswzr0+4x2LOZytFxektOIC9PZfgoPgM101HI6o3EahyyNKGMo1O6qMUk5oi2Hi4OGAcBcrHmWD26dEEBXQEHMGUBLkYtyEJCiIoIZ+JausfaudSwEPbqCdVwhhI8CX7hCIqNAD/AAP+xQfN0XLxlP0RmXND6lWd1+56fRcwaqbL4ULasrlSLZrtZfwGD8ELQwyUNc5FMQbYPJdSpmG3FZqe1URMgKf7HuWx4Peh59xDW4qy82cYU+02X+MiOQHLEbsl2MIFyMLajBOa2IJhPG7viY1vK5caF1qhtZ2A2sXRBEcS1N7ibqXdxibuCR4uE0878esZxs09wcFsSublaxrnJayHEdREOg5jOqARzmX10FxaMMf9l/x5RnOZzyMPZToohe/qh6gJE9HTFKj0jfxCO5zhb/BssFVcpEgx6T6q/qBffq4vokFRWG8Rh6xH2lJu/EMQlUImSyoCqg720PTCLROcGIisYKiwRpvOQ+ACWdBLQmxjQgbcIvJCYeSIKKgGoRJ0JsoZ0Zqx5JViWG5ekYF32e6gL/wWoCK9iPxJMwPHNUU0V5+ElXNsuWvTRCga7KaZAmr0Iaf9xwi9ItQ6zmaRkmlo4YtJVCHOSv0QJVRDJGVtiSAeYGVgH4b+FpFU0XpixvIwHwl6BHDchunt60EE/RpDoOx0ir4rP1NW84d1AOYHI97cBVdJkiiYkhkSCViVIeL9Y2ocaSyQ2c0ccyna7HHMXUHLt0R61q9I81UJUiqQ56AlDVJ3FicgRD7g4loKWHcBNAuemdbV6MScclPoIlEumHmO+rlfqWtS3/cUCJhaTl0Ppoty1HEUnXVs4lhWAdLYssjKLtLhdgqxB3CjUJs8zrmDXcOhqNkt+3p9rEhgInQRvWh25D26at/hDx+fy1x1LjaZ9tY6kibtUGzsSvKo9OUFy2HKmNe7KSpSkwgo/OrALnGMn2xFTtABKZakPqV1RI53vJu6+4Ky1xPMezdQ5pg3jdPMCSsAVewZSGDrTi/hlRjF9nklobgoVuEPiVL4TCSF4/8AbFjPG8mwDVX4S8CqihyTAuO7aauXrEkXZd44XIBYA4S6Q52XTL9SxifPwNoNRqLiGI9JKehQ3uAZ/Slz/FPBikmvcbqfxWEqe0yN4V0e6lhmKJBNxdAsCMBAtB54l6RHUp2KD0MLYxepLCu8x8urk1YQP/sDMSojQsfvvMp7CfdIBDA2CjFQ8RkIKfxKbr5nK9w/YGQgOlLGUCnJyTj5xQSxgkd5KqPcthbbE/8AaQ0Q/eSlJ1GqmkQRzrXqBS3L4suyDSuo6UMswhKpxvgIJWUA+CnEIgEEMVJbphZOF3MxJFt4eajRKtldLlqGx01itlamitqCE2ckecLWw4gdADBAqtgEPcXFtGQKwaOXOoy6oLRV8bL5VUbgTPeFrMUVZko1b3yJXCs4zmLcgnK1QXCLVFgqReQkrOvsPUZ+A1yhp3SQ8sAs+sNguC1ClLlbx6CHcwHgZt27eXUsjz3CA7loP+28fEAgRTtYVhpAmmwPQWTDDhF/PME31JDTEtTYgTF8yN/D8fmWIhNMte4nhlw+CcMd1bgkVNJTgFoiX2IvAYSuFq3s8kofrhr7EQvhzGRyqGcF8BAvmwuGAeqGhrhTah3jYKmXVrt1CYNQHx7hllFpBl3IRvZInQta2zlY55wG/wAUUajqyoKtS56KMTASwl2WHqG5mzPBCjCyNUAdEwDXOP2NZVyHMoMwFg1sDCcS4P8A1lPlikWlkAUL7F5HFSNgjIJtW4dEA4eZw0hrbAqUX2a94j+SkILYw5neQBpFg5I6jeKi5DI2TcYoOA6mBvcQSvplkbLycVRTfUfq07RMEaqAui+0M8qlNiDKryspfMeBtYJTXzYc6qMQdNbCZs5OPqXEKKOr6Zb83abohVbov1cKy+htTxHj7B6gzALYrAiLLjXiWBlq1q64IXGXhKx4hV0Y8xXSuF2rHb63FjRuSCRaJYuVqHKNnqh/1eL4I1lLhZEFeGCejNUAh1S2XtHuEiXXJGhXRoy1SA0CbVIm75AeImRoq8SyWxSwM1lldxMV+BaAQNqLuK89xVQAPMHjyw5PIysxaLQFGiKWsCQaUaVUjx2GrDyuY+HXFlkYWEHmuSVZ3v5hHwwXnER+QPeeIsVbZOogNGVZ1ucIIdgGKYFtRiSi/wDjRjmgEvMaJ7ZXAyfs0Y2lCC8PmH4pqZsVhbz6olBhAuu3xIpeAmwxEIQuCzgf9WnxRJRbl0E6KKUDpKTiUBgxiIqN8MIktxY4sPZQuysjsVuoag1GOKWnmW8TLgir+DuUhRUbDcEoROiJcUMWgsOY8y2lcEGJDaQMNsIkQwvgdxYGxpYofhVlmsQQKhGeUwC8vAJfgmaTSqnOD0TiLSV0usimJVpj+Y5ZfLar2RT+vUHbaVwBDrKHHQQF902Okc1KVcN0SELQ4/qsfuCZ5OYjZQNqh8VXT4n8wFCIK3/6xMpijImy2kTs96nLiFi4Zw/5O/8AhBcYMC0VCqjgwTV7ljTL9sdlzdKudRVFGtFMFBKOcF9qqjOqmTnhbWBeIJtDYauAyoT0l1wMkXQNQsv7/aIZPthSR3hbg5i1hy3qyB7I2By/cNRAni7mVSLru2eKyRlncoLnYqCnAlyi6zJyE1r7qHjSiObYFEKVDg9wI6Raf0w6xgD0kaqc85CJvTSPlpUqhaLOHgcg0bZjFeGBqqprD9VibekrpdIG2C0FtI3Bg0KYMgV3Hta6Mmh4JwgMWpjQuaxKpWDCP/qMT3CUg1WxzkCKVw5hocIO3BDHt1OOoHMWjCQ1uos02vhlGZ9wpBAm1OUe0PKhHLGXBiu0OCIJMbdzOF04hQwlLrRr0Xsi6YzfBLV4AoTXeb6qavHthiuId1GLZT9YmWpZn8xFMWWsGUjsOyOC9+9MV5j3MJohNWmCkmtAaDHBWoKwYrEiCWKvgWh9MVmbYyEWmZdDiiIVLkRsMi7qD2MnfNmKVq7UuCIB2ESRe7R2cQkJyaMhA/8ATuIBty2+5GLtLSiFxAXDfaiYSRnNbriWbCGxjmNB4DzDILVlWS8QRM5J1DdallcAD5lUYSzaFDj1DxIOMSbGAYMJhDK0IQmEUoV1KA+ayD/YQRbBI41cSygsRrvIX2y0HBF6Oo8BC8+0W6gaaZa8jTBYaKVFT4ajEQclHvOcLLXvoSMUikL1C4LjYiBn0NPlZcuSbdWMlygFcfNMSaqaPJ9zp9BKG+oU6kWkEEp58xQ2OgqgYu5rnSehOmDI3gwbrKeVUpQFOZWn/psrJnQUo4qYeI+nyCPrcbghjEgeHpD5ZyZo9VeRCGZBAqVUsQri38WIiysGtnSISDFj4XIoqu0Qkay5KmMSgTsIjRB1O32pAJDRRxKWyv8AO4jVNZEbTUEJIYAi8Fs1k4MPN4USzcwCcMBBTCiJkw19xX8W27J3MmQUPc1BDj3BDs0QyjQDHuAdECmkExiKSjTTjvvuHT1DQSgXcq8KLoURRgTf2PmD0dKkMoEjT1cPQIUZGhZxlVogNLaGJM/B/wAN/wDCpB2ZdikfpOa4soSUVDQzIC60IzdbaPZMgyOMSm1L9Ra+AxfxOMIbihjHqNDsUTVA0gwupCw2FLVRIb4lQVA1zCO4NTAgFEjdIegP2RRwIAiHMBeyJig36oh0Iz1BC2AQGum5fu1X2zFNkQzOY20dN4S3WnKFtDHsYobbX9MG4FqCEJRcxZ2GFWdS4yb9twrotB9wytZu98QYUycUQhvdjK6Lp0PaUjzC4jhuleX3DldtIhbBqL4qi65kOaJRnjITKowaj/oIElnySJYV0hLTeCFS5Vk4cwDFdQdYIpp9h1AyLj7JHwboiPUJa8rBhx8SlSckciimPpnCwbAjMxRpv2bBqXQF6w1/JHGyKWHOMuwjvuoRrDvRWmw+GDVLpFjHgMgt/JBiq9e40FfghuUDw6Jdypek65VL7h1Gda4jB7HCCZ55dlacbFiGEuui4rzZZOJRUN19Q+3JQhMsCEK7tCKoFRQeUTkPqD49CrSyeb0J4g0MOgWMNexE70LPUJKEqmJIIxynWQuup9hCGsCcyowjgqQ4XD/5wm2KsFkPRlIiolmx2AlxKnU8KCFU7yO/OyoOF7e8vCwpGkYHUMHsmiZJonrJkq8p5kEgXERcgjhAU3HXCVCjzhlUVO6WVyQCxyXLhYMT+xEFsBbK24o21CpoLGXkFi2ke1HuLTWi1mxo9D8owF/BocTwzkdjxgwvlTGogbNuu4S3iDQ7LbyEPrrBtkIghgdNB7leTtS+YtA0f7qF9bvDEjqqlfcBPrl2MkQCIb27AgVV4ScVKvMMIzUWBzXNMu+eWAesYQLpfCLBYFKF4LnKGhYwrwQ9L3X5CODlDCMGRUcWdTjb1D29QWUn/MVTBew6QHYqPKgOqGbemI3cb6IR1AD8LBoq5pjhGACmUOajUvg2rIGjbq/UCmVBEqYaHpl87fg6YRUKR2cUQsl+xroC89LUFXaMUjIBAHsg9oivMCs5RqZG2rOYaWqh5JbAJc4NieVJulBbsgHLijc6lhqoW5lXgjUCuuFtjc6cQRo0VcB+aFlq3SqFMLmQM1OEP1GgRPTVEa6DHBeeKCdwIxQlzYI4GjOLBWJCpn+yB75LMpn2EH0bjCOKmXRWFqJsGLUlIdMX9ml65hvihuGxhI1DSvpO6QlbV7DM0bA1VhCR/wArAiFHR+9BSavC6mwaPixS9WWoL6jVwGJiGISNj2dHGovVqBCgAB36mBLNPUsmoxUXK1wQ7gS4ykKC1bC/EfMsSCcup4J6QgAk4EIX5ERLG4rtidvvDUV6XVniG3Kg7OhSCOxCBXvLslqqjrPgyd6a7qMzEigmmjl7DzDAXmWtxqEM3nFl/Rmk/LcuvDEYaNkZZTwhByuWClUJ3UCuwhB1ADwtU90xnyhfTODggg4QSJsim18Bzc07gaPcW6+iCBZAFdNPBySKhSWty8uVdeCVBN37Ir0FQOBbGJKE/SMJinLfqMVSh0Rl+Den05UsbHCHF7RCXAeycPkOD/kuF7B2VDWPqAuydwBMh3cLFYNE63rYQdQoLQgjOGFX1HDhxg3QkOl4EAbAjt7UBwV2+/jlXbNJ1BHmBFJBio19RxZY9fhE5UVBXhhi89MChCuLIexn44fK8kfrQ5AlDFaDRYx/yqotLE0OIuLGNLquaRTSFGe2NYsScKCwRi+15HmG3m0nDMRChbqyMArQ316g9sOCZJ5Q37C2oBRbjWTQ5mpPKvDLAoLfiOhW4YvqM2MoQSNFHtlzFKE51JkM1Sl913AlN+BxpkY/D9ghha1FZ2O50wbEu+TR3ByhSCw2WQzduo8CE0lH5JQtxAd/yLQzC1fUQrdLKL7rr2wg0HT9RzraD9GyD+GL+tw+Aqg5azIcqxw9Ji+40eibHXov4JTt7r4PLLHxS1Q8v9B7idDyfiw8RDfQ/X5iSmb4VXoILTKQ7QxvbFJ0agcZ8R9MYWgV811ERoMcCE5k8y3Sl7psqhiDIEH7nIDiNDLeUquyPJCYjj+Dc+jsfqXevsoCA4/Y6lEqFOWDSsprb3R/RDmalJY59fZ7ivMFa9wNiLz0XDn3VhEQ/kqaBPdcMd0ryruMwolCOzha9sOZOHwZcZa1mAiqmo63xPTschdPiYvJLfp9jLN98rg8wGNYQNotQFKEp5Ij1kEukTtWMG5jD75i5DcJc/J/hf8AwcsFow+K1AwVySsap57ic3S3VV+3bHNIOjlav8EMMazyJEy1O+PVC+oN2Vre8vDISuj544P9xmWF3OlnlmSxNDqVnVUxtI99smVPcfC2K0eWshsFohcUNRagzCDIONkHrBMMRQG6jl0bDjyh5dFKzI8LXw6RjHbHwCI5KANQstinlKSMjv6neiAMeInnzBRugkduIH2PCTYBeCj9+iXzBJyB3t7SiFFKKHDQ/NYIEr52lx7ytLfgLI5tXvl5YSsUoVlg8lg9DWqEOnAxegwfTKqVSHqDpverm3rpZmgYYN6hG0eox7QFxlTlUCMBkG+Wq/lKBBbiaDhPUbIDC7cBLtS68pUobKUM2uBblSbMZKQgdnw/8NxN1DriXzgSOswsqM2gnkLIE6DTVViq81BfoJRx/ujYml9PVCpEQtBi+75AR2y1QrS7xw1/LEepkYDeE5GWyw9kt47V75YlThRGwnuwsd74BFGIpKeU/P5oiWkZl3KLVQTrQKM03Jfg8iPcjGgMCAA7GGAtXBFVrPIQ79iMaxveBgfGIbpQU7XwNTmz5Fgzkwe0MokiEvXMvZeipkXYLguqIj9QOEalgIdn6RxSbIWTiiKjZBgLZB1A7EW2N78ty4EEb4W4a4BHrgBnOkOkujbKCOyhicJU8plhjcUNo0EhaekSi6GHLgqVCmDiO0Am1/ZNS7sN5HylwvZL8gAfUd2Rv2eJo8aIjeuC/cpG6LES1HFy6XuFhkcHw/5XL+CdNDQbGCkbeMooFD4McwBCEUt+4KXq2Es0FOc5aguLbyWkrHqGpogUtPQxdh9Ya77BgoEBT/J+OoJQotfKOslJ7AyL4VF9ILcCt88Zlc9HAD9QvIYL4gQVkrItY2TttibBvUQEsoA0JGllC48GCbKKzQQ/cVEiiTdteT6hEreTtw8GiGapses1IlltRG/qOOQhHARjIVxHCwmhDqvI6xqlPJG8LYfcA1vmYnBfEO278uwaaJ/ZAT28HnzLaBWHuy18gXX9xPaYjvyRa1DoYpbVoTKvJVxEl08NAWS+dbIUXwfJB3i2J7bqV9FIIg7swpfpYoBwvER+S+A5uDMqH2M5446xIUUAYwQRpPyih6gJYmL9p8L4fi5cv5JZDFmm64hwuhGmQY3z5V+whgQ2fa1Zrk808nuEz3dl+R7gPiWh9kOCJOwa9LlYOqT3UeiFfRNmA+Y6oF6q4h0gUVN5vLYjEmP1BGR4y1YcGCfCcJdHgRf9hIj9hurZXEV6ABYjLTNvkJ79IZe+YAitSowEAznaS4r/AHcqnCX5zmd1Bex/clRGOPPrO6jZGgxIq72HxgFJbSWI7VMH0gqONx4XsYVy8HYltbFPUQL22Qs6hcYEncyMpuRQ1tqqWmu9j4jQRN5VWuAgOUAUlYmS8UXQ4KX8kCgtWmyUPMvK1URt7LHmAULbJ+0GXt+0aLrHi2duKRej8LDYj3XKSnqotS8qMW/IBbMk/BWcfIkcZZLPMpFTjZMK9tjUAJPV8oQf3zPEwijB/IOSw6vK0f6ZCANA1Hx7R4FG6YB8Z2evohppI+BgQgpAKaXGOjC58C/qCYKzvICJZHoMCnhCBdXRDVhtJWRpBi1HJZcx7nLK5eIVCIYTmjNzBa6Rg5Q4mnqSehL+kT70CLisicSJ+zKZCm3mpY5laLs6w3Qp2gcjDa0aXhGBcY2vCsctWYN2aUJ6H/0gy5u3eRjAbyhtyKPuKg9MwIW+AvT6YNQMcAeSBKD8CFlLdlkNZqDXEzUtt13B6XLIbdRAOOo7A35GLRDQPxNgBIcrFZ4NH3F7srUV6bJLyKDCcEBPUcNZduHNIg71ToCP5iQ4i34MKuEZq+akciLB7nkCXSKwYm+TEBSpb4TmuuXgydwe6f7lVXDIFedwisUEXQwfAnJR9ENiFJ8OydXkV0Mv3mw+ASh+4oBu1zCbjFYTQ7Aj7dO1mgsAG7PcO6j1LhCF0pt48wiAu1qvRAsIKsvCP2ja4CXjlQX80aFvZPCq66RVRj1A2HtKeMEK5MGq6s5h73SiQ3XEvS9QV4j3H9TW5KWs6pwMWCjrTV4qDJCNHYu68IwhiAouiOI3mUBjPwuV2xNvbG+jGlaJL1eSpXF/cIxyicMrUAlHR3HJDg/8GLGHHDXlAgNS8LUA2Ax8S5PJjBxdwMWcUuCnSblErfLJsQ+UvDcO4D9ZVUAeCOGiNaybkAXSWw1C4zytEuWHro+/2EWQAcylgRR1HLmgWWTM4AxeR7EmgCoIq4qHVhIbamnqNXqif7K+YSlCUf8AeBKN5Kk+iLH7RRV5QEuhFHNxyqKWSvDKZeJcHN9WZ/Sq17UR7YsStAj9jFLhVrAfL0eiZfCA88zmOYXaRetBFqUunxUFhRINEa8Mu8OdZgQUMSvAgdDhf3B1re+v0QCG+nvv3JmgbhBAR+Ssvx2jhrrwfYnlnOJ+pv0RmluxsuHFEIgHntR5YJhCVYq78T1HKUOkkoE9R5ql+kAmTgODE8o0PYA52gcVDBQjTUsgik9guLor56NRuC+pgOQgic8rXCAMtfRpXeoQvdIqQDKdfzcDAONTXMw/CsvJZAbwSrHtRwQGnbFAFAGtK/mHkqmaXz0Zd6jhN2NjaAjJPzWdI7ciJzRlIt0Li0d1Ll4rtl8gBTm5J4AdiYl7Y4JNBwTvY3EtxElT6kBhU8Eo61DqOYak6EY9jBEAVYyzRB1uvMWzUuj4+U/LGJFPMLppnmxoKFjS1Z4PcduCgETssZdAgjfqcgwcxL8kVJEt9NqsYWds4AD+33A3DrOuzUq2DeUAr/JqxnYTb2LzAYYU/oMfsde7YBRKzoUWxkqnLFVtE6Vqx1tI1tjK0L/KiWbLzV90H2SxKLsCV143kVoNWy2oFVwvqDQKBVJECU+C5V9E4sRWW/yn7mkLWByG8d58MZWweozyxZaDKY4V7bbqClZkfTgTlAcPARjqH6HubNav0CATwTIueHsiVU13NH5bw3XFVAFsEcVMxI2RllWNcJKucjipU2QQhEBzGomRHfwqWMXtZ5Yh4JUAw9QvuVbz5g/cqJoKa/JOdBp68oXiXi8RKMnT8VMf1WYNSuwwZ3KtRRcJC0Jah1bC1MrdwFmQVQK3+0nGeFpGvc6OI2YbiUNtjAQIL4D9QK67jWiAVoR+hqxDkjh8CCk00UvpH7JSJQAbb48+olOm0oPplhKqOmBQD4QfcMa0sbF7scdaDbE8DVo/MJnUQbVcwMXA4I9jcszeLjwz4s1UPhsVGtEM5gmvxdQA0RoW87GDvwV7YhNBFuWMjwlcVA0A1SjuPUcsgLLwPHTNOI1LrFK7CvAywrrowpDpFFe4YQkBFqoFlJcDaNy66neoR0pB4W45BFQ7QIqgRR2cJi2OavUnDcrgg1EdsNuBhJZwZ55jKCs5j1yjRGVunSaqJYlwst6y+auHJYd1DrWSwb5IBdczWaQguyXgsYvG9RFBNDSBpXY4gnVJa3uGVRRMas5stBLYA1NurfxGZZ2DNk+LhKCW0gQR+4fKi+b9EO+tVJ6guFncwuAVfmMJ4j5incqd9NiqKjWdefBBMsLoZZQHknZ6QDBe6DDkL5fBGoaP7gLtlgF7uz8lRzyBuso8ur7hDBe9smICX4GKlf1ZOro8LkJii/tDP+JZ565NRzIql/SQieUNODDN0N4jFlrvtJT2MvgYCalgb5aizOFzn0wKnKeOIJ3bf3BSYM93KiS9kFRRjFAMaiPAdqSrUTWE1jXwzCVIFQ3n9SgnSqXR3DhmghWHfqUU7y3mJjlYTdDHpvmBitQvfoNWOWFZtoWVQhwGKG8Y4yxu4sgkwLfVRGCaCdTK80Qevggq/MLrUFxpBMCZSJqLzluNPQ5Eg+kssSaRy8eSZWCDlSrbS2UUlQvTBOgVBg2+UWFCgRUxozF1UCRhiVHCD/c6LLLx8iQw6EIhD7l9lqq/B6lpeTAklVbR9rEOYGi/VmxoKc4SNAOnNwF4jaiuu4XZZZ19y1tGv7h4XO51AOahIBs3fKWFFXClfED0MeiHUrzpBC4/G63BRi1dflDLlRcD6IsHU1lhNVeRzktImOXxCKjl1FTEhjGgkhuQ3dpqpgmIy1l3aFKRykhYMYvZ7B9RpACqIzVy8jTABvqyOwHQawheK4eEZLYamYsI4a3ZHQ0bVx0qVgOIrTgQezpn+1u33GexyfvPippXyxrdIakELqsMDdhPCSCtDuWD9QA/EXwpAqJQlleUbu1O4qr09MQraULsRKtQ3VFWy0XCbuXoWEzZ0qGAJzKynpjgV0fU1diV9xZqc8WiMlUKmqRTmc6hrWAD38bigrEgROYKSMvAFPDX8xzH+VfDT3FSqvNVCoAH3FRcJXmFtQbE5PJOrhGsfDAG0d638Wc+DDKBptzrJSa0fn0ikY6rqAFvmcefqCEJRumDTxDdHhCZcSJlOa8MSGyH3kQsuJEniAifmI9SCnSR/pARilPZh6I9nXlTmGkdq2SdwSKSdsM8b7JxOZIF2otcLo/kkRzBFGBAJ5vEKyMLqEH0MHJAAlQBaTqUjVw7H6qADQp9oJsNRt2IkGllEUKOfBkXhpMckbvyIIC0bSpVMDp/BLSzeiumVbFrmxCxIobNaQjCEhjXBDHCCkY2CcRN2mhg7AxK405MrWKBRLLxuoyw2dQjS0PuUGqlbUM2aQRFziWD+tDGk54O3shkSpF++jh9xF8BgnyZkWqELbJeR1qNHASCGqoRR3R6gcJVhF3ferQRi15ZxG4FLa6t6hc2G07/ADAuATgzXY8QYHSg2a0YubfM5c8PC4YqpwwF25lwwC1eAJbZCrxDz9Soh0A69seM2BbQolyPIBhTTNwYbkJN21YZ9y0XHhIMc0I8/wAVdUUpTaniCOSC7vFXVSnFtSCCSG5p3GJY98CLg+YIoBSqtgPhBldQBndYfKpXWOmE/cI9MK6rOwxF5l0mtV8FghNITyRI3kq0VBnh/ogjsIWMXYi57uCLzvjrXMBqFC9QTIGWwC708GAIAQCDwhy7hKuoDtlONfdxNoL8kRnhQI0tRw2VDLIAZOByTemkhWaRKG46FqiJey+kSpzsGd0WpSBTYxGnMhq5pVS0hB6SqB3yETgTmMEz3FMSMdPnOf5MM7XjfcSJ7aqZ0Xosa0Q8VUsACvQRoojC6/I4/MdtTzYA/RG7KewTjEQlU848kwLeoabzs7GLPavIdXiuADDwHP0ZdQZjMe3UurTKlHYkSG6JLXbvF9yxFuVAo8OGo26vRivf8pz6h5dfAGSqYk5KeAglexROI76QWffIl9gAp27/AAMaLZqxaMKrGmHE+pS1XpZ9XK5Uqa/lyqTjESDuXVadlNJijCdWsGCHry0L40vjhZSIMWmpp/xW4gDtTPlNkdK7mgtQaCcYyERRhLIqCXRqIo/+YyeXUyAriV9jTtYmJzNtVGhkbf6PbLybtFH2sI8JDP4YKhWO7dW6YViJWREtVNieulDf4xShAeU10rg0cJhyIyBjcFJoRuf3D7InCBCMuyWH48RlkIyITtDRe1gRKuY7rWAIoWPRDNjlyZRBHNOp6hYTAB2oigUQAsBsGJFK2pttv2sruOylPuKOQOX7VL8KNluvAJQOLRds97uLAQQcPt9+YWgY4qLJslr+t1Kdg9RoGglvJhL+/d3DNJfiGJ0YjF6AjfLO96ytwvmV4VtJHqzqVQp0aI69H1Av9K76ICDwx9IprsEP8EXbxENt4mTETPxEfmX6IM6vb32exhIIpNJOTyRqYZ5lPbHnaE61le6l9wCnkMoY4JILJWTOHC9lCXkRm0uH3FwadSDlCXkRK6hDlgPxCELoP6eJRjItOpLbsSg3aw+rUCukpTcaru00j7hTwssAg99kFrnEjzcDXsKYDHZEh2llw9Qca76lU6eYeC/DDa14gFhhpgWaxykG8L4wWS6HMJAHUZbG2NxVW9RwWZKigUtHE7h+Swu4m6W1LwXXUtDvc2uCKunwfap6g1QANhX0R4FV0reKxxLLKwzX57AOqPV8kNJcSX3Bfg81DMt4Lk24VtNXdDuVw+Bu/KIcmkV39xyMoYxr0OJHoI5ADmQAhh4l45scnA2y0rvxG5q2DtC2M2G+yG78Bl2vJ1hAoVkcLIA88EcrFgi5W4QVJ/vKRp9BHQDFAphOdRMO0nP8he11KsDcdFWE7OFv0fBaQuYRpdzPYF8ftIqJR15bX8bkZNCvnrUS+UABGVuJvzEdKjHWQcmnhPYXZF87AGF81Ru4AjhO5aFdS1D1BIAgBrOo6fJBVv2y8LSmmwUhJMRxHv6J1g/CohVVVhBtcwtliKochXKR/uhDoVFQs0fEUX367IdtVHKR/KVtY97shk0cRVQgAMsXZoUy9NMWHYNqNLIWLeyNi/MwG85ETLI46t1LsdS+wBv4PRKUO5rkIOmYQiADwCCku4UTh5OkhfI1aEfpK7LaCzgTPB5hnIitveQRbTzDKpPdtbD6aYT8YtkT7hM7SWivqJN9+tqpptOmNz4WQgA5Eiu2J6qAZ2yqgt1BvoQY7mo0YuYMsd47YLw6Yo9jK27Xv5IppBl47Mde7FNyjorh6jbdfBzmmkI21IEnKDaEBENK8QCNKF+WJFDekYI6IfIgmai/Ncy7sjiI4qziFJSL7lGxA779krnVXQPrkPFxH5nDMZwRYCU+SkPVJEt7j0sg90qS0sBaZnqGn8n0xA6e+6h+0fYkcoNt8lwNxKGqcnSwEqkgWdEFYAd3FbXo8HkiABOY/nLoG6KSrUg1SkGTVoW7WYyW3swKmQfmXxrKiYpsATFg9S/2DkN8VXIhX3cefl5HmcWsD5IqfBEYWjyVMFhB220J1MOSPVdnEbK9xIGHJA9V69yuCxTVvqL3BaIkUxs/Z2Rw/QAMFESKJSwrzGnHY425SNFgKgvWC+x2JR1CdBBsgBBoeZ+J3G6IcUvxRLaCOI1cVwQsUVAgGnOarIoRilIsjDNCfAtxQwDmCLEQx8By8+yEo5lkj9v1MMxxfj+gQ4umCUakgNdwgRe3HlpHCgQDWpzHnm8RNwR34Mw6i+t3tW9Xx5Y1ZRLwnfubeUqnUIwOUF5Damqlfa/GCkQSXotNT19R1FBAYaHvy8WlRG/GHoWX+JqQbPK4Lyx8uPoDT6QHWgUEQXu+LgVaz1KCdNehPJElVyp6Y6jiVCK9CZqgMO5bkEKTo2BjgxADpiHU2dgJOMXs5Inr+IrBpLQRsjRlvRCUTUYIUAPxSwIRaxPu8IVJOQkT7qEKuL4ouI8VDSc8QqK4hxoJZYoWVaEepwty2OjCCh7ywI1FDw1dNnIHq3yQukO8ZS+OrjoKjakfTOJOTvhjmlWwdNwCSGXIoH8Q9Q7vFvAFJ13EpI0H7YOx9OTCUhwE5UofiGULYoh1seE6MdSiNsYKsuITmFG+pcUYSql1GAWNp5jBBZl0gt5LIZ2tOlgvsjr39UqdxKcs1qYlJUr1cujq5HL4XnvJU3NBV6NBAuQd7qg9zqC+FVX4YZBVLtpB49rFajBs8xIkDWwqgjkceD9wlWB+Iino8mmzaDcso7ouPtJWnyvKvMWIXbrrBBultK2VOaaMMR4Z3kLQx9PEG+vzGKz8Erqsjh3dkpwXo8zUDKsDk/T1LfyOXEatPvDyqi5QBgYXIPc1NyWEtCM2VYAYoJxDWiymD4fPiFWhYg/QpAU3FRV+2AgRXTMLbLAuzaauvHuBHzGtutgKJ/IicwGFVMRC0BpbjCQ4Nz7eSXcLANYwgjQovI+R6gLQdeOGjwwu2mO4LENIq2l2JUWBOWQbfFy9XKAFmQBM0lig5qZtxq6BwU7iDglkQVBY8swatqXMNlB6IXltM3wGqLVh6DhbhEI263DSZrdxS6qxCp0NhhBcNHSxERCwV2KKYJWvDWwmT2MDuwbBrn6glaWa3twvNoKxVlrIl8RGBijYXmsx9TNHVMiiKDaXmclMSmI4AC53A8orDhUzD7uOxjdALW+3WYMiQ9SfrAEqUqtvl6EQ6AWSMtBYh2SAPCMS1+jI+byUr1FxdeEUbfD1/MB1e1sSmN9ywwJB4ip0+3TpxLa+bcjXl/uEFF9y39l+5eLIoOAZCeNQ9oIPMuQFqaKI6NN0gFV6u7dMQXj0nLvqMlpZnffhFoLU1VS/GCMJCF4FF7RE3qw6oV0gragXGB9t+dZ9IyLl4HTiLCIVbsydFEal5fC40JEkKvKpurOIH5hlGaEq2CGkTriYyOESstqroQeMqxywkuwVTjdlxZQ2QgzdPRCEoBXxZR8JFQNm1lFlwWodSxVVAvvaQieO4LoTxSOwJOVAdHfhx6TAF2pWRWU42cHYi5eEV33G9bI8Lllf55PcDKHceTbhaSwqVFoFHmFUX8hGKMgvGxg5ZDouoWmLglpyIte7gPcAHAk+6hh4QgVWs3shNQafM/JsHRDU0bgZ0QTptiMwg2NrVMMlxi4pYR6mL36YY2AEmfMBJ4bP6IN1nHHqZTfoZEQaLlnQT1eddmuXUqqYdIQZxjY7JkdNKlwp781fmFb7w7bd+Iby3pGiE5BXkgWlXtWReDXpTQUA5TIPRPmQ/D4KyvJMWg6gd7PySzv35sb32cMEOdLMA+Y9YZ/SW/oCmNwld5JZsJBMUqyFlK3GddQg3oVjR+vNR3gVjStSxI7C2rwXe+lkpMNKukI06GMUw/SrVVQWV8xtLpgVBKg6OQs9XKaXJA65D6BL4jp8UraeVZCK073GzleChdbAeCksXmiX+OKuI/5TAh3wIXNcZLumsAFNyuya7vnQ4VGG45DTdWvH0wz/AEbsCahHa/co3/yLcTd6ioA5bLMtx/UVqVM9x45nyYSjaMeR4IPQm6sCVbpPSobuOOKIW84BGU85wuiB1Lr1G2HRHWvVgbQIkAnSmQOllFHBkv4Dj3cEAFyiyMZMBwUTlIU0pEYocUKEg+ilj6SGWNfql+qlV4YnmZZxTtEdAXRbhr2V64NaZqlm6i8BVsvIQtGGsDSBUAXLiGavSB3GqiB7q4jK2EBbnn6gFQiMv3F3iGn1KKR9mjehFRplmj9MdzByhBuH4cS2utqwqoaVoNCHsKw9kFpSvTVdLt5O57HqaWClWX0l4KlBH/UJYBucUOH3IJQhQRYrpi+Ja8BQ6Z7MGfhdTXUOarZSzCy7KOOZELGul8j07VILEtYLBQH0labbYAMAZR4jXkaGq3x9chEIBEyDjeg+YL1UEFRTAjph7j1OS4aOPqW/vqNSvDzEoZQFjB86IGhzkJImo5RysBKomzCMbR0spfBCAdUA/pOgURHi+ZwsplIqADUa0BFCvIWdiF7q91Ce/kPMXntbsYwwBaSEollOAeTp4j8tUAyllilXBjFOcIwok2HYg0UegF8fQvUDWxCCoyNDM5yeXcEdvWroRbZou3ywQwSZGvFIw1R1HMipq475Qz0k8UWQCE35S4aW69cJhnALUBSZzSq7CKWCL8qlbrxJjwkiodtfjxF5HSIRFzj0QZatAl3x3F+GfcxiKsMxyQIzulSI5AUaKAGDXEAA1dsQIc6JLF2C+40+DRC4YNXDd9R8WUDS2fqCMLz+uL+pS5zbTjKpZvPZ/wDJa7fsFvTC8ESpUfmm5jKawi00wwjavZZZ/kwREgt5Ml/C1LoF9wrDmGreyHafkyup8s63cjxEFFu4qzcqOdQl7NRFtKrSHykeMX0FgpYDRA7i7WdIcc8sa7W2ToIQYt2LUABNa0dkHdWahaVQt8rHOJNkIswV42FrDGvY6ipAuR7aS0n37x6oh15oCu4BThR1V6PEPnaD0JbdXJlwqlCrLbxWDgOVvSvxL0fkSmAWCoA2kcWEzEpblcyrv3DNoHxFFPg4zA+YUghrFVDmu4qgFVY+Dgh5gs1B4g7O3fU6NRs6xeIR2qFvJeoKsb1jeg3HZbABlgBVBAwbOGEnGKwfQlneF5JhKD+TrAztpcBLYtFBFHfaMbbQUkxAI9pzOWDMXhhOITbuCmIE5LDImTifsKlUPRXmod6aK4pOyE2dIs6Qio4vDxCVqbKW7muOUAIY+tSijV7ajK1qoIPwXP0QX5IBddgygaEyPlDmvHPdS3Q32sarWy9M6xypeOBlPwrbx/8ASKvN25/Y8Rq2ex1rmDzOHE7VfmMLmLCt6gGpjRb+lCDP2ttx29DlMBbQbKls7NteWLwN5H2wucu/NkG4IoleZpLVF5MeYtWasFQiURb9hHDdZPTL1xDBQRKbqX9Hbut/bLNdioCAFn+CIZxohNq1x1asZNDyLFuu4xgwsGtVlUUMpl/ceEgiPFaRH6wegtW1pW1GFc+iNBeVxU1FKnYN7XQ3SSoRWqgbDH6l0JbFerl5Ro3We68yrvl4/QltKLVG0bhkZEAX3UatU2OmFgpDb2k6SIAkvhEs4K+SVNR5a5K6U58Q6wvrVMaXn0blV6fhE0u2vMW/xwoOpqlVLwQUqNRd8rlckKNUEuh377qVSKq9IGbox5mial+7dgFHLoVMGnY3yR1zF7KIGBZQBGoj0uXXpYTtmSTfEY5vXSTqJkXN5WcVLuK0XfubqoICUhzGPNeeWURlX4ZlRaSxcadHb3EamC4UEHcvdGtZKJa4KMN8+2Y4X4SqIMrsj6vh9kqadGFnwIWoUCnFMQO54ZAEGg5YleKuIpbTVrxiylY2/UI1WeWrMloKXkGWPREsQ+vh5JaaBYV6lxOLDnyNthFZguvooGnmE90lAs6FOr+IpQpYJlxYKrE1J9D6Y6pL7EjHUPLgYEqxdbHqWvwNIe4DJlcPWuZiUj8dS5apTfma8RYMr6SiO3pOw7S7IWa2PQ6iNBhbtVWvY9yi2j/1ITFWzxeL4CAuX2xArIe1VPF+IUvVQWDPu4LZ41AqL92pWLYzlBtJyCcZr9doehwrEVpWcIDpnUENjpgzHlNfLYmDCLTVMRNPepq4AkGjTyIaMeFLk8IaQqQNPXOkCu3UAVauCzf1B17nEaN4sts6GBsqJcwGLp6t5l1JwqVrdf4sATuPjriwl3keXehPXXqPJxyvqHAolwBc2Hb2UtaclmcLh2RCy10DLWPzEFETGCR3DIoxb0grcGRacyJu9yo03AblF52mlrhx33B1A2xhQgR3ksmjASL3eexaElqb0JIYSrsCm4X1LRLXZ4BOsrDQanVRoUQXRvsAKyo+RLoWnsDKehvpYSWkt1TMUuDfHiE1wCI2bEF5r1zOamsmgeyNiksWUVWYxEXKKXkgqwHRW/c41+reR4zYbdpF7Dgis8QKSdAl9tHCL9+CKp5BjhBLYFdK/TL0AjwoZRbsND/6TQa+6uDpb0dX9Md1WY1dXDxiuB0SMFKhp5Jw6Q9oy/VhLCKzuc4WpPjRK1fLDLeBmi+BfdywMOuwnwGFZ4nLIAEGUF7XUltEX45KDhvjdzEwQ0wu7Pqjhix8lENGsqlpAc/lj88yUZRF0tvba1UJLchQOKy4RpNvx9AIiqCvbfkW+OMSxE8C0V9GJ2y2MhjpcZWHJnZPZNVC1g7oG/x5gKY5gAzeaV0QjhpbJ1Wo6ojAxOU5QNRtBj1NpbAoB6SMEKpaQsd14UtgSn6vpjmZ2VYu0IYTbI3vyGWliVJqAV4DcMULo/cV6YBGW1sS3hu/KC8rcAcjCz0IoEZBhQIVoRGsB66jV2Zwr9oFWh3SW6qeqlH+khHtpS8yZwkKRNgUsvYFExEwVLzlml8S9l/1nTQD39QLGjS76Mc2DAFrfioatkAXfHLyYaBGXkBSzuCkkDFTj28QEgGJrs6VAowpVEqUAjZ6FrzNFepmKwRYSIFFv8kPgVdGXLF5Dj5DuFUpdh2f2aQD8A2lPDwwYl7BPRxH4g2+h5+Q7HoCar/2PqU05g1++Y6neb15IYuQ0WxjOgHwMAY8Z6SFzQrshgaRbDgZgOP6Yw5otX7RnigMEwYRaxY+k/bG9ClPgclfPEsegWXa3h5YAKTewQia5o2HFwDsmlrAPYERkY/CnHWrG63uHTquQIx47oPIrlGk6inPG8CL8jbYWoJo0H5d14j1S+VxPYhYIXtDqoCgkrYRv2I3igOp8RUNpr3wVSJv3sOqpEL6eIhQ607HqDnPbdh96DYA+3acp3/CYZx9rR0CFAdiApOYGL3q6vLjo14DYDCsS9XuMFdgjVtD+GB4KUorHMO70X8j/ZFulqfyhUUEeYQ40YxOGZwAldLURye2GmHxgOwO3r3Psyoyw5ObAGABXki89S5JQgjcFgmFPVEV4TZk0T0xgcvFRQsBbDYziHnIuqgXiKIqTflRzVxjpSrcisI6Vn4YpJous+nuJTl+mCCNrBujmN9GHnF+bJ3bH8rNCbsb3hggvrXSC77W2iXYKGcHTi0MPWKuz4W3SMVCdqBxAWIzjotCdpNUgBDpb/K3TawHQQ4xCjsuu2HR4rv+/wCLshdr6ns8I0R+Ix+HCySwJ4nH5xc2HPIv4cIVoRvK5/MTNAeuIVc3gHOYynRodQiuF6XiMavTR7HklwBN34XgIRNWoq0xvuBSPQEBq0XR9wjqa8iKs+xTTRhG+QcQQjzgBdG/Yg9Fc4Q8jKxTEgnLvUO11byaQDZDLQ+e1Ux5yUvn+5FV7OCwrsgUAGn8RLia4HSflwcw4oAmiIzj2Gv+Z7eswUch9wDnpGJgimyA8PCdckOKblmkPLYPfgKcxqm0K/RjhglOa0oejxkT1AtAVp3pAwHp8mkGv54hQgCwBqMt2ljGFihjRrVn8S2CpuPCQTwSVJ2j3XYwnQRizmrVEN+uv3HJjet/zCkqyct5+F88A0M37nGBZ6icAWjKeBWF3FTGy2aGRGZRUy+6oFrAjFNkJkXBtwoBjqEdlq5tjBjYNBzyMPy1tG301Dx9dwIsttW/tgijv69J0mp5DwS35YRfQ/liALWgRcr7CeHyV3fRBhCTF2QZWv8AP6SJQOxpzH68QQlZfYf/AEQBOt7xC0F0pykcVPoaQ+EVRUjl3eDZCQ29BZFKmp6sIQNV35HyRNjOoSxgpShe6MDAiVcV9fCIBVuX3VsJ8lF6BVB96xw3mDCfZ6DCdu6gH3+kQIuiogxC96q4GKplUWQ3DCa6tBV1t8dNpRUtm3zGUvfzDjrpa8VUdRAkrvARKtV0eo2iHDFYSxoJ4qLa5JcpUVkO0CGuSYm87oBK058kptfRDYow1wRirgpXbmRnJx+FYC4uoBmxixyCzvkfESlR45iADqSBOOKW2B8MDMFX3QeOe7TsjVQZNQD9d2LerOgE6PFjQlURoFcV6l3UDAIuMAxog1GYchCglgNe4Vhk+nCWGV9lLUBhoVDj0iEA+ARKIYj8sLuOAS5v+Q2lzkRjxkvQgprdeE9yTMPqM00CvdbcdVWoHliSAqjXKdHiLyoYeIKL2LzTxDhfcr77j5VAfFk81WDHBzA8PzFS2Lnsgd6hsuBh23+HxASUnFukoKt45fplMankt7IPpPRV/dSq5LZSo/hw6PwQIV2AievcKaK0e7m5qA9UsTBNiGbbb7bZsHWTnCuW7lZ4hSQws6Fee4Drc/af43LOWxaBzUh5DkSUoAonoG26ZxD7kqU+W1lmLLcNEOjl9yoNwZ44msLrmUj7IkKWtQltlEloG2bO4rF4LGMWxAVGvVYbWtjs/igkPBbQnnBAhUYfaTZFHSVp5CthMKQinU8KHxGUWDo+4WdEQoYFEWhdZfifnlYMfu4MZAVOi9Hhi7h2BVQNp9uxxGiiinShBsuXKMfwWldQCiZ16B5YQPdPAeo2pdqMN0UreMfAJWG9I0YS5BUWAEGAEIqCwf8AgSSBPg6FiZMiAtdEAwFHEYO6Qe8ZBGF7e1DC0oouq8IpwwFLjX2VUJQFeBT6inS0oFoMmu1uhrfUo/QIirwzBKkh6fDEvkKQsb9RYi+NLp4CLYUPDEX3dtlwe4AeCj/6JZFW+dWS1SgFUXvqcJAZ6+iMkuAnaDzFIEm8mCVkontLTwFyptje+FsYdyXZVD8PWNKqGjGprFNrSJMLthsKH6iEFU3Qrt1xOO9KFPgt4+4HQhpafpc5m2gDorIpvAkLvG9iODAillAKjFC9JGw6DzCxyisPEo0xg8wKmder7e5u9JELsCc+ksGbU84FuydMF2mQgFffUkEOcECNpvk7LnCROwDiQQBwAU9TgaU6Y8pgCBnPTUW23hlsuvIdwkHO25bynmzXqOGrLB8wAAwvp+EQscAELERiOOss6TBHIHAFgEcpYy4wAGADIQlLKMtUqVD4r5dUM4WiP8fBGbtcOhBI1aPxCw9dngMfy1/C/wC01JFq/riXIgUD8IOSokdvrG0HU/8AY61Mo8U9+hKNsFitHJX3EYNfKxGBSvI4pQ1nnj+yLsvL9PiHBVw+WeJV0ixw0TirLsWFdkApmU2K9jcvhx/ZLhHDX/kVsIVUVZKUOxrzkO06XnHsMW7avf6+VFIZudl2Kbv8xnxaMEk4+ZWqIqyhdo5Up3VoYcbAQZOIU9w053FhfcztyRySbgTqIUiLXcOPMorrtmrYmMWmVyrE4B7Sodp8TXeYR4oDljsDepjklSmIzKFfFm/AGVBA7VSGvV/wyv1iF7gGHD2WP4P4lTzfwaqyLQUBv8zIinMN08QBlGUiDsxZfxUw+RGhAEIBgsH4olfFwZcsjGrLw4iDmoGn/i6hSKso6uTxhKVyo6jDOpm84Rz9iUkN2GczKX2JejBaNs5uoRCtU09fc5obJqX0/tB11L4KIHsVWL/6e4HSs66/Etoou05E0FChTi2D0lFPTkIJJqrdcYH+SAsrCEG17ht6Wq/S4llo0hlnmGvVxPrmVF5Xn3L8Gzg3T77jKlk0tIJah+XIi3nJixUVvgkC2uBl8CdOSjmzBTQTb3PVRUVjiqlFnshX7EWnoSykoJZ2rf5hnuxiP5qN/arB7TzL8ZNG1Tg27DAvImMeVyipdkHs7BjQidVPkRWFLVoYr6fqNyvUegIOAu9e+RhiY2DwfIE4i1f5vwGFFj/AkHAyyEH4qbN+bf5BgDL2pee6iebR9Tx+5QxhS8Hmc+ftHZEnpQqc6/DKbDhs6eyW3EPxvxBUwzR3LCiT7GEtWVTZ89kdqa7eyV5xLbQhXL8OyZDrU4QgzWwaAf2Q74IlxDXKBdHFtdHUTCGCyWk1HFGig+4WlYpgVKfYwRG+I51TAB6EUkuyla7HHQeIQXU4AK6lN/MOoyjhfw2cQWwoUL6CFRH3BACtxAYTVsoOQo/cfjBzLEQBaEeJe8kP0eqe+I3ARRGgoDzday90VPA18+GAhtUWny8s0MgSKv2U1NolPQhSuaqYlkpWd4XX2RhDsq5HZlp7u7i1SuFV858XL+WGGF8CR5EF/wCFon+Iy2DBgykDyoZVwEdVv1KmteBHCdNC2VNB3XtwMDwJoeQ3vURFAUwupmXR+2X7PJGKoKAbQmQtaNGi02csMrEFBaU9xTejkf0IUQ70lfmHqWjT7qcuywu6vPJLCKo8IlulgdIx3xVEzCCxS++z2Rzes/DO5dNpT8LslUUTLZaNBoFXJ+CDdIVQNiFLAuFa5lDAFdhYEcm2V37gobRXSepcnIvELxIkHmJs+WCQOfM2JV0llGmDSPmUutD1Ua2BjUC4DLXFcTmtIAjAfiA9HU4MhBjpfZAdb0v3DRCtY3LfJBCpdKXhvq1kGOAn7xgUKgr57D/O/i4sWLFihmkj8oFV9RSHpZRAOoLCCB+SHwE/BX6TTM74IhOTmpT7o52GFCJs4uFAYmDWKzqgAsa/ZEMFMf8A7cNDgq1kJdVa6wPaCtGLHj/yNGCcC4fTLYL7BoMeiFp+4CC7WxqgByOZLrDjCJHdFOhHzALCNWdko1fCnCXttND65GXzdWPv3OhhAoQ3RhvIzs7P3HxheACaDKWVnepLXRpu6lCt2beLhpVcwb9Rp3y8EQJ9gqCAwV6uFSrVRwxS6rww6yBA0CqUjlpDUi4M1x8lgJWmTyn9EsRhyo9JDrXwzO/hQR+oeRv8XUsixTBo9dWcrEhCF9Om1yPJFnzc34uXFixYsX4B71GyCNh858lT4XloRcEAjH7COg4UgIFWq+oIR9CIqCRz+iOvtWwP6jGocBTUJBUsMwlTqsU8sasU4fEdWCzHeR8kCaOl2RTjQeOSVuKcoDQCrjcosuDq+G/bLEpg/mFaPhhMVgcjNlHIJEeBnCQ+9w/ZGUdTgykOh0ZsFrYVdvzXEYQ8WK1yDyxERNI/URmlysvsot4VJY3LMvFzD0e2GawQdHD9kr1vkqYCDVkpvsBbAhGUBxXEpEQ/dC+Vadog6+dkwLyRPHCPfteDCO5oO14fs4fhvFwldeMvkMezzTn4XSW/Fy5cWXFjDD8BRRRRT0vxQYfFQJXwfFzJRKlSpUS2ctn5gfGRv6dsFrkJfibPfhWc7JghRxjubQiXBHME2PqOwROOmdYF3jCOKL/FwwSoqeAl5pVM2VQc9sbBRaXr9R5G6iBOIr77tnkRbYBLlykIlw0G39xoSFUuOKp3wi6JAvOQ9Qq9WKlNI+bqPwlVEKwKZb/h5LBLxLVvGrczRw25SCkfTKBQC5FRiOQohNBKvyxisSDlMu8225smbz/ZAfta++YsZDfdfHEAHAmmGugFpy68RHQBfqdMQaBj9IJs18B8nzcsikYZZZZZYYYWLBR7MnIq7C4TfgMH/EhKPjZsM+q0uhIBNsTQW1esJS2LXBfZAsAKxLk+MDgFw+UQXg3fMFQiDcgOrHAeLipKG1B+pCvDSMatbftKQ0u6/ED6XfyQA3R5IuDsXb7uoRLtZ9MOouClR6oKkTX6lFG0PAgI2oimN4XyKvyxYxgAIyh93AWDAhEnfCiPEnNuGzvVrReWnHoiH5cgUARZC6We3Le6ESbZ35qEBmcfBdWMLxDbqQoh67VfccSMdP49+yOfjOWvluJTUWBGyH3gNG+riWszENOjokzEWa/IqXyMA9/uyA6P3AuSLYfE/Eww/Aywww7OiLI3h6IJ0rew+R/4T4GXDDVoU+yEVqZZqBPXaRJSWbLpPuHg28JOfw8gIeghJyWQyknchaRaH8B/ucViv5Y174uVSLbS3WMPwKqTpiUxaF9HMcaepfSkrfuBzxEuCBcIF8MfewRYki0C+LPMHpi9kVQq4fVruM9aRVRqtGvBNnZu7zEPL03nZCCitw/6GWeK2VehfEGpBJF8dsoF6AMSAiLLKrZhRyeZZ65pSBvp9SzuoQ76Y1LoFrXLeEZXaXieZBsZop6JSndWdFWRs4z7AgaPGbqhVNbZ0w6UVEmuy1S149jKlbwXfOdQ8hFOS56pwxh4416lvgsWMMMMMVQ0WLPESMiGhUSATPEKeoCBKfMJZLJZLi5CVLlpbBR4cvKaGMemmgZpmmg+6iBi5nzhKwmDJcNWGbCzXv2lY9QZqKDqGnuWj5hD9qJtXtL2MxUKXyqNmCJiS32QJ6UYVNccRB0fUd2ulx/EEUowKzTNraiDzLh26axDwA1XaJa5iA0Ia6UiXgVx8jBoEqo5cAVrNCBtLspXnV1WRgTj+xEc6xMC1v5gq1GLsTv1WPzDR1a8aaj6YALOEDC5LoP6IlwXJpI9DsBtGROtltwJOHmK/pmhiizd7u/UJG7cBTkiMq/q3qOwe0RJAe1n0sYK1dAIUHJpq/0Pk8MwEhBXmBiyo9cXKoieMnQYHqMVlZTxPpLfAlwYfAxv4rGJohAB8YfFkuVwGFN81HlH0JUuM5/1G17a69xQsWpy7SNeHzFLCI/QP54j2HTCa8UMdFYVKvvoeKYQxOOE2VH3+vCHFZE/aKo6jLQ76ll20XsLhSkoEYw6NtY0ZAU9NQCwaWBOAptCEQruL4JFPu4QENwnSKCyU3wQCWJCGwugMMhPSI2eY1S901bDxZHjMEhQ6/a8y3Ei7ER3stKkfXooAoc31BG2mZVnexY2pHVhOzFlKdiktpgVjue10yimLnFXT5S4e7erLLyRpFiQXL9y1IKQV91h9keDcCV/cB0mCS15KWpWNn7isuIlkAdRm9TLeviQdTZULilu5UQEu4suLkLmvwKJrK855mOBIOvEobq9xHwyJwrf4IVuPWkNUa1TJklBG7/TK+KBNVhd17WJaAVsXzLHAYHTHp5V31bCEuVnzAeSC2XFUOfuLYGxGJGMeGU7ylq6w0XGAKjAu7u7YWj5NcvK0CDDOmLcFZV4BG8vNdEQCuLZMYd3Kh7aFQ8nCfmLHIAFujpJWFtFFsVjEUYwLf8A7QQvbQX5qcBD67wc1q0O6LGUQ2Lm1Jom7JQV77lRJ9Zbamvr49xduE3YbiA7B9L8zmFvgdLOa1Ky6KvJ2pa6U8i/zkLgyhJw1BCW8EL2wB8J8UfCS4yoxkqbXMVQq5qVIs2hqquEYjOKpdN+Llkv3BljDnYOn0wlX5Izd3gMeGxi7JAO6WBBVZ+ZfuJGHziuvs0iWPnxCpTisEBdZzNMFNCX9zkH0dpk2RN0bqFVBQ0aeHUFlxze2f3G1+AyL8M4wWuGhy9Fyji6oIqJar31FFAzyWje+DCHdeIGhshV4rCa/g62m0wENMWri7/c9GW8C9MOig+Q4M7gNgiK7ruECK4XMEUPNLEOCqutsInrtLwgQFgniAsKuPQUgByrL0tELgRVxOFl3GnBUfb0FPsitdXTklHaByj/AMQnIL8E1dQN9EylyyUiIRcsibN8xuCmwpIQlQB7lYG4HxKCadzZTASvgcqgpem0sR66lBHkYMIFwW/dbGC1RL3epcuFdRtbZXRw8vSMSIP6GXN2yThAl3FvPYmoeZbUG/JzcEjDBe6yFsmxjaA+0UEZucBZEGgCTwrL8PyZRcHN26XL3KltCQaL49wFU1g2jyn0S1QbYqzvwpzA1vrkAx0I0humC6Uo7qVuzyYtSN5PXYsAPL0L25vucVAtrJXAFAtOAHKmerBi+waXnYutOldUc0IqjJ2ENFitV3j4i611UiAb8l9w9D2JW2nlbXOOyVA1waK0gbPzlX4mQWgfpuIl6iP0RrDJUJexENVLZvxfw/4DU2+YR0x+MkXiHPxYws+LZfwK+SGg6pg23uMTFnmBBCyp4YunoWIsIJZLJsUq9kSJIWFXVk3ChwJ30xjiKOSt0CIPEqqoHpX0xLx5247zaj+yZlofuT9wwRLF310J9uSutBH79/CRIiAgl3Eu1IPAHipanPP4XDOwRwdvcKVD2/P/AEjGFRWyqv5U4/tNQTWnJ0hSlKLeI0uLNKHsn5wE/JipYAvUwo+u/wB3uG75bfQ9QFwfzAxnuA/whddytNGyOS0AiuVl9GidQdfIbZB49ikbAr9Ws25kA4AHbdwRmrWUPo6lwSDCDZDeD4MQhiIEjDQQbUd4h4xEiRqJH4YkvZcGDCtm18QK+KuFHn4slWDsUOZdQCL5TiTTxUa7AQVwu4CLDuJqCk1+3NQhrqPewFFfh5m4n5YZDKUq6IT0OQLlBW0njHuHdqhX21KuBQ0nDWMi72+AV+1YEjTFpDd1LUKXCz4YkqF1IFWiZHPP3rl3CRQ5hwnJC9jh7yIZrWjpuVCLQVml0YAy8AftWrXqKwmdw8WYghME2zQvQLjciXppMVCosveFah5gOpqhNB4PbDI09H3E4QCl8cSy4KvWy8FAHbjiBbX5ZqRbWacRAfHkALywPBi7WKlT6Ax2iF8ze4YYlZ7LhfOSrwI3Z1zC9ZPcJC31BZcX/FuEFAzGYQ0ywyrlAlmI2Bh9y07lm41F9cJP00U74OJU0Sj1w/TKGsO+A0SI0qNte3xKAgu24VOCWizILG/3L2pYqdq4VNqbbBnbq4trQrwhLhVAXkSVLoWAXtqDgyr4m+trIUN4GSkatAuAYVz/AHKCCWKfFEIwY/mjJcKYZNB5KgPaAj9MBVg1FXHWrX23vHXOQh4KLrat1C6Cr0qeXa1Nj8PEthsr9x1M03LCvNUVcqVGlBHPPiWO8ct0r8mVATLiPS6TTBKlxLgavw7Mtx40+FyphgNLh6niMIgMIUnRDt7CjnuVPJFavZVEYWLh4lkHgWNPgfn3LbiBqWLF8oV7I8SwPrBApGKcEUcpO2JsU4iV0t9xRXHqIc21UaaeeIVRiaDnMBOEPuD1kFhyuxlMRMS85Il5XzxkbCau40aNYIqqC/ds0EAmOZQLxTUCoU3XllrYf0gBenpKm7b6K7vzGSw/4CgjtcrGPQU/DAAUBQRR8FIcxjYHhKY6eQThfcevTBBGWR3jZSFDVo8SkZd69IW+bNchWU4ph6lFaXA6DhXuo+QE5tc50CGnVl3et59S4oD7WkGINhN5J+SNKPVctIivYRBFig0KsYkVhWrlRMoTVSeC79xJWW6OZKrHpgJYO4ceMi7WMkRTWyhlPti4yKXFzjzF4I0hatGVur2W2ZkJiUnqI+KBmHwPwsfPAs6UXiNduVe5WsKDfgOtiVGJ6pmoVaJUZjWNx38tYOnkjNwQX6lx9PssXlk4SkfCPDKmlc3Mi7sstDW05YW9EL8EuMMTYuFS9guVavDRXhhITaCjIPatbgBUwFtPu+oklcAOTePLkGEW+hepiXioicH/ACl/FQ1KPLKIVC8U/vI8IuQBJX2oX19Fm+LuVry6yt+KCOqVNLCjZ4PURNgMHfR+gg9C+Owj7GWkoWC9rAiVeMccEVv2aIWUKQgYPgggsXApIU6YpCcEKNRrGCiMoxvIRlPDIQP2lAqbCxtJYXVQHlJQFqwOlgaYua5l2rEW4qh0CSyRmKCsUsvEdngjQ4ngMQTWDPxWmO4W7g7jhCY7O2qX8pamBewCYx27MrcqCQltXVj4YqTxzNzYeJZdLS+T+4DTDshlsPOEaL6hy3MCnqMUlXBAc/rYm3Y0fqBVPE535p0U5zOPgrVY/wBxFer5vCAmiCGl8j/uCo6KV9dTOK6iKG9UrIrt0D8nxka+G/gzqEAcsX6fgdS71aQFeivwcMoJwoX5YIavFoWpLyHF7s2aLq15efEKfQeo+B95f5JXFd2qk4X4qJwHzReRf9xbsgnHqWhHES50JPI3f3KerAFz1jxVpzyRUwLiWdkTTCHuOCVuyUo6zWzaOojME7e1gH4uH12WG93xcQqp6Q2ooMZR24VZVIs4EucYvcBcsgT4wDoCGrKuKhmiAauVgIm/nmMTwkWjiyNl8y9qf4pJ1pcPpjBDQSCbGEos8D6jeWcPLPqMbGVka4ctul8Mv95IbXghLFK2vw2Ub0/BKLLqFVVbe1vK6yL2/cQFe93LVJuQuhSor0QfCXFhrhD7aMCUlnmN6i8i+rQrw1LcIOjDpRfEZAggtfxFNBMOvUKOQ/1DcKihRsfc1ADVf9HRAPVSA6wlEKM3fUeruyiSpTKghKC1UaZcNlpBefxF9BLOGCNIxxqIby+41NcRzkG2voyEtEHKGwgDiBOohu4ocriO6gBEt2PZl04SUriHRcWyV8JAZdH8RrvoeogAdeoTgRqC6v3GAueYVcF8xCEA0kU0mJdq+7qXe5brip9xw+tYBdv/ANiIzs9lwQ2rzobBQCqgeWbRKDhA3KivWqKvdPQRGXAIBeyDuJWZY9c5Z9MHaVEs4ztldt7/AJ4lPOQSNGNpLhyWBB+D+LiUQZgnpuVKYpQ7AmwLLN6hauGgfyzsir4hyESmVH0QyihS5f8AYSe82g1O1OJFkyzYr1qFNECLjZRFxOY3SfBmcKpLUorx3BCvxFrKKNbAmCUXbM2jJWcsMgvZLViLCksuxiEiuWN3OBsT4hiHwL4Rco5i24zDicgJW3X7cRS3bslTKMecmOyhNi2d6p9kNS4m6HwSr0QU5viAFy7T0RRfuF6chFYrxX+4RV4kpvqri4NrgWnhPZKt2QtnCxG6XEvZ5ZYR+ozwRDFixj4HWRXgcAjqw3sYLlixQxSc8SkJ0wjYQ/XUfx4ZwK5jke7qoK22hJk1H3JxKEUFGBaAGdaMjad0yGoBS115qOM1QbnsW1AWL4UUZMsJaksOIBYU1cbvgmtywVNywyxgTiKgQ7G9jRrsFtcD9xConad1LCthv4S8rg4IOCZzHB48waxoZKeTxRIag8IJz8SfE2Wy/hHw08xk5KW41VVxAIxLSyHIx+tVetj+Dr+4qe0cYAGzmUZoq5Efef6MKWZ9O6h03QaealimkbHR9ApjVJqiPTTgFLlRC6LnJwsfN0CFLdtIVl8WRwMILih1K/tLLBzpyL3NRcqZdscaQyFvJOo5mkw5TMNTEeGWVETOQ2VM4cm6luGSrY0FTAFC/wBaH0UX9koEM5/cCgoA7I/vqsWfmOCFVZYhCrcY0ikIqGMCpEBC4eE5H2l9BF8TPslQqJde6gbBa7qMBWRQI1yCO9S/0xlttNyk/o1nEHFvJZ2JEp6l5OY2dwbEqFoAdwxKYiRhLTkewnIy2ACAtDzQqLmYENV3i112/cHNrm3EJmhMigrqisbrvIizWxIplqbC6NNfoWc6cJ+uILho39eEuQ8JWNsnCNlutsrjmMAKxvcMZ0IWoeE0vwyrHipS+YIe94awlqk5vtHlv2wZu6IcnMstSfmA5D1KN2jT9FkJQ40j3+1hcJtnNWiJix6lLysTxLpDwP1M2VQAeoXoqvpI1aCA12RJUEX8zEUkyotfcRZTBSjyMK1wQYXUsjVS+vUTKKn2jQpUCiVNixUGx3VQarf0SmoyDis8xUAwwrL1bHuIP8nUNlw5EAOLG0VwdTzlllJr4geGA/Cp1ctfMo7gjyfCb3AgBNwIQYwQry3fioaG0AQps+FOo0uYrXfmWMVVH3+IenEw9INB4kVYJSH2GywU4XL3IKbKiCbCUviFMCGcM47EovVzJvtcFUV/ic6imEP2iO8JzEdWzviDpRAkFF2WSyVTwgtar0Tj1HW4jwyi8LVeGk0F4Gw+vJR+IAnxQ9P/AJEe0TPPpI9YTUvZfPrItExM8mrB3oYTIRXUOI20YjpLA2CHSLXmGLMPE3A3cKwrbx4gljYcS+KIHh11H5LqHlvmWIRl5L34HZQxQhIAtDUqnItsQyq6io/GRqC1KMOJfjGxuVsGpy9J0QKblsQTzGOp45oO6JRIdLss9kua9slMIuXaz3TwQFdwm5YKYMDRXMbm6a8wRYWFkDnFepYatUeJSaOvMCbVKY8Vb+oquoPU4YC7iu60QQD/ACEVQwD0R2FzH2xWZ5HqKrFGD9IDYqKs48k/1h1FtTp9wgSvUojUoPI9QTTzWDrFEBE7VElKMAMlokGaARKefkl9iQRqJBRpiR3mbN7KAWs5EKh1TnHHMqIqwQJdRQgyMr1ECUVE+Ak29KmiLTaIjnklJGVzcuPszCtL4rqJctTdzF76ZTlq/csS9iUm/r7hBQmZ7uWGEO6pnsiDhZcQlsRYXsnaIJGFMUw0RTn9IJgPnYIdBwoSq6cyyx9XDRFDcEN+SIoADwQHLDxAPmHREYrVYEG4V7nD4p9BSGqgFUcfgi9gLbh72cpxYOO6eyVUdkd/UptKEiM+5SbLnHepQKxFg0pENZ0ZRAqCxli4RgwuwK4IXCtMqOylou8QWFXHaMMNBn0QorLwBKq1TTKcTfGLfMCb8cysMRQlkImycwcRsSwYk029TzEB4RCTOmCK9YvmsbCOAJ4h6GDxMXoLUqkWIzFNxuAX0/cGmlpy91yR7boIBxvlhUU3DvJYsZt2EGPr0wKykCVxaSnlElAh9qvpYK5Z4GOwDAlodwFxDBSygKIDUVZwXuDW7bUaEWDPBCdKJeTL9eWenZbq+SD1ApbfaY4N+MUPnCVwnjR2PcDQjCtxgEl/Ws2StvB1ONXUoHUoIcjmBcoMgKiGUOI6GMkDiqiUrnqXvga7lw6a16+oAeDlmxdBffbcTQwbKMcZb5EoYBKjSOMuJZLMFhFi1jcRJYk5GbqGaIVYLamukcsCihf4fTKGSFio1OZUERv5YGhC7o4lA5lO6L8x3XF3qAXTL3rOpm6IQyErWh5iNkieYPIhNs7l14gcWIootIcmO4RxQ0y4wQEZfGniWBqWSFEv+pQ8do5/pVtxbDqnk70y5QDY3RpcWYOU5F1BC0y0TSKb7eYyGcwsHlqWogWEYgJBZFVF2pA4AyrBs2rK66JhCCCPSahhDcpHUD4HqAJ1LSNqHO/FygwmUSeKKVsYI0rKeQTpSSCcFx+FL+JhTFiDiceaYnkxPEvGBVo+O18TbhHC7uPaoxYVNldJigkHCsL1LXWVe0RUcfHn07xUDpD6EKVT9RxkX0VEoTZb6Rw31KIdMVBl+pQdYMQxfVlxDElbrUsEXmFrsaTmLTEuDBlURHJrabNnJcQrSxlG6liBxAA+ARFpTv4Roly5iGQdnqjChKP3M+FrFVYjuBMI8RCRDynsgiowCXcxZr3NaLPBHC2PuXNzGwXr4F4wT1DswpWpZEpWlqV6g8hGRoERoyr0kxH6g7/yibiQVpp+IgcMMcMBR60e42ZeRlA6koARCRlDRgtDuA5eXklwhc2RRKIxNbBbm5dElFWDdQVJBIEHfMWQQ5mllv3AqrivKIZAPMbZQ6lfDg2Ek0nKKuviCsEptjJC7IU0hbgIoSMRLOyCPUqwwRVWRVYRoZbgaZjplKXTsx7iEZZSg4+AyhKEmEoDkgnsioY4jtr2De4egJtARQ4LlhFqBqiXpgEFlv4gR9UP1ENUuy/j6Raowo45mRf8MoVH0xoDQORIHMSMmGoA4YgDIl2WqluYm5cNKinxLWlaO7v4yj5UdxB1OTAUvII1FhmS415nnCyWZSxtKWkZyTiZSA9oHxElJab3YUxG5KpkDblByJDoYLfMKMsEFv4Evr4Bcr+I9ErKqVzFjkPD1HGXYF8Rt1FqLwp2xdKne4bz+yrxJepZPLWZVFjBQ2LrYfEE1ATzGm5d2FqXmSlIlnUUgjDUorxG2pgQiZr4slkAQpLRYPcIWGxyVZVQdphCgbITcWyJG4EnhFpfDF1xAig2c1B9CFkVcXBwnYNiGYYbtgh8FRmATsJzLgBRsfqfibwRIrH4POqEcpebSxcRCxe8qEdLNOykXJQDIWAB1W7L33uvByjhVxVsU5+YsuxYPEVXddSnohKHEpIAg7BZagLtRNSkmTMhQIVMAjF4RZc5uKCMGIfAlvJKDYbhTKlssPMxie4F8xjqFzimxzCHiKhig3GC/BQw8Ez4RCjO2A4Ph6PkYiUcRDrNdjmhAXxOfwfKRJxOlDCs/UFV7ZetZlzKqpUadv8AcvrYDl9EoJ5zRRB6CKLcJA4THTtcsnrq8Qaoh2zqz0jdaq1t3sFBpfKN7kYWtfUCoMOIFLcynEZUsJhsZzQWUAqJohxL4S3Kh8DmUS1YonncESdBO5ZJUOsswYoxQ5AQeYiK34AyGOItSqUMT4h8X8Kl2OIhUGgIwybKe2IjAXqD45mF/H0ymVCuMULeIA6gbxKdZB9QK4kFXUt5awUdOHTBKodOQcUxq/ZG3fylT8FEF6nATLkmDCDiYl1AAQtxKRASEVSfSJUMQajLCtKgSouSLYAiqypsqB8BIGdxD5MKYS5SIkfiA7DMSoSyPwJCKQPgsSFSwjG+Z6F/EQn0gKZe4dhKPKII9UyzmIlVLPc9EAbMbHAxPIj4MaawJC58JIcp8RtF0yiKbagwRkdytX4VIoS1ZUgCARplkhkGFS1yslMGMIfDEqKxKlpDE4QquYiotNIYS6IJRkIUcywy2aRREpbOTG/cK9RctK2qiMAlDv8AXxOB8VBlQIWumKJkCo29SiHwzJkUs7gsLcRRufC2AHOzCLMRIhKOptU8QkoWX7jAWtdx28jjqMLqJWylODsAKY4AlDYpzBjIZfwRxgwSJAuBK2DKixRRIQbioCzQblQUOxhqLDphBQlGcZIHzVuasq3EarqDfiF0THUV6lAIiiIlqgsEMlIVbIO5LLLXDH1l24j6QbkLMA6ggNuoWENJZgvJMNmblxKkoZqaQMKjxUsNMO/mWXbFQs6w4uo6y6hGMqEPjuPE0lxlsRjDXgJwESGNkF1GERMtkXEUucJuVLQ4haZcv1A+JcR+KoIJ9IyvipfwAT8wFOeSiMlXiWHWWCWePh5nUuxnUYSlSkOWEIwBBKUUWicJUUGoWOYoYunZj8NMAlEdypUJ1B/wKQlw+Esm/PMAk0hJYSjGPwckYCylVKqV4hcICAlCdLA3YzCVAR4lNcQcUEYEfGvlk57ibBxjfmVZsacRv4gjFJK8pGpPZkQZVwhc6g2uLiNJZgeUW2uDDmWQqBR8BQEIYD4tKZ18DHXxc5hElzLPgMdljuJbU1NR3hCYMq5j40m+JRgs2z0I3cQmVDCRZCEy7M2RRD2+FLxE/EhESvDOI+nxWNotxGpplYnxK8IeiVpIUk4qIMTCPKiOuEuaSwQARWFumVCbxJBr/AQZ+NxMQxLTX4UfCkBKr5UYuQKTLhKs+IsI8izNIvqPwq/jf8KjAHiKXATiFsYUxGF3AflqVmBgVsFR9BLC+IK4jcFGIPEUIkpjSOfAFcwg1OFPXBOSs5nBlWACNNIpmW4+0o+OgYpQfB//xAAsEQACAgEEAQQCAQQDAQAAAAAAAQIREAMgITFBEjAyQCJRBBMUQlAjYXGB/9oACAECAQE/AB7Fi8o8/WvDrNF87ucc7EMr6aw9jZcS8LrNYd7OvqrD2pJMpHNrDyh4oRf1lK97dKyPWUcXsYmXy8v6a3tW1y8WLZ5Hni7zf20fsQ+8tjLy/pKvaaXf6IvhFY8rDL52eRj+hQux+y1ykiK/HN84fQux584ZXuLYhbFms+Ri6EWOymPjY3sftLKFt8Foo5Fhp+BMb4KGhF4Qy8K7wh+6uyxLja1+hS4ELbdUMXReXhZXt1lY8PCf5PNDVMTE9zTslKqF2WPtYbpEXa91DkjixNZQynebJdiYnxngQnzjV7QnYmPsXRqP8TRlxRefHssslIsjMve0xIXR6ndbF2yjUISEiWJu2ab/ACWxDzS8nH7KKw8angi35EIXseBKnKxZQyXMikWW8SRB1JDItUPfQpPNElaFBigv2LgbZTEi9iw1aEsPpidj28ljhzZHpFbl1Q8LFloseLrHjKRXJYxFq8PMuEQVs1oxjVPHklpwWnaeLIPgRe6XeFvaE9vBSEhDI8LNE3wLNclrKYty7JK2UVtWxdbVmL5IXb42T7ENUkKq6GhrKZB5imtj6Q3hySaRdljPXFVzzdUJ5Q3s8YRF8ikrZQ8SVoXZKHqp2RiruyRP1OK9PdknyyxMg+Rbn+iscFCx6Vd1jyNUljn1LZebIv8AJFloYlZJDcpaU4+aIXGKJy1ZKk3bIpwhVlNslwIhdkXtXY+9jYrGLFH+IsvYicXZQlYijpkycmlxiHCkOyKpE2m8RuxqkJ1lMWGsXiLRJIT5wkeMOTut76J/Ii3y2J4p2SRJWi/+hKooQ5qKGJmhouUkzUn/AMjERe54Qlj/ACFspXeOaws2id8CdULoReGqOcdo9P7GiGm6JScICYi6Yna3MlKha6l0LXSkl5ZFed6avakNWL8T1MZTw5UxpPlY8lEYIlrxXC5PU27bIi6G+UQYhZbJuz0NyTt0PQkm3CSFoNP1OXJH4rKHlLlv22mTPW48pn9x+0j+vG/if134ihzlLtii3IpYiTlWoQdkORljaLtjxSaIpITsQsP35rk1I2VbFG7o9BSoTossi+jUa/qM0mabJdkpMbIvEmkRkiyIhdCHufsz6JLkb7Iy9KPUSmxMQhH+ZBUiHxRJ9D7GxYcSi6J/y9PT8kP5UtX4/tWhXS9u901+JK6PTSonwz11ChStGnysWdRZHlkelh9DW3X/AJmnp/8AbNb+ZPV80jQ/ja+u+qX7Z/H/AI2nowpf/X9NokTpjREi6R2JErEQfWH0MslJRTb6R/d6bjw7ZN6k4tLsf8KUnbkaH8LSi79N/wDpHr6k+2THBtjjwVRTsRFXJGpGmxESPxQ1wPoonFOLTIp+pGnGooWmKKQxHj6WqSm7HIjpxemiWhyONFEG/WjVjasaIdrLHaH0yF+tWJ3CLXkhLgTG8eF9KatE4lWaSrTiT+LJd40vmsSVSNNflnyNWih/xNG+mRikkili/qS6NTsiraWZIo0V+WNbtGk/y2/5FbUsP6LJ9mkvyzqx4s8Gh5xrP82aXM8tnriR+SYyS4I06H4Kwux/SaE+U86vweNJ06/eJ/lqs0VSex9kXzirRBVIfyjhkWP6WpGnjTnXGNb4rEVzEnL0xbI36jTVR2T+TF2XxeKqRPwRkxyI/T1fiNibVNEZKSNd9IRFdGsQI/FbNX5C7LuBF/iRk21ZPMfpyVpixpdmrbmxCXI43IemxdLZqx8iEyPTIy5J9LCF9TU02pOkKjR7ZqfNkV+S9iStYRJf8QnTHO4LERbl7zHopsUYwTY5WzRVyzW56a8GnpU3bs1fgKKdkesQ79hP35JNUPRlZp6bjm/Y1FaPS74HGhEO/wDS0aj5EzT92vrrGonbIq0Ql6WJ2v8ASPodshqNXGuSOlNwdmnBxXL20VhbWV9elYoxTbrl70X7T9hFYZXuoor3a3UV7NHn/SVuXv8A/8QAMREAAgIBAwMCBQUAAQUBAAAAAAECEQMQITEEEiAwQQUiMkBRBhNCYXEUIzNQYGKB/9oACAEDAQE/AL1foe5v9o2e2i48E3f9eS1a21VD9vtH7CQ1v5Xo/F86KWy0o90L7S935X4LRrRaKuSXIh3yX9m2e/k/CtE0Ll6Xo9L0i7X2S9h+ih6NIenuVvd63vo/skPn0V7j41tiYiRaGSSe6E/sXfoNl6N7C1vYkrSEjuSQ1aE1R7HEkh7Cdr1Hqy9i99H6D41Wn4K2GhDiLgVN2NWiPL0XpPWkNDrkWr8dh67aLnw/IikJ7xRLZX6d+DY68Gy9xp+NfjwS8LQuDiZJHccoutheq7oobdrw3LrngaEq9DZoZtaGLgkiFOIlcVYrTGhWnS4F6C07bGMXuPmI3SN6Trl+EeK8rQ9FBsb3I0cWhMirZKPbMi9taTFfoRVsUdxDjsPR+zI91b+HGzIcPR86p6J8rTEuSaabFsRXJw2Yl8xmjvZastqjeze/RhtET3IrSkNeNDRGhs/Pja0xGSA1uhOztbkjHGjKrgyqfIkmlpLgXC17fyftv8o7XpFMb0x7omo+wxjR2scWvB0WL30Wrssjsi34Re5NfIycdrE9q8YSUXurJNPhlsplicV7G+kHTHNDmvwOTFNr2Rty9hzUuOEN0JpqzuRXBsLgXPhYlb1SGtKI5H20yS3eivbRovbSOlrt0sT8YoY18rFJ8JDTF/Q37VohciavVlbbGNaYJSmm3GixJsU8ry9rhSEiiS3JJvgfKGnaZF37eoi3pOO5S4HEtxZds31ivCuCC07nVaKTSN3qxjSezG6qxO/B+bEMS3Jv5h0qO9Wkxrx/AvCIzD2uW5Ou6tExFDRNFbjVlNV4L6dceGU4ya3oce1tax6bJKEpVso3ZWj+kfIyK3vRtO0K70bo2PfS0Mgz2MGd41JdqdmTNOUVHsoo6NdMsr/fvtUbS/JWjRNDF/fPirrVNo3elM/cnVXrIa0XAxLwStjWw20IfAuSLMHas+Pim1yZ8EcjWyMvSdLix98oRVflHUZMeXL3RjS4X9lqK53Iq99JrYkmz+V6Ll6t+CRSKJLVjOP9YuBeKVDFyc6WR3P090uHqOqyLJG+zG5R/wBTQumj3rY/UeOEZdL+KlZabJO2QVLSXBGSkhw/DL0asj4IrYlZBuySta0bOiTuRG6G6Iu7/wBGrY9JCoaIm5RGj4X176LrIZauPEl+Uz/k9FLGssc8Oyruz4n10ur6qUr+ROoL+hkYOTEM6jPDHBp8tGCLWGG273H+SUdY1o9EIkhRaL+URtWnuVc3+FpJboS2G0mtZrWtEhLTbThnd+BPcyZBQjOS7ldbjQyrRJCEvl1oUWY4JofwjLhp5K3Sar3TMvwbM+myZlShCrv+3Rke9Ljy/kjuvgvcre9ZSsqxqOiFT0SvT2FwXRKTI4JPd7IcaWyGiXJFbMmVvokUduxHajF1CUZRcY3ezo6T45037McXVdPJ9iShOPNI6749DL0zwYcLjif1OXLJU5PR+DRVS/oq2N1pWrK1i4kBQUh4F7CwS/J+wvdiio8IbSib6SRCF4ycWiqYnsJCW4+BNj4I5Mi2Umd0m022yqY0MWrGk2hbDVOhb36MHsYpUXUbQ59tX+D9z8nc75KbtCWkkY0/20ZFuT2kJbISFRPnSEW3RKDFshsux0ja/OO3o4+SL+UUdokoKZ2VsQxokhoaGfwRPdmT6mQ4OFo9FLYsUXJ0kfD/ANM/E+sUZRxSUG/qo6r9OR+GW87VTxScJPjuRP6n9jB/MQq0KbcrIbo/b+dM7UmZXT1SuSJbRH7jZjY2yyhi3Pgn6R+I/EnFqPZB3u/6PhH6H6f4f808ccs21u/4nxj9SfAPgEHDvjlzJbYcbTaf/wBfg+N/qHrvi/WvNnkkuIY4/TBf0ZPq+xRFkLZjbQmMnG3Y1WkKJOya5HyQ4YroSOn6XJnzY8cFcpukhfpT4lHNGOXFKMfdpXVnT4+h6HqYTnCOSKWye1sw/rtdNiUMPSQVLa5HxP8AWnxrrIOL6j9qD5jj+UzyjKTa99J/x/z0V6MHsiAppIUt7Ls7lRIk32sxTTQyRPlmO6YvfTpc+TFmx5IScZwknF/ho6jqIQ6SblBS+T2/NHxDM8vVZJcRTpL8JEsxPI5MsRk9vRXnRRiIwXaKLbJZZRyPf3I53Qpt8l2TrsZjlToT2JPZjIumJ0ztMSX7sP8AUfFIx/4eWMfqa7V/rOqx/tdTlxv+E5Rf/wCMyRp6pE/Uryg6ITsTMzvJJkOUR40yP5GJkJWkZHUdZGOVWbkf1l8b7IxlmjLt4bijPnnmzTyS5nJt/wCsttD50T2HG6XpV50R5MZKVJvWDLMr+TTDwzL9Oq3h/gh/StUifOkUe5Jb+tWqu0QpIyv5Xrie9aZ+EWYV/wBNGXaGsHuLGyX00Rl7EG3IkxcaR5G3el6ofqoaVPXH9a0zRtX+NMarEjO90haLRo/kJ1IyPYh9EtIjiPxr1YO0IyQu3piXzPST2kQj3SSJ0omTefhD6UMa3HySVwMeyY6rgVIk2/CxF+nemP6tOdiUWmYVyIcuTCSJfU/DGvkGthr50SXzkl8rIe41o/s4y3Q0IycGJLsR7DIyqJHKnW4+fDFL20olyhrYhyxjHo/QvwvxXJCaaSb0y8Ix/Qhv5X6EXTRQyP8A3BrYUak9Hpf2aFkaQ3KTSEqRldR9FZWTy2ttjF9Y21RNNPSfpP00yxTp2LNCtzJkUuF6eKkzuXuN2xkuNK+yv1bL0TaLZBbDRPRlfbPSyyy/QxuNL/CUqZOPcthprXb1tvK/Oyyyy9FVoqqonhi6k5UiWWCyJrhGWcZSbSL+yQ/sVkmlVksk5Vb+0r/xCZf/AKP/AP/Z\\n\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Predicted label: Hund\\n\",\n      \"\\n\",\n      \"\\n\",\n      \"\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\\n\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Predicted label: gato\\n\",\n      \"\\n\",\n      \"\\n\",\n      \"\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"multi_model = SentenceTransformer(\\\"clip-ViT-B-32-multilingual-v1\\\")\\n\",\n    \"\\n\",\n    \"# Then, we define our labels as text. Here, we use 4 labels\\n\",\n    \"labels = [\\n\",\n    \"    \\\"Hund\\\",  # German: dog\\n\",\n    \"    \\\"gato\\\",  # Spanish: cat\\n\",\n    \"    \\\"巴黎晚上\\\",  # Chinese: Paris at night\\n\",\n    \"    \\\"Париж\\\",  # Russian: Paris\\n\",\n    \"]\\n\",\n    \"\\n\",\n    \"# And compute the text embeddings for these labels\\n\",\n    \"txt_emb = multi_model.encode(labels, convert_to_tensor=True)\\n\",\n    \"\\n\",\n    \"# Now, we compute the cosine similarity between the images and the labels\\n\",\n    \"cos_scores = util.cos_sim(img_emb, txt_emb)\\n\",\n    \"\\n\",\n    \"# Then we look which label has the highest cosine similarity with the given images\\n\",\n    \"pred_labels = torch.argmax(cos_scores, dim=1)\\n\",\n    \"\\n\",\n    \"# Finally we output the images + labels\\n\",\n    \"for img_name, pred_label in zip(img_names, pred_labels):\\n\",\n    \"    display(IPImage(img_name, width=200))\\n\",\n    \"    print(\\\"Predicted label:\\\", labels[pred_label])\\n\",\n    \"    print(\\\"\\\\n\\\\n\\\")\"\n   ]\n  }\n ],\n \"metadata\": {\n  \"kernelspec\": {\n   \"display_name\": \"Python 3\",\n   \"language\": \"python\",\n   \"name\": \"python3\"\n  },\n  \"language_info\": {\n   \"codemirror_mode\": {\n    \"name\": \"ipython\",\n    \"version\": 3\n   },\n   \"file_extension\": \".py\",\n   \"mimetype\": \"text/x-python\",\n   \"name\": \"python\",\n   \"nbconvert_exporter\": \"python\",\n   \"pygments_lexer\": \"ipython3\",\n   \"version\": \"3.7.6\"\n  }\n },\n \"nbformat\": 4,\n \"nbformat_minor\": 5\n}"
  },
  {
    "path": "examples/sentence_transformer/applications/image-search/Image_Clustering.ipynb",
    "content": "{\n \"cells\": [\n  {\n   \"cell_type\": \"markdown\",\n   \"id\": \"entitled-exploration\",\n   \"metadata\": {},\n   \"source\": [\n    \"# Image Clustering\\n\",\n    \"\\n\",\n    \"This example shows how SentenceTransformer can be used for Image Clustering.\\n\",\n    \"\\n\",\n    \"As model, we use the [OpenAI CLIP Model](https://github.com/openai/CLIP), which was trained on a large set of images and image alt texts.\\n\",\n    \"\\n\",\n    \"As a source for fotos, we use the [Unsplash Dataset Lite](https://unsplash.com/data), which contains about 25k images. See the [License](https://unsplash.com/license) about the Unsplash images. \\n\",\n    \"\\n\",\n    \"We encode all images into vector space and then find high density regions in this vector space, i.e., regions where the images are fairly similar.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 1,\n   \"id\": \"acoustic-pastor\",\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"import glob\\n\",\n    \"import os\\n\",\n    \"import pickle\\n\",\n    \"import zipfile\\n\",\n    \"\\n\",\n    \"from IPython.display import Image as IPImage\\n\",\n    \"from IPython.display import display\\n\",\n    \"from PIL import Image\\n\",\n    \"from tqdm.autonotebook import tqdm\\n\",\n    \"\\n\",\n    \"from sentence_transformers import SentenceTransformer, util\\n\",\n    \"\\n\",\n    \"# First, we load the respective CLIP model\\n\",\n    \"model = SentenceTransformer(\\\"clip-ViT-B-32\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 2,\n   \"id\": \"major-injury\",\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"# Next, we get about 25k images from Unsplash\\n\",\n    \"img_folder = \\\"photos/\\\"\\n\",\n    \"if not os.path.exists(img_folder) or len(os.listdir(img_folder)) == 0:\\n\",\n    \"    os.makedirs(img_folder, exist_ok=True)\\n\",\n    \"\\n\",\n    \"    photo_filename = \\\"unsplash-25k-photos.zip\\\"\\n\",\n    \"    if not os.path.exists(photo_filename):  # Download dataset if does not exist\\n\",\n    \"        util.http_get(\\\"http://sbert.net/datasets/\\\" + photo_filename, photo_filename)\\n\",\n    \"\\n\",\n    \"    # Extract all images\\n\",\n    \"    with zipfile.ZipFile(photo_filename, \\\"r\\\") as zf:\\n\",\n    \"        for member in tqdm(zf.infolist(), desc=\\\"Extracting\\\"):\\n\",\n    \"            zf.extract(member, img_folder)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 3,\n   \"id\": \"earned-mapping\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Images: 24996\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"# Now, we need to compute the embeddings\\n\",\n    \"# To speed things up, we distribute pre-computed embeddings\\n\",\n    \"# Otherwise you can also encode the images yourself.\\n\",\n    \"# To encode an image, you can use the following code:\\n\",\n    \"# from PIL import Image\\n\",\n    \"# img_emb = model.encode(Image.open(filepath))\\n\",\n    \"\\n\",\n    \"use_precomputed_embeddings = True\\n\",\n    \"\\n\",\n    \"if use_precomputed_embeddings:\\n\",\n    \"    emb_filename = \\\"unsplash-25k-photos-embeddings.pkl\\\"\\n\",\n    \"    if not os.path.exists(emb_filename):  # Download dataset if does not exist\\n\",\n    \"        util.http_get(\\\"http://sbert.net/datasets/\\\" + emb_filename, emb_filename)\\n\",\n    \"\\n\",\n    \"    with open(emb_filename, \\\"rb\\\") as fIn:\\n\",\n    \"        img_names, img_emb = pickle.load(fIn)\\n\",\n    \"    print(\\\"Images:\\\", len(img_names))\\n\",\n    \"else:\\n\",\n    \"    img_names = list(glob.glob(\\\"unsplash/photos/*.jpg\\\"))\\n\",\n    \"    print(\\\"Images:\\\", len(img_names))\\n\",\n    \"    img_emb = model.encode(\\n\",\n    \"        [Image.open(filepath) for filepath in img_names],\\n\",\n    \"        batch_size=128,\\n\",\n    \"        convert_to_tensor=True,\\n\",\n    \"        show_progress_bar=True,\\n\",\n    \"    )\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 8,\n   \"id\": \"equipped-script\",\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"# We have implemented our own, efficient method\\n\",\n    \"# to find high density regions in vector space\\n\",\n    \"def community_detection(embeddings, threshold, min_community_size=10, init_max_size=1000):\\n\",\n    \"    \\\"\\\"\\\"\\n\",\n    \"    Function for Fast Community Detection\\n\",\n    \"\\n\",\n    \"    Finds in the embeddings all communities, i.e. embeddings that are close (closer than threshold).\\n\",\n    \"\\n\",\n    \"    Returns only communities that are larger than min_community_size. The communities are returned\\n\",\n    \"    in decreasing order. The first element in each list is the central point in the community.\\n\",\n    \"    \\\"\\\"\\\"\\n\",\n    \"\\n\",\n    \"    # Compute cosine similarity scores\\n\",\n    \"    cos_scores = util.cos_sim(embeddings, embeddings)\\n\",\n    \"\\n\",\n    \"    # Minimum size for a community\\n\",\n    \"    top_k_values, _ = cos_scores.topk(k=min_community_size, largest=True)\\n\",\n    \"\\n\",\n    \"    # Filter for rows >= min_threshold\\n\",\n    \"    extracted_communities = []\\n\",\n    \"    for i in range(len(top_k_values)):\\n\",\n    \"        if top_k_values[i][-1] >= threshold:\\n\",\n    \"            new_cluster = []\\n\",\n    \"\\n\",\n    \"            # Only check top k most similar entries\\n\",\n    \"            top_val_large, top_idx_large = cos_scores[i].topk(k=init_max_size, largest=True)\\n\",\n    \"            top_idx_large = top_idx_large.tolist()\\n\",\n    \"            top_val_large = top_val_large.tolist()\\n\",\n    \"\\n\",\n    \"            if top_val_large[-1] < threshold:\\n\",\n    \"                for idx, val in zip(top_idx_large, top_val_large):\\n\",\n    \"                    if val < threshold:\\n\",\n    \"                        break\\n\",\n    \"\\n\",\n    \"                    new_cluster.append(idx)\\n\",\n    \"            else:\\n\",\n    \"                # Iterate over all entries (slow)\\n\",\n    \"                for idx, val in enumerate(cos_scores[i].tolist()):\\n\",\n    \"                    if val >= threshold:\\n\",\n    \"                        new_cluster.append(idx)\\n\",\n    \"\\n\",\n    \"            extracted_communities.append(new_cluster)\\n\",\n    \"\\n\",\n    \"    # Largest cluster first\\n\",\n    \"    extracted_communities = sorted(extracted_communities, key=lambda x: len(x), reverse=True)\\n\",\n    \"\\n\",\n    \"    # Step 2) Remove overlapping communities\\n\",\n    \"    unique_communities = []\\n\",\n    \"    extracted_ids = set()\\n\",\n    \"\\n\",\n    \"    for community in extracted_communities:\\n\",\n    \"        add_cluster = True\\n\",\n    \"        for idx in community:\\n\",\n    \"            if idx in extracted_ids:\\n\",\n    \"                add_cluster = False\\n\",\n    \"                break\\n\",\n    \"\\n\",\n    \"        if add_cluster:\\n\",\n    \"            unique_communities.append(community)\\n\",\n    \"            for idx in community:\\n\",\n    \"                extracted_ids.add(idx)\\n\",\n    \"\\n\",\n    \"    return unique_communities\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 22,\n   \"id\": \"oriental-shower\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Total number of clusters: 147\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"# Now we run the clustering algorithm\\n\",\n    \"# With the threshold parameter, we define at which threshold we identify\\n\",\n    \"# two images as similar. Set the threshold lower, and you will get larger clusters which have\\n\",\n    \"# less similar images in it (e.g. black cat images vs. cat images vs. animal images).\\n\",\n    \"# With min_community_size, we define that we only want to have clusters of a certain minimal size\\n\",\n    \"clusters = community_detection(img_emb, threshold=0.9, min_community_size=10)\\n\",\n    \"print(\\\"Total number of clusters:\\\", len(clusters))\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 20,\n   \"id\": \"buried-botswana\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Cluster size: 482\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Cluster size: 401\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Cluster size: 360\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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n6k9Iw9RlvTV89wUC21uz0OirfIaHMw3XaylzsKlZ1M3F57oN1flVVMZx+lqq6vZRtbbZbK+jR3ZrURDSE7tLTN6+Sq1DlryRM9FpIwntdlr6K41fvXrOUy9DpNUHjnnL+PznnWQheoSdJl6aTVw5kSxmVcGIxpUzmSZrKqrhrZa3fbnQSNRflTY6m9JtGobEOFvfT2dcy58o5GizdQerftNJcU+RpbG6ZXQWczeeirqYUbKU99TYiVYnn8xnLKkn1G/8ANIDdRMv4Gdp1mXU3MLbXT1ebFx6ZtrCmb1Ol1t7HhWy5jt9nsZnotGEHPfQjt7VeK+dj6D6jbror72Ty31TAeU+jXfmEyxvZPjuSoMBqPQqDzNvzG01t9g6SdWt3ON3r83XNO5uv8wpqt+ombnY6nVd6fgfO/bG/PJuv1OpgwYher2dVH9CgWvmGy9Cfw9keSen3MqpTC4i/l815thaW983+kvS9t5/krvOrb4rLeM0Eyi9q9ygV813X6Orun6i2ci30+r8yu8hhtx5dnMn9s5zXYH0mg809gy9zAL0+b6jOw3nkTpR5fKe6ysnZ6RLXz7X5vBZzzTT64J+x808/m2mqhaPQ/J11eejehzqet1V1cTsVByG40mWeufErWRnfFfGfNXPoCm9RwHonuUix0mhZ2eocam5j4UZ+4K69l+ceA+y7TYILrPhkcfF90WrjXehn3HeeU/rbMqizWJqYMGZajifYJGiuoNZFlz6zLfOvmXpl951iPM6XISbD9jtnHzeZsfU9aEVlLWRJ+dW/VdJ5XGjDdeGjdaRj0vZ4Fyuy+X39DZxcva+qX+X89pd3wYv4n+cdN63QTs56tY+deYfRe6zmV3WY82sPcfBPnaNph8+lxtR6bt9B6t6L7b6hEbsrBvMeQ/POXzH01Y+O73G19TLpfZtJM9HPdeDsN+ka3Pd5zc6Whaz+b8J8qo/IbPB1A2jEDrQX7raancUNbF+epuxudpma3EXRRcH9F+k7jV+Xy/f3KEfNLTU+m7jKPx7f0XbWflVwGp0EfFeTfPA+v4Hz358w+dic9feda7Q4FuqQPRVitsQoVuWXGmLWWd9VUFhTPwdJvajAVFZAT6+9Xu73xm29Nv7efVQarbeh+o9VwPIKCHP9HtJeW8c+acdQa20wt/W5rKlY2ztEMHOTCjNMm45IMehVgE5PdchKLEnY7WZGqrF2lyeq3Gv9r1VtXv6bXaOqydrhYOa11Dgq/wBY8/8AL8xQWFnb+j+JedsLrfOKiO1GnMBHr2p0px6K1yC5JOvighvSZUVtsIynaXmicj0Fo3TXGhlyCqqjVMQIm9t7g/V9ne+u+O1XmDZei1yeZeKahrEPW0HO4OWVXG6M49MfcYiAkRw1YcfbaR56MoKiRGltb5+sne9Szhn1tpLrZ2uFumZ+ayW82LU3byMZlgxObgb9vxryOYVjMOnztREqOtbRBjNizFj9zhm8IjzbsJJHBwA07MnRY/3tE1ln6NR66r2FFi5eA25+fXGY8FrIEmHnqytvZmd1OntLvA4KWEIodTzU6ykMyG62FFYF0ZskeFsIrJi5JESb5tmY7LD79a9wyVa3S22Vz+T0uxwP0Onj/pj/AJRl3YWayuTz1XL0r4T72PVtUtBGCQjVhJcg10VoAF4X5z4qy02iFzTAvOOS2pgSrH3XB28yiXV3GTrHAy1Vb6l5dlocNOu42Jzufiw49nqrCHUUrtplIlqTVPHcmWMGlOIBvmjnG2pxhb455A5MkyXHZt3IzsIAfd0pvsQbqnoZcavjWG+DMdItb1+LHyRzriWxT5CqQnZfN2kSseZhx2W33HycaZYY7ujOu2XSbC1kczb2bzvm7QMOOuy3aOhNWwQOe0Oz1KRc2susgo81NtZ9m/nM7XxVem3bUCLFByVPqJrAuV8ZpWn1CbMmsx5rXR7rd28qm8ZZ5vn3jj1cGIKcbjzDs/Qz5aZiI+zMnUsXistPpqqllaGW5EoYTb2qmNHk5SzXDiQa1iIUeZDkXcXR6dhLFJ+eHyAmQdI4VW25FYcmWLgrGkWWstYsPFVbT+m15Q4riDfvJWhYsWC1cyY7WFaQ7Wgz3Ny7Pa3zefh3T+xkuNshY6uTFD863jjNsky2agnE+p3Nk0yNxtbSkoYFvY2GnjtSOjN0tlbTY9FXQqZ2wsLQXbYlrJcl8NPCo9ZnorULRVUSTu2qWKm2+FpLiDEaVVNOcfeFG7R6Pf3Vs9BKwsgkLb2CyAs66GQO0r1aNecl04Oc5l3fvrfRM/IcgFCh5vGRTen6q8tC+dF5sRB5FW3Ri1nVNfGdsJrnOpo9RfSbEXKVHq+XbpV5uqgtyqyRpLZ2mf02Zv8Apcdi3so2DuZlpNakZnPU2isuGX6T7l+UJMh3E8RI/IBLB60StsNVqzuVarctHe3FnLYp+ijKah1sjXuMS281OWExdXuRzSWeq1l83T00S2stLnNdXXUiPsq22f8Ayta4hNw3HXH3z6shOW2jsH7O6tolNV5m69S3kWumUTWd1VnS2Ipa+bQLvc1Wdly2B0OdnaJ6suExE3UzdBWzUZe0Fm9XaGLnvzT7jEkcek298gtQuZjRndjuJ9JVbHRMWW7tcfjsbR3lpP8AULHPWcbMxrbWusZp6ReaWBlqi1sisrc9FnfOIG21MDSquhzU6R4/qvzMcNpeF92Xt9mNExX1MyzbttXoJ4npLt4nL2O/m2b92DoJNUFb0+x1eEr37CJlbax0F9HneIWGrxnYi632whZYLXRHpYHkcS8/Og+VxUu7rZX97ZPMTXo+fbv7o358sIFna3Ui92cW6poj/n0Gx30nzJ31O4xVC9UuN9X3+kf848i0PuEXznUW2axK5qo0Pquqz+adm3f5dcc/RJotvopTDctixdJnXWUTTVj3oZ0Wd1rHocW7tKqadx5186v+n5211WF3MGDJ0OVZ3OdwVjpJNfPkadctDyVsk2SeWqeuq2HYTfg+DZW13p9dIN2xlRaeDAZuNbntxUSp2g0NXloErQ+g6tFrfONXm836JUaCyu8lZ3+bKy8+oNoq9cwm83nrPT+SM7Gut51VTnU18Ovobumz8iZKU7+alPMmgEyNTR8Rkre29t9HbzfoWldtqKTq9Bk9HivDNT7VHmee56LR3Fj1tib9c9HtmMCjM3OSWI06yy3BU2mnrEqHGPOvOfTufizNdot01SK7eeZ6e9nXmRjbubum18n9LnVfRrOltrmYM2jitb4vMpmhiypwZTB6KvyGlu5RW3m9VDylafosnLUFPoncTc1t6dfReSlP9Cmau40tVjMxfenVvmOu1G79F0VNWWeTxnlmk2dbgaGvme0zb7U1GP0mC3lLazGL3F0F36L5y3lI8nRXtjvcBe+dZlrNx/V4FBKk5gJjGUmzsbn+0l5bW1GWxyuSkeiFLu/QrvvPazY4HR6Py2Fu2LvYYPc2WOqotba57E1Lud3Gx1Emhzsbd6TCVrlfN2FhYjiammoafeVVIU7QX/lWpts/hMqjfpkgtdnqir9CtZ9kUvK7jRVdVw5rZBJ1w4ekq4E649A0XYmI1Qb8Kdtexc2doXPGKW98/sfbodbltDjMnWQPSWctrJcbJdHpTz8l30c9C/XO6uqrtroZM3Qzcze7rzfM6O0zeN9GcyPmGZstQ5laDR+naDUWzrEPGebYHW6KdaTKzyHf2G8oqPE0djmZ3l71pdpiU1mdsHKXN1U17My/q+LFKyd20jUUWbu9juc+GLmam0z0dDnwMZfW9Q0mgxOrdBamNW4m9dg0fnPl8/0v1i6HJ21rmfPsZQXD1VCordvzeqk1EW8s/S9nY+beC3P2BtYdHYXO5n2TtjE1Gg8489830Wy23MP1d3TZGqqk9W3mXwFDsqPzVvdHRw9k+1P81i2cLc5DOyLvUhkm9LlIWUzVZ5DW6O60tv5thbD1H23zzw3SfTVhc7DS+cO2oa7V29Hc5qVk6SNSxqu32umw+Gc2nolpmhnBT3NfBtvDszDmsP66lg56dKiQqsINVpN8mYz2br4OLuN5T7DWeceev6z6AyOZi/QTz2q3WF0mkm57Kee4qf660drpvRshiarLxHMl7X6BefPnjd9e7e97y7LtXz2Py1hMl2kHDaSFa84xj1HPZqgp68vV9xaw7j0Kj8hkv6AY1ox7yehjzclR23o2s7EyZ1Dlt1tGg8urdVD0NjjZ+FV+A1M6/tG/MCvfNqi6maOHb+W+RRqGM/Wsk7XMR7WRLkelemXkyv8AIKbO4SZ7VKq7TeenhGzENJ15u7T0B/ydNHKGhy1KzQt1/sHofkOcp/LMrvdBL0vYlgJkbPVuOptE7Eq8bBmEykqziLaa2686tnJ/o2nv8x5mNXkKVPRNbcRPrPzeZpstnNdbYjPepwenbkmMdk7igz1TfzwoX7qyzF3ichl6OJDDikQ4FfFObOCn9K9C8/0NRk6WdJ1OkkbB6JrHL2B5dh6bC0gexbXEufcJ19hiq30jq3MaaPXNW2Iq3o6Z1jSWMtm7dxwUcTF5iroa1l3Q3Edpxel6m/z2T0sq53MG2wDY7mgZ1LdtMqigec4jFlerOsZeY+vJEbFxbT0w4dZe+gQJ+hraTGwJF/l/IsDU1si8fxlVCckW9kcG+32nzGJ11fXJodHKiVnkm79SS9ydRURtPO8JwvpW0k6+9yfnefesUtMvR5P1jbXlzHjAlvZ0lUFpEqpOkz/ntDVV7cMztJ968tzC0+ipJldXyPKbT2e4mYLI+caf2rMU8sXdjb+eU0r1mDjq6nrdRv8AM+aB6ZaZXFaSDiIPtE6TpKehejjDo6yMh1tAUMAe0u1KZZPWGsrZ+lqfM1lem+R+YSsfq/Vths8lgPE636K9QzMSphT8/wCReu+yGzTUFJIzWsx+H0fomG7zmBB9E1v/xAAbAQADAQEBAQEAAAAAAAAAAAAAAQIDBAUGB//aAAgBAhAAAADsAGDYwAAAAAAAARAAABQMYm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\",\n 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\",\n 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Cluster size: 258\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Cluster size: 194\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Cluster size: 145\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Cluster size: 117\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Cluster size: 113\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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nDgwdh2H0Y9jhw4MGD6WcOHBgwYPpZw4Ow7D6WcHYdx9Cqsqqo4ew7DsPoF3d3l2cPYYOw+mHBg7D6YcGDB8x9GODB9OODB9OODB9OPYYPpZw4cGDB9MOHB2H0s9jgwfTT2HYYMH0o4cGD9+f6bvucODBg+g3d9j2u7JJJGD9Dd3d3d3d3ttd3d3e213d3d3d3sVb7le5VtuVlRUMBGD9De222++/k8nk8vm83m83m8/m8vl8vl8vl8m/k38hX5N99rJu72skqKhg7DB/lu7v5WTZVsVb7E3td2VFc3mZXWius2utv+3R1s31anqgdSJ6gTzX5X8p+R973Pc933fcd5o8471TI65e/kI9fu9d/9metBg7DBg7D/Le2+221k2fld4SVzOUmde8h1IVbWFbBYcRK/JDk/wAp+U/MHnB1Eepz1OrqNfMucicqsr4DB3GDsP8ADd2Tfa9tttrvvZO+7j07qyf1m5J27jL327bbeTyeQuFW2XZ+FZVUcGDuMH9l7bb777777777777bb7lzz+fzF1T0zqKZ15I61lcpmutX3u999ttr7n+k9yKIwYP6bvbbfffcuGQ/y7/Vi+snuuXOuF9bt9Ynq1XP/nj1Wz1R/wBErqsdUK6vPWB60e64X1W/ydUM18Xret4zhVe3aqrLB+QHa8u+9a/IdrvbbdT6uSf6hkdeL/kOX1451KOacleQracKy9ucC1SFPqc9jyjPF4dQrfZK99yb8nlK/wCiiCNKyqqq1111001q9y4B8L2XJl9Tu/yLM/lBX8myeu1copz1m0uOBs54gKJsncrL5ewRxF8KELwgMqRqAjPJ5PN5i7teXfaqqgNfH4y0W9KKAmsJKy75i8Vld9lcg5zkjrpX8jTP5Gc635Dm1tpjeHwhgNeP1ERRH0AxRKy8ZO4QIhjIiLxTS2Eqax7EpcQcGKZAUKLfh8PgSyI3rpjGP66YfqJi+p6qIiWENqQgWolZWXSvezhwBSaKtt/II7Pb19W8ElSgfL5PMZXvmb7XsJkBQY9D0WuPWlsPRgWG32EM+RSkRRikMFJUyQpjxCMxioiMSwILzMQLbaiJU8wy34FNuOIYWpaipx1Uku9hlYcS4XFrujh+AlO54UOLS3hV5fKXKTD/ABbXCuQG2kuFchSJP5diHMbDrER7Cw28hlRbgSUNQLDLrYks4/EblsReSyFxb52EQ8gjlvIOGVIRyT0+Ktx4qDipS5vlcf8AbS8pIC0h3ylVh1avEWNOxSUYhpbSGxFEJDLcB9hrHZDnKtvPutRWBKbMZskuxF8e207MacdiAQmX25WQJSMl8H+GEK18s/OhSGlzeDUuPySZHIxy9x/Ie1LZW4zy7POSEqjJxU12Q0VQVRW1++qWHvGYxYbBcISXHg55Qu9AnxVTEdpSgEOz4kN3Hsa5NHLjFcEYb0hiVH5R9iRAa4dXAJEaUzkiA/xn4X3l9QmdFyRCmJtiUOZTzcl111ianm3nFcd7P5h11vjVwRLVzDbrzKm7RkeFIJiLiMMqQ0Cw+2pTKnGS4lBdaR6Tra8jIOOpZBbcRsnPAqWidurl4s4L5B5TjEtjkPDJ4v02H4vOy8TJ/KuzBiGRwDnFx3fysqYIhlI5T3XuUTyHueZcj31paU5EUmI/5ZTakty08q9IjMLbjzFsr4vzlzzeX23nYbCsWWYpkgqivIahIYdkqVHb1dQtLK/KoqaRLa5BsSsWg5Bntc2qS+665EaisyJy8RAbecfUpXLs84eZVNW8iQxySZC+Ak8WWmy3IW8VI5UAZtlNhuJ+EVxplRcdecSkvzm0LX5A7+Oc45TkbkHX0cYWZLiFRJ5ZfiuLQ8284txJZQFPrkB7zrdoBb0eS3J8ZirxSY0z335CZI5dzk0z2sltqyPLalO4VpVGgyHW4L0NuOxLU4SMRHERfINQ3XUTGORXy6iqMpkYxKUCy3AcfffYmp55pcmEtmJGbTLxcVKI0grlJXjDzE1eLhOceYu3ticJnmIW2pj1jFUwtJTppUZ6TJbnqnpljGmJkNCPO0nlG1KLlaVH5AzvyDUlKBHLJbOcVLlZGjiH6K4nqLhiC3BVAd496KtoqbmwZKUzWYkKYhYjMSWVqafL5caUMfadaUlWbMuJc2Xi8PZGbKUpSTas/8QASxAAAQMCAgYFCAcDCwMFAAAAAQACAwQREiEFMUFRYXETIjKBkRAjQlJigpKhFDM0Q3Kx0SAwUwZEUFRgg6LB4fDxFSSTNWNwgLD/2gAIAQEAAz8B/wDukP7BhBBBBD+wgQQQ/sEEEEEEP/gUIIIf/hsnyH9o+SipR5ypY3hfNUzT5prn8dQVaXZABT+k1ewU8uziIHNMcNSiO9Q71CVTO2qD1lTn0lT+sovWUW9R71FvUW9R71o6N2F9TE07i4LRlr/S4fjC0JHrrY+43/JaFZ2XSScmfqn4vNUeXtP/AEVf/VYvErTLuyIWe7daexfXtPDAFpz+JH8H9AD9+EFR0jC6aVrAoW3EFOX+042C0pWE45y1vqsyCJPk4+Qp29Hent1EqbeVOFMd6n3KYeipxsVUP+VWf7K0jwWkz96PBaUP86f3KveLOqZT7x8g3f0iEEPI1gu51hxWjKe4EnSOGxqrpriK0Q+akkfie8uO8+QlFHyDyXRR3rj+zfyH9gf0ON6bvQQQ3oIb0N6ZvTUEN6aNq0TT5SVTL7gbn5KBptBCZOLuqFpeUENcyP8ACFX1P1s738ynFFBBcPIf3J/aP9ADemD0lRRduZo71otn3wPJUQ2O8E30IXd6qtkY+arjqwj3Sq4u607fhVU7JrmE81pJwyctKtzxlVrci4qdw+0KrH3wKqsVg9qrNr2H5J211k31kRqBK0ifq2NHPNaeffzwbyC0pUfW1UhG664pqG5HcnnYpLainKwQH9FBMbrcAqNuudnitGxA+fYeRVIwkNhkdxwqD+C4dyqX/VlrOYK0u/8AneS0m8H/ALtVT3Xcxr+KYb3Y4eKys155Xt+akY7N7wPEKcHqy34EXUl+thF+YR2xhyiuCAWlOD8TXqXbrXVsUzgUR2SU4qQp5XFRDW4eKh9YeCgt2neCj9Frj32V/QAUmyNveFPfq4B7qn2yuUn8Z/ipP4j/ABUv8R3in7SfFH9xn+7P7bd6ah+5hYOs9reZstB0rby18I5Oxfkv5NM1TSP5MVE1v/b0r3n2yGhaQdqp4WrTU2TZ2xj2bLSDx1qsyfiddPl1liPqHuT2HqySDv8A1U7xZ3XHEfogPXb3m3zTj978TUDnZncSFlax8UN7grZE/JHeD5MrE5cUwbbJu9X1BTOUpWq51qJusprj1B37FY2awFSAZ5ck0nMkHYE0ggnVqTLYbC6cHZADmrc0LIXTbIeU/sH9ko+Qn9s+QIIeUpyPkKKoGHrVUI5yNWiIxd1dAPfB/Jfyfh+9kf8AgjJWh/RgqT7llUOdalpA0b5bn8l/Kh/ZfC3lEv5QVjh01ZLbc0Fo+Smd23PPMEpwzOrg1NO/4VH63jdMPpt/33Jg9Jh7/wDRMt6PyUduw3/CmD0PkuY8Vbb+a3O/xJw3/Jbx/hUfs/ko/wDZW4OUx9D5KpcdykOt6YzWU1wBay6iZkGgH5J5bfFbvsE5rL9Jf/fFP9Dx1qI36zS/eQnbTGeJyWFtwBq1jUhILgty7k4t1WKxAXN1Jh2onmrBFGyfbUn7k/YE5FO3ZKS2rJSX1I2RPBPAV27jxTtgJWXFE7EwDPJdY5FR213O5MzuFG24smarIblZFcVfb+wUfI26auHkxdY4BzasP3zXcmhRyOO1ObfC4NH4ips/S5m6nbqpm9xUwNjAfFXd9mf3OQ/hzD3kf/eR2PmCt98/wVvvx3tXtRu7lF/BYeSh/hO8V6uMKqOpy0g7Z8lVu1kD5Jx1y/NU41yg8MSYey1h77pkLfqj8Ngukd1o3Ack0stFG66cw2kdq2NF1DM7Knt7Ts0wEnpHF2xoT3G7iG+6mDtYW8bgqKQkMdiO9xyT7XdIH8AVOH5R4RvBuiMyy3E5J1jYZHbqCvdo6x9nZ3qUdbE4d6xW6mK205JjnXOXAJmoOyWE31DjrTHFzWWdzRYC93yTXWy+SiJ7WxONrkHhqQiBLvAD/NB+KzHM461TgDCMbvFTON5GqFt2YC1HCcDmjhZPb2rNKjcGuuTbiQmF4L7ZLGCA3LemsdcOvxcVx+Sa5xOE/wC+aDdR+a4o71fYnLDwV9qATCcigFe+S4IuTrbVwcncSjxXDyyOHYYe/NRSeiwHkiwAhrTxtdSWzazuTy7UE8a2W7ynH0fmmgdg+K4O8VIdWIKod6blVP8AWVTtUjtbx4KlhNnyG+6ypb5QvI3uyC0RHbFJGOChlPmpYg31rXKjhya4yv4avkqkP85OGtvq2qi1dFiO85BUVQcRfjO4YQFJDfBFIGt2iwChml845/j/AJlUrWF0WEm3P/NaUddv0U29lNiZeSikd8gppXiOOAxs3i5UMIJOC9sy7/VdO+0bYjbjYIhvnGRO5KiD8OCz+d0HtBLyff8A0UrCGsgceQT8N3xhTmY4Q942ADL5p0WUhYxu4G5UE46rhfi5TQxYzJiG5trKqfKGRtiHMKMWeY2X2lQl1mPfxzyVVYEVGEbrJ9Oy+T8uSqKuTOB4b7Or5psEJc2K7t11gBxwv5DUqIvGOJzTv1qhqAQyY34qUOxCQLS0BwgF3HCpW/XNahKLNLm99go2DMglRHU49ybfW5TZ9TxKcN11UWyif8Kf6TX/ADVtUbvBN2h47lTOPacOYTDqqWhS+jJG5VY1syUzfurdxTHdoW90qMXw3Tr9oqwzN+4JrtnyURQB1q21e15XAJ25VLXhuNx5gKduRbJbeLJ47JDt4yBU51Z32f8AClA6zQFDbrPaFC+x6VpChh2Yu8J7jlo8niTZU8eRhwO3AYvzTGghsclz62X5IOAL5re9ZUxu2LM+viKrSQfpUg5YlKNTy93K6lcy0gacvVF1Kw9WPAN72AKDE3pa4ngMgjgb0GB3HHZVUjcToHvd+JtlVnXRPPIgfkFUQi3/AE19uDymWtJTVA/vFocmz6aX4loa12yuj4KNkgLJ3880XC75pH8ymMiJu4cs1d5ycc9qjgdnTYr7cSppWWcy1x6y0dYu+k4dwJCqSOo6O34wFpdjWtjZEANzgVp2PXSNKrRdtRTx4d2ErRrh9gz/ABYVo0PBfCBnqzKoaiPOG7eSjdnALcyqynu0Pt3qVp+qa7xJTJWglsjb9xVJr6Z19xN0yM/Wu8VT3A+lvc7dYoYD1zq2hVcj7tjB5ZJ7Bsvc8VURPuS8j8Sgdl9IeDxKZUYnNrW342Crmnq4TyIK0yw5Yj4FaQA85RYvEKB3a0fhO8OK0dJ2g9p/EtHuvgqLHi5SjVMP/IqyMW6Vh5yKtG2L4k53aZF4qmPaij8SqOTstb81GNX+ay7bu66laB1neCG170d5tyCwjsoD0UD6CA9FeyuaasWpO3p4Ou6eUZH3bC7x/VQxs67WN5yYiqWSwHSG/h+SbC25l7rlOPVaO/N35pr5A4tmd7oAUzIzaXoxvw3T+lLhKXcbKpY9uKpfYKicRjxu4lgWj5x5tkd+LAnF1xLGFUUzCI5cXHEFXY/OTnkog8OfVP5NWji5rRJIb8FBUtt0smHcqBjy36QWni0rpr9HUg25rSDWktmv7xWkozYSvWmbjqlw5WVZI3zkA5OIVK9t30Y90Z/Jdfzccngqm2Jwy43T6cAfRxYBSO6nRxtB2qgaPQkO7CqWobnRN+BUTWnECzdnktHtbZuN7r3xZi3DiqS/WE3gFTRgYJpm+6Cns1VU3wBUbmgSTyvPtMCoJcxPG3+7/RUzXW6Ykey1aOjcD01R3Cy0cf5w9p4hfSexWxHgTZaVBvG7Meq4LT9KRix94TXjz9OTvWj3vy6Rnu3THC8daBfuWkouxUOI4Faah9N55tUv3lHE48l9Iz/6ezuNkwa6F1+DlDtpJB3ql/q8nxKEmzWyDhiUmHFd4PF5TL2Lgebyukd1XRfFdGMduDwuU5/ps+BOj++b8Cmc7N1wPZCvne3uhOj1PPeFITtUhbmzxTbkkngnDJt0dchPio27boSZ6gg43TGaj5G2vmVHbVZR+vdXGWSy1pw9IqQbVUOdlUyO4jUpG2xVUjfdCbH2aydx46lVyG3Sm20lUMfWL7ndrUrX9R9hutdSVB60hNtmEKMt+pB91DFhETW29lOvqTo5L5qOZoy7nKjlbbqjk4KP7sPd4Jw1jDzyUFKb9V5/JUsmWFwdwWj3dd80iog3qV9RHww/ordnSEvwFMkd1q+c+4tH53rJvhWiZNdfMObT+qie3qaQ/NaQgd1ZpDycVpNjxiqJmADXhuogyzqn42/6Jkx+0U/c3/RVF8TaiIe8FpSKw6aN1tzgtLOOQbl3rSmEkxsflsapbkOgjHuqQHVF3xlTONxJCP7o/oq04fP0ovq6oH5qqbrkpHW/CgSbwUh+SLs+jpmj8aosWGSNg3kSLRLs2VLBwJXR9ipb3PWkx2JWvGy71pB4tLTMw8CqbY0jxTMWVx3IjXUyN5MTQwD6TL8Cjldd1TJzwJzxdlXKPdU0erSY+anaOvUNd3qaoF+kaVUsOLLJaRGq/cFWfwnPO27QpyM6H5J/pUJHJRC4wSBROOTXKN+eFw70xjddlLLkCSnNN3k8lTsFlSSnt9yhDLssnkqoc8LohmmhhFk07FA7W3NR21Ib/JbKxTUxyvqWkGapnBaQxZyPdwTngFzT3hQ4Lda+4BcERsTqd5/RYhYRPvyUb7l9MDxOS0WfQtyzVPc4QbKOaS2XJQMF7RN4/wDKgiFrxm+5wTJXXE0ee96ma8HpoB74VfF2ZKbP2gtJybKZ3gVpONt/o0PPCCqtuuGn/wDGFDn01PFzbGtBuFnUrweDVolxy6dvNoWjNksvwqlDvtEo91UjAfP1BPFPmb9rkA2dS90ZMxVF3uqKIuxVDb7rG6h3/JU7T9dK38ITCftlSONrKIjOtqDuGajv2pXIMiDWRyX4vUsxJNI53HEqdp61C6/Mqkzvo8/EVRE/Y5bcCqOxvSyjvVA5wxROb7wWh3G3TEHndYicEjde9aSpyMLvA3WlBfznyVe+5eBb8KhaPqQ4/hU0jr/Qw1vAKgZm6I35KF5AZG8BRnrYJhxsqUizp5fAKlDsqmQW3hQS5fTz+Sx5tqlVtPaceSq47XLst6YWXcQhUOsGtQfrcOIT4B1W3Cmec1Kx1wVI7JwCo3t60bTfaqVnYjz3+SzwsslianblJfJpKkaOwn7kfVTNosolAVEmbETsATmyDr2TCPrrG2u6q36tIAX9qy0qOzVNf7wK0thzbf3bqqBzuO5VAf148Q3gKjw2ePkqcudhY63KyoALmF5POyo2Nsyle3k5NdrhcRxeqa/WpcvxLR77Xpf8RWjA3qNeHbsV0wbFNC+7WNPMLSkkf2O4IUwPWofzT/6nH33Ur3dSjhPzT+jvJRxi3slUQGEU0YO+xuE6dt22A/CU8HtX90qtYbxtk7gtON7APeFplwu9rOfVVaBnHTd+FVJsbwfJaalDS17OGoLTUXXe6MtHFqqLYejj+EXQyfLK1t9ltSEf1da/LcyykLzjqZQOCp4WkYpZOblQPbYskHJaJkOcsveVou5tUHwVGD9f/hKjw/a3fNQtZ/6g6/Fqjc4OFcL71UyNIbWg8L2Wk22wyhw/Eq+IW6BVBJvCAjEc4ASm2s6muFQ1Of0cjvWjgwkEjgo7qIjEZDr1KFoPWKe82xFw5J4PZPgg09gp5sMB5q7c+9RXyTVA1/WBUL9ijk9JA+kE/YVUN9IqqbtKnGtSakSmHWVGoimb1faEfWCePTQvqTb6kzcm7kLqVrMnnWpy7tlVlrdM5VeXnSqgy2x/IIOxXA8FE7WwKmZEC2MA3TGgENF7qUSWxZZJr3dZrT3JjJBhaBknX1qU65H/ABFX2nxTdyAOSrWCwndr3qrccRmdcalWn79+fFTubhMjiN10LbfEqK2o+JUe5M9VYbWVR0lukK6QNxAFQGP6tqpiGkxjNUlx5oKm6/mxkqfEPNjUqYD6sa1SYh5oKkxW6Fu1UdvqWqj/AIQUA1MUYPZRYeqbKqAb51ynkZ1nkpr2dZoPcohIeoFSuzMYKazJosELlROdm26jaywaAnC+ZUzXZPKmw9tPvrRGC25Xso/VUfqpoOpZpw2lPv2in4taO/ya/Jn5DvTkUUfJ/8QAKhABAQEAAQIFBAIDAQEBAAAAAQARIRAxQVFhgZEgcaGxMMFAUNHw4fH/2gAIAQEAAT8Q+gIIQIOgQhAiBBBBBBECCJkTIILILIOr0yyyz6ssssss6Z0Z6Mk9EmZJJJOiSSSQ6gIQhGEIIIIIIIIIgQQQQQQQQWWQdA+rfr36dtt+l6sn0pJJJJMkkkkkkwTH6QAYwggghBBBBBBBBEEEEEHULOmfx7/M2SWSSSSSSSSSSWSWTGMYxjGP0MBCEI6gQQRBBBBZBEERH0BZ/mZZ0SSzoSySyYnQ9DuYxiTH6AAhCCCEEEQRBBBZBZBBBBB0yD+fLLLOmfw5ZZZJZ9IN10anotY162EjoHoEIMHQCCCCIIIIIIIIIIIILLLLLLLLLLLLLLLLLLLLLLLOmWWWWWR0d2rVu1PUZsyZEkcnJSUlkdQWUp9AhCCEIIgRCECyCCCCCIQmfwAMsWWWfwZZ0ain0EQPQOo2WkSJExi5UrKzIySpjGv01UfQAQIIIImRCF3FIQgQFxFtttv8GdTcK1DtdJM2OgYnoGOjVu3at2rW5sZGxlWusixITk5KSJZSlKXpv0SBEIQIIjIhthhjoWWWdMbUK307+iAsdLPpCs2eldq1btWtv1c7ZZZZ0bZZZWWWZnoZJJIQh1CI6CNiIGBghQ4fQIdAubFiwuLS0sWfpjdv6c1tt+jLLLLLLLLPq2ej1SToySTMyQhBh0EjpCEIQhSBgxAQeixY6j0N9O7XRtrb/DllllnTLLLP4OeqfQ9GZmSyRkkkhMEIdTEJAgQIEdaOHCtQ2sW/4GWWWWWdMssss+rLLOmfTlklkkkkknRkme0zM/QKQoULDCxEREREfxFkFllllllln0ZZBcXHXem22222/wAT0ZmZmWZZZn6A46hEEERER0Ij+Li4+jbfo23ptttttr/PtstssssssyyyTMz1B0GEIhBBEREdCOh/jv059W/xb9D0ZmTpknRJJJOgdQjoIiIiIj+DOh/qE6JJ0SZkmRmegfUAjoCIiCIjofTn+gz+NOjNkkkkzMzM9QQghBCCIggiCCCDpkFllllln+pejMySTJMLPrAIgiCCyCCCCCCzof6w6PVJmZkmZJ6B1BDoIggiCIiOg/7RJkmSSSSSSSEOghEIIOhERH0PQ6kf6xJOjMyTMzJJCEdBbxNyGOhEfWf7BskkkmMSYxjBCHoOg6CIhiOhH+y22W2XoYxjFJEiRKU6h0EREQRHQ6P0b/LvTf8APerMkzMzMs9AhHQRERERCf7hmZmZmWZ6ikQxDEMPQRB0P4Drv8Rb9G/zbbbbbbb0222W2WWWWWWWWWWWWXUIiIiIiIfp5/m3/RMzMzMzMzM/QCIiIiIiI/gPoz6s/wAh/iZmZmZmZmZ+gERERERH+Pv+gZmZmZmZmegeoREMQxFsPQ/wz/QvRmZmZmfoCl0DERDEREdD/P3/ABWZmZmZmZ+gHQQxEQxDEdD6d/zj/CZmZmZmeh+gERERERDFvEMf6bOmNnXPrZmZmZk5mSellH0AhiIiGI6H0n85/Dlllln0ZZZZZZZ1z6lmZmU6MzL04l0ERERDER0IY6bH+XlnTLLLLLLLLLLLJLOoiZmZmXoYsspIlLqEbEREREdd6n8m2222/wAB0zpx9W2/wc9WZSYxijLJlZ6LPU6Y9YhhhhiIhhh6FkdN6lv05Z9O/wAQrz18WLNnpzB+jPRzPUMamTMYg6DW+pYh2zP0BF0FKGGIiIiI6EWWPQ6b036222W3pRZ6fR05mBZu/O15wulfTiPXHWH0D9/Snzn1dFU1iJ3L52/Ppa+qfXD5w9th85SjoUMQxERERERJJ0zptvQ9EuttpbOyzAnPQVIXqdKrfnbvXY77NEcT5JNj7nwJyeRy4xfkcxjPfLR2WOnmCAOV3gPteXn3L149Lw77zn2R4R8w3g+bfwXpZv6CfKSppFXkSzcMy852Nr5Vaul9o+WW8Dz4eb4E84D378Di/dsEoPMBIOx1B1FHQRHQiIsjonTLn6FJb7op0X3WGzBIk+dsyslraImwvGH4wlQdl5fsd2W8jvwo5jxA8cV8cssV5fF5Z9XS5Zy4vOLzaV+FseJ8hGd35ngPwbAw+Sx3SX0Zbg+6sn4Z6IvAH5yuyYbAPsJtUfRAWKT5NclV3bbuPiUM9rUnR5mHQR1AegiOhEQw9CE6Msp0IsdBiyz9MEzNejMHnDvLmpS8VhPfdQ/LGnTxpzXyL4ivyylto7ekHi2dw7BCEOTtCPAxiZLXgTUndi4Xo5cnLaxysXqWc8F7WTcV6WN0QhBBDoIiIhjoPTSamzYkycmPPoz5yPOR5l6afKTr3Ld7k+QnzJEYDd6J6lt4kIeFvKQ9WbQwP9Ci311QQEfXT3ZUfQlz4JfGSVCNO5YQPJK+UnKxCz5M5hHgXPjr6ZaV85GT1hY2dBy2Q8TnnFpvbpwTAIIQiIOYhiIegqLPnPC++Ywfed/F+RMXZU+XOHUT7TD3fmUIX9KF4/upJPZ6IT4OXDkfRlGG9+LcEfPvaJw+pkC0EeZP3z6C3Oc7yWE4NfN5tp6Rv9TNfk04UR8Btg+wk+C71eV6yxRxRe0MXL4h9Rg8jB7D8XC0g8pqGUsUt+3R9lkzklPO4S03tOB2vbiT16HFpmzTYRKFC5841ZGW9iW5EEREZ1HVNQ8bffWFyI4HtlByeGn6jZZ4FkU4+6cvhz2UMmLj0ARY/OM6Dvr/AOw74bjfa4JHqevsi5uTzz5i0BDVxQGg3/jzs8id6I/8lkOezx/0u7AefH6mHZ6hyBAv3e8ndPW7NhQG+tq8vWT7yx4ghObMPB+//E/g28h/3J6WfImm6vqIiXi+erG3szVtuBDyP97OHG+mBBEkDm75qffKX5UFHecDmcdufDpmluREcNyd4WbO578Qi3Lgb3lxChtrF1aSeNm5EniReM6gEHXEeTmZJx4n+19mUBfG5zPvn/eWX8+/jC238gtvpXiNzRIeeFfC2OO9w/uTdOTxb/TbXzEF+psb0P71dqFOeE+AYJwXXkHfniVAZ8Vl/NlzBu5yvX3s/shAFPXH6njwHk83cQT7MrvPkBeDfdedsy/JGHZyH13CTfsFyOLHOSaCueLichAcackQ5B47Fftln2HKcYesfTewZzcdepu0g8eVnTyDv6zyF7MjoZ8Ez2wJVtpM7pExsKPDvYwnNbthbORwy1h52jwPj4WvK7G4Mp3SQZybZDUbDLW8SDxJ46vHlZYLBu5d2YTLw73sLzOyFZzt28WYX8gf3ZEHp+JqQSoFNhOIqdpvjBJmP67+XYYR4Dr2zbulvciVPYIf1D1cB4aPzkIYETyf8TTjPuZ8xb9Rv5gwz5v/ADaaU9ldoPth/DAc59wqVyvmD476Y/stLt7dRvPyf83Zvy2FO+/aEnKjtflMRsRTT7c2duvsTEteckyEx3jX3tUfyX23lsMY754/PZK30csfyuIO8KoEw58D9CXEM2nyPQgmFnAdfmLhY+K7x6RMK/Lf+zGpwd4zwj9HAeJYo7qyyn7LlYTfb8yhun7EK/gnp9ruUuJcY8ZGgeReBjA37Gwh3xcDxWK55Y9+9mPc3lTLuSt4YJ2xX0nAzfw/d3jGPJluSwXbg7PhbfDxQSzgJ2c7yJFqcKXcPYXPAcdrzhr4RDLU3sI1HUnPH2t6wZZBPMnk8hAw2HnPPjUs0NPuXEBfBZ/uLp9sIOIGniofEDXkjL9jHhDj4YkL95wwpaFpgRn0+w0HzGmJjz2Q3U9mGMxfU3mNPJbwaL2y934iU8L7V5ivL1luZgdAnniJ+ZYH1t8jh8ws3fQtPG81frcOXw0/cmDVvpH3cvvEPcPbtfd9AXujbhweFpfQ2ZuBoNz2hvPPKvy2jly8JjDXFM437ZDahOWBcInlnXtC6S7qzkq7dmIeS8xYYjunPctLfXE7oX9SamHDTughjDhP6k0F4HQUiRoJm8l/yG+eudkgqHo0kyGY99ue8Pd69h3PjZXCOdmPd5YKDN476EjCdcmvmPsHscd3mE2zC9tcfY3LhRb4DOQENS9fjmHM8ruhx9gWzBh0XkFlM8D3fzIz8vOb9pKjXdGntCHcp5Qof0fMH1B9dW+830HC7GJvunR3ZVcp7rHHCyZVOI1GuRNVLRgfJcXI+SS43PafCfaBPbhe1h2+RnfCPf7Tjzh8Wcds+zcwP4na+4hJkNPyD8uQ8Xm6/obA9xouGP8Afj8kHcPUUNiU8y8Jt4aIsG5dD9q8JPLGz7XDvCV0JnPJlGM8HL4JHHHdq5Pnk1tFxPlu/U+K5yvh7QR3UW78AZ5SvKwPm4X4HUf3CCA93flRUFuGHAPVYQecFRvzEe9rnkH34gXijs7+0rFd9Q92O8LsKv3eVwxBg/Oxlmj4DU/MmPIMXh+xFA3eO34jmlmbhLOzw7nb5mwJxie9jL3o709uCLR/LMXH1C43hNAe5nKK9g1921SMjSP54q+JAEd0HP30jXE8Sn7WagfMH5LjtHCbr7SsG5yefJuyJuXZpbO0dy57drfP4gj/AFema7FwgeO2u7JNY9/7HNpMd3z+49yHo7W/jPfw/bds4sg5i8hyysI9TgSq6uOyCPvfu/u5eM8TDJjbkDH2BuzwfJxnND8tmMSPvfqVKOjxGT4GvGP/AFtxwm+Qkpn3RS5wfaQL+sLhiy7zFPNIb30tsC4BzGnlSK0ucZLlAXdEfnZsO3chC8U9wXJ86uUhmo9v1cS76MMHhhmf3M79sCP7Z4B83T/SymeNpc/ZaYxmsOeec5ZA400f+2atXt4/ndssbuARn3cLxwHLy+7L+5AKewN5tIfcSB8jYpHt234CNtPO4TuBLs4+O8rzGYH4WOPp8ulW399umwD7ZDuVc5Lz5uWpwQzgm/u8lmOAvBvcEw9mwlAXg4iLweLubbq3isz81DnZYyE7jjfu3CeivxIuAdmE+7IdAPEd/wCye2buhZxhfOMf3K1Tgn3+LXiz32Fz+5u3vMRxxc+8K1Smq/IbLgucoXE131ojgBxwoO8DNAZLsc68cZSr4fCu5sfsJqtcYIyM5FxjAfMKk8GCfu3M7dhneo8vZAs4YPT9Eouj3G/dhHq7jAIvAwI1c5V4H6D/AHIuV+4Z7Ueuv6mQ+/JBOdPAZ2hnqYP1ZjU9NJQMfXnHM5XnYd1g2qkbvTfSK3I7IuAPpa5yyS8B6ruO5Dow54zugY4n4IJuM1yDsgfzWpwPGPwBNo2fb8FZ4mma/elp5TeRpGdhzz7zrrFASMEVAuDV3lfXG5kJ2AY+Sp/+pLH4l3n4Sw9d8u3sy0mu4QE8gjIJnizPiEGBF119jie+LBVcRvkZk+jfDx3qTYFcnnMdQHgBE0MfV7feLiG89z5mR1njrJQU8ShVgzeNwwPGcP8A7AWdiAME+NhxLMXtx7jclqs0PE80flzbl+ziIT9iTnh4mD0v5Wukh/473r8J/cZ7svsz+6nK4Z8TckfmJwl3UJkbHLp8uYrT1ABfXIWHg5ofkk5HkFzJB48th9y47hswDI3M+CMe43EafL8ubUObc7H5kNxeQJL0Sd1y2dGPirVUH4tU/UTflH/JHc9zH9TGueDXv7RxrPQmfu0X3s/vxeTPwV+1g1PQUGIH9t/1D8PumB2+0wBrOzQPhHcA+j+MhLzfQyzbvnDcrcgcyzkU3PsPC4UR8oQW5eDssIU824LQO+yB44ttqPbSHfCjai5dpMl95C53vnMOQsMcBnhmLj9QNesAQLxjtwjgB4AYEM3CcJOXnJUfDRmhb8ECKL94G1B3kA2pgIi952wIYVzwsHaVSc/GF30s6qeqgl3CTnXOOhPfw+zYlXpAfeSc+7rwvxNgDeG4gB5TYy/rq8/cFpjvYX/Z4E15/uEWLOchv7DZA1e7IA8ejw+JCYocqGxoAG+Q/MKFHhwb8xXkg/8ARY5x3PYRkJ8ifstQX7/+W9VPJX6I7Cfs4fmJwZHJ+UCT5n0a/EBtr1fZxPJY8B4fLOHKDVyHeCryYOYzwkLnxw3y8H4i7O+143XnXefiHyeoJYzPSQT93KzHvl/u1Zvon6bilvN5+5t0O8ji0nqC/wAmRYG+P0RYr8GazxssnieYrmTieF5CMVA82mSX7F0nqn7s7snnO55c4TnGtwCUe9JpwMO227SPqt9l9WUA7YIZryp4Wj4DxiA+bYxMZpPi2R4gPDi2NEWz64u0ejeWfNseDCAAGAZMAb6Bl8lx0dkG0eDgb6zqo7wbnFDE7G1hc5uGDPfbiyDlDUAruPZzjn9Tzcxfd0X38IU8/ix/MHpOuf6FwQ+E3ZSgHxx/Nra/AH9OSOqnhQZ99kjwHwSMAieNFwzhwHe9csEH7vHI9B+GAPwv/uCL9mtPzc/E4ckzzloPOB7iKNp2Br+GJsd5Z/DI+8lPJk0VJ2f/AKwwPajPZsEyboL+4W8i+eML32aTaZvuNNwHMetKPAvleE3CHCf2SOp+HHPfSEeS5Uj9WO+inX4jYYcDUP6lFfRUTgdfctm0/wAUjcCwO2U09cih9UziN0fJpSGCt3OFiXW8MsspuHBAb/5h4N8CRGOGl8uWdo/vqWzzj1Izu+TENXtugzXeeBxPzOHPIlakjLuLsuhzbJTwDLTUPAmcc5iY8jcPWecCjO7KwoB3ZB3XO0N2iWZ3JWFbxrJ5XkeBc/ivL2mYPP6PrOA8MjyfJOb6IM+EgcYu24j9aeXCCcMeZJygQ5B2/i0I60zK5k9ucP4JR9qmvukiZ7/1gRe914PckafMPAkx5QYfmPYcw1pmaWK+KaXD5+mwLz/5PWyTnZDf7Wq8WoIp5GLPfBP2JmSnPeY/1LgRN5AH5sMKnfukiigfBAZy74L1PRqePJ+GSdx7Z5WzSzs38Wdrg0roxttdM5SdsG8N/ae+2CCHM8455thBRVcQ9IWX83iSDLvbku3Ieez8SQO3xKRGGbuZMlj5EZSpdlu+8FGXEc0dmjoM1JKPO88yTpwJ8ySefOHHIRRzu8JNcdk7B4MaDDkFsibcXm3x4TnCSLYAulmZI+KUXsTIR8u0h42k4fbLQ7E7awfjHpsvp80Ls+zPKfJPG7EYAbYDCXCPFgMGSchdnbm5DmChc4e9oYLK4cziQ7XmbvzJZp28bgdzz7PF21h5ZHY20vxDwPGYLQ4JHe9i5wizZvp6zHANeYWzDnNgEYxwwyyoi86YKHQoEBIhOycWLo8ISHV+7sIkIx8zixihwm8Dul7WpXzuYkjzvJMlK+Hwrf8AEf8A1zHHPzYrwO8DQA75SwkMO+NkWSPKGw0fi549ZONTsefYQhc2suF4EvjBM5gWNt5WHot+AZnzMGYHfxZAAuan2WFF7yEzTxnihniIbA4G0Vnrtwe8o4nUez5ebZRh5WQCM7ax8Ob22UeXMznOaM3lPDbuMRPBKMgzhLBPmlnU5sDncp6ptxnfPM1ve7Jqzd7zNg3bTOZOX//EACQRAAICAgICAwADAQAAAAAAAAERAgMEEgATEBQgMEAFFWBQ/9oACAECAQECAHwcXCdj83+gHw9n5bf5R82+Hy39bbbbe2222222zew8ktv4tmWzbbbbf2Pm30tt/rbbb/5D/wAa/wDO7bbbbbbbbbbbbbbbbbbbbbN/U9tjLw3xtttt8fzS+h7Py34bbf5W2T4b8t/S222/LB8ktvj+Lfwbbbbbbbb8Nvw2/Lflt/lbbbbfht/S22ZbPfbbbbbbfffcS223bfH8m9t9yW23tts2223s3vvv2fHbbYl7bbbNsz7O3t7jkHLOac73/fGb7oy/a9o5XsnL9z3feOa9t9m9m+PYzNvd3Gw2G2V0rzkG02M1HG9WWMaQNgQBCNAxhjijpbbb23NptN0sg5ZyzmHL9v2zldxsHOvq15rp19XSKhDUx+A4SZGfabZXzzJ/yUs+eQbTyUDScSGIf43+u/r4YgiZbc0EBFeEkPACAQjLJllyzDkStlOUu02boVCgVjnYZ7iQkeCsR5v2G029xvNwsEloICAitTwggQFPUYiJshyVlfNjyu2E9oWS5AVTsstmAZyrVcRXDHhjCEYoRXBxu6c5SGOLaxZXy6qq8C3kc6FksWzIxIW1miqHqiNeHfVRiaQw+uvhBltHnaeGUbCISJAsxxyOJlYuPbfjw5IxoGP1nHsoqoji2YFeN1CABlPgtEzIx4JWQhYOW8hZXCy2sTjDiHNfUnVOqGPLkDKVZhi9IxhCfI1ZAjecmUxMZ/aKrYU5hlAyiBcaZCfqoWamsAcEv//EADoRAAIBAgMDCgMGBgMAAAAAAAECAAMREiFRMUGBBBAgIjJCUmFxkRMwUEBTYnKCwQUjkqHR4WBw8f/aAAgBAgEDPwDpD6IPrw5hBzmGGGGGGH5g5jDDDDD0j88/KH0Qw/8Aag6Jhhh6I5hBzCCCCCD5gg+wj7IfoWf0c/8AIR0DDzGG/MeiOYQQfNEH2gQawQa9Icx+UIIsWLFiCJqJT8UpeKU/FE8UTxCJrF1i6xNYNYNYusWDWLBzH5A6I6Jhjaxo5jna0U7z7wX7Te8fdUYTlY2VDOXjvzl+on8Q0E5f4R7zlp2lRK/eqDgI33hibyTKekpeEdMc4i6xNYmsp+KU9Ymog1nnL74NYNYx2CNF1gHQPOIIIOmOcQDfEXvRNxlQ7Eb2nKT3bes5QTbEBKpPbaG/aJ4xSN/vBuJ4wbx7GXOTMIniMob2b3lBM8LGINlO3CHSHylQ7CJUO09IfJMpjviJbaTwg094SB1wIN7nhKJGYY8TKVgMA4xQOqbCAsDa5hvGMc7pqQJTv2pTBsASYMrWEcbTMgYbaGbr2mKLKcQDbEiaiIN8TWJrEvBe0z2QmGHmEEMMqPk2Q4G0I7LXEuNxmi/3hO6KNrATkoGbCUMNwGMT7k21IhZbqqjTKVUF3DIPSPUGIm6zHU6rBQPEbQspK8WuAP7Q2NtniMps9luTqJmRcMfYCB7jKOueHLXbC4ujCw33mN8IJ8zAKoVHBmCwvZjuBE5Te+AkeUUtd2NPRSDKzZ9VhuCtKqUusOG+Od5Ee1ljDbG22ig7LcINRDfmudkXoYSMgTvAhsMs9LRlQlzhj1GJx5aSqrX+HiH4Sf3nJiLMDTPnnMQIpspGpzMqo4YIWtosSqLMSG8luZRRrCsoP4gbyqF7VMj8xWU1OEow/JUvKarnXJvuNpympUxAdW+olqNnoNh9bRi96dWooJ2BbiVyNobyKH/MqCxbk6N5qGBiPTK2qDi05VRqXpfEI0INpSZbVMCsdbiVqbhkIZfwteUmpjGWW/lAhJp1abX1nV/mURbW4lLFiQlf6TDbNVPqv+5Sx2C+uEkQYurVYHTbO6cJ4GUkPZHCBswSOMOKxM3mEDMWEQ5CWW8xGWMvK24paU72+Hc6yme0cXrKgbqJ1fW0wgL8JuGcpuuIgiwlVKlqZLeRilLVH4bIi1cSEKPz/wCpj2APxU/tKymwo1LfhwyubYatRfIoDKuGxUOdcEoUmu7YD6X/AGiVQCXVh505TGxF/oMp4bYJbtU1A3XsYn3Z9RYfvMrdfh/7Ph9o1GHmLzk7tk1MHzFjHpJckH9Up1NtOw9RGICorAakC0BFiMWpwj9pVS1jZdMJlEnao4WjItwgb0JlNBdgVOl4az3B6sqIvUAtKZNrODHUXLXlRmsRYRFWMzZNGCy52GERGW1oATZhxUGMoBOA/ptC6C6rPhG+vnKRzcMf1Sg1O4VhxhRgxLW0xGJVpg4ciIATbCB5A/5glUVSWa+liRKy3JYW0itkyqfVbwaKPRbRlpllCEjURcAapTUm/dFopa7EnysLSgw7JA0FhKCDq/EHGKpteofaU6oHa9hDYWb0uBKg6zBGA4SnUOA0rcZQx4UVlOt4aaXLs0PKM8RAjUgALES65i8CPFdd8F7q1pVXvgwk5gRD3RFh1jW2xp//xAAjEQACAgEDBQEBAQAAAAAAAAABEQIDBAASIAUQExQwQBVQ/9oACAEDAQECAOw0uy/M+a4pfrHZJJLsOC4LktJJLS0kklxPZaXFdx8Ekuzbb5pJcVpJcnyOl8l8G29Nt/Qjsvi2/kvqz+Qcx8H+IfAfvHFfZ6XA9h2XMchyH40tJJIfJLkv1rS+L/ONLS+a/wAhJJJJJJJfZDihofkSWlyX51pLS7JLSS7rS+CSSSSSSS2rZ49nj5jskkkgNgqFIo9YYgwB08dM/mfzP5p6d6HpDBGCMKOB/P8A5/8AOHTuK0B2QArFPg8ApjVGmOPDGGNGqNcaoQjPyiYBo9U4xoNUo63GfkA4LaKxUKI48MUYUcCOAMH0RgxxPAKhWKoxenu3+TymyU2JafY6QiK/EKYYtfT6+jQ6NX0yGBDHhWCLp3jN9725XIR2jW8zMn2Gm+z0dNwwodLr6NDpMOnV4sKvDGoVnRu88rSPDGvYYGA0ZmWtnjFQq8MccUGoxe8yMzIy3AAgmfm80ZGQrkYwsO2Op1zgpwjqZthVXVEyEY2amd88ieUbJES3s8KYQhE5JqtMLdU3W0GVWpYU6hlV0ZU6rBfdP2SbMyi2/L3zzPLYBIR2y0aYmMZ1gzhEE15J1PMxcrIpx8mYiDkHIFgvqyLr5ZVWfZki42EqsyrMAIy1KNdk6zqo2V2zqpulXKZBOt3txthdPKjqzUYWCWUbvbM6xK7FkcYYkajA9PNMrqLLsMRshCRljC+Moe5uNe8XE6Mf/8QAOxEAAgECAwQGBwYGAwAAAAAAAQIAAxESIVEEMUFhECJCUnGBEyAyYnKRwTBAUFOSoSMzYLHR4QVwgv/aAAgBAwEDPwD+qD6hh+7j7UdA9Q/iw+yP9N5/hA+/n7Ifi2f/AHQfvZ+4GHSHSNp9yMaNpGjR5UlXQyr3ZV7sq9yVe6ZU7plTumP3TH7plTux+7DpGjQxvtT0no5Q9A4gRQYukWDSKOEA3KIO4vylE76SmbEd9Of8ceyZsHObAO0flNhHa/abGO8Zs43IZT7k5CGNr65h6WvuMc9gyr3ZV7sqd2PxE5GcjLdmEdmHSNOcA4euY0MMPrnpMJ4SoxFllQ2upigC5Uecod4HwzmzKAbE+U2cD2AZSw5IB5RQdy/pijei+UTh+4iAdZFMH5YlThTX5So3FRCd7xYOcp8QZTG4H1j6p6D0CV23U2PlNqJ9i3jlKx32gG+8QdgecKnIJ8pUBviseWUZj1hfnGVbXsNLwRVPCIOMHAEypa+D5mVSLlgBG43MQ2sJwgvuuJxAlhGlSOeEaPoY54R9I+keG05waxRB0GGc+imguuZ8xeA+0tjLNxE1f5iAcfkIx9lSZtROSmbRisWUR/zhfRTFVrM7nXPISi7WplXPG5iUzhAAaYKfWBJPFReBWAbPla5/eLcXyPdEqKtzYDnLAGxUfMmFCCLxHyxZ6boqMA4NzwtAiYiByF4TSu6FbTHc2uo4kETZrWxgHnGCgIofmCJSGXWB4lhKb1Mj5xBwBiXu0Q7ou64hYZEHzhtexikQDhczLfnG9TEpuSBwJvBnnlreKzgIuKJTUWp56yiy/wAwKfeA+k2gG6kVByymEg1FYHRchKTrhLBb6tHpZqARzawlZ1/ksR7pFpSLbqgPwgyo3WDqfiSVWbq0QLcRebPTTCT1raGXrXSsuLwvFC/xKdNratKIJyK8w4lM7toZfiKkRqdQNekfJZstanar6MH4hKqtenjZRpnKNRCrgq3vLaVVq9QK1ucxi1SlUW2k6/8ADrkHTCZVw4agDfqEXFkzDwb/AFK2AFn8MQ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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Cluster size: 101\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Cluster size: 97\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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b/AFhHsZVHrmyv0F/IyiNd6U/HNqVRd8foB+UUKsrDtvOeJd1szTzP8lifVuLS+wr113m/9DMoBO8/yW/ZgAo2yPys1HjrQ8Di8LYaEMr+p/Faii/0TCu13Cn3TfpVZ681RqXDdP3PZ5bZaGkVfxUHybi+tx4Jo/2ZFEPT6z7Q0zXDLKVWagqynzaz9T2Tl79Q8ukF8YW/TypQdPAlz5tsziicinN3m9zVNixXpTyLiFZRbrlqmot8o/nP1OzBkMg2bDwHtykcaNWsG5wv0NoqeK60mtUZWowxssrp7S+WtX4UbnF2bWomp/1xy9oMRqLbVcsKeyUbwAJZGfsXW7aFnXhn3HHbhVlFsup5VNmz776V7cq6W0p+c/upLncdwZxSjbQZDhHPHPLslEnm1snhklMbmxlYGjq1yj5ad87h/PJr+yNLaNyXZ9oBpVkrPr8hoXRdO4okbTua8MjZgVfJsomPfzniTBDnpT17y4ltrZZCLOKrFUfsqwka8sKLz311w5bfTD0bWfandwmh8LCKduai1Z+aU3+ztcXHgTbE7T1tYjpB5Z2L9kVjmaiNIluksa5zUct/YdjJyvjVlwn2o8SUVUNfhXhWYtR+rZ1Jp12Ps/F0Vmar5BNvOyX6IjoDUVOeXpo/Rf5o2d+xiETiT9C4sIsTBudz+yMQ7XBs7ZI1rfxlkXM6vfHEZHzb7hqx+47c9fLK/SzBf1P54vJkA+i0bREbNI8tnDxl83nULD1jdOT8t+6kt68/z9PP2dlKDrrSvg++wYAKXZizRxXk/OWj9TyWRsm+qccMGk4uihH+8rOOPu3Lh8z7V5b/ACjmRI4pkuLws59wh2sh82nm8to6W11gKo9hWy7xvc/7BvsWaQbzcQFYWDZ688uF17ZWpK2td/Y4yX78g3a9zXjZBv78487V5XWdp+OkeU0+38i3YfLi8m78Z99odMSFrJk+s4S+vz/1hZQtmDVH6ywOHtsQKQvnTLBGrfWQpjRuaQac1syyXj3nls3TWkuEG/vKq3yqPvcgsko7a8/c8+Sci4etQlkS/MnHzHltMePbduzP2h+ym6s+UN+i/wCgVFRxrPiNb57ou1YS9MZzuiKRAJPTEHlHHnPyDRT14ij4si59U6V7VcpdL9tvePOE+5CfdtI0QnXyHi7Zgl3LEOhNiJ5+I5qw80g36t6HyJqsNUqyEoijLi8unIk1c9XV9M3lA54wj5yh514sl16n33334r26V98c+o8+ptffOpbxOaQE7HnhaCJbgrkOKLn1bcl5Vm2qUAq2wf1cGqwspiK5WtjKrWxpWxspkNgBleWKZidAYK75VdRqvTj1sk5+78+V9cuO2z5NDzzjrjxNb77599D27rbgeZHclFNrmI52FsQRoZv+g9w0PedakVW/nL+hOaEzGX5rXkqGqhuKariosDLrqNmzrv1Nssqiv996qqp94rz73wnx519x6on78z7Idf62L4Vof2gNBX5Q9c68GdqbDDIyYGoKhsefohRk5EXWKUS5sCKqOyYmtwv8/wB901SU+WS4+876VT777U865X668545+64SX6SRVZ+9zN5aNueakD8spIK/PiKuLdG92AXZVMWDk3Ppro6r7bydrAApOTN+q9IQipmeBvvElk+VPk+u0l/OfvfffV+nPPiviXHvyajhFsr80+6+e2NpjQxRzM2cQ0Pgujtffr5XVxVvPZ/rzHX6PPx0WBLvG63KGBNno5rikiXBTNZfxry4T+7849868978Uc9L/fdeI+ccLL/M1OuEkvfVVeiK2ruu61TZxSP5ex/78nvAv5+f9jVV+hoN3V8Zb8FW1qV5ZGQzaqacsb8+kX3iLfxx77yj93759996t2ur977x5zx8u9aMHSjXzjn1TlTtVf10Y6Tp+qrP/dskr8hwiT0Xtcqjn2WdFd1aJ6Opo1zN3TlaXD+drlT5JNGRTT54U5966++ScqLK8e++J8pOHz6CbyDZgt9973woqk94ct3mjaG/YHXTRjlWorpgNg1/9D521xWEL7awfUkYI5sgbp/PRRL33po+T49T96U575RWVTee+d/cc88uZmOjF/GvXiavvqC6vvbjztLQyH7cvneRKq1FQ+8RQakMVaflQVVhYfGNSIWy+/vH862/Cn33CyiaKLlXj7rxsv25688899878eqxjZ2199ST9X9497U899kUpb9ktFOcw1FfYBp87hBXO8ZqQZCou0YxTAqszn/m5Pz5bpq99tnHCHPy6nP3nKajhb1P3v7xNVd02ilHLNVXjz5FTrrnr1KQSf2V+5crQNS6EzjsY88HKSzZqmUZtgu9Yaq8dAV1Z8XvP83+OnHSaHXH33innnv3nDjv33nr33vr7tePZSKbdzz3z4h10r559727mP1c1VU0OpnLXN9JgddY2tXTTEbQICKAycF1laedZvRv5hOPlvUm/CvqqPPvfvKXq6iSqay3PfPnPbTtT1PvpHztBX7r7hXvyc21+lVOL5tE/wBI7LAQit8oGWrZCAJIK1REIw6U1ad5xtO/vyzU+9VRS4d+eM+uuvvvuvuvlE1lE+eO1Pmna/XLR3x59975x7x8vLaM/XWuneS761oRZ3q4czIY60s3wf8ADkBbD3512sGOa6s66/yn8+9cpI9v0GyCv3SnaPy/vvPHyvHnS6UZy/d/eseu+uOeO/k+kpc3/ZEqFsX6w0SD5gbjdbONX6G7BnTuIHByrsvjxtwCaCLPyk+9+7fcrKt0uPFFfvkVVFuUk+vffuOmCT5yt1zCuXXHXPCf3vT0yvT9R18PbFmM10CT1+Rstz2+2EH7bipDGI/Pq4sr6Sr2V0AN/l171167kUFUPm/a3vXPPSiySfHqyfCrBBy8c+9J/J8/c9/MGy85ZZi//UnPthSecMfaLrovY7kvWPqA4HnOZbfmB38ztSUxfNQWHdtYfmd79913KJ+9op9K9fJfLdfJfdJ++qKxS6qynvnH3TRZHz7lUus2XYPduiulckZoKhh2Q/oiWRI5VSduUfFX+jievjhG4Khuqxsp4U989+7Uf99pc/Kfcp9d+LfN/PVflv0h0SdmNPZ/qWuhYUcNkGzBM8SIHsWq/O9207kP5g6I/wBGSOnYGhhzQxjnPRc9X35x7czLogrgLN8x/jjv773r1d2t7yirz74j66VQR6X6U3f+hcfHkXTcbqEFneGBODxBgS49qV38u7Ibzz/Xo5aTb9O5eoq0A6kuLSlKld7DWJ621cK39XzuyKdz5kHvj7r3r3uTc+tuuu+GPjntLmT1Dqiuj63Tn0eG68D0CovjYF/KSItXVJ1qpy/eEZjmYeuKA/TN9TIXHZOLNgzgXqIfpDCm/AW8ZGmLOI8j19lH3733373tZ314t0nH+c/P7BeS/wDVEv8Azbu7MtKcFiJnPMlkRmG+6oOr7I0RjwB7J3BJ9n0ond2SlY1ZCZvuLSFpU1pKxKrxKvrV7ZFGpWgFZT9xv9577176qqtwm7em3qc22Fia5ap/qYNvz8/CbQz/AFZAvWEVFQ3MgzD6mhLI2NY/500f68n53jOF93xetN07VtTWNrG+ams64xTLdEbpi7SE6nsIyzPTBfhDz3v375VZx224kj4kJbF4rurBA8L/AOiHUCn4NYQgr2JHbEcaxEYjGwJneuvSlXJGT4tGeMZTJNqfopSGaPKeN9caECe7/CArMWlTabiqaKbOCsotSDA/3333XSijhLkhsRqRHDW04GmKpQuj9W/1pVrf+Y+oGqpAgxQcPyuw7tuqwJKuCEfwazhuT8hojjZuLbIy6b7JuxSBvUWB82W9o+IXpd7ZBDm+lSqU/OT737z31X1dUyLyqZrVK25O2qbzzEaZ2B+6qv35ifi0LWSPTJqauXb4vOytxYYKNE2WIdlVM7YpDmYoCKHLdXX6IFugq3gqasvQgVL1TG2URB+R3koQ/mh74p2vIOvum6qpNKuIcWNrw0Zk8BuDfv7DzPIz/PCMF1uCXzP4oMJqwJoH99ASts6Vx7XWp9Cfj6ZZqW0jbA7eN6CQvQ95XRXh6G11ZB9BZoBJ3y2/yVkZJ3KzSKEYyRQQlHHU827IdbE8Z7TH6T/rx93+WH5YnOjrOaviSYE0FJ+IASqObtT2bAKK0RYv5O5CdaCe86Ot4Qian0qmM2AnTFgWdA0PRdgpvir89pblSPlu+WEY3at1X7rg5JJtib6gORmo/wB4LvUpz+a0ZtjYEu/5cy6r1ZvDSSApD2Ach41ZUH+SNA6FawuktAisbU+uaXY2PC0jZdnKU9QDovTvTJOZyqT7glpfj5MabMnS8m/mZ+4vKs0FdFk2KefpdJ4nqz8t0NG3FJ/OPh5R5J8snIP9JnfUXZOd/wAoyVxV+iL3+Dqm2fUgbLc1mS6BIaOrEQtRGw0M15oXN5n1OegqsN5QQS7lnxj5E2LB3Pbryx7+rrTRPTlvtfyDitmEbtsQM+HD6ZaQHkfHk1hdEuNvznL8+3ZbhrRVc7Dqls2aB8xfx0NUcMkxVI3Xh2ysQdO+5eah5WKhLhrbhFY1MDcNFbwJtglRQGfnPpPQux5yfpT8YtD37KJSnPc5MyI8yVgo6RsowgsY4XAJKzSKiWWtq0YM1wGVta6xyqQpxbLS189xRvhdF39It0HchCWuPQfrNiXWnpKSH9UHoMJ2jlDDH6p5J/SO/TT8tc17MOHE+Uvl02jNoslEJntgAOLcbAxzK5571tUqqCcIVS1xtgKviGyJYidZGuJ1g1J4r56iuvxN6Xz3HNx5ucXtfZvaIkyHs4Z5gv1LxUPXv+hFbYD2tp2YlHMfGffPuU1opmZWxQGM8w1qG14S6kAWLmOTmzY9fgwv2bmMhamCbglOcBIPPvvuvl3LDQmjB8eqWo0TPZshS4S8BwJWD/QYUHv10ujCH5Ibn1Pd/HTSPdSj561+QZF9k5jx1nuiaTfX4KyZNBoypnZRLWQ48e2cWWXjh0Ytiv8ANXldVPpVJy6beEJ/9LoRhKU12EiHHxHGFWuYf9A7RfZA/HjZNh7RO3c87+kF3rRF71Pvs4YnpWk6NtuWjihhFEpTZZBEVo5WtYysbOFYXSyQtH8qeenSKvfCqjqJdvVXEdxPzSAzBu1p+E2FtpK35Wq8rfm3cWnbM18ZyT5d92qn8QoyEBQmMqfocZmG5cCqz9jmxGPDEf2e2TblIZu0OmkXWD+PH3jnhT1ZNwszSdu++GZGQsBth29eRf7D7qIRn8c3VOZk83HOXDsSwHrpRH0gXlEw8QoTNNa1bTXZODyMicWPMRA0yK56ybHi8a3ZOozlkUz+a3vK6S3S3K3bmLUfp9TLQ6QF4j1yxU/SSfuCpL9xfjQTjdG6VsC2rlNJZzOPZ12+gKYBwLPgbSFFzMO8fl51Mj4l4TWicWLEZCuQ+HndijeUci/cOOO+/lkX7hFv4u6mZX0yBxFOTiiS9JLV2ooPPuUM0j5n+iy8o6n7KsQ4OjyRigCmhAXgK/xfUqMhLGJOlAt/VLBvi2A3Jt1P2c6fD+QpjFfXinaS/jts7cPWsX4QyJM8+Dhfhwtd24oigRf9JTGpvz3zHxvewiuSlHzkjPddywzXtZABQPjX5l1K8KDAoGoX2Sk5+8buhMh38kxa3MPZcJD38xPvvVk/nXjpGSduBtnNFb6SE4xtCenG4j6onB3nS2b1orB8B+jZ4RSkvI+Tiug7lAx4EipL1H8hKMnrNmBCKezUnYNv33VdMXlLAqxIwyyX29N/kTz8msrwuqs76k1W8N5LFcRGR/Pt7XQ4KECCWAqBjNDYNnv0Pmi+aeuGhNIRE1c3EBKvzWofxKBYC1k2UxIzlk2/oDPAzojhmIp/ZKuixAOhMm++ecOlVPnyzx1w5mY6DYeuWtz1W4PisnVKbuIKqzTWUTtq0JcjmZSYR5DYbvYkUQv7BG8//lfnBsRyksazxroM9zvbdp/VJVx2K03a1ohT8V/Mjrz1X56urxJrPGDoxHwRCReFGj7DscWbzYdRGeEpXi0tMmcxIGZO6YBMfDQL7acrNWozqCusP/ncQolh2aH2hW8Jop3W+azErAhi0TgUhJnMuJPPfnK6yz7jiUbrsZgRRkVU9c32MxRvLzFkRVL1ZFwOok3hA6IeWceGRaEacbFdX1E5kdm2avxOKH5doM1PQC7rsq4Erq+ahrGy5X2ICjSkLy/LZbv1VZ789fJt+vpCEbvOTDWGmjORz9VERdljoycgEUxJGszIMfnELFwkeUTJxqs7TqDKemLaqb8C4awnui5yY0JI5rJ5+XqEpsqOABuyB2k9KEv4yqO1uHCkj67lPhheL5k+iKu9H626+c2MJMwzmxyIOIl2YAMwyU+4WIJUwMrrLq9l88EGoSPJH5D1FaBJfFvXs0z1c5lD0HZdgjFfmE9RXZdFkf5Cq9uXKTxy++UmIgaRlXEbGRS2rLxtkAy1YtiJV3WdyiIn8h4tLTNnktjyRRb1q1EPvIUzkL8oKsvy7zxYFwbZMMuvtYTdI2HwZU+/PhSuIkySHI78v1flHr5k+cv/ABrwOvZpA+rQOWsa+LaRgHWWBN0cquo4+cNpEmMbAsgysowgKMczkof2hFBEhmj8+c8vdnHqN0zYe1OKUtOsrlkakfvxWNrl2F5DQ66Wfvo91KKso5rJv4nWwnkDxazNGFC03ceQ8qp+fL3/AGa+8Miy7r6f1HRkutMndiXBUNe3ZF/nrlSpRffTPUQPGl5FBmbEOqcf0lBVt5RcUbDlDizZfr6ZkWqs5EMfu4pO4Hmd2aishc2oXVkTda4uq3hOY/RKxJSxpKIrkcR7KHNj2faVH1dY9hURkHN4QO/oGzHtAnUCCXcP1aWlxNnwIiKbJ42CuW6suZYZ8u+5Sfdj7V06GOORkgfFMl1Zg4y2aNZBn9mK4eqJlvLT0HWofMu5x5In5nZ9x5orx2ZOc80LRgcc61WsRmJEdkREgU0m0E6VYkcYFz90EPPieHQBKZ4krDGRd2xEJC3K5HNCQ6TI003V9bEsFTyF87MiMgU9ohrJ/PyIvPCmTvq06ABJiAJAbL0HSPmw5RwwtSIII8wpyv4GFpvg/URmLJk6psYyzxDVKLx0mp3yyjwNYuhDeubuOJQeakGzQeqLvC871m4tbX87jyfXdylgWCTk9n3DSNeLSXIJmFnzXNl33MK0QF6pOHFCR0EEDQivLp3lMVM0NcpafPBycoHOjdnGt+5USZEDa46zGzMmUOC6c0rn/Fs1fjeBCxO2Cq73jd0e2JcFik9XVd7LlQJlEKmF4a1S1hSZhdrxvm7x23RCUGdlmw6D8GJ7+e7Sz7n1FYFTYrzSk1aS7UaNX12EOU4Z0Uz7gH9v2uhezrxGmtd15DXbtx/NWBdtsjVWhzGQm2WUAhwWVpJGB1ke1z0UE6hjrENvpVKzo2u4R+XEZLqT8lq8DjGT0npVKlMbUurMchUlcp4d0vn73718cRslp7KTq7tXOqarGqRPeGtbRNUhJiOM++ZDHgo2J3okrbVKRaDt7XsSQE9h2XAQ4ixTIS8pvyyRjBlNikdMDz7SZ0lk6i/kxJm/W7Jg5Lr776VtdxX8ArJaJ2YNZyrplvG2pAta1LbLl9VWIo6dn598IS4PHzCwVKwBzoazaxqRHh2XyZEfaTSH82j4lUgGJT9fcT9xkOdqmcD8Q8ISK0qkBeevuuOXxhHqPU1ND62q7N4n+gxGWcsE2Of6wH07jZ6UpKlWi3LyMl7H0JcYJQkM6eyz0vtu65WDp7LUG0Kympa5iocXkY8x0pnigGgStYtxSuWIP73r373kjtuJm/mTBtemiq7pzXfRZXVUBEK5Zn3WidR/lzWKU1KyHtj7NLqYqxJSZLrQtE6l67oPNdNRAVuGMlLCr+mx4YHyPl9fEtmClVCExp0rMsx9fedvCSzCaEjZ+Qlni0EJgWoNE0/XkI/5hzuVvHRuO8vh8xJS1ma0O4KLraPMLusSdbxFT58zOFPIPwn/AEDC03RKnXlVwrWbaWTxaQNTVQCTiyc7i/fvXEmT6CsQ4sTsahQaswhepZyzbAT+jlS91oC8MZ1DX8M4MtTXMgPKJFl1Gsb0IZuxFVspYKdjOIWbLtHwo7IQR4ZANTR71+odARmG5/pmp4nzvz7n6w9K6+79MTA59qfNmLLMF84WZoBxPvnejLTynlq4aJXtO+ZaIm3tn3AUpIAeRcdgtkkJMfj/AEqGQ9iiWmbLBo3vu1zQMqAPXiI+Uieq3y+C8IpT8EoY2BsqeWhbMt42mM95rquqqwFrA0w/tjS0Vmuhyy9c3XjCxR3JWveh17H1ZlLHY+e2JPwXS8rGkzWJq21IQt0u4APpScPFWbUSHxYTFp1pVGVm2mibHT0vmLnsF7cOoJuDr7GNdBlYxbuB1Br6/qno2miez7WpWoHVgWDou2ZuNq3KGbR2wyksTLUhonlosuaiSVEqWYH3ZdwRGlLl0A1Zy6H5qZ+59M6XBTfLoIQElpXGrcV65vzJntPxBSXmWUbuvoTrsjMLSznX80SaA02chWZcphB5ZspILEbk4iR4scOG6vVeQlc0tYrlPXEsHzs68HqwrEAjl4d9ZMtoWE/NkfXkTK+ND3jFflOCxvXL4pl/GUYBs9OzhgULk2aUra0Lef2LMaOL9sUplGaUlIy5CiiRS/MJPQedJyNcUEM2WH2bpJ1AziCDGvKxFqtruRsmzDI7z5Rz44v7XdoVBi2vhtrLyjaGhhMSUGLF1iaHEUW5E0BpIyzv+folcFq2KZuHUySyhQNkjiJ7jFoCSE8fqzChuEZrPiYJufSCTeTiWD+vqeDKyC3d3mNrWzVMfeUfJMKC+hooughsFrMGbSD6F/RQpn5WupvSVY4kpi3bZsydmZuVIplR7ExBnNwDGN4G5ljn+muWbC0ZqiKmvocA7q0pHeTkY6mqep8KCAaVtqzbPKcrUepY5pOybKUBwGuA5ipOByu/ra6myIkxfme37bMy2cnJB/IzL31GdWknUIlFpsUI2FCad5ofy2LQrLN1sn9TiekLCiXz9pYETU9aggeEPbFte2jaiaCbGK0NNDwKHtPXRdVBHu80KjsCpGpiu3iUhJHz2Tn5uXfyzNLwkWSH2vMfHPfzz1YpX4DQIXdd1xmRjG04CmiLTKgQqSEM3N1PV4cFgPlhW1cs5lEelPnAKBtvZIuq4e933bIfW8LNPiyziQwISCemnciqweN+WsVERsHCxobTg5lk11PoNICypnG7NCs83NiK0g+trYvkegJotaE7ut67BhkDij6/tRUBmJgixWnngpVI+4jtt2pnqwjozNi6wJ0hXXaxkLHiIEMtnfchBEBrIoPID78mHj639WWRCZnyFLaQhqamE7AsmuQO/rWjGHsiTSU2GVGDQIEPHP6Ni2YJmWCqMqRgrLM4jT16ROojwkkHbIfZCsGKKMHMlLlBYcrsnUu8aCwYxg/yHlZiMmNh6OnM+5PpK/q6q8qMiOyZ6qQ+8bkiRd2q6sU0FalrwUGkN/F2P6Uo2MRXfzArH2zc2srHDgKrY+eIZh7OTMsQuOpGf855O5JRlQ3J5Kjn4rIqE0l6Y6su2DpLG1tU0AHlwkYZYchSUDfdyNBLhFWw7DZgNODUzsJh+ZwTG8yMu5rhB3raKbS5C4NzYvIn7ty5J20654meWyH08nDPGUzBfg746SmJl0QaOuYtFcl17TXxLfB9X0BZDKpY/R9nww6h5LmBnPhNVN73lfzECnJJJVdDpe69ri8D6cfGZ5Lt03XBhOywxJ8cIDsJZTNjNpJSsb+CTZVT1c/fDF66iNZQfyjkV13aVvS1RRFwRtRNb6umBEuSBRYmmfYshLPzrq+IDPlmv2mZWfvyMMI2YLphvLu7Whu0FGQDACyIIwapTNgGlg/ho8bu1FuJ2wBUv0lblzguV8OPyCYs+1xGhj23IOoW1+WtwG9ISofWl26ERIsM4xS+8+50BoTM1jXcU3MfTHMpxCjQAC1EA18OtG3i3nSsi4IZKhW3DxVZLt6STHNoaVtI8yVgcfPTt8XkYIC2ZbAVVcVdVnzvIot7WULoewGuZcVRnvid1aiMrgtqYh4oGB6lD4ayqc5j4hn8k3crO5nod4nZ/NbZl94ryg8dmUtzL33pu3acwXnmeuL1905k2pQeDtORNh2pZc+GxI/VDvSxdR+DxVFG6tKbFmocOCYochZZdpHx/kQi8hY3z55Kd/Ts6VlX53NhRlG/dJcOyJAoKmh3qLTL+kMu0+JtrIi3ZGVsW5P3VYeV3NfsrXTgUqk20Wv+atKpaE0FsSdZi4xwU9yKM4jJukYpiIwzQeiFmyhugk7wCJcxEA1XjkO5CckZSXnOND6osCfzvn2nwE/gR+yJ6Vh2T81DwKauHQ7wN4riv9kkv53ZC0xtfRj4fie+Z99NveYGFdLKRo3Ffe8Lvpp/JtpL8fBqFj2MJy0jU3yk4cTsERpXlpkjJZChKnqN8rUZadtvfmJKTv6/bXfeKAQzIG57QNnaNlH/AE7Rb+r9PeVxpEllRVyCMzL6wg+GDQ8REcXC88GC7tu0G2nXbsgKjEJm9LRd3WkceeVxUlQioE2uRkuw+RhrIIxgvv0wEIXzycsKwVIWvIf752vIy05JyjGCin8cUF7xP2HQbRzVX8WTVlCoQH3PAE27UdTRrYilAWxZ1tXrY8+z7roCq6oga065LpSPg/JixZXk2tmei4kZlbBzlb1wFMnKdLLJRAjWwBC+KF1aw9h3ATuYTiGkZD8hoJJwlw1ipdAAg+1V5gsnR8fI7ksA40PY8yrHi7PMGZ3gAZE8hKiyxaelbqfs0j+imr387Zy+TOQ6hBSAE42LQYozKdYD3DcwtuxTBNkDZc8XCp9ZmowjkhKIZLOHpQ7ccCxBdtoWRcdkuSDuCpLLABTRtKyh2vBmBIemTB1YBUQKJ5apYvkpZ1DjkHExsNy0gUOWwswjYxJp9x9daQ2aRgvMyEvXkD7HQcN6o5lpeTSa+fWgU3jpqXKJB4wo2jMwQdhRpAVz7kzLi1bh0uSlJjjnHD0+MC8/sDhnBs4lLgXh4OLiIdjDKRA7HnruwwmHaRcdIxglE9j8N12o/IST376Mmom6dgWHYEhIyTWsc20GEEMH9bNjGvZATEXsO0IbMkKVhVBoJr6OY8u05OVi28S3iYUdRGIpkSQh+WkDgJhWayX0IMNRGOc+KLS5QQsFp0sDvHN4aess1me2dNZyz/C2M5dGhGQkpIQvXqT+XWEYKQn5FRiNCglW4COj8FGNIiKZINY8olXBcf8ALboUh0150dgRULiXvfyjyfJJV6g6HjAbINrXHPESSEtWFK5SBrGsosMyOdk0Sh097WLuIhRLzmEguZ1yjHM4mGFwUAAQEZQfTrlKwjisOE3Y+THxHVlJ14PunHiyzwlnyBywOLHjaQMNKX4vLvXUiE0jQOdpK8byI5RMrnW0aHUTxelxIqOZQl9i1oaFjhQfixQAaN/MyzM1Ms2bWyPWMxFzIoVmopQASK+9uVvfZAgliCYfSLoYkdKaEfJSsxIOgoQzRQgdqq5HXUMkIUw/IrBv+92TZkgr29kJL7hESD62r0GFckPyVwSKToebWEPxq0hH2Jbte5RrUWYpqulve5qflZXtNebfXZpiTfPixz6kAyjSmazMrAF6hpkRlD02JtCaKIF3CqLBHqNje4AAB4BB3+aEd3PTJLJsYxC5C2t+TSvvNFWbk/OolExCDhRVdR45kXq6zlxfGpZYtJpaVVXhfnnMRWFAVqBIJoSVnGuZ7c1nouad9QDhnNyirUbEhge/I1dCPmHph0iTC5dbDcemy4dHbYM8wUuDwED6ryqs76VcyZH6Pn20TSaIC6elVXDjiDrx1SVMUJBTbdEyuCg26tveh/g8R1ycWvd1+2hLLfgs2bMo51Pvid3NNB+2D1pASNb/AEtepFRdR0uCtHnjhys0TR4n7JevLvtwqnCh0WEkz0xHgJl6QURWgINV5Am5Q1Z+JQaAvHIeI+k+k7q/PeSdtvpQZ8Ji0hMWAzC2gfh3k4HxB9bj+js31cK+dO11/GbD5X6Rl7CvC4jhzMOp4w5loeA8mk5NUFrvKuetMoQMJCMm0i6j46Mi2KDgmgZmeiuJX6KVIJ8zIYAPn7iJYKRg6hXS0qZUfRVYh0O04deKwrd1Jc8OCi5b1sV+u5UKCT1uWqSDSARm8116lHgEUyQeQovFrPiArTC2rJR/JpRjHuHIrFl5weeiv2iVhWNDJZ5J6OLamAaGcNKQhFeIKGeSjxHzqVs/Stp8uPZA5m5twQNmkd5KiQGwpMPQjk4FnPww6NjQ/qUdFZ9lJNReVaS6I2ZExw9QHg8uN7LDYWNjmlx2C5c57pY3rIZDYPkR4kZB2kp25sG+9KLxEiezJM6eeejEi/kW9ehNYCYRGyIf4PDXzyx58XjHHo0s6n+e4COiTyzHnLCGFzC+IcfiouFfIjN1SNePAN8P1OJBkf0tJl8Oh4YXtropkgkkMJtzJMpGEkpFOqYpdzHANVRQU3lRoXtmDas3o0p3Dxs+/wCJ0THu7IKyKJjoxpcBNHwccCPJkTkbIKkqzlxljUFTCXdkWa/AgFf0w2bo6dccmI8xWlXa3jvyRb1rBTLpsKVjVtfMf//EABwBAAIDAQEBAQAAAAAAAAAAAAQFAgMGAQAHCP/aAAgBAhAAAADO+sc96T3O53YtBcguZBJCrLroQoswOnzFV1LwR5PY1p1O27e0hwmVOOX2bJRk9OHlNF662Ao5OcIxtt1lt7UnQmpE258SxplO3qFM4TjZT6IvymhkdNcmT6MejDN5RgU2Z3anMLNx4tgFMrvasLrsmEqOX6csMlQ9yk1O0yWYbCXiHtj4bXLg7aJpgBJXo8TkVJFvmLMmMxC0mEZ6351UUsLXs27Bdt89RtPF3Cl3Q9GjtfBgLSiKJ13gZTOb75W48BMRo2JF1OclvrC6uEdh71PK5eGoraL7vEAq8yPj9aro5RoeHQZAz+i22wn30OQhH0peFG74O0cvHZUhHpVdoknwpkiRivp8J+jdDnY1+7LvPQjLP4cCgo5lmwJegZ3xl9g7X6R2Xu99z3PR56XO1zlJfiMzRXtxcJfBsjuZk97N19Ers77ve+9Cvnp9pn6coxCRpw9R8i8xIQmllCsS2+85LvJ+56UK/d74Qzl8Y+hTFJk8SZNfa0ptG0DEndzj31tfeyp533aJ2z5KMY9oXfGbZiUt41Sr3ELN/D13Pe7LkPR96N8Je72vnB/mOXcLRj2amql/obRPovoW0ke573PRl6VlM/e9z1eM+ZukZp7HM1V27Flai+vcqo5d6E4xt56ZI1U/e9ZSgxAC3X8GysKja/odHEf2T3BoWc9OPrO8+eiMHR87JBqKQc1rb0WOPMEp0TZNC7653kB6bOWS4UT8l+QWMTaO28f72AxLnN4BxscYKJ9AzQENb9L96NdXgoV1LfpuY+UYzvbSG+l+a/Vzl78H5/p9PiFKPbrs83r2P0j3I1eW57NrfpdO4MzmUDKmJncDmPp25FPAN0Pz7OAtikDNfqDvq3ojQHz4puTs0LjbKfnCEFcmRiXEPt1m/qT/ABeSQt+qDaLNcJ9ODDrYmTDGAyWa2P2bvyz5LmRKLbqrOFFfpERLgD/VdkJtho/R0F4zSZQi0MXGqPql/wAa0ny6mrs+89B99+JwZa4wrmW13FT76DSL6ahlLNrAMp7b5HGbNHkaBypwqNf/AHQJln/GXZRqQnMn9Nq56pGtdNcFnmbrVYRMl0PxIeUreUvW32jZ5YedObNLQVP1v16vka+hiXqDH4K35Vktz9S+HfPhfXytcvvq+rW8Cy3XCVJq1QX3DnK4wsokr6ypQ/Lo/Qfofxz5zlRCXB4Wv130aoTMRMRJNKrqJ+185CNPLwlY+kqwWfzZn3DI/NQVFbBcO03/ANWVpL4JcZqgIX6D6j6HKqhThlphaP53wd3oxvlYnIQUi8+s/Xc7eBmsc2AYnsKvsPo0RHrGJMDy4q2wlrb8zRB3tycAI32f3cDP5HL0TdmcHafYuV0Ue7G+nN/OnQmbYNM8JWSyIX4y0oz9Mrfn6dCZeT69kN9nqrpooOmMcjxUaJ1eqOkqVqKQfXtPvoPyLq8EqRLG6z7TweFHCRFzthkc5zbyhjhEmaqK8slc9+xBYFHCMT4sdFc103hBpevnKwTP414x1uQ+SFlkArOWT1v0fP5RJwAiexPNVhaDW+DuLNXWpYZI2x8hqHoXJ1NBPHmqOwJwiBy/0NoQc9TmQthqL4EoiyUoC/W5Atyi+eLxRLZsNZBLU6Tabw3fRmn2T1ckI3smyMXS+GWq2WRU7H59hiSatE+GEp0V14We8RQCmIfsnzWhdqnNOU1xHOhqqqM5ZkQzH7gHMbQoen5oS5Cz6YraarIV2aFpBO40VvdLyvL5uukhwyyB1g2dN3NGIzBNeUQ7L6E7ouziaNVhVptmg3t/J5b5cOJRstRrMWkRs2haRYqSrNVvqQxLWXK0QsxjSiestCn3qrEoV2m1jmwb5iwPWOluFq1jmlKqJEtILaHgpldpz5wWh7sQPn6b6Y15QWzowi49ZlN+4yK0ccXwV9m1sGcEKktECNNphMwI04NwrRaWVvyhb5s2QKBBxlN9HiynF2nHoY+pQ2AF6LQxyvn1JmiuGafKRCi84sgLWMAqbTYPfrGPzGrbKnquC9VEEh/o+ZduWwcMbPnQOYUU9LkXcEoMSHF/fBlOJjs2t+VrvWqrBB2+ixWz3shGOdx9NycAeqrPsRhrLhf05wdXnsVp93XmZX9ULbl4ZnvoL4opLn8gOrpoUraWZhB44H6W9TFcox9P06/McsEvUq7DPKtru+gY35+qUNmjHRvSpwrsV6U6fYLAs1lNU7uDpW3Eh5i1rSb9Ir+V55hOyNtkrp9nQp+mnn2EDLQAMOo0elv4vlT4BFaUTqsAJSJRWH5rGk2Bd31aw+bC6hMELlc5Q40TcSNwS9VWRyAEqewskPEiNM4/X7eWzaF1LOUoMmhrO1ukBDpUr6Y90YY02RhM7mFoIBBQl05sTjvCr+VrMepDv2DWgBIH30XJAkLLuyJtLNMJWpizJTbNoVrRAyBcsgoJ0jVcoFqhKPozJLKvIJaNYr6wpRpo1T71VC8NbKOQHqq07pQmjc+GzsPdt7ZJkdth1tVK2+oZzrSowGFoqEyQQ9cvXz1TIRP5JTLve3S+j2eXiQXBzNEa6VnGqPBgcwoGqq5ac2YH+6NcTeGvU7Wnkq1gNwAxVgrjSl95b0UDPpKaaowoJ015JfZldpGJosnwIGMwa7uK7XTpgxvEjRn0Ao9FfvXHMTCZnl58j1/qJELQiK1tpkxR7mD9/QhZiZRDXT3ts+yJJYMP/8QAHAEAAgMBAQEBAAAAAAAAAAAABAUCAwYHAQAI/9oACAEDEAAAAP0cd9hiLxpG187R6j9HaDMHNHYoYci2q0JnHnTmKyPpfLmT/QY4kTnrUlfedrC0HPO56vNPjCKQgLn8IkzHzDJYsmSBkBNe8w5KjBvvqqL9Zo0rJ4ep1lRdmaEIb2lSvrQzoUE2KRsN0k7FEZ3F7OvPfTcdSw21Yl11Z+9uAwT68i9O9oSDRp+sUHcu6YTjDMtmN8gQTNnsB7tO+IS5cMkTQ5vebAPO7hYnAu8jYnZ843N2NkhV6rMqjJEt4nRcaAXPJnYZqPa7I3L9CTJF87J2LCclrPufA5xmWhrM++deswovGlvO98trz+10jX18uzlNB9lqyawwrkYCs6iFhNppltgwtehbD2aShcLupWtasb4Qyr9E+HK94GcJZetM9+KM8jXV5K+8PUdSMqVh16ABTMsm4amNZcOIfUewjP36UiLpDffGrqBNH0nQVzXewpOKnEeuVd43EDgYWV1efQMZWeiUOA/lopF7PRuHsPrWtFchvbQDAeM31QmL9OYpbWERZ6jJTSTK9IYF7B961kJH2E5rpx49RfV6uP8APA291cfG4iwD2gm66LXa6EsoGoqmcrUDH7iplir2UPapGeXXfWIiQ/fKjJXO+lFQ8gRDwnxdReTxeRS5umhd56RC2r6hU0H8+jP03pmgq89ND8L+JzU5uPzP6zffLPSxrjVkvA0DpkH9GITbpWjhckOImQTb5hXxJ35ilZojQp2CFSAhfsPYgAVQi73JcPkNbttC0i3Lj6eVH5h9kS+cA2AwuWz6xtLqLjZCWBZYgrG53W7GrG7Nj9gdgzgp/Mvk5mM7dX6YXrfyh0TtLsmz6AOZ12XoZc1abpThuhPbc4W88gk/L3s7WX287DrT+ENPzyq6Pr2QMWLrQN0yE3GzjkeoaG8MB1P4Ib8oStdFuuvNsl0hJl+Z8q3fYD2bAn0kiAi0TnmC6vtL6KDLrILLuG6fSH43LC6jRO2TrEfmOf6H3J87YTncBeo4i+1mnpHLnKxJcLyDsChrhIpNTp5C6ijkKHr7p599KuZFQYPLyOhLrSI+tlXxme4c0fe0bfPDdNF8PimM+Vbq+H1Ns7kU+b6fLaM4arUAVNETH85sZ+tdXpcVn+qs1SvOdG2fMitjTP2r6/Nuef8AI+mO/r9FUO1GCZ/l02V59bzQINmNy3YS6tLPcw/QP0I0fDrHWH53tYtddBY3sQaC/wDJdthth6x4PuPsU6ZbUtLwr9I6MWAqkXQwXc1JbbWQDczPPrAvyhOy+9pck1mxacjYdD09xHB9X2TyKvIudHVluba3SjWNWCd14ED+XvL7jj9LjX2uT5nSdOsvSZejtlNdS61jVgud9LFaaEwI35eLZ+WfrGpTs09Mh0G0PYCoaAett6qg/rKlq3iWo32oKjGNfslv5bsNat5RkoZ6zqC6tiONo5zFogQKC5SfnTZ9YIKnDz6pIX+WWBTZu3x47zHb3pgh3o/h4xLMm0C8hWHwLX9dpPJjVCqun8u+uiXE89q2PN8/2bdIuZRK66ceeHEvxVMTjjPqjf2NIhNGalj8LLRuYfKVY4jvebnGZvD77s4dsLPFTUEPkul6AbKdE83Fe2YZbnF+jW57MaWvocdcOuyrLzaWNbvVbKQKtNuArjxlmc9Na2c92fuK5woJUdNyou5aW8/60NiNB1Q9TWyiNT62BCJyru2N90Lc/l2TKjjZGB6MXy31xqHqDf67CbDWiymriXZaiWRPflyl5RCwBBnyi+a4g7sPElk/Hu5Mt0g+0MqTLzmmO8M92d8r7aBFinWygoWSNzmZHT81mV2DYwY/ZbH9TGqKZB8+O2776wm1TjomTeG3V0WeCC5XgoPtXYOv3ijLM3yXs+mLDCV6dp9EhTnTmxUBA7Wpddddc6kfNttxHfdScpM4ky9F/avgCB2jGpH8W6KhKEIIwWjAmuKrOrdSBzLYbzzEoZNlmQu7fIJoww9G1PnH7672IFUs3M1sTOpFiD9h5lzHN9GT5hQH+jCPkdOjN9++Lr8I+gNdmjPBvbNB96MjyNmxpz7AHnwTLF/o22+DL6vyEiixbYj8t2OkyijTZx5I55GdCjKevVtKXH5gXvzB7f55GyMvjBDI/cBYaXYxw+d+6TIJk/8APLAc+/xPHaNHjOlb44thdKMTgrvLPZ/me9pqtNpstzBxuqxx3zyF8xwuUI0SPZ7joE7peyLtriMJK/8AM/p9+l0OrC5OXv6qjxHjvxeITzPk8X3V9kUeINSlQr6ryvG2CzgUSNa91bTGQ+aXtRhDNDJTDO8cI7ozn5TKqu36VlEz+c53LAqHOyfn64tXn6C3FF/xjDwJPiOh2XX/AEDvgirQvPJc/qQDZBaz6Ezt3JFgyNY5mKxYWeQ+Xnw8j9O+74CFk/efiFB1YdAdtrPtjrLfaEOd0J97SVNdal1OAwo44Kway+DQ4SFCDOZSTzWWQea4uUs5Sewae0xrRelWxj7Gn1euV0aLSq13wmOwt5myeMk7DTsfJpAdCy9hCEfoR9HFroFS59k/sZx+unzjnPxzLVu3Y9Wv9+ty6jSvoxWEy8rjX9MnwbjznRGTcD+QyXO08yHbpgYw1hI/1n0pJFDNnnXHv30ZEW84EloGVp51KvxHhcteddazdbhzVXCRA6kIL6R4i4Akp7ky/olaE0UksQfzL41f5YBB882einGM6PZ5NqKBChV6Q8AJHp+auPA2V9NN3yrMJcmteEH7nYFRpr9tpopEF8RpOii1jQLpBdthfGHqyFxlanBc5a9GyjnoOhjVOMK6/a6BlP8A/8QAJRAAAgICAgMBAAMBAQEAAAAAAgMBBAAFERIQExQgBhUwQFAW/9oACAEBAAECAvMRGcsznxzz27dpKrbTto26LX5/kdecmMCJnxXIc/kHkvzPg/PPnQZsnvytjS1gtmvj2QWbQtCqzMSyAyvi4cuMsR2xE1JYM+YmJ57TM5H457RPMTUtJcyonbJd5/lyOcmK48+KeLzY/wCE/qfP8cH+RWyKpk5pF2nKy2dLCnbT/Gl2ME2TrDtDZhg2QXgSGDFOX4X4icnJnInnnnnxzGIOm4WpeWVv5Aq5n8nUcZOUFT4jIKAb5ifxPgfxzHj+NZadEU8KNQJkOXmU8LNuX8eU+VTZitl9dNklaroNgDjQpTag/wAR4mefPbnJyPHMFqbTBLP7CraVYq3Nol8YC6SZ8D4LOniP2PmrUu6gcjK5TKZqQWVormM7GdVhxtW65b8playCv5riCIWwSxUjlbLWdY/M+I/zCatm0uw1LWqr7OhvLWvJFSrEHkYrJypmsxq/BR+RyMpaFlnZXMSvcniMqjIumoQztc0y2S0YhuUR2RczDpvRajZLr4GVorY/OfzP+2nt2wt4eV2i0ZZaXgmItjB8anNbm2D9Joo1P9Zrqljfw92MzRrvOyviMWq42qa82maZVo6IYWUM2mWxVlxaCdmwEJcNaQh+B+p8x/mo6tm+jFSaOmKlck/2p1iKuyGtuI2914QFP+qKuuo3X3b63/RqrG1SlrAuK4mcrZXioFpteVZsA1wbQ9KoJDNdG5K7NKbQ6MkAUTAZWwxKF/8ALQs2o4jFXF2DQNT09XNI616A2VcZ8CZv5Eq952TnIk2BymaqW3teKWVYVjCrSjHRWHZnpATi8pZtCdmnPaRVl+OC6mjNPILIL8z4jzP+SzpMtRlKyVpcTEGRzEM9o3nWZ/YkZ4PjS2r1RiNY2zPinlKJkSq4jGhancGIhgyiL5TOmjZQ4rM3Y2QViGKEhP6nwP4n/Ku6y3yt32fV2+tuEnphZH+MZOLJTUQabvmnFPGyrK2VsXFmUZax0yPJyE6ybEMirLRyPCkoxkfkvA/if8o8R+InBb49s4Y5E/mP0iwbEusUPFMa8WSrxUypiRtu0dds2cZNyWHTylmxxgack5WG4AQGIxn6nxH/AAR+ecEueJnt/tqDDOuwqLisKoskjNcIYWbMtapEsycvMI6OVp2mGOpk8fm0Glihr5Y/U/8AFH+HJZHgonB8T/jGLy9lG5aMVIxQsJBasDE8mLBVQDBLYG0KQU42UFNPLk3M3I6oQyvlr/oH/CJ59fTCgfzx+Qxa6K7CaV22FfERB1o1Cudi7UodhTJKK3kQjKY7IWAiL8Wo2o6sRxGWo/54/wAYmGe2cIZgJyY8THmIFVeK69jralUkJA8VlMdUgsvGIxjpusr5aOvKc10Xpbig2WOzYxRSWVssx/zx/jzEznKzJcwoZqErFR8rKPpAa8pQpS5fVJXz3jVGtqrBp0q7TSEzsnKx4VgCNcN3CBWbTDHYkoX5Wxp+eP8Ajj/aJkua99Ut1Ua4UrI639f8ycVMbyf5Iu6di3nTWVJm1kYUmXb3cDFSOmri0ToTm1wI2ORlma2Pj/yVNrbRVqBLXfEoYNjWnYQY17DxpRrqRy86yHtQFs79jTgzIyou+dEX40q0bOAi1E5alE2v3H/iLYlwWAbDouo2LU+q/QgWhrbdKh4CCyc577x+mS6DXweSbMLKEbLxbgsvSllr/wA1dyptfb62SuAf672saLI0W2jCaIuNIbK3WG1NNb8GLLK425t5IURvxOFJFsZXjo/85Tl7dP8AIFbQbijm/d2TsjDKul7lLuWSO47VVPAxYyjFvLGMyqLs6a7JzZSEsj/weP8AOPzBfYvaW0Zr69VLWLBrLb6NezNJDpnJi9NVYEuTBQjFlmrAD2BBJf8AgxhZPmZ/yifIEU5/HahHAMbasV03X6qjPhOXHU15OFOTNZe5MorZbMP/AAo/4I/NO3ToRgCxll45EJAROJU1r2VE2ct4WJixnO1O+a5ZkZH/AIEZOT/yRmkTGMO5b6oQ4kJwhNtp9FA4o0Y46wcNkMvsUJZGDH6n/sjJ/wCGIqV1rIrVlFXq61Sr5yRuLlEWCtyeFM4vGu0UQXIwODH/AIE5Pif+CIzRa42NaCHXZZUpDjCNpsdZqr4TNfGZTQybB75tbFDMkS8XH/iTkf76PVMaRxlvYV6tKicE03NsusoUlcrsZMAOD43Z3MRDZiQCf8I/8uM1WtmeZFjq2uSj2svMediy+rXRWKWSIliBYxp8rnYOrZawYSLPPP4j/okv9o8xiE6uOjnvbSohN279DHGbrNWvVr8SXEysbb15ObezphuMrjdkISDvzz/0zP6mP3z4iFJHKeGbWU6bbN7bJjYWkYU1KyKpYx8RM46wGFKc276ODgZZlGKi5P5j/SP9C/zn8T4jIhVeMGaebSzraN27auVE2LgJJyELphjDQhjUTDjbXhuXG5elIqEoQAZbL9R/z9eOOP8APjqCQXORg5r7euXessPrYsIS51erSp8ttJU/YjObCxWCTTm0uapOzZWCYHEjGWC/7KGmCiuqWtbq26A/44einUf1/wDXf1/w/H8/pXS9XHM+IxJa0n2XvsWaoNdUTXrd7tysrYXq+KNuDCAPL9u1OuABWLxEBywRf9cRrKfvm2VjtC5k2lbOPZnX1HPSAidhPaJ8RgZD7be1cHuqVqVVrruwqK2GxAKq642G1lYGX30FbOayVrM1wOXj7f48/uP0MI0Cf4bVrNCtGGQ23bH6ZDqA8EUlGQnqwTfcgYKYnwGGWGfRS6dVj7exrLsWwxQAu5ZQAKbl+301tYpWDi4ASJpR/pzz5nxzkAFVldDQJi3Ni3DVMYAL5jxz3I5bJQZ2W7L3IR8bBnxExgY/AmquYqVjdcvKy1ZY1KQUcjFZRk3LJ69F2ayOriWIZaNphH+sYMQj5vnWogPK74X0qeP5JoEYNhNv3ducmSLmMlU1zw2fKjW1aRzcVMZE4OO8QOupPdcupFr5lS66VhJ1q8z3vEa66VLgbLMAJy0yMj/YYXnAsBbKhQ2MQ+c/jzvH8q1pM9iLf0xYls3fdLvpK/7uoVK9NNWTzaKmOMGYzg4SZHYt1wtWcUpNZCbDa6IiTc5pUKJTEObil5YYyQiP9QUISKm+ros2reM5GQP8OseL9G9RmM7w4mc+v1QmEKSuqqpLskwO6HXqQjg+L6aQmZMtO4XlRAKa9SeJJ77L9ZRdIwRcDARllmRHH+XAYMjkgwV2IuQYS9BxEJDQr8/y3WsQKwA64JCtFX4/misAw/1rHu2IMcsI9FirEBKh3lbWjeYZcrGqj2S+uickiM306XMeHtGADiw1hjHIB+ePX6+vkZgoZ7J8LYiyC7NYFVjqypvizWZT6pVNL4vh9EMAxRGvXBYQDLM4CWrhDlPqDGvRsUVsZJSI10hMlVq9u7Wm+nQNowMWngK1xhG5+TA4teQEK9cD54/HPM5E8QC8pXGwurNOT0O+8/y+gl8OqT83xxU68kceIxngYkck15IsWVKou5JiwgFSZwMq1+2S4prVX2hwIfYjFBGEyza5VLJUFx/kojI8zk/4BnT0tmtaTIMuUPk1VvxtVXhF1ZsM795wRkYjx19cYUTnC8nGBwiL57RogtTXDlSsbYhjOK1V74yMdZglCIGx7jYMc9ULvN5CeMKI8RnUlfniM6rMIZhIptifZAa1olm3mxVfpCymfqjxGT45jxOcTh5EDg516IG6W1yoiywRro9vV9lblA62RQ03xK8VEk1pzELXMV17G1WXkSLM4hPpYucrMenOM4iIX6u0CTUT8opr5GMu/wAat7Xb02hFmncrqIJjJzrC/Xk5GdZyc6THAZEQA5bzcjD4xKxns66IJU58lJ+zOVB2cZMkgDlQcG0fMZEwyW+z2MyMiZ8wQkMiTUwCgTSQApy5h1alurUFcFBbSkY0H9+/YWc9YGIyc4wowcDODls7mJxYxhMfaRWCGOk87znKFjkm1hSoYzqnNpZSH+dHCDxMcgSYWudahNcTz6YYJ7G8dv8Aj16jtq1haef5SCpTIhChXC+nEz44zrxiciLZMna4WIBjTdXWOM8QRHkwlYiZtZOAAh1Wm05C4H/CMjJxDLaCHJyfC7C9gW1q2jsw9qxy5sJYefxYbaolO10Gw/mGUbFRoxxnM5xnMDI8YUcLwRt46bmdnXpYpfLHxB+OYxKuJIz5gACBWE45q87DP+dC9OunRlo26oldEgms+9Ys/V97bniZ1b9zlDWVNBNLfIqFlSzznMlzEZGcccTkQsSy3lvGwfgYUeLxmdvCgGGSRcRgiMRARsLqVeADxH+E+Fu/sPum3/ZFZVd/sSOS58zlOpd1VXK1wtyl+/ZOIsKdXfkB04iOv446rh02JsF3sDiFkyPBHGRi1iPJHOQWKARWGz2FWvwULCB8R+I/xiSwfA5M+YyfGmKNZW1k1SUG82jsoH3r3U2YniIyI8ccRBQOMmxlrE5dJKTMQnCMcjACB5OZKYiFrDBDZbGqiPHAiEf5z+ZyMiYwvMZGF4/j8QqRss2ewv11uyMlgMqWVlA9eMnIiI6xBDMmbTuwyHKNgCR5wMCKwz29ozgFCKl3biE5xgCtd+z/AMMxGLw4mJ8DhTGf/S1v5PG6bq6tHcsUbIzVrERBRhcix346xkR1HHSZmbMACHYyASXGQIwIwXsLOYxYQC1W7a1QC1TIitdy3Ef6T+B8TC8bhZPgcnK6ppCqgalWXHrrlNw5TsC32eyCHAshdi4tkZMctIs5ZDxBWymSjxGAEYTO0kUjiVpAF2rgLgZyJhYKuXe/+0x4HIwcKO0+JwZONTPo9Nyyi7VcQWguI8VhgR8RGRg4liWFJScswpAGLgb58xgjAYR+OsCC0gC7dtSek+BFYW7fAIhH+3GRI+Jzk8jJ8JVXr+3A1pE9OusOvkp3iqEYJZAdeBjKrSYUnh4KuCEEbbDxeBEnJcxGRC1pQCbt9NX1Tnr9Mi65nKQeH+XHic465EgRHhZE8V6/o+SL47T6vrZcdWq27b25TrxAiEeYyB5Jyn8zIjkCKLTNvhYBxMnGcYIguuiBt36tNSWojG4pNq3iVeoymx/lGcR4nBiVzHfmMPI1MrFUV/kHWzrQppqE9tq3Fia9dCIIcEeo51z2G2WAcTEeEJuOPN8tczAFkQMCKxTUY0mpqCs3lbmVofa6pqRh2iaa/wBR448RJQM+PeRR5rZNtGy9pZ61g6+7ZEXMDiaqFYORgxxEkwmdzZgnXySHAQ2xOHn8jSMzk4MAMCtKlMuDRFHZtolimcc8gUqZKV17B/V+48ceOYiMKc48Tmq1rcCt8KmRdXejD17tT/WTSq1OsLgBHrzLJwpM+3OLGvHVCXvsPrskNvXnAmcRigGfb7a9Y2fQd2GxDNgMAsEw47qW2baAVV/wjxxnORnbIycTVr6ZJjhCbJt/XWd7vq+nu6PYuzEiOFnb3yzgpGYGBAaodpO08y1yul1llYTwGccLQCnWHGvBGVk8aql+wnwCqVmyKEgTfPH5jIzic7TMeVRDNdeg4ybCdrjE+o0jIH0aCdhGwZsju/SbgbDfdzCIgVipFQ7Qyx7CWqiq09+X4jF4MDleoCzxgLpxUfa+YK4gTJD45y25dJdYxD9x+InngvAxnM+UyuyttqowVbj75suRyu47bJMp9nthsEGQoQiRWKk1+HXu3MZ0Wkm5eLYRiJQFSH2Dv16teoy3kI8O2ADMfc0UK4eX0e78R5ifHEz2yPE4moY+AuV7AS+FuLU2K2QUX/qyIIc4jBwUrWKgrrq9G7GZEoyFjgV5fkRsStYcKmiH0LqLokXuik0pwDfCabrHdURjsZbB/wBHtzj8ccR4jJicLIjCmtl9PkblbYPBDJQDdhqPxyglnzgiC1VF1Je/ZycF1ggTApVatBkDybLeWoHAxTFNdZGusTMUetxP2LbaNYKXXWE2WWF56QF9fzxkTxIxk5zGT4nIwbNhxfiMrWCXDZgXWNdZ13lTaivi/rwo8t2hW/I5CwFITj3yaMllp8zbm1leFqlMVlInJiEQt9ldYKXomGs+snsXCJkk1UnVs6TiR54yMjJUWcjkQclgRkQFX4YozSr07VGraXLhO8jZ1Nja0tnW8ZqNh/aTtDtZ3BsTkYtfKa5y5xlEJxh2Jdl7DjXV5EQmOyrQFFqbfphdzYhYNn1Jzg5MFYlLHSmCeuxXmInOIlTDwvHt7uOm60sJjJn2fQq0h1vXA3LFX1xFXcV9tZ1VjTqnv3jChc94EK+LBS8e6cgMibDmEWX8UiuLMGeRrd8VUhdjafWAmxjvHfOAqtsFlS5bj2RbejOOc7QR5MeCxckWJdDJL1eheKbZrJnGUGq6+uvtK+wbWHx6/SKYgJwUqWMWHzkRwyHm1uRBLSmI9ZLPYxWXVW5jnNCOISxHq55BiKUWDMZham07sqLUDTs6mYke3bO0EfiIDAW5eA73Q4Lf0pes9vX5BqXSsoPJxGxbaCz7echakrAK+WHz4COzsYzjqzOiwHH2W2lVgybP0u2UWDX6XT3luL13d7jzrC1pMRYuyvaotTDwua5uQPgYZGLwQVhpavIkHZ6DgWp2L0RFcfnhRVzSQZr7Az4FNekMMabM7AuTZll0R1iGYJLMmmClNtk26xt2MCIKGnKqHylZNvA4tECistJASuq8hlXdBiq1vVW6eREYWTCySwT52RfiDFnziKWHAWEbJVx1IgZXNUhpzUqA7FZmx0k+pDXhzXWYzsGSRAKsNmE2Gyzr1jBWvWmv6jueIEUgIgimAsJtcl9c4larCt77hDYa6M5LC/ETP7gxvtuMPwJUtuDX65mGCX19iL4yBKwRhkuGvb2ZsgxKBiXYGwO6edl5NiFevoK0azh1wo7ZCxVnrXTFBnM3dgtra5KNcB1keqCyJtVpjJjwMClKLav8Fj06dOkRV2wvfp2167VWPpHGF7uxbOxf7TkQseaVLbxJ8xkz2iO6EqoqTZtmeQuB4gRrL1wogpKzcbbCp61vNba7FxDAHx7k2FWL2tiDCYHBFI2HsP8AwHOvER6/X06VtkGzu1ddbCwDxW28yyZc5MrWZ06ZzcMig/ZBxkBWpLrE1j+OIyBGovXhXHJNzHbdm4myd0mlnQMiW1WqgCHsISUTWa7V2NeSxX64aeUa1/X/AJiBiA5ZXGOYyF+vqQybg1plYdakozgsiFqylRN12+/JyJ7AFdK6PfucmXUKqqAJ7zksdtbH8hfeXjGFgrgPSQD49pCyr6PXgL9ATKPvmLes9zYXAXnP/MZGVhiutQ0J0ZaadcdU0SP2sYtyrMxxncVdetSow7dlUO8crQnWDktyGetdJdXjtw2zZ3NjZE9aIrfGNbrEQive9xJwZ4FsKsUJrkoZwWFZMVW269uqLCD9hmuJeGsIC6N0XljKd3XhSChcTiLK2SsR7CqpTY6zZKVgciqvRWEv5iRWqqCOskUtsWty7YDA1OguFhStnuY7JTE1r8gSuSgTRb9M1XK9WQUzGGwWWMfT/DE+BxLVO9ku9SRBY532DmuJ7MYOV2QyMTXr032W2G4C+lWtNebUFGRiay1RnbHXLW6beFI1VgQSrIjp6/XnMmDjSm2uwSuO3UHDa+yGkr0FUOv6Yp9YRY15rAK9SzVyIHwg4mMTipmZOxdbZLDYRZ6818qVxYusYxilesoZdkxwZSlNcA5JjtjZ3jLAoEcjIiA6jnX0ygV9OOH1EW5zivfkCATzpEtrcfYWyi+LeYX8hYdf+qM03btfIwYRPojEYdqxv37gp9vtyBgOGLpPTuZcRya1RIFbfGcLWiqtEQ+9Y3Ltr1VViIGIyAYhShV4iDBajia5x1bSYCbTEptJuEkhEojJE6prJUT9RbILgOhwW7FZ1IrPUYXiAVWrou2bDJHOOIUK+vgiIRJbusQC4rc2jAFV6yAS6xd3DbSqqasBA89/bBjnoUhifnBc4MZ6mEFnpkjZ16LWSmvsBcSuYmR5KGViSampkAcDVFDpmxpCWqBr06y1cWq7teVQqvoGt6esjOGXMZOJOMSgYdBwKatYETF7ZWL41l1QqhU9ML9IV4SK4iZiYUQ884WeycOBczFP4s1WQm0xXZW2B0rg+SXM8MqGokMTIC1VlZA36GaZDh2RbgNs62TOTIM9ZwWFjGz4jHinAXEMNcXTqURCzftbj0JqAkFcRHWB6iPHBQCgHiR8nA5OOUaVmwk2e+WdUu2JsrDKNoLZyG5MLMxZWNZLYjqL1WgYt7IsaniJXchoyeQckx5tJkz4ThEGVRa9Y9kA+1c3HRVcFwERxA9u8TESPVaCyI68Tkx1mJXjCxlaU9X1lNS31uqEhNmUvrLci5K5KH9+wOmuaDAlGn1w8LA2lWXwzUsWAwRF3mJwznOuQLPCZWSlxgpfsWH6gBaYXERHXiFwuAhUB1z1wEeYwsgCWtbQq7QWkpi2KtJVZUzudYq63+5iWIC0pxp47wQsReNB0mKNRolMGuyFlb3RZqw+bPskWFJc9BXAvbzB0yk5sOtxkDCwWIisUeqEQnpOR446znbuVib/AN87P+3nZHsWWCb3S6tsxZKSqXqUMTcBj09IgLUMdWxOy7EkYCTUJ+2QOuaCCUGiMTcXdqt2ND3+3PTFaK3rOybcLxVPlbBWKQQuoNUVQAxxnf6icd4tjN/6JPqI/N8MUIoRU+H4zVARhTB1LyLAvbVsUX102lPslDu/VdqRdVgkbHJVns57i6AbVZV6ko0xCLtLYWtFNME4w23SZnEQzxWkm0kDVFAhIxhHNz6itTam59PMD6hrjVivC4WI+OOPe1+L8AfXAbW2K49dila10FVt3asGBwUCi0xbKgmjYdiVyLOwvC3BNrMqcSJKXNK/YA3PuF54yIOcqtTlLCvnt2bo9mFmCGPVFaK/EeewzLAax3EDA8lLAUiIkJDtkT7JjtXs19jFx8WKLqlW3crYtqWmn2qsSllYW19lkr44kINdoHEB02I4TlezdpvVPmIgT8xlaLD/AJxrfOIryIjBD0wPYR6jnWR4ziZFnaMKIHjw4fPIGPhbUuWRC1FnXe5isWxLpxlUXi01NrLejYTkq47cCUNXb9pVW1AyrbvVLFbIEVFJn5p5sgq56PnGupHWFFOSv0RnbIdJYJkZGh3PHoCvK/RCGV++TMTnINJEHWug7PUVezS6zEYm2BkDai7QS6uysu0m9yS5CCHyDvt6ekWGm7r4w3/mmV4NS5mw+j652iLovlUgut8UK59vbHHFotlO0dtJ239vO6/vI/kCt+O8Ts/PEeVsgzUh6baWiy4rZa3BmMjFWhOwiVqvjjK7Ky7CdhDOsL6wfLlcV9l2577TWfrX5IJWhH9WOnUj2d/X2kiadpm1ndHtz2RNkpPO3s5794nnmJ889pnyLCFkIvJsKc5F7WWKgtWzrGBYPDR6VXsOuyqJKug08mvKJyQZXByb3Eut6o1/jXYOUqY2FriSbN+dke3PZHZ7ezp881Ph+D4Pg+D4fkip83Qp5VGSH4ifHMYti5NS3oupuTFmlc1cqW0GzgNPBdJRXC3jK5ohi9gFkXlkrximIC0i76LVd9fzrIZKo5kyyVzXmrNaK3x/H8fy/LKvXOTORPaI6fL/AF8a+KIJOODjif1z2jFuyYTarX1umu/VNoHVlsMHGQLRz3+j3jYYma0rXbXfr3DSS4xtcq6NhFh9S/rvGsiqIxhGVj6YdDPZDPf7/dBccFk4Uy32EXbPXCPTzhSUZwQ+Z88jMRgt4jKdldhTjF9R1Wa3cTZUW5bOPZIRAWcKrNeMRcW9lcskDQNSLUr2emyjFHXwj1FV+H4fk+X5xV6ZT6CCA9fSQlfr6er0Qv0RT+CKc1YrTnEhGTExxP5gwLJgXFYq2RMGRBJbWZSmnDHojAIWkPfIQLluJZqWabkSaJyBgesXL2loUonOe3s9vu9vft3hvYwGO3JN7FApAeeffNn752ZXz2MwOTEryMkeJjzzBg7ua6RFeBte4JAUF0ZXOv8AGysyuuwMZx6+5TyqyQEpJqsxhJznuJLbEcThq+f0+vp146RGCUslv1y/3JPjt7PdJc+OIwWS5lntx0zghMPxEgYTbUJruAxTVuFky2ZSdWUnTfRGCEWQzCVMYJg3pEJkGcEv0yIMnHW6+xFsTkZP4kjsnbNxHJJQ0Zz+2XuF2c6yr0kn0whgiQ56+MnxEkEh+BKD7EMrXYVsJFdlFjt379JT67lGWMj2CcGJEvORwGhkQD4OI6TV6EF3XIvrvfbGw/sy2k7A7Rv930fT9P1f287lt6bn2fUvaL34/wAgjef3Z7497BGg1cDMjEcEuDIJiR8xMHzEmUgmzWtgQWF2MGO84Sn0nakwkhLBeLiX07BgNkOvsBwl3iPnu65eDU9EB6zrfKVaUenpwUSv1en0kHr6dfzGexapAx7cRhDK/ExMeeYKDzjgxEw2AbGvsU2eYzvkKfSsUTRDsIROGcDHYIA4iQifeLoZ22GgnXjA7ANr/bheEpH0Sn5fjml/WTq51haz+vmgWv8A6ydb/XTQmkDhKCjGo6Qn2eqRnJHnrP5iYmJ4yIlXplVS2i79QsnBLDU3XWKs1ZZhBFsXrPg/HI4Yev1g0HMrOpfD/XFrT1U6qafb7/7X+0/s42v9r/bztf7OdmWy++dgVubX1EOKdzz3dXiTLmYwlyM4Q/jnsJ89YyCEmivZ/Um4mwJwUT24sUrCGa4bIP68rYTwkZg4mIjIDgcIiTGQ33+3t6ipTrD1B6UtPOv+aU9JDp09XolHrjBj1Jb2KRw1FDlwZACiUS5ww5/ImJduOO5KVVMK9mrsAZ7hb29s42jYVY1sWwugSjlYZ3mQyCgoztDFMMu2dCV6iiZhsWfpl/MhNaak0ToHqmayaBVow5GesAFg0TAqhZJhKjIRW2uxRB+okWQffOBlcsrGkNki2Od8jO8yVR0HRalVtV8GQXPPtHJntYsZLqTcme0FDYZx6fiLX/DNUlEvgiI/omz7+YiBKO3rgobMe/n1zgyJQg1NUQzH67DkZ3zt7uZUvKtqWZz3jwQHRsI/rG6eMqXuYwhhntfeKzGQasRY9fp+eUenjInnt37lJYUHVKhNGUZ28RIRxIIka8u9vySEwl3sdVfVIZDxzz5g4Z3Fkz35GO9W1GRMBECfHXkx6tZZ15NUfJy0iAgBgNHIfT2arPPjjr6vT6fVK+piQmsVRPeM6CXeJjIIsKINclDYWBR9UNTsSQ+maZDpI+efEZzB+O8PhlXYCwDF3eMGQzpKyAc9HzWaL4JwjLOOoGDSmwqvv0b0W94OGna+orYt7c+sqpUyqejrkDOQa8GSLtA9E2wewSxS/SeNYjaMpOonVkJCY/PfnILnPRIVr6LcZ37wz2RkRHlgSyMsay1Vk+wl27qsw71esIC0bSaq227/AGkWA2id+n+Qp2kM58FMhxI4JQsCyMNcCm/JEYzAqXMoxN5lU6LaLFSMT+OvXOcB3294q1nw2DiYPtDoZkTJzhgRKg6pat+iLWNpBJOQfWR7+/2ZK/X169c7hZReHfzHE5z1k/CyjAmZkZV0S6UFigMGg0K8fTKW020zT1znxE5MfiChyr69iDIP3jPb2+4nc856xyJ6dzdbpWNJXjtMnPEq9fMMmfT6PRK5D1wsYPOYT4jCCJE/aDh8SBEq4FglkAtjGlAreq2dVuvbrzomr1cc5xhDE/kHJ2SrcyM9+e0NA+InOPBYESOw1nqhZAxMhzJYYTHu+mLAM9nPPX1wfsmJjmc6cCUTLALqIOUm3Vc3BJiYT6+ibSrvochqTqQDKBV+fBBkT288wxN9dockuImDEu3MSJcFHl6vkKsxXPr6yrpntz0FVJEhMSmc4FfaYnOnEjIRIyEwHSBlZpC8BRhiEzXOFrS6NhDJB9GH/Q0fmJfJDMcxPPmME/opWus4Mji55g/HOceODI1MrspkuclnHcw9Uj29g5GFnYbOSMHyIlgAa5zsDhd7oicIJTXuRh+OnBWIAkrtKutozW+clALahoIJHOeRyEzHgSr7NLZBoTkTBwYmMh4mIyMIWVM+mMZTOl8HU4iZSYFhzxEnXMJzntzEZHjoQdRIT5kpnqQA5eylfPTDrAcqlY7ANhwSWVkxIzXdUJUiOLDoazqFA+FXKV1Z8LTxCJyc57+ecjJqnThHs5mtNRtM9fNTn//EAEoQAAEDAgMEBgYGCQQBAwUBAQEAAhEDIRIxQQQiUWEQEzJxgZEgI0JSobEFMGJywdEUJDNAQ1OC4fBQkqLxY3OywhU0RFSDJXT/2gAIAQEAAz8C+ut0F2GoZcRZwC2zdAqAj2S4Sqjf2uzzfNl/gVs9cTTqA/P0uq+kqvB2/wCfoZ+hj2DaKfuObUHyKwu+KD9h2J/+XHTr6cx6f6xUH2UKH0a/i+wUsavXNRIaSM3Ewt5nFCnTa0aABX7mj43UDwJWLaaveEcIUU2cYWL6Qpcpd5KKPev1tv3yvUnuKL9jrRmDPkg3b3s9muz4oY6lJ1gidneP5Z/7WCpHAreDh7SlqGFp81hqFq9WRwV16weI/cSDIKa4Dg+3c/8AuiBhfkm1HYwSx/FbTszw2qwvpe8qVZmKm4OHof8A29Xvafmr9Mn0PW4ffaW+axNB90/NT9B7Ifdfh6d305aOi/TcdE7VU+6p2jqgf2YA8V6qJ4r1yJY08161pOglb+HWJ8yt1/3j+SueQW9zc8Lc/pW80cApq1n8Gx5rsr9epDvPxXqnTzW/VH2gUaRa7WjUjwKmK0WP4rfJj9oz/kFhfl/0usovbqLjobBBXrOYKE946LtPP9yDS4HIhPq0ocMQ7Lne6efent3HFwLdQTkqT2OpbTh1utr2HaB1b3YD2T+axHC9rcXkqFQxOF3A9GP6Nn3XhX6Zl3AK56S1wI0QG1vZo/LxuEX/AEC/iyq0/h9Vb02sO1VHZMaJRq16jz7TpW6eQW+vVU+9AUaru5qxbbn7TB+K9SObj81DaimrRHPoGOv9mn81h2DF77/kvWDwU/SI5KaD/vE+Sw7WWj/LqXu/8tP/AJBdf9HOZ7v4qdmPvU3B3lYoP6wj3THzCwvCwPUhQe8KzTz6NzuP7lddTtgGLdqjCVisLPA8xwTg61nRY8eSqURv4sJ4H8Fs2PE9uL7TT+CoVGENcHD5KpQIlxfT+S636O2hv2JHhdX6C6m5dXs7zxsr9Fj0YqeyVBmG4T/SVi2PbgMn0hUH1Vj019pqinTbJ+XMrZNm2XN7qnv5N7o6TR+iKv8A5nfBvRn3LeP3l6ql3rBsFIavcSsW2/8A9V6in4rcepqbPzcSuz3rE7ar+3C6vYtmZ9ifNetHeFi25x5v+BUUnDjiX63TdyCmni9x8+a6nb6lPR2XjddXtmHT/JWFxYfZln5LDUIWOgDq3NaIupg8F2hwKsw8Qtxw/cyF12yU3zEfAhMqj3HxLUKmKW4dHj/5fmn0amdsnBMY4OY8B3suC2xoyDhzVB+z9XUYRYjiq7qjurwv5NN/JVmOAewt7wvUE9y9XS4HErno7XRi2Uj3H/ByxMYD9ph8VgqPb7pI8vqrqs8B9YPYzgGy4/kqWws9Q0U2fEkcU3aNjFRrpDrOb39DqlVjG5uMDxTWMZSZ2Wbo8OnP7y9XTXViiz3KMqNpo/8AqL9Xo8wvUu5ly9bQHBhV591dZWDONSVhIHAQvWs70Ovd3v8Amux/6gX7MnMSD4GF1rS33qcj/PFFj9mq/wBJ/pW9TqheupP/AJjfi1RVxjIqTh4qHqcTeIW/3heopoF5/dOreaRuH5feVVwdhvAlojIjMLeD+Nj0Yoa4xLc1hmf+wrhzSqD4xM325FuaLHbrvVuzacgtl6kAsz1ZZU3hvVnFgmRqt93efQDqlWn71P8A9t1D+8DzCw/SG0ffnzv0y30NrrDcpOI45D4rEzE/aKY4hu8Qvo2myXV6ju4AR819GUKTqtMGrV0xeytpDi2T3jVDaW4n6mHd+jkWVXNGIB2i9Y7vQ659Y5UxbvKDy2BHR816xw+0p/RxxPzQ/Sqx5I/pdD/1V6ih91erP9agtPCkPisNF3csf0lTB0hb6nax3/gsVVvcfmt1h4PBQwOP23I9VTeLw2IUU6o9xwePFdf9H/cusWxOOtFwd4ZFA7ITwIjxUOC3sXFXYVgf3EjzX6p/UvWH90wvBRfp28zzCaOsFuPRDqZ+0m4obaMgdU0D2iD8ERuk905p4fDX7pzC6p+AmWuyVRgDaVU4hfvVHajG0UWF3HIr6Lc/e6wH3Q4HyX0UKwY2iXD33GwhbTRca2zvFRmrHDHHdyTG1muqbLSMatZBWx0t9tLEBnhdlPevofa6nW4qzXFvLRfRhzq1W/0g/itlqj1e1ieD2x8pTmMOPaKI4XlbE1pJ2kk+61n5r6PquaG7S5s6ubb4L6O2Jhweuq++/sg9yr1Zk8nDMeCfTqTPeiQQSU6ntAZNjbuRZtMiBiRo1pB/Ipm1OZUaN9uY4hdXXNoBuF+i7BTp+04F7v6sumXRzC9ZU7166jOl166p95frlL/1F6il3LHb7LviVDah5gDwW5h4uA8li2qvU4KXHxXrajuZW9Mewtxw+0PkvVVeR/BOdsds9EOub/5aZCu6me5b72uNrh3yTzs1SnqzP+lQ4hY9n+6vV9yPWE6bh/Bfq9TzW8P3V3VFmrN5qp1mMqNHaGE96IMLNOdT7AsbhUKrZO4hVFnCRqsI581is4kfFMe3f7TfaQD8rKsxs03zHEXH9lRNM1GUw55EOv2U3q72GccCqTXktwzqB6BBT3MaCcskej9I2fq3wagbDTxHBb56JRa8EJm1/R2IdpvaTx4J4e7fIlfpO07LiOJoccR+yLwse1VO/p3neC3nqHPPusRdtb/vr9ZpH/yr9Wp9yy8PzWDZ2+aiiD/m8o2Rzz7byVuE8fxKtUP3l+0KvVme1/8AFYqI4lso9U77MHyKw4NMFSPBdX9K1BxM+aDawPvkLB9Iv4VW4vFdXVtlot8gr9oOR+Cmn3NXqakrL91LHghCqx1L3xbvCI2h/RTpPfjEh3JONTMYNIU3ZYjK9ltPapyeLM1WjFic1CoLPIcE7Hvunmiz/NF1VbE3VVB2bcE2qw8fqC0gjRYifQ6uuA7susU+jtEAnA5OFMVGZtzhPGVxUB3uB4Ims/v6d4oSfvKNnqu4r9Yf95etpX9tfqrPFb4XV7PA7gv1ilSHs3K6nYmt4MWGj3Qi3Zz/AJmVhoP5o9ZtAzOL8Ao2Vp/8azbxxhYqJ7pUbTQqe80fBY9nxD2Xf3XqKNX3XfArFTxRkVFVqLdpdBiR8052yvDs2SFOyH7oW+e/92dSqNPAgrrNoqP4n0KrOy8hEQQY5aJrnTvcwg4hwdJCphoBMzqNE1zsTbcQpp5p1xP1l+iCmbZs2B3aA+KxOLXRj+YW0bM8ub2SYI5pjoqtdOLtd/Td3cv/AHI/oze93wCPXnmV6+n99TsdPuKmv3Iu2rZ2aCXHwQ2n6TxDJ9T4C6kAcSAooE969QBxICFPZhJWKptH3z8liZssdmTKH6WI/mImRoB8L/kvU0/sPwrrNjd4LrNhczXJY9jq/dCwv7iv2RWGnUj2zdfqZH2UOsf4fvGfpOBBXWg8tE9VOKlQfqb+hdPpPDgcl1jP0ij2m5jgVT2ynBEW8P8AAqlKo9k2PT2u4KwXqaY4hy9c48Ef0hsL9TZ3firOchTZtFU6jq2rfdU5fNTXbykqwb3Bdgd5QFNre5et2sR2QPi1TRZyJCw7WPvtQDnaS0if6j+aw0KzNYxLFjHFoW/UadHSsD6zfdcVg2lwWKgw/wCXW6TyC/VP6SvWfu1vqcJBQchx6CW4Cebfqb9F+i/Q3rHsPthNo7Q5pJAOV8k3bKQvcbpT6TseGATBHBylwVndwURyCvSbOTAjiqcPyRNZqw7HT+6sNFreSb1lFpyY11R3jYI09jaSIc7ePeVjr1DzAU1QprjkEN1RtW3k/wApqml/X8yv1sn7QQk//wBh8iprfebCLXsWHaH81h+kXj34PmofSMZhTsZ8FFLyXqfBbzf9ANkf3F9N4PBU6tJtVpiU2nVacdvbTaoqOc0kYYdzGh8EWV4K3XouICxbST95bz1eeSvTZw/BYnpu17a6MqlQNH3GLDThYKPx81Lj3oetd3gfJHG1o9+PJB1fbBxpBFrGj7Z+C/Wp5/iuz/8A9BH+5iE0T/mSwbR/XCwVgY9kr9YoP7wvVtdzXqavej1fg1eq8Fl3/wCg4uiy3fq7dF1iEaq1Sk/EA7Iwq1Cq6nzRFFue7Y6yO5U9x7Ozl93kvVlRc6AlS5zu9H1h8FNamPE+CnE7jknUtkqFvadut8VhZijIQsT+X4Bbiw03HgF6ryTjVZyc4r9b2jnhahiIGTV+sgfZBXqnEeztNP5QoA5O/FRtjhzW/SXqw77Y+K/UJ5tR6mpz/JeqPcF+r/0ldrv/ANCK0QFwtVf6qUULAktOinI73BOqUw8C4QeSJ70aZwuENdZ34HwRayDxUUKjvBepJ5OR6s8yi1jne9uj8Vw0suu2+jRA7DcZ8ckKdFrQg5x8lvAeaDKN9V6lvegHs8SnHa6xjJs/BBmK3D5L1tQ8YQbs+1uM/tW5eC9WTOp+aA2pfsyv1Nx4R8Cifo53+arDTe7i1RQP+aL1bfulSXfD/Qhqh0C7TkeghMqaqqNE4adElMexVW5CU/gmjNOabtxtVKo3dt+CqMs4AgZOH5Jx58wqJfiwljuI1VJ9Nzagt3p1PdMHDkeIRw4Pdj5L1DvufNOf1DQM7oU6YjhDU2mwuJgAKa1Sqc3GVc8lh8FLifBfrNOnOX4qNnZ5rFtjV+tbVzhHA+2pM/BXJ4uKnZ9rn+ZbwR350dUK/XXT9lDq6aH6HUA90/mo+ih9p7Qoouv7K9Q7/NF6tvMLd/zT94t9eUZVRmd1sleL4XFN1b4hPp7wGIck5ivdNeMo7lW5ELCd5hZzzCdwDubTK2qi9xbV6xvuOMx+K2Ul0sw1G8/xVG0Uy/v4LYNoZinIZcOaoDIyLfFYjV5uUbNUHEhqwU8TsyPILE75LrarKXE4o+y38ygykFeOHzXV0eagSUdo+kqx5n8lDe4Iu2gmLC3iUJruGZdn3IU9jEqGNJ4Sv1HaeJqfMozUvx8IU7cfBbtNHqqn3XfJTsOzjQ1GqKPivU+fyWEU40C3PH/SsHcqlKBJe1bPUaHR/U1bHWtjaT5FQbOVQTnmngZK12qkD+zTKrDAvxTqLy7gURD2ZO1VSlWa5uWreKa/ZSaV2nI/gj+jMnM3WNlIkWnEeZK9keKAYfj+XijOJ/add35LM+SupeGrqtjqv1iyhznm9/PVbj5QpsJPsgnxWHZqbeOfih2eAUU+4LFsjPtVW/EovAGU/mp2t/epawclFF33XfJDqtjZ9tvyW6xepH9Ssxbp7/8AS8JykcE4Xo58JlUHtiqMB46KtSHvBY7g4e6xW2M9rrOUQ7+6bVdhi/CIPkmVGyE+mcyv0hge3MZjinU3Ob7JWE5WRYTTd2XZjiseCmHbjRd/JClTAAi1lgZOqNRwOgNhxKwiF1lTkMkKVKUalUlRSps4n5KGMtoXea9WLI9VhGbzmmtvwEp1au3mV1Wy1HckRs+yiPa+QQmmJ1HwRNR5yQDm9y/V38wUOu2RvBrj+C32cluN+6VAat133v8ATarDk13N2a0xBn2Tl5qid57cM6mET2XteOf4JmGKjP8Adf4qrE0nyOBM+RU2qMhagpleS3dqfNVcbqVVm8z5IA2VShtDWPcTTdaOB4qSSUa1YMGWbjwCawZRaw4BEnAMz8kPALRvd49H6V9I4dBur1f3j8ArlNYcR0b816rnUdHgM1NfuHxciNiNruRnZ2cGOJ+S3vMqxPFB20t5Qo2f/OKL/peqPcptb53U1fBf+xdlbr/9Pq0+w8tW1s90+EfJOyqMEL6H44fNbNALdosfEKg+7HtMe4fwVFjZfcDM8F9EVN2piPuuAuO4pnWvwukTY5dDnNp0mm5CFMDXX7x4lYeZ0Thn2jmhRpwM06pWgaL9F2KfadZqMk+0beaAFsgICEOeclDL5nNNkOOQHzRO9q+/nkpfRYOPyuj+kOj7LB8ypbUM8lYFevVqbVj2ra6s51TfuU1XCEA4j7C3UcBtp/qbmmQYVe0me9Csx2JvrY8Hd6wAcjH5dDq+102BuK+SNMEvdic4y48eQ5BBgKc52N2eg4JtFklOdc5nJBo70dq+kbdil801jC+FbDxTRhbHMqe7NGrWFNp5fmgIQdtdR7sqTfndVHb32cR73ovDAOOJYWdwWKs7vQp0qr/cYSo2BpObv/kVv95Q62p3LK6PV6Zf6qQbIVNlMjIfDoFHYutI3qvy0UBTBPgEGA8EagxE2GSdVrF5XUbPbtus1EME3xIeAQlz3ZDMovGM5v04DRYGwP8ACsdRzvAfiurpEnvUbDfOu/8A939luffP9gga0cBkoonn0f8A+dVHvlrR5rq9lpjh+AWq9ZVVl6vv/wBVugJovPq3CAfdlVdo2vqYyO8eCDGBrRkIA5LVyhqNSbw0I1Ko4DJMpUyTZrQjtm0da9u6OyFgbHtFeyEKpwRuDPmhTaXeSqVKgZmZz5rC1o5LrHNpcTfu1RqbXhGVJkf1PTQfssaj4u/FdlvBYKJKxbVsNDgcTlADfsj4rPuU1Kvcit0ch/qlukU9gpujeqCSfkpdZBoWkp9U4Ysg0cAMyjtrgxk9UD5oUwDHcFqtNUxrjTGglx7/AMVr4NXtFYWzxTWsq7Q7sgGO4J/V4nWc7ed4rcaPeKbn7qx1FL2N8Ua/03XfozdCJ2hwHvx5KTnYC6YDVOpRVv8ARLfuT9o2hlNvtFBjRTbkAB4JlNqgc057w4+JVOgyXmAqm1vDGCKYPmmU2ZWRcZKKDLAy4prA8zbMninVan4cE2OSe6GDN3y1W9S2cZAYn9wyCxHD5ouq8xYd66ukG+awtldXSr1uAMeC3XvdxlOLmzqS7zUMd3K9Ryut2P8AVjQpda4b9QeTU1jUf6jkF4n5LZ9nEdt/BbXtVTOTw4JtNsuV5PgEJUHCLlNY0yQSVU2ip9gG3NQE1jb5NzQDH7Q/hYck4h1R/afc/kiGTq9b0kWasTkWtgZ/mur2AMHtEDyRofRVU64PiV6wXyCApuKOE963kYy4Cf8AVeuf11Qbjch7xQYFe6DQXugDiqr92nZq2is4xInN/wCAVKiyA3w/NAROaINu18B3r3bniqVJh/wkp1RzkREKBi/2/mute1nsjtfkjW2hrQfV08/tO/shloutfizjJCnSAViSsVXuXW7TRpjj8lh2BjB7dRohHrDdNFIqQBzHRhp+H+qP2yte1NvaP4JlJgaBECIGiJPPQJtFhc50cUdqqb0x7FMfMoEBxaPwTWDgmMC62RTOFk3qcfu/mrbuSndCc5+EZ/Jaqc8tU72YxeyNP+kaVMMB33a/igGANU7g8UASTk34ldY/ksLfmuqoF2ufiV130i8i4ZuhYXsZ7rCfOywtUUBfNBuFFbn+pmo7lqVTo/RmIZSfyR9ryVGhTc9x7+fJbTtlXD8OHemUBxd80GiSmUWFznaZKptQuDe1vl+aZZjId/bTuURCLRgYbnVYRiP/AGnvvl+CaGho00QpCTdxsP7LMnM5/koFgt4N9pyHYGQzUXOeax1Gt8T+C6unA0bi/ALI85WPaa5HvBv+1ervqsgsVQICI8VuH/Rr/WF55INbAQH0Zs33Z+K3ZcY17gnbTXmN1p3G/iea6qnftFU2GBdxQ2fcHrKpz5d6rbUcVR2IG54lCkyG5x2ePLuT2tJJOJ3adw5BBg5+yi50lY+74IABoTNnp433Js1o1PAJ7ndY/tfLkE0arCMTrnQc+C6mnc7xzhYz8SobCEF2rvkg8wDd7vgMkKOzOdwHyRIbzk+aEgLFWQ0HQcEf6j73l0g7Fs33AiSKQEkm4/DwXVtD3Z6fmsw0xzX6LSkD1zvGF1tWXnP4ptCnhpjPMr23m8W5LAwGO4J1epLp/NHD7oTYDGZDRMoiTdxyCqPrGvWMv04NHAJi612I5aJuE1ndkTg7uPinVasu73fktXd8KSGg3dmsFGG5u3Quu223ZbYeC6rYMGtSy3+5C5UvcUAArfv5P7i46JrRZW6W/omF3sT5Zr9I2h1V5ssDCGjyXUsxEjH/AO3uVfanugZuAKZs3q6UF3tH8AnvIqPjKyMn4KrVqDFkgxkkW0VSpIsAOC6oYaUOqHLh3lFkl9TETdzj/mSa/dYbfNOqGPP8lJ6rSJefw8Vjfh0b81cDxKYwCT4I7z/esO5SHx9xv4oujmUHbZhGVFseJVlhpIX4zdFQ1OM8f33DQmrSa4u/4otsKQHMGE72nN8brY/aYw/0BfQx/wDxh4Sticdx1RnxVb2azT3iFt7dGH+pfSA/hfELbM+pK27+Q9bb/If5La/5D/JbT/Jf5Kt/LKeic8XgEWuy9IhtVvvMKZS+jabtXoSXzN7J9R+CdbrqWhjNB8U9rDVcc8hGferH/JTqlQWyTWAT5KpWeWh25FyFHqaWfL5IU5JN3ZlPruwUzDBZ3NCxHgF1YmMRthHElGjSwYhicZeeJWJ3ED4otGXet5rNTmhSoOjuCx1W0xpmhRoPqHJoRqOxHN5xFQFuhqGLuVrZrC0yVLv3skwAqGzltWud/Rvu/wB1s+Cxd5JnWGGFO92FUqCcU9AGqaNUHGGNxc1iILt6PJVDkqnAqoSnAX+Spz/dUPc+C2c36sz3x8kz+W1EVij6TmfRtJvuhzR4lFpwjT5rqac+07L81jcXvyCNo81UqvvkM02mAYXWgtY62pRosDKTZ5BFjS+r2iv4bO18k1lKXHJEtBOZ+AX8XMDsfi5dY7NAeHzWEX0uUYLjm7JU37RHs0xKfVql51Kw0aWzj28+4IZhNFzogXOPQRktFvHl+8Er6VrRh2Sp4iPmq4pvqbRWbTa1pJDd42VGmN2kDzm6G76v4pzbObE5XXrJsgExuZsqI1J7rqu8WGHvRd2nOd8lVFtOCcc0eCqD/pVOaqO1+K5BOTGXxoDIrFDvTDaDXe7iPjonvr4Se/8AFGrVMeHcmU6ccBmn7RV5IMpb5lGs8taYYO0U2k3BTExYL+JUN9eXct2xvonF5ebmUdqrZQAUKtU0R2G/tT/8fzUuwDLVXFruy/NCmPksTgybC7k1lJ29hmzU61P2n3d3JrGzoEa9d9SM91v3QoCDKXepIC+KhOJJPf8Auzla7vJBokXThEIuY13EA+abUpPYcnNIPitp2Os+jWpNJpmJKZWIG7loSiRF7ZXTHt1kcymQbOvzKog/sgudkw6JgVPiQmcVRF8apH2kOKdPBObzXIeaNU71QRwQ7wsVE2hYXRr6X6ufBftnf5dXxQn1quEeKZRp4oVarVNJvZHaemUA2mwWGfNBgxvs4rnbUJ9VyMADgupptYxuKq/L8zyCbstAUmXcfieKuZvx5ngoBLj3/koE6mwCwsLAb5uKxvc49hqNR5fF3ZItpsoMMF/aPAJouhM6IvqF2gXx6MLO9T+4SU08U2NUzgqc5LCSI6A3ddkpPJYHPbwX6rQ/9Nny6BtrTXpftWtuPfA/FCk8yL6ckFgfyQc0R0dyZOSHvJvFD3/giD2p5JjtSCm++FTZ7fgpPahCp/ElCcgVCw7oF/ksFVw9C3R6hw+yvUnm9eqzQccTsgsTuqZn7R90Jmzs6tmcf54rtPfoPJYysbkEKTMb/AankF1TXVH9sjyHAIuJ46ngsrW0Ca1vILMuzOQ4L2bkkyUa1QUW9lna71T2ejjdk0JznFz+07PlyQyCt1YUkAZDNZLmsTlLp+vJQRUG6o1MkWy4LFfUdLmOF1cLrfojZ+LZYf6eluzbcKrGw2rflOqM9Deru9Tk6U/gV9ohMy6xN95O0c1VRqPKVUdYvVQjteMqoTp5Ksf+lVxCbc8Cwi73L2WeJ4K0K4PpbwCwhzfdcv1mkNLfJClTawXJQ2ejYbx1/FPrVMbkCcIO634lSVdMpMD6muQ1nkpeKtSJAgcGhS7CDkpIt3BNa35qd45DIfisIn2jkiKmEb1U/wDDn3oMEQuucI7DezzPH8lhQYCjdxzKt81AWBnPoP1xKEdDcnWUoi4Q4lFu8Ah0XUhb+00HG8B0d3TQ2zZn0amR14Hiq2ybVVpvF2GOgoj/AKRPtx8E/wDmFVHe2PFVOIVb+V8E7/uU73G/Fd3xU5M+aA/6TKPtX0GZKrO7e5bLU9/BRutaGt6MdE+hdWW94It2n/1Gyse17P8A5khv1Xn/AKT9qr4jloE2hT6tp3znyUq4EJlFvWPF9BqSt7ra0YiLN0YEMAEouIOmiDGrFc2aPimMEuH3QqwdYTUOXLmiLm7nZlADqxl7R/8Aj+ai6i6NWpnuD4lS75KMuiXLE5D62mEOKCnLofRPEKiUOKBZhKIt5K/RiYCqg+l9lI1me70MdNm0tMEQx/4J2cJ2hXWN7DSmA9iPH80Dx8gU33x/tI+Sby/3fmh/KH+7+6Z/J/5FD+UUxnswqOTRLuAzW1O7Xqx5uVOi/dG8faNz5rEmg9ErDV70Si1sqFksVRRstGp7joPiprnkHLrnYROEWQ2eluneKJUplMNc659lvEoUzidBfHg3uRePkiXS7wQY1YxiPZ0HFOw4nXPBVS+zZfp/nBQZmXHMptIYWmDqeH91ivEDQLUoncb4q2FWUDNYWRKJ8ejkjb03dA9Jw1WLPohEZJpsUHtuixz+9FGi7i3VYH0a1K4aQf7KnVptew7rumltFCpSqCWvEFVdn2mvSc7GWuiPxVLFdh8lQx9uJ5raBMVZHNVNWUyj/K8nLBnTP+5Uhmf+axdim53gYW0HRjfimfxKznchuj4KlSEMYGhF3LoAVpRmegPIQTXthFsreVw48UKn0dVZxFu/NVYdgsXQyVSog8rN70XFEptMX7R7LeK6uXFwNQ68O5FxRdc5JjGzose8+QzQcUO07LRqr16mGn4u91YRqZzOpTaYLWnvdw5DmsXcMgpCw7re0sNhmUPDogLfTnXCAGakrXodwXNBN4fVX6MXQdFJ58EJwvCBd4IEFE5KtQ2iWOIITutFOtADz3X9Cr1bdrpvO7AcPkVWwtLjBK438JWz1WndHhIWze67/cVsp9k/7ytlB/ZNPfdUhpCZCCKvkigroxdX9EIST4oNaAoY0Juzmsct4lvcVicSiUymJzcch/miwXmXHNyLipbJyQFtFj33/sxkOKJu7sjRO2irb/pMY0Q2AFLYY6GauGbuTeXNOdGg4cOhtJsDMqLm7iv7q3d0cMlJ+aw3TTfzHBZZrqNnJ1yH7idEHciv+0HcuaqNNx4ozDlq0qHtTHPxNtKfTgwv0nYmOPaFn9/S1/0btLXZYCto2aq0VKe4WjB3clRdk6CnMqBFVESp0RTugKUPRJUKymy+a3gt/uRO0uHIIlyDMA7TjcD801uIAydXcUFME5cExjCse/UsPd4qb8FU2h+EWaqVKnwA1PzXXjUUdBkX9/2VJk9DabLIuONyJvxRhYbKNUXfghOHz6JKOq/SNqwg7rOiemPRcBOY5emEITmnNAtxN8QgRh+Cey7VIAlTVE2W8UHAJ2y18UjA7tQmuaCDIPQdoIY2o3CMr9pyo7TTNOqzECv0LbWuecVL2OZ4Kgf4bfCyoubhx5cVwjoCbOq4BHU9HP0LKegg9Gq3ldbz1+tO+61OgPieCbRxNaZqO7TlKAguUDghLX1M/Zb+aIufAKptFUD4/kqdCiSYa0ar9IvcUvZZ7/M8kcUm8oDVQCJRqOlyxHkOiAjJKcbIzPkmNGV1CK6mhDe06wUDmeggoKUUT2SqozaqgyEpxN1hfe7TmEadQt8vRhBye3LoxgAWKdMP81MCUJyVTegp+FuNuqo4ZkhUSz1Lg9O3qD3Zy5v4pjK/6O13fGvJTTe6mJbjOaeqW00SyoAR8jxVTZq7qT/A8QsLwiWiCjzR5o80Tqo9AdHH0NOmGqZ5qNoHNq6vZWAZ4bouMrDfobSEuu7QcF4lVdof3qjs1IueYAzKdtTg54w0h2GceZV1LVhnjx4I1HclidhGSGaPRropMaqTlboL3T5fmm02cLXlfpG0l2jclh9Ap/FOjRPJuVdTfo63Z870/kfQITSmhNqW1XeFUDt12QXWnebPct/ddCqBu83xCluUKiyBmnVKJa3JV6VSWuhVLFstq07jiuufjF3O4+ymUqQyaGpnvAoclS2zZ8MjGOwVUpVHMqMhzTBTYwlyHQ3oKPoXQU9BzPRPRDCpKvS/qRdnkNFdbyFKwu75JxsCn1DJ/wC1Q2Wj1lQ9w4p9d4fU/pZ+aJ6IOV1isOz80eyPFDJDDyWvki44Qe8pvgEc9SrWRUBPcRRHeVhaB9VI6JqYfesiCQdPQhDoFQQc+KqBpMaqo11lUd26fmg0HdbCzQTcE4lgyG9xW0F+LGU6tT21p7RpSPktooObJLmDML6P2sbhAPu9kpg/7QCa3admq+8MB/BOa7VYmz0cukIelquPoQwrNYmN+yfmt0dwTcPaATaAIHaOZRkovdJTdmYC4Ynu7LEX1cdR8u4aNQi6v3orFu+ZQAhufy6fLoi2pzQd3DpJzTaFEuP9I4pz3Go7M/W9XUBQcG1m5HPv9JzUVUwMsclWqn9mbc1h3dVflHkmYMTdVTi5UVIplOe4k9GAVauCeyz8UaO1VmEdl5HR9IUhu7Q6Od/mto2x9UVQIYO3kmu2VmH2SqZpjE6HC3emh0Ys0EFy6T0T08fSzVlOzVdUwPbi7OFVX9ndboAnnVY3cSqWytHtVTkNAi58zLou5EXKuiPBaeZUaeCuiCtB4r4I6+AXmV5dDnmdNPzQY08AjtW0T7IyChDgpP1gp7j7sK2WrenUPzX/AJ/+Kr6VGH4LbWfwSe6/yTgYIjoJcBclTTaXQALSckymxzWS7nECOSxAGZLfiERrn8kW2lVHHNSei6bTo0SZMvNgcuaDtp60e3n3hbXtjvVs3Zu45BbLQpgdU2o7VzhKfhgYGf5wTaex7SMUmGprNrplwETqmz2k0iMSHFN6T0Qp6OPoXVlmhdTTI4hbn/8APpNBu62ajhbkOKibyTmVDgjNz/ZSv7rD38FqV/Zbtu0jkhnooupKspULrn9TT7Op4prW5IKbfXVWHdeQts/nOW159c/zVdw7ZnjK2jJ5DxweJVE//jgdxIWBpDKTQeOar1aOB5mMuSOaMR4ehDeh+012sHieAVSm0Gn2fZVDKp66IsLN80+j2K0j3MIDGquW7rFt1Z13d/JTsde89nox0WmCnBGoyyeirBN6B6d+jNXWKosLY4A9Ebx+KmY8efRhCxBSQtBmtegNyzXNQeSBuViKspPRE0aRvk4/go6P+kT+5z0XWfoX6arKVc0qWOo6A3kqv6HUftLpe7h8k/CCfVs+J7k3SnAGQVOkOsq1MLRxVKq/qqDPVZOebZrHs+1DnPQMYxuhrJPnomNK6t2Sxiyd0DoCKA9MQoxFalSHfeWHeePBYh8kSgwIkorggIICwlWsoXOFiHIdOkdHUjq2dvU8EcyoHRJ6GsbiNgP3KFJUoSr9N+muzYmdVs93El1R9h4cUJl7usd8AnOIuqGz0y+rUwt4qv8ASe0tp0WnAOw38Sv0PZdnaNHSTxcV1jKodmW2PQAboYWRwU6J7TELEPqI6IHRqiV2WoNZCaK9/ZaCVJ/BalYQnOKARPTLVFgp/NTE5DToM36W7PS+1oEXuxv71F1ZDgvNSh2G5DP9ysiECrT0X6M1ZWVVlJradANa1oFzwVVzods/kV9J17Udkwfbeq+1VcdfaXP+AHmqGzMdhbAjedqV1r49lt456BFrlFQ9FNwqH2hpyQsYRTmapqZx+ogdGigFxWNxefBYqk6DJNZA9pw+CJKw5ZrVxXBDoAUXU2GSgqSEApAOvRa6p7MyTnoE6tU62pmcgoTbysR6JQptwMz1Um5/cLdIUOiVJCCv0bvRUqVGhonVbSQDUc1jfj5LqxulxX0hVaLspU/eOqoM3nudVdz/AACqVDDITM/iU2TgyGqI6DQrtdpqrd6HFck7j0EdFNB+voxc9BqQ3zQayBqoX626RkYU2GXogIDmVOfROfQc1a6GEqls7L56BVK9XrangEInVcFzWqlCk3AztfJYv3K3RdarM9En0HDaLMe7dPZC2hzS4sbT5uMn4LZ2Aue/GfIJ5O86AMgtvc8Br3BnBY6Y9mMwqebnIubuMt8SvWGNOmaFI/ZCuhGSPSVCc10/BS0FT0TdSj+Swtv4rEZ6MW27R9/0IUC5ROVugnL0Liyh0qnRZOpyCqVqvWVbkrkoWaui5NotwN7XyT3HmiXXK08/rregD0bqPTfoq1d1rJVTZgGh9Nom7itngztJe46N/stsqWo0SObrKqw430g93MrbGjdohfST3S5x8LIbN+2dimw1hEjczOvAIMoE+9koqu6ANmp39hqauSKKAR7lH5r/ALUWKbGfTzV8R8FKtCES6zdfyQ/+q1vtwfPoDh0AeiT0SU2kEylbN2gT6lTrqxvwWUKBCKqzMLAEKLAPbIy4Jxd+PBV2iKYAvc6p7hLzi709kS8RGn10q3P0Ti9AEr6ONjULj/tC2aw/TKkL6MF3PxeK2SkIZbwQce0EP5ibmag81Qd2TiW01jiw4QE9r2NPcChZuWFiErrqwHsi7kC6eSCHRzR4RzKM5eJUoD8+h2MT5dAAU3PSA0udkpHADII//UKvh8liHei0rVcPSc42y4plMQE8vNOkJdx4KHS7eedUVja27hhPGJTVexQLuzidnPBMo2acT/knveeOvJGBhAKIG9A5LELdyruruxTGg/L66/QCL+aI9LbBTDnUnX5JwNwiShKB9sInUKM4WxjtOX0bHslbFTG40eCouGF1Rs+6MvFU3VGBvFOxOkmclWruIY2YzPBU6DcAk8TGavkjOSdKGrlwHQF4okqBzRkJoaFeSr9GI8lO6Mh0RtYd7zPkrRwV1oh0COkm7kykzMALaNrMMllPjxTKbBhCi7rAKngxac7eac7ROLuKGDtQBmvZpWb80Xa24/kh3NCw/gqeMUSwknMkr2WtCps3jc8fq56bqShqotmiT6DTtDJGqNN1mlv3XEfNUndufmtldkWeLU11R2GiwjiAg9t6MeaoAHdIj7Sp0smPd/Uif/xx4mU4mSnHoLXzwVXaziybqfyTqVLC1sAHzVROsocjKHRzR6Iy6NG5r1Q4oBFytJQDMLclKOiilQdwJB8VDvSJWAWzWHdbv1OAVWq/HVvwGgVKm26aLoiwgHWdE6pVDpJLcin4m2uVR2aMZl/BOqm/gFQFqj4OjQFTZBi6bn/0nOMNb/VomESYsqez0g/C6OEKptNX2ms+slEKUQVLfSq4m1nNtm0Jt5pqg72VTbUltk9mLJNbmtmdO+PJbPV9wrZXfwmqno0LNEZW4ngm1doa1w3cz3LER6vIJ2Hsaox2UeCIOiFs0ETnZBBSEAnnkuCiiESU2m3E5YuQ4LgsbMIQYEauwVrXjEP6eiejRNwkuWz5qnTZicQ0ac1tO0Ohu4z4ldSzcZMnjCPsoYicVh8UHu3Wkgaxw4JlUhztxv2jkmspF7cAt2ncVUiGCDq5E8+akQGkcSVToiwVzmqPuTC2ra3GfVsygFN2emWsMvy4wqrq4dVqF3NYjYZ/WyiAh6O0Vuy23E2VBoDnPxn4Le/JS68+K1aG+S2tv8NpVWHTsypSJ2dy2bDlC2WM9OCZkC5N1+aacmfgma35DJdU4nCST8lP8M+acWn1ZzVTD+yVUewB3lcag8FTjU96H/S5QjxQAsnIdJcxUqRvcovMkoAQEXmAhTYVNyo9X5/ksFVw6Ye3vTqrwGCUymbAVH/8R+afUfLjicm0QLSeSLQqrqnbcWjIC4+CLmwLAaJ73dW0Z6nXyWzbL2yKlSMtAnV38UHt7QcmtWHKypDddinTgqla2AhqYbRPM/gmsDmUXDFqfdVIm7YAvkqbGhz8IHM2AVCN2pIOvH6264+jQio57uyN1vFPiMRTwcBf3Jr8wngQ15jvuvpHZ2dhtZnECHBbHVF9096olhuVRxDeC9XulqrD+Ks5MppTM7yhmbKi1ga0W5pmPshGe0qsdpGM1PRZAKrUyCw9oq9uglEpjGllPPirySoCe90BNphFzZKDLDP5LtH7K9YrqQpcFW6ptMZHONUdRCgYWiOaZS0k6I1HAkyTosLQ2T8kxsYjA780Q3BSsOPFOc6SUxuk/gmgZRzQCxOgSmWLhPLNNaLwOSqvhrHQJ3molrT5IASbqo6d4R/mSw2mHf5w+tkq/wBRtLIBE9xTXZ5p4WxbSTPq38Vt+wmDOHTVpR9qR4rZSN4j/O5UDltA8bqo++GR9gqow/tHjvTKbe38FUc0gNz5qq6l2tVVDrr7PxXIrkn+4FUm6J1TE6OC7+jEcpVCgJeR3BVKu62zVFlCdUKbTCJeMWZyCFKnA7XyWIqGP8l693d0XWJ4THNt4KhRjEd7RbXVacB17QVcu36jnIMOIC51zTGWZvu81tFZ084lBjXOOK3BU8XC62dlz+adu4KTi0jxWM3z5JgbcABUyxwpEHnp4cVXdJLrG906Jw2CxvOImYtTuVhjE7wlYP4RPC+XMqtUJIp4GDdn6qemx9EPpXsT2SsGIOF+naQID8uSZtVqjYePaCrUjBuPimVVXoDCYfTPslbLtAxUH4Dq06Kvs74qN7jx6HtycQto1Id3hUj2qDfCy2d3ZqRyd+aqUqvBrvJP4f54KV/lugn2VUPBqHNyPCEO8qo/ILZ6XbOI8AobDBHcnvMuKnsrCi+5UWaFhu65+SYJwa5u1Rf3dG9g8Sv1pvgoeRzVwoD3nuCqMaQ3VYhe/JADF8FQa0/gqzyML28gnO7bgRwCcKWFpi1sOi2o4CD372fhqhTbj6ok6CI81X2p4thaOcIADEbjUqlStdzuZgfFVqrSX1AROengurOJPqOu3CNGz/7tE+rUHrLDQZIsYQAcMTin4CE95xR/Un2lk8BCdVeHOa1sWaG/W36LdAlU+oYPso9S4v07LvQrW3suCY6xsUS7rGQg+xF9QnsfjpmCqW0U8FZonnqn0jipXbw4eiYhB1EakI4dfJcv+Kvl8E86reTjEAoNEvIatkpiwxc0TkfAKo83yQ0up7R8FNmoa+SJyTKbcR811hgWasRhBoQYHPPBF9QlevYVFXvV0BTaLQ3NB1WdNBKpxbh4J7oDIhOsTn3JoOSaBZ4xe7N094uSqZiRJC2ahHXOjgFSpRgAHN1/gttqWFTFOZaIhNLpqT43TQwCcDcs81SHq6cTxGSr2EgD2tVR6qRVH3ZgqvRBwNEP7VtO9F8PfnpwHcnOaSKrWwPehfalPpPLTn8/TnoIQjn0X9GmQvUAY7E/L0nNc3kmVN4bpRaYf5ppAWGQcls+0iRuuW00DdsjiPQdTdITqtMOGRVTgqu7DVHacAtjpG8Eojs/BVHp5TRqi4wmtyuU+p3fBBuSxfmmU2cviU5+ZtwX90BdbsnwRdLfNDeW/SWSmvTHNerE96aG4cGnihUyxNHBdUMwgALSv/GE41cUyjq6/AKoyYEHRB5l9yfJUcWIi/fiQlUmd6xS5zjH3Z+AQpz6pr3cMvki9nDWEH4CCcQ5IP5lU2OjM6FpTKhmo53LW6c50N8TwTKzMDwCNDwW0Nks3x8URY+mdMkei3QQ+I6HE2W8UHBPIF4TuKvmoKpkxh+Key4uE6k7C7JUX8E6lTJotH3VtLr41tDDd2IcFQrjCc+C2esMTN08ltNGZbI4jpZToYToqejSqhygKs7N6umQjlYIuQCLskBmpROeSZTp5eCe55lEqApMnIK2LjkoWqipTWIFe2R3InOIz8U87uKV3IuyPitrJd1kOvYps7xK2UN3N7u/usTrNT3ODuKa1t1WoPDKdALaaszueNlECJ5lUjvRUIAvCpvYDENQbzATsRIcAqzu4pjG9n8E+vfss4qmxmCnZvzVWnl2eKe2Distg2gHGAHR2hmupccNRr28R+KlR6EIE9FrJgUvlEkLE3DqsFSeK0UhVJ0VQaBcQmNOYVOsALeCGYzVahZV6hnGUYxgfeH49BBsVtFE3utk2gQd1y2WrcNw/aaq7exD/gU+hXEgjQzZHl5q+ieclxfCZoCVvdkD4qq7iveKa0QE52iaOZQZcovcpKaFLkScOmqjenuRcVJ7rr1lNPfyut0EWXs/NPZMM7v7qvUdlMI4LuUPw2LdICBEBNFsEc5VFty6O9bTjw0mAWmZmeS+kajd+PJVWnGQMR1JssQwuqAE+zGfNV9/HUx3gTdPLQA9yLGYY80efwTy3C2PAK0Rid8kxmF9Z2eQ1U7sYQDkFeERAL09jOsHZOZCrVBuXjzCeJa6iy+e7mi0ggEB2Uqc80Wn0LqUYN+kGl3Ih1k99OD4dDcAE3QVOM0CgnU3ggKnWb35hS2F1bsLuKZhTXgup5+7+SAno81tWzm++Oa2TaBwPBU6rY7QRa51NzjiZ8k7i5VHeyfNVI9kKDvOTNAnRwRQF3f3TjaMLfimtbZOcYGSlQibLBujPVdUyOKc91+5AyVAJKxEbsuV8kGhYsyg1l3+dlUaQ2myTofZCq16uJzifGywi57lTbDZxHuVs8AmO/khWM4ncBuqk32TPwVRgxtc3hndOqZ3/qXEwEAZO8OGS4OKtkYW9YYiVUfd262O4KhQtTEniU5zjOaxEfEqIKPFCkLOtwlbFtLpa7q38IkKs4SajY45puDq6jsTdOK2pmTcbNHD8URb0pV+iyupHcsLuR6MpQ4KDkUzKCqGIZpjHS1yZUf+18ERTkaFFVW5PI8V14h59Zo7j3pt+gogqqzMkptR7KwO83PmEHMkCyHBW7KJOSqOGSDe05O9lviUG3cb9E2CKhOcVg3W9riupZiJvwReZPRMBANT8hryWC2qdpEqnSuXDu1VSt7KADbZ5KmycenBNtiMTlCaBiOXLXuVKqd/EBpMwjUdHsd0Ivg2zzVM1OsMTxOStDWxzTo3nn5prbbxT3ez4lOfd7rcTYLZKEYBjPwVR+bssgm6pzoKDZgZp7ynzKvwTmp7HyIPFbLtHBrlVAVKvarTB56+aNGXMlzNeSv6chXlQqdRkJ1N5aegriFTdqn6FVGm5T+KqBpbUdjBzaU1oD2GWH4cj0SUa2R3/mjMGzhojw9Cmxxa82OSoQqZB9W4p0DDSA71WeO15JrM0Boqbc0X93SXXKvgpqls7cT+1oE+q6Sf7dERxQAW/iKc5pwoktOi6oS49zeKx1cUCUzMuyzRB6sBzSdOHemboHs8R8k4OwmVtADacbmg1RdcZHiqcdsoROYGac49kR5KgB25j2WDEfiqtR03MqjTM1ajfBUmWpU/6nZqq/tulWIyRInzQmCrEIv0TKTVb8kDKcFhCYDMwmt3axnmuvZip1MQ+yL/ABQZ7B8Vsj3E9WW82/kqtC9nN94ejdYSqfFUhrZMjtJh6sa8fReMim1BD8+KdpdOYd+lKp1qJpuYyIzbaE+k9zToqjSgO03yWwbUA2pY6ONlXYJG+ziExw9DrKRDnXamd90226EwapjcgqjlF3FMOV09yDBz4J/Zlzu9bPsmIjeqHjonVnFx6Lo55qXd3zTZLe0eCe6ZAgeym0my7yRqPOLzWtj3qoOwbnWOKZTE1LuNmxaO9ONw4E/FbRiPWGMI3WnRPL97DbK0IJzlUe4bsKjSs+vI90KiLsojvKruzdbhkiuaM5K4Qa7inPcIQBmE1gRN5Th0SiqR0TW8FUpGWYgiRFYTzU7zKlkKlzCbS32eLeHRHpFF7e7L03DIp/tCUHRgbhPFF8Hpc1V6BG9ZfR+25kNf7zbfBbQwS31jeSbqEFU2epjb4rrGNhOKcUzUpjbNEqvVjiSqdIDEZPAImzW/iqcYn271Ta3BRP8AUiTn0SLKFO6PFNpYd6BC0FNPw9kAdyfimLm5KJsD52V84jUps4abueIZJz3dmeKc29o4J0gufabJz8pVQxNgtl2fTEVVfbIcl/hQCJ0UoIBOfknOwyFTY3Lot4qiy0yfdQqBTdNE2v0OnKUDOduhqex1vJQ7FTfC2jDLC5w4fgizfa3cP/Hkr+nddXV5G/1OKR6W10I3sQ5r6P28XgPVVt2GQqzO0xGjV5FUiwEOV7BOe6+ipNyOJ3DRVzYFUm3c6VhG60KtU7TrcEVxWI8lAWMrEmnaiNGwFgFgmEziRbMXUi5BVMi+WqEZQOC2ikD1cNMQR3ovuchmc1QzFEnnKpUQTCiyk8UePkuXQOCKqnREwqdNqClhVGl2ndwW2bVZg6tvxTKe85w7yU5l2okwVTeeawoxaZ48FAuhmE3UXRNoVRutvgq4fiE/mqG1OhzabX8DafFVKWJ7acNGYmY/t6F+gJtIc055k/UuxWVk0KyHQUVtdLXEOa2eqIc2Fs9WkcB3tFSpNio0zKoZsA711zyACmNTYht/ki4om6K42U6KAjYN1y5omDCbRpRPeV1lZ983Ewpzt+KOlk6Iwgr3vFcs1PNPJylMYwB0d2iaAnO5dA6HnIKs7Re8VSamjToGpWy0WdqVtVWQ3db3Izz4zdVeMdycdehp/wAsnNTKllc4VC4rgqs3CqnMArqvZnwTa0S0N4J1PdfULhHh5LY64Bpbh5ZLa6HaZI94XHQCnN5hNDUXuMrrdoAPZFymMBqMMD3T+H1EXasWae2+nFOC5IHo7k1NRHtkJ8dbxPmtz81TYzOTwCfUzy4K3RKhPcVCxWapfiTKTbJ7vOw4lOBbqYRi6EKButQnJY34S3NUQJIFkxg3RCJ6L2TnJ7tE3VUmpuiKY0XKoN9pR2WratpJ4INdl4qD2k3QOTj7Hmj/ANInUE/BFqhGQbI6mOaY5WlqjvUG4TtAsUnLkU2bhYO23GOeadOLZ6mDkqrBhc1M2ncc3xnJVtm3pxs94fioWPeHkgQqWzUYaMVR2fJVarpe6fqMbeaGtlUb2XNI4FUKudJ1M8W7zU/2KjT8FtTf4Sqj2SnhPGiKZSGFlJpPvn8FVqulxlGkAExxzjvU9ACIyunEyVxRdkLKUymyPNSTe2qL3Yz4BE1X8JQOngidAE8kJsb0n5KhSG6FKJNyjonvXFMbomMzRMWQVGlmVhBhPenvNs1U5KqRd9u5N5lU8MwEzCQp0VXhCqMs+/NUqreIXD+6Klvenh8h1uEKypVMkMz5ohT3qM1BKg3MFe/TaVsrzLH4DzTm/tDiHILYdrvTcGO5fktto+ziHFv5KN4eSdmfqWh8FNGvmmfy/JAZVXNT22FRj+S95r2dyc7s1mu77IntUgVs9TIQuqpOfiEKq7s0yVHbcByTSzdEYegtsck2oN1E3cYQGiYLC5VVx4/JSZVNghp7z+SxWXXH7Pz6A4z8k4p73Zeao0T7zkSiT0Pchqo5Jg6JVKmN53gho6AnuyKq1CNEG5sPkqbDe3iqDfbjwVGO2eGSZ/2mQRhRDxhDedlWntnwVU5k+aY/slVaLrcU19nWKa7kqgOfRihOauOSpvu1bxuiw3b4om9gE6mJcCbWRwyY8E09pgCpaOIPNUoioyeDlXZOFxeO/JUtoxBwwP4/mq9G5Et94Zei+nhnX0MLgrSqZcn5Coie1SB+02yeOzW8HWVXUMPknj2PJNOfxTd1oTtXIabxRddxTdOhwcpCe78gp9nwVv8AITWjC02GqP8AZGo7CD94qLLqdlJ9pzTCq1Mls9I71TTshWwtEN4IlQEdFNygMgg0c0eig2xqCeCwghlgqlQ6qo/OFHBHirXB81GTMlwCeSq3d3o471AFSgi5QiRTHin+9Hctp2d29fmFTrNujOZtxVWnE3Cp1GoRYIgriUP7p9N3LiiQsPbp/ithdfJbLUMyfNUpswKo65e1MaO1idyUjIwVhu04VpVaD9oKoJ6u44HVUniae473dE9hhzSDzRe6AqLQZE8JT3Uaki+YPoT3q0FT0d6OH+y+x8EwaAJlMXMD3ZzT3uJkIauQGSJ6JTmuXWCOCuIF+SpUWy7yTn204KU5zsLD3nggwItb1kTlbimtoOfWO88RHLgrQywRPS5xTRzV0JQbyVFmqGidWm2ftKnm5xPgqI0Pkm+6VbsFOB7HxRjshPOgT57SdLTJRBytEreW6CbJoxBNCkQ4J7CTT/7Xsvs4fFU3t3Znmn0nSFo8QqbxKexFByshkV7t09q2hvNPjsysdjuqViBwkqscmraAZ61re5YO1Ux+Co7QOI91y6nFgB7tU5o5rZ3mMV11Vcx2TcdMoZPCeexDh8UR2mnxVO24qFFm/u96ot7DJW0VLN9X3Z+aMzn3p/FFE+gHDmuqq3y1C2cDCynhWPemegvMM80GhMYMT7DJB3ragwtaN1n+aqpUcCdcumVlKEINVKmgNQFXqGxKr1TvOVNvskoR+z+KPuI+61P/AMCqZSUZzWSY128mh2Y+alosncAFUibqZlMxwKbzzsAhjTm57w4rdsc1Sq8jxW17O4S0kcQmVs80+8Gyq0TfJU6gt5IOysnsRhAwgEx9oTtEdQgqjE8aLacpgJ/vSmDn8kMWcIFl1RriW2dxVSnUIdZVXNwPMgHXRW6LppN7r3SqkXXVsIZbmFVqPJJlP4Jycij6F1p0GU0BPfnYcEAnOIXW1wZ9XTFvxK/SXi2434rHtNQ6ZDwRhHMpt93NNCo0WiSneyY+aqVCqlTtGFQZwVJUgme6m6t+KjJid7qqniq50VQC7lScd2oD80wXfomkbrSORTm9jPjCJAc/+ym3FAAoBvNCcJsU4dgd7clTeIIRiJg+8M08nrGWPli/ujGF2ap1QnNMtzWExUKY5sgghA5ItKtx6HBNdy4puijRM6sceghOCBC0UZ25qlUZFQB4Kxb1GpP2T+afSAY4ODtQQpMQn6KoSg1bsZJr2qHLJd64hcoQ6OPRCPRBXrKfJWReVIwM8Xfki5/UMkAdr8kKVB0aBEqTYKmNFuG8KlREA3Vaq43KqvQAXemJoQ0XIdHcm+8mDRYq3/3EQLsB+axZOsh7uauucSFCK3lwRhyndKfT4kfFdazrKbrtzRnfjkjAiI1CpVzaA/ito2Z1/PRU6og5qQeHBVqTtxyvDxHNU3tzEKLt8ugZLeV7jxTHq1kRoh0OanNQOqYdU1uRuqVZmF7A5qpXfs9T+gqlStUtfyX0aP4rFsIP7T/iVsrrNf5oYbs8lJs+e9VI7CPulEu/Zkqp7oamcZR7gmjoPReEGtA1XrGpkSU6rYWb81g9WztceCDW2unYQwaokS5NYIAWz0dZVapZqq1LuKAQ6G9ARRQQ4puinVMBso1U9AWXJQv+lAK3r/BZ4gnN0six2JpusJ7O6dOHcgIbi7kC6MijGF8EJmdJw7pVWkcLlQrLxVWm6WuhDKpZMqBRpK0WLVOUC6Y4ZK05KM1yTgnDJEZp3emdycxbNtYio2/vDNVmXZ6xvxT22+CPPwTmiMaYRdqbFnFGf2nxQn9omcygOCcfQhRvIuMqHt7wi/ecgzcb2j8EG55ozAF/kmOqO3TbU5eCp0hxKqHdbEqvVO8Sg3RBBDoYmaNR4BVOKd0HimtcYEE5qAYXDouhK+0nXTirShJQF00gBQN1Ai1jwQwERKbmN08EYw1LFuvBEOh8fmmVAYvyVCo2HC4yKqbO/PuPFB2aY9ROir0iI8kx+Rg8CmvO6IKewrCAmm4snBNcIKnsq9s1x6SMk8BOixlM1TwQQVsO1Debv+9qqgE03Yx8UeKeMk/h5hH3U4aJ5Fymj0ApzWGkegCoLSi1uFkSsIk5p02z0QDOaHYpbx46BOdNoBXLpahwCPRw6HIoqAZMwoGUp8aSnkXciI+KCHBfZQWWSdxU23kMQsmk5NWG1TJNeJaZVKrmnNgHzQA7054bUp0uriw5wmHcqWKcx2FNIGIJr6TgbtOmqFN8BxB0nVPYYeITXFNcnAp7bO3h3qnVboQrWuoRGqkp4Eqk/VUn3+SM2KI0QOXS5vEqCm6rKHKhtDfWgh2jgtq2c4u3T0dCdHZRMbqq6QnnNyYEE7gic1wCDe9YjAUBXHem3J9qVAyXUHGbuIs0Laa1i6BwCcBZOTkeCKPBR0cugJgF0E5R0BuiHIJvELZwO0tlCoHitkb7SpGzQqpBif8AatptY+S2gntu/wByqn3uV0Aq1KSxxTHxi3Sg4XQ0PghvxMnimls2BVWkcDrtQtvL1YhUq7CMiMjzVWnYjEAp7J8E5pGKVSqcOh9O48wos/zVN7ePMJ3es1CpubjbDTyTmLEQDIjgmkcUOCeENUEU9icLZLKbptUYZHcqlCX02SzXkne4E8onUqdCne6qncqbczKYMk53Rl0epZ90I5p1aS7OSjwT+CKlRp0MnNMOSKHtOhUhqqcpmLFKaFwVfn5Laj73+5bQdfMqt748lVgjG/wRd7/mr9k/7kLbjU0cPJXmUMXZTA27YbxWymMJvzaUxrD6ouQTbZrlkn0yBmE2p2XeCBtUGEpjnuedQrXaY0T6buIRb2p80CEWtkaZ/mmON8+SE71xxWrSnCA+6ZUaCFnaFtFE7pTXQH7pTXSrWui2ejLIJy4qmUOCqNlcQggqjMlVpkIVqW9B4qm8F1Awfc/JYHQ7yVH3JR0ACLRvOhe6nOzPoZdEso/5kqY3Zk68kX1axAsYPRyQaEAFzVIG7/iqbey2VVj2AO9H+d8FTA7TkzRqqHT4Kqnp3FcyhwlNGg6GhNTE3ggU0FDFAOI8OCqO5dy9WcNp81moQm6xdgW4J2RbzT2kQ4prgGVoQAs6QplYju2nMEJ2Lsx4KtQemvcQ4ZrqXy27DkiFlFkH7vZ48FVplNgh1kw3lcltFA2uOCpH7JTXhWtdFqcFZOaVizTHapsZJwThmOjkqtJ+JpTqzbmChWFxdvtLqyW9XB5qqcnlT6W90YGkz2QSO9OezFmSm02SdStnZnUatlm0k8gn+zS8ytrd7YHcqrs6kp82lVyqhzehzKYOCYNF9hGMl9lO7lUTm+zPisYnDCqCzGjxVWq4S4jkMkIhBDgo5JzpOMwiPaPzKkyqjhkPErC7h0lA2ciNZCLbE6SqrPbKflmqb+21YhYyEajZ45p9J3Jbpp1RIXUukdk9EZoaHwOSY4W3SqlHdN+SY/8AIprxlB6NopZGyY7PdKp1G8eatu3UIKpFrpzUUHZoHMKQYuntTPabBT6T8QHiutaLjEOS/SGRMGLJ9KoWuFx6WFvobje5Veu6kPwtK4uKHApgGQTOATeC5JycUYyVMZ2WzcT5IOu2fHoe7tYe4BBWXJfZXJEZDoPBP0VrkIz2vCEBeQmlxAgonJ0rX0YTDyXE9ycywTsMOb4zPRiFnRwQc0hzY/FVWb1PyVXDFVh6tOpnloehwTTF/BAzIxLVqq0zDrhMqXCa5OVeic/BU3Z7pTSuCcFIy6CEQsM7gM68FTfu4cSY49mOZVRhmE4Hgi7tAqltVODY6HgqtB+F4/v0lMZnmi4+hiA7kRVa7/LI1aLXSp5oYegaqlw6C0Zqo52f5IuTRfVBUhYuVKDdMntzOinILOUNbcE0TKhvYxngFUe2XMiTZsLmsVj8FTBiE1rpjxzTcWSZERZAZBYuPmt2IF9egadJW6QYVgabpTm2XFBypuN8+KIEtOIJrmE4TdCCA2/BYXkHoOijNNfkmOEPH9QVWnduR1CLbPTXiZlYhxUclXo20VJ8XgppHHmpTgjK+1NkCjCeIvKYM7KhUE2V90+Cd2SFQ2inheJVXZncWaO/NFO0PpHqbZ5IuoTwumgFpWzUYlpk/BVs2ZKkGYs/gqAz3UHzDY4kraXmAw98LajxW3DstH9QX0g4b7hHIQnl3rK8j3Uwe18JVOxweP8A0hI/JXvbhzTnNnXgVTZOOrhHl5LYW4iKklbNNt74I5Ck3xcqvsBh4rbI9gf0rbx/Eb5LbR/EHktr94eS2nVjCna0gqWRYQtnqan6gtMqlU7aLbgyE+nqByVOoImE5pzlNeRpCBdTcBrnxlY5w5gJ9MwQp1Q1CqDLJHIrgZVGoJjC5bRQch7aY4WK5LgtooHOQqT7Gy5ghU3aQqu9I1TxPDnl0SFIVWnllw0TcnNwqlU9pPpmYnmqb7HXNPpNx0xuajh6e44c0HUjzCcKLuR+Sq1jJk/FV8NnkNPEaJjXesqPfHZAVFvZ2Vgw8e0q47NP8E+VWbJa434pzxdqeLS1q2fWq0xog1staXc7Kho0+cJ7Tu0h81tp1De5qru7VUu7093tqp7yPFfaTxqn8Voo1TdF3o+COEIyN9T6PAdMBCQmWjNVaZbiEEiVoSuDlTlpJGfj4KltAki3xTakkWVWi7LoasSqU0HG6huIXGqo1BIGEraKNwtKg8QmPEi/MIIaKtSOaB7QWoKpVG7wWLI+Cc1cVmMvxXnyVajbNqY/XwKY44hmngHEFSqy6huu9zQp7HlrgQRp6O+8Lig9rnmmDL5DdPFPLowW5XTs3HRNbwC2XMkLZRzVIGQ1P4wq7vbVR38SCr9r4oFvaTT7Sn2yvtlPntp/vJ/vKp7yqcUY7S+0mRqVTH8NR7CI9oL7aabcVV934I6fU3WELHOLeunscd1PZqsUDnmhiuf7JtVgxQdUxzN8cuN06m6M0QqrItITH9k+CHMJ9IodoWBVVuRVCp2xhKqsM0nqD6xkHiFTqZQeh05Kuwr3k03BU5rZszZO4YQSroHREclWp2IlUaohRLmklDad0jLI8FVoPwuH9/QPXO+6phoRY1gaYAQHZEJ3uqtyHgq59s+SqfzHqt/OqLaZ/bu8ltX83/iFW+yf6VV91nknz+zaj/Iaqp/gs8yqn/6w81V//XjxKrD+AfNVf5B81W/lEKr/ACiqv8kqt/KKr/y3ea2t2nmVX1hN1qfFUuEqAYYB3qLzmE3uXHoHpiEQiEx+Vk8aot5oQmvCpnLNU6jZi44ap1IzksUnI8QqrLVGzwKJ7k0iPgjS5tTXJzTZ0KR6xk80071N6rU7PZPNUKlsu9SmnK6cwpzc02M1TcM/BMeE9mia5Tonh1iqtN28Fs1QB2KHAhUq1Mse23yVbZXe8w5O6f2p7gpr8gmnohRmhwXEL/xr/wAa/wDGnfywqnusTvdYgc2tUjsNX/jHmv8AxDzQ/ltR/lBD+UEYtSYqmgYPBV/e+Cre+5VD7Tj4r7KhM94K/wD2g6mOSPRP1IQUIhNd2U9pyTtVYoWAtAVN/eU3Ed3yQ4eGaAJ6o4DwzBRa6HjAe6xRgSJHGUM6Z8E5phNPFXsU8ZwQqb8oVen2XeaZfE2O5UnDMd6ByRack4XWhdZMOoITHC3kiIlckDoj1rPdDpnXyTQRKZUpmwIOhT6OJ9ISzhw6I2f7xTsJc+06K1iuac7Vd65rmOh0ZK65L7K+ymtzshGSHArk5cnL76b9ryTeB/2pvuFfYVTSmtpJyhVdXFM1jyTOJTB7KbFmhBSoQ9Ox6Ciqbs2+IT2nlxTRIctofuh24OyOCqDtCyBVThopN738lnhCpPLmGZ/y4TsGE7w5rAdx5bPslBhDagwHTgi64ifmrxMHgUWpmtkE77youWHea6FV9pmIcQqRyPgmOysnC6cw2K42Kkb29zU5FO1QJ6HMO66EcnhUdomps5Afnh0Kbs9NgcPWAeXcgmoIIcVT4hUOIVD3oVGf2ip6VUPfaiRkjwTDoUIjF4wjxXNOizD4p/uhV3O/agdwVdgtVH+d6qx2/kVXbGJzE3BMaLlCpNxXVETnPim6T5I8HKtfdcnuGINHcnTl0TPox6J08egnTd4K1j4Iddc2WABj6THd1nMThLwCxhNsSY4RKB16H/y+8pjrcOKHunmsWIFoITmH1dTD9k3CZHrAQ73tD4raKV+0EDbJNcEECjNgnDtXTX5G/Aqoz8igbEQmOTlWp+1nomkIOGSGacG8UdDKtf4ppyT8n3HFSLdNU5VSFtXvStp1YqnuFG0tPkhzU6rmgoR4o9/gqM3Dls4deobclRqAYKl/imMgPkka5qhU7L5hD3k33lTHMoSmyqfBM91U/dCZCbwVX3rkqpk4huveVjdepj5kQuCaUemUW+kUx2qoGkMMYk9jk0nE4CQhUk4URZNnNSFoU10CCdUwcp6MxmOCcz9m8t5afFYr4S08RcKvQibt4oVWyLO+aeDdBUymqo37QTHZW+yU9ljITT/dNOSIW0y5+LcAgNzJQcVZTz+Cd3qMmwnjNCozC4S0ra9geA71tH2XahbNWG6+/BNhU0OK5qDKKPAIoBRlCre8AtsJ7S2w8TyVbD+wuqrt5zI+SqNAtmVVEOyC2xhjtDmqZ/aUfJbHU7JVI8U3Ryd7/wAE73k73wj76b75VNv3uCrP9XnCaNzDilCMTMvj008xfhooWLoCPojuXHJNKK2mj2X291U6lner7sini+IAaJzUx2qBhRzQTMMwmvbOYUZKoXF1LcPwKfs7oq04nIjJU612mHcRknsOF4QhFcUHBPYqZF7ck9us96a5cCnsKKBhcD5qbELOE9hyTalMtc3E05qpstSWk4ND+ae0AFSM0Qne4ne4U7uVV38RVb75VU8VWg3VWMyqnNVOJVRpkOMrbR/GJW3e/wDBVnmXuJT1W4qufbK2xn8Unvuto1pMPwVE9qiR3FbDwetj+15LZ9GOKBypQpNhlZVXSXOPOyp06VzBPs6+KcMrFYs7O+BRGiDQmqBK4hT6fPoIQI6K9KzXWOiY8b7gCj2gbKoM1iTYPNOGRTU2Oim+ZYEGXaHN7rhV8MVaGIe81YDYyECEdE8FNeuScyEw52KeLgyEM0w5BOCc1Tmj7y7lTKpOzuOBVCgw1Idh1i+FbC4btceKOj2nxT26FHo5BfZKcMiqieo5L/IQPEJvFM4hNTEzmhxPonpcHd2if7JB4ck4uO7j8ckRwnoeLXRd2ZKsqLaIj5dDm6KegemCigpVWnkVuARvDVP9pA2noqF+kdEHJMdY6rhZQ/Exh8HIEFz6Xloq9MnD6xvxCp6y3kmxkgoGaCaWotNk09pviERMLOc1cyrWMpwThmExC11KpPJfSF9W8e5OadQtupndrvX0k3PA7vC2gdvZWn7tlsnt0ajfitgf2a4b32TSLFjlT4tQ9z4oT+zKpO9gjwVLmmx2/NEg3apPsp+gT+CdPZTuC5J50TuBRhOHsqpPZKc0YXBAxAjhaVez4nlmm4b9ruTsUGT4oTDm+KMF2LJYu15hb2LESOK4fWShoig7kgTmi6A0qtSzVd7g0NJPJOG68QqQ9oJpQJRAkmU1yDhkqDhbdPJVaQksxgZmEXb1B4+6UWuh4wFCEcwmNMFFNK4KRBE96B1R1Eq+aGohSoTwmyqFa5F1s4dBBbC2c+2EDqCnjRfZUaR8FtTctoePGV9JN9sO72r6RbmxpTvaoR3Eqn9of1J82v8A1BbRN6bvJHFen/xTOCpppHaXP4p5yVee2VV/mO80/wB53mqnvHzVb33dBA1jgptOWicXDCctU9t7Ec1RqaEngnGHdZDR81TyZEDVAfsnzxWLLdPA9DI7V+HQ4IH6mc0EUJyWhv3pjRNFxadQqotVGP5p+LE3szYpw1XWMzWHO6bCPGU1c0yoZbulRuVqc8FUF6L5HulGmYqU8J+CoOyY3yTPZtyUFHRNaEx4R0XEJq5AoK6anDVAmHQnScJDhyOSqD2SnBc1yCpHOmFs50hUTN1TORCPuoe58FwJHitpGVVy2z3ge8LatabfJVJvQam67OfNbN7jwtl94+So6VAuDx5p6cohOcYTTyWCzxI4qhmbzwTAN2fkmO7Qj5KBO6mMf7LnawUQ6DmnZOJhDR/jKxDMLfy+rHROSc1SLjxFk0mxWz4fWEj8VWpmZBldW674Kp1d3MjkmuG65ZJpmR0XQe290I3D4KWxWpW8/isG9See4raGGHie9UDnuppEgqkKl97kqWbbHgnaJs3amQuafCaBlCnWe9H3VzVPg0cwm6LuVOMkxfbT40VUeynj2UQjN3LSJTPcWzk9hUCVszjwVA+0qPvtTchhKz9WiPYKKrN16C4ZqyJ9tPZ2FRcQ05pzm5ghODi2Z5oNECxKLc7nvQJTm7wMc032tznogG6D7QyTcMl4w6lUH3YU5q4fUHonNA62QRAjMKm4XCpvF2yuq/Z1S13BbXStUY1/wPmFQqHtlrvcf+asEVZGLIhBUrlggqoMXWtLmt5KhtDcdICmdRNltGzv4cwmjt0w77XtKjYYyO9NcM57kOKJtEqNegOUBPCAbcI506ngqmRc4IxDinp6PDoPvFToEx3sqifaVP3uipzVZbQD2VtBM4VUb7KcFBsqujlVKJzaECpR1y4LdATpOSZCwZ7wnxWPJq9vLgJle6P6lXw+6EHcSFs9mu3XHL809hsba8FSqujI8JTsOGCIT43kWnJAqPqeaPGUEZXNMdFlh7BVXMmSmtyIvm3imPb2bqRYqFYLehck0wqGgjuVDBFSjUcPeaJX0ZWnqq29wNlt1O+CRyW1UIOEhYxBzV8vJSjCIy6GBdYbrUFHJywmx8EMn9DUE5OCMIx6H2lzQOgVP3Fs7tFROTwhoVVGSrjQqEVIXNHgFvfgvspwdYKmQQ7d5oRxWEwQCBzug47uXFMdLnQSVa+IjgAswGA96eyA/fHD8lTqABvlqnuzaUWO+rCC0V7q/RwKITZiUCBKKBaY4p7QVZAowjdTdXDhmg9mB1MX1iyZ2qVKCPZntc11Jh7Sw8cwmPGYKbnPgrJoGa1UIgIFTknszE9yptYesccI+CpVWyx4cOSCHQE3gmrmiincFyXIo8eiMk8HJPuidM1C4FDgnZAlYc1IWI6plrSnMMdoKi/LPXiho23Ne7lyKB1IOl8k4M7Q74VLshkH2ifwTMW6MvaTzapTxDiqFZsgghAl2FpsnNzH1R6CmlBOCKYo3S5E3ThKAJTOjRQSmEJs2VkFQiMC2dkHqWLaKomlUDPkquyt9bMe9n8k2owlkEtEn+ydm0puoupaiU4IEqYhpJ5Kts1QObLMWUFbZT7cVB8VsdTOWnmqbxLXAhDihxTeIVBkAvHcqIE4oVIZuACY7JwPj0BUzoqZTtHJ8pzT2UOgXRasLZWLWXK3NcU4mycUPeTmWqXCovH5DNPBuxfetouYHgptILu5dS+78DPatJVRtQYN3C2cQOc8VTqbtUf1KnVbLHA9yunhEdBHoFFckPQYUU9puE6kYIkcFSqtsokwgSoI6G+fRC5IKQj3otI0THO5nPmtiqPxNPUv4xuqtSicD5ycz8kJgg+Kw3aViycqg9me5Yk9io16L2u1y5HioMHocwjCYPenm15VQHNV/eKdSdODEeKqvqY8RBW0lkEyn544W2N/jO81tA7ZCpzvt8lslTKsO42QKCCDR36IAWPRdAqOSGvmhmfBNjKVnFlHCeCaQJT2ukE2TcjSA5proEwBzTS3C1p5c0xjS1wt3rZ+oOLFAzMKk1pOLtHuRpnFTgRxW2MOJuKYkwFSqSKrcJ46IObIuEEbwnDRcPqD01G5FAtuwStkqZiEQcVJ62giHOhDisWvQZRlaWQQVskIUrC4FTmqcZBUatsII4FbHUqHdtroU7+E/AIycVtVKw9YY3gLf9rasPWGi5n2vzVQHep4pyMprtITyC20tVaYTxoFVbk1cU0oI8keBRR6CiqwyqkLaabWxWtzumgb3wRHNap8XK5q6t2bIzZX7k1DXPkhilarkgc8ynMdumYzHBMfujdcVx80JOMOwjQGybUdLWkn7SPtR3HVbVGKk7DGUFOEY3CdYEhbTSIwB295KkThqwxwWO7YLUH4rJwPQQj9W4aqoPaKrsPb8Dkm1Dvbp4p/vAp3BSmk5o6FZdALYQwq6EqyLUJ5q86qNPimuu2mSb7w3fBbNXZcEOcPZ/FVGZDGPebn5JzNpw+C5IHQoT2lKB0Txqqg08l/hTXHIKmhzRHSU5cVeyHG61RxRkUbSoGaBGSa2ZEqE0Be6sQJ80SLL+6blmtqYcsTRxK2OtG9gdwKZh3am8nwDjuNOCqAbuGeaJDusa1pPDRVaGLqqpBPinYL6fFVaDvVlbO9ox7p1hNe2RBHLoKqz2UW9oI5hOGnox6b25OVbUghUXhTdjTzXND0GuzUGxlRUQhAhOQJPRLhpyQF3GYX6QA9lqnHintdDqbkOB8kzigio5ocCpyhP4KqMgqo/hriCqZWz6hbFzWy6OKcm8FZPabZcE1+efNH2vJDNBvio9mUTG8jiuosRbRUzBxJzhAs3lqgBhCvMJ35pru/Xktp2f7Q5rZKm+CMXuZKDuuEcIzVJsxU8eKeczvJ4ImUO8a2uqdt7wVSmYa+E2oYeI5qm9u64FOpOsmv4FOpSYtw4IEaFU3jcIngqjbZrw+rKrM/FUniTZYgIMhfZR4pwV+gaq1lCBQ6NFvcl7qo1YxDeCh1pT8OfndOnsjwso+z94Snm+HF9265x3qpGScOKeOBT4h1MJhKk9kHow6J/BMMpzb38U4OyzQ0O8nPzzRGYkBYtVJiE6EDm2yHBC+F2Wifx6G9lwkJsGHKRxTS3gr5hNJBb8E+nuvbiaqRGKi8A80MOrne9mnYM45J4vAPNY8w2+pXVZGFUsSXHii0yd1uruHenfxGW4rZn9l1+GSGL8V7VMwjRfvjyTa2ttOSbigx3oaFPbp0T9QRknNQtgJYg6A51+KlOw9n80DIRCB6Mh6MFHNAoKg3tODeEph7LpU8E3mFtLbB88nCU5vapEc2GEZtWHc8QVWjepTzF0zm1Yrg4k9FOHQ93s/mpzyQMx5oNLhnzTJsJ5lSRDhCMzK4hONoiPipBm0IA5FGLJpddOFk7RQfwVGeycUXWPebFtETayb2cl3wgLj4J9Iw47vJdfeByhBliCRwCx2ue9T2nHkEQcpVSD6uTlcQPJPiSS9vLijhsN3PnK2pnYfIHFF+6W4TxWMXCDOSbUEHMo0zhv3JpzRiwkJw0XJR0lEp8WUdMCZuojFdNe3MOTD2mprm08OgghEESMPyRClGD0XMhXzXBPGXSCLhML7CDystpp+3PeE2N+ie9t1sr8qnnboEZBEGWEt7itrbqH94TSd/ZsPNpWzzas9n3gnkbtSk9VG9qi7wVHgR4KMnaXKxzdRogHiOKdB3fzX2YlQNZQwmT4J3sqSOSeMu+VVdPJA+zdZg3KcfFVW6J/FCLAq1gmtbvR36oH8JRjtIHJVaYOCQg5vrmf1BNezFTdPcnt7TJhUy44G+MppOEhVnO/aW4BbQezSkjLey8FJEtgAX5lWgMvxRZFJmLFNzxQdatR8VTdek6Ux7YdZ3xVUZQqgpzOQU3hBwTm6dBCupKjjzKY7tCeacOyZ5Ig3EdBBstop5PTXsh7jdAhWTblxmM+aLnfssI71A7QKtlCPFQhPQfQa7vQvZA5gKpSO5UcOWYVT22Bw5WWzTclveFiyuOSM5JpOSZ7qrs7FRwW2NsYd3tX//xAAoEAEAAgEDAwQDAQEBAQAAAAABABEhMUFRYXGBEJGhscHR8OEg8TD/2gAIAQEAAT8hIaTLEqGG2arjA6erOGEMYX9FXnm1evkhBshgCdd5rSMF8PmmPj1LwepE/wCSWGiPv/wEadPqJbLmEqPqD2J/5S2HslIuaILHM2ciXLlvp+RCOi6Q2l/MeqXG/epekN9N+5kCvntY7nB+YoUcLjdljUhq08TYWjxrG5uy85JW9PwI2bd/fA6GszLOR6XM/wAif5RaDXA8sxF6/HRPE/Sxn5KB1zJlDATu/wBlc1TXj/xiIrWaNtI16AmlZed5hdIGH0x2MPqWOstblWPGYV5reSBDBE9Q1iOsWY95cuCUvpYyzOCKD0lwGbKz2P5ctEN6Lzrt2YOtYsGobM0CWBqdrz4YfadzbvK9SoDU8bCMC9JUzF945ehcWdvxfHzOpQHtDdczPAx9HZxn3mkfS48S5fgeh9PRYg3IidEfuU+JUdWVlFW7KaDAtFLS7dNx6bxXtRFnJe1R4RlFvJPQlC6R7v8AwXNx8Hy/ybfU+54h7kU0sYHlqX2MFTkcP3LI6i+QlwkKX4U+zKzar6E8xNWG177J/VAmapc5jR8xSl5J+oo+PxBg2szD4aEYehcVLFJeZRKehwr0XB9GSS23aEIP02aO/SMjGMAyg6O5Bedoo627hpC4nfb8cpRfdEOeyd9neUzTev8AeyEQcX2iaLLJTAKSfOZeJWaxyE7kvDjfZhQnVB8osZmiw9BmiXiKeYaRjCzBzFqFS7WzX0ReWa9sPvA27k2/hNp1e5rFd3fZhV1T8mHl5r9So/G/MFHfHtBM/wCn/qaRr6BPGv2mpMYe1TLTTyVZ9Q3ihE+Uzc1Ig05y8RqrCP4bMuBde8YW7xGT3JTuFMGwym31J4V+Z9Eap4YOZcIovoWlwuCcTR6DPqXBkqDc0qaRx0j4l8l6cT8dJmqY+gU3QJHVwhZ0VhJaUll+wVQkJ1zl+dJfMdd3rJX2bfU0IUmNdowVZDoOhNb0F+OXU/8ADyBKj8J/L8xZfov5m8ZcUzLx6C8+j83zwDk2JVmmtOB2C1Os3dZqi/dK/wB94yrLC7rAWdH1MutSbBIPGJQu2nwT5F9zIdfouH+wBODl/n1C29HfW3xCpqqzvlLpXh+6fwHglLDLp5uGaQW8uZo+x4ZwU9d8MER2ZOTZ2+Efd3vG/wCpmrRni52RkYHMZB/J1mdba9yZeZNXoejLEZrh/wAEXMuvUjxTSNjwkLOAGw6k8fTNMWWuU27mkNNgrYdD14RxlluLN8QCYptom1zXrOQ598eIZ1eR0QAsi4LTupiNZ6FzRmG/uysAyt+oK6SzVKVaamISN1ehT9QH6H5Z3dfKpUJX9xlnow0I9YFjV7y8Lts7yqVixrkLurxHucAefZ0hiFhZe8qmhcHY3eYxc9pbr2Srfy/U7/LuxTa2/wAE/mNZcH+JCxJquCye0UBr6zglLbHsxFfaQjm/3YFZ6A+zLv7pKD06/gwQBHNPcylG+hb8fTPDFZrQYxvvcQr0NTRPadFYIbtxvtiZdBr8Q4DT9wm3quZvlwwwv/lzL9CDiYihLJXjR7JhmMJbOOEnSpr5pa9LP3FjmsXzB4yOCRGUrWc4Lc6kEfO6Z95m6JbvkcMzia1Fd6N4fiHwelJhWmtkvLANFG3clB8fdCWCNck6jSd1+FxYOR8Mp/K9MRAI8elS1dNPkoTDFPzMGkUje/vq9EIv10+ooMX1lMKtGryreUN0Kat2Fx1613xSQBRpZ94bl28Z8XLsQXq3fob9sy4wma4pIejat+ZlO6+yVeP9Iy/gcRTWx53CbvdlrMKh8ty7Xj8sTmYD8Rm6ot93HVz+b8wguD3p/MT1gUb3j8ypW/ANUNDeq8YfiCkz/QHEpz/qI7uGUE6ZzW2usuz+YkCW4B7sy6g+3/L6iDEr1X0JfptMYnD1zGNKlLqecdZu10BnTRvrHMBZwG/eODXWRYen4hg9gN3xZtKJsBqwHSyGrH9pAbOt+vEIl0Ts461KamM18glLEp46nNqUdps4XQ1DdA3NaoxQebRt9JSrxzErbrTitqF+JaA1imMKmW/thL+GyXq+YcAnVXijJB2Z2H2jndmGg62gCKMYP5eblEqzZfJxlNIsqkbwT1q+8xiudzZmEXkmwupDN2sVoHWAmaMmNjHPJFHbUHEywrp3TDwS98ehaEAs64DWyU9KLhOfjPB1+SD+/aN3y9kmF9ewGYY/GZMxa1p7pLDej8KlHifXUwsFDxvK+D8FoVF5BXqw+OIXVMfJGYivddPuJ3V/U06Uvb3lFdqvfoZmjfWVqdViUR1TATZDreUvK3FQy53lwlejFjCBKjH/AIuHowZUDTftmuesOm24oIpGk7RvgjNbhV1NqYownVqqecSvi7q+sTSDpYxvEaqbvD8m0pDqDrjRpmYm+FHfkgwtdVgHUeVKxIppbXJuPM2RY2Otv2laI5s5uKKciS2pcuwzdyfBizaxB1hUidjpbvx1lDIt87k4wYu8x0qiCmizWR58x8l43xH4YbxvM4NMehtQmD4egxQZmt2d1Pzj8QEM569yL0lu89qvuXuGUHywHBqBR1dO7/U38eNNI17lDL+m2oOwAfEDEVYB/eYqVYTPglSv8sllpBRC+yFoON43CJ3WnJn6n9yGGFhZ/CDsSQtb+CANvKPsjLWpqfmFY9CEX/hqhLx6H0z6sxWIOfTViIMXCPTmlzlLS90lpfWYkEcqqZxaXBRmWRa2Jk7X8y1XVqNPHEtS1zpde86ZlrNb08QNKDkNxZG2j38IcJ5Ze0XG4N2icMx9Qzj6mD67zb0NY8FKE8S5O7HmPLLQqAKHXtMzIebN4pgPf5Jbhqzauyiumb+p9kne/wCUK7yw9h/cS+82WHI6C925ztvsywqvQPgnKDX1RnSj7RRNqv1zE6B7Edm26Cuf9peP5tKl1HhgeQXAvoQe0HzNObr9UP3Ktd090AWzkrpFm9z92pgw3nprLJcLQTU8Vm9RXShnmt8xKzaKXCLgP/hvo2/4PQ9LhhvCdyY4ra46QtuVBJQgF3QzMbkGrdppHuNI4VjtWP3ANBuMvzMcXHoTD8v5iSoUMZl5gmRGby5cIEdYxUO/qnGR8ymsfCjGcP5usxrWU4BL5KwPB38nrnnhKBfU+0J1U9iX0YyyqQY0e8ztZ/JKReuXN/R2YH2ZX9OkXKyErsoveEf5WhjIXBYuqe9vxANtSdzMriwffMvpLN+AixXeXQZXE0F7TuuHfU+oIw1XrmtZpI4vdRvwxWZPsHEo1NK8bEJXu/8AYTA9GL/w3gRf+MzXNb6xPo59DyP/AJFOZYy0i3gzJbBpNi+IwWYT6nZksjEGPo+h6GLhqzaDCHhQ4mGslPm41OjB9k0TVJudfpMzypdYxk+ZvDWLtgHfv5g1f9LUu234Q4LTeWs6g8wByH4IhGQDvl/MzYpCBNcNn4T7h8qAV3U76TWLRChLKoVVhzvkn8NqQg5wZ0CN2h7sznShDhcBTzcZDQlebmBKqvjE6RP0j/q5SCLG/Jv3/wCLizTK9Vxm8fQl4h6XBlkGoJgv/DBksYwmpLnHEdrug7akNDB7nE0jCbx9blwwYdPQToia5SNQFdqWOOsCeNyb3tf4muQPhXnaULrKOn9EE3klTQL66sFI3L3gD2/rmy8veP3h5jLen+XE+5lRH6XxOKQvjLPCW+8oJ0C/uP1ao+8x0oeuxGot7Q4qlJBch12mt9DxGivQ/hLUdSnxcwsg2wfUY/5EXiICVhHtDq6faOz3zWPXPqsuX6DX0uMuHoety5iVAbjCPL6Vr6PqN3BhXcR8zKJcsp5L9KsiQelRnEYbR9M9JQuqEzUzuAPeZ1GUK+p9/FvGo1jVkeTUZruv0TlKh7wG8BY+aluWrGZ2W08zpAF9hL/BNQH3A+Zj3ErHdFd5zPOHiLr46yoVvPtEn9d7ROWPwYODJj7IhCneCZqtPmkZRWi7c1+ZTdrwctYJsNfgzAe3+9ywnl+GO24NrNLAaP4sj6MY+nEGXFm/qS4eqehpr67n0v8A4WXXoY+0viskav8AE3nmakdMqJEhHD0XJKg2GMWjWPxGR6R3qooK+usQByrtvLao4wU2F3dZppS6Bq18eJ91hvQ+mg0W3x0JiQXVL6sfb7OxlC5d1dhMbVHSdb4IFmrU7vEyi/4XKe/NfidS+am8D+TEcGFfLQS+9vB6pliRSIZd2NhZ8Af/AGNyh9xDZhafFIWY333Jm+K+fSYd6KfRBKu6jwzFX8+Im1ckY87+Y+r6HpcWX/wR1lQlkHPpiDn00EfV9GXBSVNkBvMy3iJCD4phlVpbiaHoaeqnoNae0LTOdXXjvLw53GvKck19w12986RW9ea1r9QJ6joTrE9f363+WHBUlGVddSvnL9SvdX3LwGV+cTdD7XdEaaMUazjyLoTb4DzcrWovtNZ3yxSd3P3Hk/ukt11fsiq11XbYRkBCU0ishlX71DE1JusKStLrRkyVmhbd0uXxaWX4ZnW1uDE6a/Co71iIHbf5mw7BDP6NI+VhNHFS5cuX6kuXKj/zfoeh6Gk2miMv0xL/AOBEdiFbDM4DUfZOJsmUhFNHmE3kckzbhMyvuUVTOIPqFsIFazhmCNnZ9/3LLccJS+nE44A8nf8ASECUDc+5qdN7fhFrjd7HchldjFs6QLBge5/1L+k33QqqnocD/VLbRK9tWVH1bpRVeCNYf+mEMbKO87rU8by84wFOv+Ca7wvzcY16UexcPBfS7RDm5W30k5s034gvr/yECYUd65xCum0fE1v+yTvle8BiW/mpRC/L2mGLXHtCK+U9xhUQw/kkPUjEYaSpXo+hU1gep6D6Xj1r9Llv/wABm8Q0YveUWGoqDRzr7m8BoNJnD5i80f3knOI6vZjWkUIKuBtV3/SawEWHd4A/IQssoOcB4ckfNvI7xymPM5Pw3TFgXbYxys3iw1yrqixmNMIcYXL9YJW5MS1/ZyqLZfzvHsNDEcgLHsbh/XzLyO/qoWtljyymgUKwK2w/QIqg4/bE01GjymYPNoGFRTlzy1md9x5blhUg8vfgkztAJRZKFrf6Q3WbP4i+yfCBJ3GCp5pKpqBFCV7S/XVI9KgS4sqFQ9F9dvS5j0z63L9Lx/8AU1l5/wCLFJbc8yonNGrxxniWxA/wktR/BYZlb874ltBTcZJ0Y3qKjJXM0VvWwr61hj0IcnZmu63HfaFlxYEoW6SgOo95eWRdwvCupvFpZCy7q/5FxnXsY/c3Tumb8Fdb0dYsgwHRDQyg8I6xmztv1g2WCZUyp5afUC6Y/wAk1CrS/tjoa1flOXgNvL8zGDh8df5g3PU7EvVc5mlFuIFMHa9GUZT/AIJl4/1FTWbYVyEfCZQHZZVbwoVi84iro/j6EuL66JpDPoejDT/nExMf/F9CPpXpzD/lM3ITr7RymlrmeR18QVsnWh77SnXjwnEYWleH9wuJIUnAfhxDxDkqfd59ogUb1zGzaLuAbM9Gzkjea1jWJZqaayrtxaPCzrxMinQmuzyw0jKDggiLVmbhf7Wr2lKeq2vLG2nH1PMVFse7MzXtf3K5rXe0X9WGd9MwgG6Qe+IzKCFDe7fBKDnTW6EQFYz/AHCUxTDvCMzQ9h2DgQtaY3NWy7i6Dh1tqZ0tDjriV5+jP2hxcJRivPUqOP8A2Ve29LizMCPpX/BHX/m549D0P+Nv+b9A9XT0ZX/B9S8LaqhacWJMVyXj6X7ToyFwHzpKY7JPzESKR0U9mSVHBf3j4Ygsd/7MSm6gtKvsfq9YGkDpVPV6DOXOmxnH7RWvBNEV0x6eV0lzpgP4MsOLzvEDCsYCb9o06v8AUuNcS/F3A7GsAxOD2IrAcfiZTK2NcvSNdzQ+4+I+Xnf44huBQoerUDI6n70PuUAdAbzFxcu+sBEvQOsOHkD3jaf7mtLBH/3mUAGaekadjLvC+jKlepr/AMBNPS5m/wDi/Sv/AJP/ACyvVj6Ev0HWKqhvW/iNFocf4I90dsKeZQxa8AlpPNXvVL1Zq/K48S9QlPWkqsN+BTSNXl64snUmEEjV70GV6TqUy/gOIYvsOWKK7yrg4m4aYgfTwv7YLDGK6ssXLUeupgZarB2/rltKjkGZlVmXC89pyUq/nQgfIe0w+EW0k32MN2SwsbVn+YlCl1hxrN6SjfFr9TYtx9iIyYzHE4NQCqgm2IRBLGI6vbFlQ09GMP8Ai/8Ai/8Ai/Q9D/56CLBthM+l+lf8lr1JeGuSGmSNgDCblVTCbYS3A64bxsq/dCWvaMVbayNw+jrKZnUaFsMkBc7v4JQbPW2cxb/7MeWNtwQS1bBoyxnDFaIoA7/1RQlrf0N5cysc1F/lmpdBa5jCL8tXgxA6GAuumhHs3vfJ8Eyp3dws9ib39z02mE4CXbsjA0jNjWWCKpefzEXSVDLNw01Q3Xv26epmPrv/ANV/2el/9X/ybitjlYmhKCDBl/8AFw9MzBLz6JALqMxS4B6mz2ceZvAqBr610H3LPOa9jpLP87di3eGrzMWDUOYCtl1/kstrX+YuZHd6Y/2bZ/rMWaC+AMy1PRQbGj2lnhpPOw8RtQLu+0AwfVf3aArxNdb2ti+ocdcfww6MX5R1OF4+iYFvn5hAHPXd/wCJRugf47sYJuzUv7ULllwY7QyL5QI//GvUP+L9CXDP/B/0EFEZqwlx1ur9PMYf/BiVtEYYDBAlCD+DmVtTww1f1AY8WyBgIreR1D8sC5ccu9R2m7sblbQ46wntwjVZYNpX9rDrmD2nYP7WWFah6+tTVnsebhGx5bL6+0E3IfA38wUDdR80dLyr+MEN26/Cr6m/1s1s/pGFegiyNax30JU7/wCER8DX2b/EpKGbR6rMYjOKqIv2T9Tb/pnHq+h6nrvD0AK/+F+gtiY/V9X/AJSH/OSDGFhxAYOs7sPBGJqd5Zlx8ssba9A1ekwqobriamMh4egp67XLe8rYxpaY/EVq+rEuja1lo3gHDui560eu74ndZmvsOm03pmc5H3YKDyOg/qRAGvxQg3sueY7mVDoZdjSLUXZMYlCuPhhMKqwq9YmCaAd4UmJZnpYTMYelMr0EX/7XL/7qXRFl7+lUoeufRIP/AETf1zTVWovg3fExWnOgKlI/l6xlKF7bHeLXa6n4jWw+dWb1YOX5mdgBjr0OkcDxsRsay7Rw3h/uIha5Nyp3/UzKVoHHx35lKVjr16RF2VL43ILV1v6DWaWXX+mI6p7FaAM4vugt3fll6uGW9nuzdq2/ERQihfLuBzuEcoONO+k1My48j69SHqy//kw1h/8AI9MRXMkIGJl6Vj/ms/8AD6h6WMJiqxL+bvKsP7esLW+gbRV0scq4jY4NOhB12bxar1YTz4156HSJSNV4IKu7t+WYht/s9JktYev+EIBZaPLl6EXJq+8yeAX/ADppLHwz4Dod2ElpP1+BE8NYheIPOHvHp15nZM8wDrNR0ymZ8GHsfmIhwvYigu3BGUb/AJwluPuBX7DFvtCV6HrtD0r0f+t4f9H/ADfqwJcr0KOP+GHqw9aWAEYs+zbH4Ihzl16/5HebeoXEet852IzTx7Y5ekBGCzlL0fzBBb18iC1l9JUao5/h2hjSs1ePMoHnUeyuGWa0a54JhD/IA06dVf2pWpaDweP2hcuuTSJiJw1mgQRQTrWZfBG/6hrd/l/yO6sv7Y/dwrTIXIG2Ms5Z7xGb1ZVW/wBkqdN8XBl3F9emP+X0V6uv/wALlQPU9b9Qjj0t/wCNGbel+j/1cC5hDFFX+bqwWQqaANiIalwBGwy1XoQakb5tAVT+e8sZgar+OJpjQ+72l94Vu47c4VxVvX+1jnQxt+I36a+BK6RppcA8J/47solLBPuPRL0Z7NOZHdyV/rL0HunCtnyPiNRbue3HmEtuAX9YXLnl4I7KkJ9vllbauvDj+IyyulzGWW72vaXyriatmNr0Gu9elykGX6PqY/8Axr1fQ/4r0WWaQh6satISvXaX/wAGBBOPGAgKCnf/AMSuqZ+0pFVq3XCV4UbHAX+YlsSzd16npNdLsfriZm/+mOWeJpgt89itXEvoSso4DYh6tV1d3X+yjJ1NhE1a94V2O2j9w0UaRq/28qVo036QJt3q7+HQi7g4BlIXeWtDd/UOmMszgho6jLpwR8F8R+WsVmy3lBdxVKdAV8I4HVb5gjVxOb0SnaltShmoi+twp6VDDH1fWvUlf/S7ECBK/wCHg5m3/FZ9KS/SiZhjcygCgiGx1S9UyvGEUuzvBNQQbOXNX5TPZLap8yxxkdDqxbokuns36RWrYN2aAG0D6xFNH+HfmGuUwajbglKumYOoct8wkdl779ZgICSl2Vt3iM8cG/eZgu3htiasGVjQfxcrV1af5MV1jQaq0EbF13wdCWy0rXh0Ilhy6+ZRv3HZpHd7R8Y/cwsNPhFy6OvuYq4lfE8DALKM5e0rLmhndx7S3/l+j6bzSP8A23mfV9A/5TpA9D0qV/wPoJUxMNPQKzQDLB18f2iLZZMoSvq1lSA6N3U7N0oUOT1L/KjgP1dIGcDqlgbsVnZW98s0xafait4RrqqVgfuXAAcdTlj86X/O0UQeVNa4P3ESMGBoT50BWWgwQ/yesIXZXF8fiIodB2OXvDYcKf5z9I3T8EUnm8uCHW0ew3/U5Tv2viWOq6E6YQArnD2MrMGjGHtMpLoahKTGFu/eDQa1MoLoF1/2rjD0ZUP+GHosv03/AOtM8QyNZc/+Jv8A8toTR6CYst5iqNGYvqC4ge6HLKL8tsRWWsHsolFZ9teV9UFLUw1aP7MGS7irEA4AUDsHSWoKNn57xE0NuJgMHkwZkBKGA2M78yuA9rs27BLfnKevbiEc+9KfzEAZ5z+EZraDwj+vEoQ6eNnYSzlNv1MQC5KcfqBC6witXk6b44q3vEJ0QpjDWpbXv9QNGtH5RexiBuXC/ERTQnvV+l+ty4Mu4Y9K9D/k9MypRF/5DJiOSCLHLwM/MLKcYA/iWQrvD8JkdfgYmTrH0k8QpT7zI84/S5oXY/tDLirHButmf+NGER1hw3BtRH2DuxbBfxqwYClMKbrMJmhLbmvWXk0PkMTFFwHeBZSIIXprLewcBrrpfXeCnL1OrWWI7bqzv0TGBfXd6eCZkty13ekfRqkUvBoCs8D/AFRiU5Um79OZnEbv1oHQj2+7dMdu0AodCNevaHfduR0x5+o8hMfvf3tAtVbfc/uaMLrl8Rrfz32bx0pdV3zqxHl0y6uWBXS32m5J+XSFSGs4k1MAuMCBMSwq8mh3Y3vP/wABqWPrX/NYhBzD0v1D0HoVwBDzeV3P8qb9ZGyKomq3jjB7syrXWJTq+hBsjziOEbG1B5mXCV612vMamTWLrToT9i8fiFVfzcbd+YbRMc/oQZxl0tfvDi52BB/1X9zq1oeirBcvPo4qSVOtA8v6oPrWo8X28ay5jQfdh/SDllHl2JgglDg1bsQDeDDhrRLOM6PBjYZawXR+CJ3iteOhKjOLGNn7mbqipevecifwbHiFRTOFoP7duke8CrWNjnzFDGPlGu4At6zbbGOCWvlz5a092ZXHW7wNRq5LFHSMVWD5jHzUxg67z8kzKX026sdJWz/vPoQEPR9K9HRiuMsqX6ugEGVR3o/SaVIS8X2hC6TLtl1gKVundCcdn8PMQHT3XCHJXSNFIuWMUcGj9Bjo98X2IkKFVl+sKhCmhKr2gWvtWIU6PZgWj0jlj2JjXhxHFCrUr4mSgHa4rWPq/qOBb2Ze2w9DQ1l17ehNspfel8IsLeF8qNBxoeBggDhdnRe/dh2ytIVipek3GKuaTnn02GUXAUHOlEqu8zK9HEa2vQdZqiNb9wi2vC+kxOU9WsnlBYsp4BtGXKYKGhBWjp+8sRu35qKVKHBcwktp8oIQeBlrFPs7nmU/SGDdYhQdNWZjnVEDwCviXHa+6HQcXl/+Y+oeql0TLQ9EVt3lt4MuMM9InYYp9oitXPC58K+QqOl/Ypa002lZAnOfiBF5zEBuszJTOAa/umId1Lv3uLz7UetXqyxpH+7TfOoHEz/vArfaaA/b9yqUPghsHuhi29Qky4R5YfA0sYHRseZhw9VS6D1dJS4QGHM2TLPgVMO+2X3TVMNa54lC3XLl/UIIK3RWr+pV7jzc7HSI+zlN3HeUIANK0OCaPBgmHy1jf8qVQJo7Y1gXTstd99S9NzP4E4RMz6SpJ/W/2IuFftsABe24vv0mOJdToSgcL4HVmgMUB2NCULYmijEdpvpnVBhamF8u0wNcukwadfH/ANliJUSiLhzqXmNGPnKwTnmaSKmn0w4G7pd7I6zvw+0yexvMdsIp1TpJ8WtZV3Sk6VmKTbZmXNpTcFlbuqd6l3XXmAcV4M5jG0ezFGiAoC6BUyXQgqJL94h1i9gx6DwVBNnvT/WkI1graqqVMpb7dTKtbzdu8odIxhZpWDSHG5fGZ9PKibqXoaBKCVkdq6THpY7L+53tzei6eUss9/6dZbOAMeIiW4YTUz2mRl3R6rp1H4h0CpdabXS+5dbSOx4mp0P/AEY/dMneDrHPsOO7vOkAF46DUD3Jb53+0R3Fjx+4HlLY4mnjvMIIIVy/Ua50fpMNL7Qc6NYahp+CZldcHaAx8/8AxIR9dNhrQZhZiFgdP/ZcrBdpwY2il7jqShlQoFV6d47fwy93Y+Qx6lGMMrRcfzANDF7RXA9sSkKK5LmUqw0uUs+KDXtEiX8X7jRoeqQxn9/5mqzbV9kxoe2I4A11Gc08ppL7v4h7D0qSkXfBPE4/lrLEHQ92DVOj6RGlQFJgL0lFGlNxrbOj2xKSZWh7IaHDHXrMCtfg9X4IkzW4vPmYDdDoTpURmoWxdG1W44W3iZownjHXl3mlA1Lt1esu9q97qxGX3afxNMZu91fgiPq0/HWdyL6t30IdHc8s50L6L6n7SsG/WA2+7LPZ59ExnlgMk3nLEvO+Capv9Qmun6/+J6X6ZNwQFAjjZrF12zMlh/sw4VLQvLuXNBuXDMRrbEKR1FyO5HKxT8tCnh9KgM48btoRQJZcdHztC5rvA2QoW/Car/DzE7nz9TUKd1fc436CTQvDkX4lmwe1EcZDrItY+iVB9kUyu/SBgcuAyOgTI5DZz3mnhNDxgDaYqZTKui4pYzQykK/OBw3RFigT/eJT3Shfn+IIpja+HHfebbb+klblGnl+YSGAr5gx7aj7AOv1FMZUBzNjryxpEVoV8/qVRq2Dq9WGqbZZS6a5/wAyxRXR1ZYCDY4/gbQptym1tmQ+wsW8P5UxFjgrj8G0U8mAt1tXMBZ2vy6yxSvmUPYMQunLWdC6IIrWGetGr/8ALMMoA69YhgXMmYZ0TZTMKCdGE5EeYtK1aPM2+vx/kbeGVMjpMkrvbD4mPHV9rZ8Q9Kg4tI2TNvxNWdf3EtOTprNcYb5PqVRb8fwm5fw7M/CWdToPB/rP2lL+Iqq33/0ln5LWaoeFwDku3a8EH5G6H/kRhdRl7e/4EtnvuxRiIU46EwpzHcNI9t8wMTbPeLaWfOJR2JWZlOxp+oJNNdwNRxcaTmuZpTxHJykU5WAwJlwGg1/rWUGxNaLtD564c9WEgxr1d426Wmv9tEfGehc56dJS00YGD/yLqkMODrx9oCpa31WXexjznsf3mDDgf4+Wa22Jd3X8OkWvvY1VmBWW/bicybzkLfxK/EFCKIWtv/QtoLtUvuyqM3ixbjVrNAjOmpmYjG3C7yNyKmFNGVEXh8QqrSFS4pZo/J1hsAo/aXPAs/T1JUqf+hRQ6kVulWaA4s88Sq5tsxVBRuP2uEU9Sh+ou+YuvxDo+x+4pY/Wv7mxn94i/Ak9yELLv8v4RWeqf7EM8XBr+5scN+YGSVtQiN/E1gz6ChWd+8sBx9zGe0x6JhHSuUpRn2zCXWPElZxFq1Mbd3P7lsW4oBCKRPqdTwRyEGdh4GxNR43YYHg4Oe8vE1qvt+Il/iI3r6IXYmvMHt9B1hFVitMpyzT3YPNvk+sWuK6x3vld2NVtLestOnWIjkl/MqYIpvXEum4eraAlWu3EHGmKnc1ZgFq5lLF+gU1rAbIGPRIwkIzeGiYd0t5II6xvA5edyYNYO6E0wMO4x2KOSJ0YCuhokOwl9aajrUIUXLND3/cp9KleRfBbD+ZY0hbMWRsNMdafaY23e/wjCiv4+8a5/L1ZffEH2naGlUfU5/u3NqfiWbUQo3Os5PaY8Rxb4joVZRxpMt1rjv1mmqutZRmXVrtA7RwlZf5nuUy3OV6abvfiP8ZGcGIFVEvn6vENsP5ztWxDZdKhmGLZer1ekSqQ1Pbl6Rb2VkTju/gl49aXZosTY1uuh/fECdoH5YO8kVT/AAcvZHkAJQCgcBMlEdtekRKxfz9p1LXVK9sBnglw7DXkiqF67pRMzGDpMSasWCxBqpz+YZ2v3ISoGfQUUTMSDMEqPoTUhk6wA2synl6EGanhLI4R4f5BWKtIYshVTC7icGu73JqkZpqeJcsS+mM7Tfz6VG0LS+HgKYtzyT24nEZik6THpgeo+ICyM6j2Jn4e8p5Zh5gEl0xpGqx/2VW7lDvHqWzehBV77dJehvMqe3oLajn4EavmVs2/CMnFV+SAitYXUdGK56Isg/kfohe+2cS2erWcu8vRCsxBRoosvU/qKFFGi9CbOmrx1evSXvA/2PrMJW6f8L7R1DegAe1BGYvee2GPoiG2/rtGDfs46QH5SpTaCkFiOdNIIU9f0iu3P6hh1pl/BBF4H5nQQHV3mEoeitoquOVZ6LP9U0isq1ZcqJ6BAhfJrFuK6xqOpzNVEdt/9jdDaCvDbVy8Shzl2kqSjwwKywdtY2BqjEyp0szHKTAT807kJeCxIEGJew+RjYnbMrR5HZmastWjyB41l0v5iZ6DoM/uYo/KkFa4+YhdWIQXB5mrBDLSDLqhhlYXzKRkvbY59CqfaK83ppLt21KI5HjEpvx+PSNVzBmRO/S+vQn9gWojIxc0pU6RNuzT+/EoL5rt16oyUrsMzfoaRjH81iQB6sVUdlAtthR/5iMsfs6R0sK4q/iXdju89CMUo2vaHN2JUXzpN3zz0loOkP6m39RnSiwtnpe0AFeL5ZWvr8xLj+FZrxyMZeCIlAwx3jEyAcsMT5SV7ncJ9R5hmi6FcxHx3XI6Mr0GsLZiqZreIFd8kstOOjpLTOqzCmukA8i9HtFegYZUteekQ8gOkosxL0Z3rjehKF4+TdH5jl9437OcjQN5fYhG5Tq7ROoHmY4wR3DQdSHz1223IbLTO0oAStYimPBudWLd/dOYRL6yuJSUZgmntP8AA5huTMpu5bzE4MOu2kwSrdo19WpZOH4YJ4MkXaMrmARZZpX4IYyAeLq7yjLrKf70mUuFl5/yb/PG/QjUUxKanTjeNdnj/IHBszwQTN0dDmVIcdesZS0lBaUbEpNddYLexp1YwbnHEKzQjRxrBKwH/qLdrcS0CduowUwR1hp6BOsHpBNdlFTptBJV3VhtS6OUxbiWqfm/UwZhGMenZQYVTB+YduEl9Q0ImwBtF6HEIFdAw+8UFt7mI/KOjrBBNGxKbAiqN/MssB48MTXSAGqcH4lGySxtXPENGirKEw07RnJ90Valabp4ejMJTDcYrBVpZMGz8Sibe8OlEpivMOCY8w0uUBpKvJ+CVdWVFeeNCAD2CXG92fBOfH2y/wD9iMOd2BZWwmOYEV2GrCTiZgC10qcMOv4Rx7hgC2nQ3jAF0NXBCDo1vwdeqZHVfmC1a4++3SOBqntHdxBi2psTRMwvD7m/p2EQ6yGuDZJqX6JYdqOmsoavLr2gzpl0OkYXX/E8QxAOtQQtrBNIQjrDGfiakLm0YsRa0C/MJjKR8RJr6A1FJmWuMQdj2bOzLfSxXFR8jTiFWHcE2wNo3oAA7QLfQx3iae68wK9oPyTAQ3itCHXrM5q1fEH3bK5p4WXTfNvhnI+bQPiVRw/hbUDoGvME7HtLDS5kk7mDSAawDSL/AGspTpxGtiVdfTk9o534Sk7yntHcf1wCEz9GLgV64Ysjp+qO3DSOr5B7TOPPWDQyuCDYJbV6vSJxqWtt0lK67dYR/GIBw678RW4dP/CBdhCB1dWMFHEuwNCUl1rgmDuIQBK2TBcGrsizZ/faIWref7iUocciJ/a3NG7ztKbwaaY9N/Swp1lrBjrFrFXpwONajM1J1/HPoUkGPQKOI5Dn+SnmlvNfUspVutAuihr3e8P5X4TLDk4/Ua6z4mWeNXZiQWsQDN1hsrAOUSYNFW14lbBp0j/VGjStDUujDq4J05ahIOatqmzATPC5ziAzHKN8SnMU7dMS6hZAgEoZinVm6w37wA9pizEKuJ2mbhxEpT7NwoNaVroR2l2h8zULd4wCWOIHgD8vcl+hwNnwRY079+rD7oZOdRxF0j9EIcWdvyZQLdc3DQddJiq74Vulapdmmf8A2lQbpzDdBp8y72l5XT+/pE44DLwTWjTgGnBEr1TYpc3hHSEuMGXmOT0sD06O0xcDDbfx5hfn7iys3OOLMFwlMFBQI0CBXTslWvJjWJvUzFdJnPJzB1r2VcBKpp1XWXK18wu6XVywR/sUrq/lR1/cZ+TySvYgMbvf5OpJCL20IWoPT/EQmqmqzccAVHYXv4iirWmG2ZdNxUg3Fj0wItomHVjnfslrtguLzmFTiY+GZkjmcycbpFgru+pcshE90JuluL+pqEsFvG0ruCvt0S/G9Liq4caKGg8PyZr5He4g15EAFrpl4JomOWNArr8xamuxxHt33gA1DrBNU1v16Sn1fiNa4MBgtAJp4nClurxCDT/kTeanptBgqDBSkcMp09+XRSTWNiGD9gh94u3egInY1Z+LhqBuj4RYLF4ZlDz4RrLY6wPJHiYi7zxGrGNuwBoXGfHWBLfVSy3h1J2mYoQvOvFZ7BEWtz/5+4QBN1VUiFMDl5uNudhEvN1rFxIZdUFbxsJDuRLxpN99oHEMdWNZlQxlia3iPVGrHzrTScC0bqYBWCOnD/M1alGo6bDrW/QiUYDq37mG9IVl392Nl22mMTDtKF1vxP8AY1bnfzKq1cxpf+MXIZbrM42asw4lacQUK1ghreM2dNWZ7TsS2g+I6Igt1dWFAohuVxCpeB35l1Bb/fj/AOAwYRyRgwYJKJyijjmPsdJn6ormEILE/GXLfMxh5LmFG0wdnSG3LGJdev8AP3mCd4H8x6IuVUETLBWrnQB1lKcP8e0ZpZaN7YYd4aatdIHF4gmgiZfWEmVgjMTsmxL6w3TP19A1niZl8RYM4zAD2fMq3pfgiMdfyzBtS4h+ANEqdiLSZlq1eZrvzoEu2e/fxOyRE7kBSmdL4lqjWBnQNWUG2jLNfAxwzzA3rMKjSum8uFtHYvHWPasuzsfuDoVLvUxKZPEo7sWvTz2/30YRly4f8YgpgwfRbis0YGMxHlzUwKiQ6+pWnmGsNetkuCmuEN59PYIiOmDUDdv0OWX/AGdVf77S5AnvCPxiawq3oMNGtw4iGo479IA1iS1lUO8ZigD0GN4o092A6maUzE2SHWVBLTGdffQjNN2uYWBlx4ISBYCe1TaOwiQ7n8xYtzl4lHenwSqotJ0v2iuJ01Yg9GrjSq4NYzUfw1ny2OkJa36mhiHXf5m1lj0urGmuqL1t3YViKvQ/M3m4O7Vpv7zdy+6WNO/VjG7cXP8A0R19SEcnaMuDN79TilzcSnSzpz0lFegTciUl5Dfs2uBW0MWeL7fCRlrN0sPGIHUuLDtjZ4J5t60bXBy8KtGRQdiAL5mA7tnmMYrdBwtvKARd0nRExRj9ky0gmEF2xzNo8zB6wBtAjVjRfglXdAUAw+/MQ05xbY5mhoq2yO+xUlg1YWGXwJzFy10UTvvTMt0m/UE1rhawXGw+8LLHaINS+DaY41RqNb7QoYLLP46RMqpf+H1FRftAl93STaKNj8sx26bdY38+IkqdFNukW9Ku2t/+L9doRg+lw7ypcuK3FblKKlUHeKh7+k8obzJem8PzTtOEBFr8kV8zvVV3mNS2M9pNdrw4B0HSDVxc3kPEYKdd7NurnWESzuCIZ1IZmq3QeRlxdKTmWJkWR2aWEZ1uXGkac/UexB4lGf5m5mBXx1eYFOozJut8RUcGr6SgvDxHwrrcZOjH6BpE2HL0Ud4bitUQ6WWa12IuehftEo6qolNI4sdiHY3E653Za9Ym8y37MENjD2jD6S1z0y6tn3/ksfb+pV8d6fDvMlr3aiiaUbEf+H/glUwhOjKY6y8+hhhlijBCjUPII+sbsjrEpZoJvLdUElj/AJBrI/zEJgnnLS9t2ZPo6jxjY6Qxw0peIAqUCyaZZ/qJnL0fCXp3l5sSw1p/EqlOI6xLf/zlEiDVFTLMHWXdogWviD1ZxuYCgXsbRKLp/fEEvOI6tEqv4Iaq7CFiXerrxHjfM31hp4itIlhsKGrKjiCOhCg/LBs+Ux3zAa2g3z4lhFl6aQVXjiP3nBuvXtNSwsHbxChjdmUwZhLYTNR0rpL4cTCHn/N48ktXiaIgrUl5hZeVa8VxH/4XmVZCGkMxBo+IolekwzDDTk5ibHJMBxFiHEvaDGbV+NDzM70dS/Uau3LG/B+UrBTl+k5wh1O0xD1gtmm900D2qIKzWV8E6vfSHEwBtV+UII0uXClyyFdJoOYG0Fo8ygylnM7A5YQsx1a+IdMDqtWYOj1/MRw88w7z4InbV+IAKw5eZwbFDgll9fuOyt8L7v8AU6QLsUhSnhisb7kGhcQvB5ZfavvMtM9WWttrCLYl2AzzBAyT7oO8Nrn0dr5jaw2zhF5Bz0++kPIWNv8AayoLF201gNeU3M+0DB/JXrAfq87P9QLR6nIOneFLpaFlr0/cbqUHK6vbv/yPoRhmGI2hAltEzryxLDKfSB1mAgzZ6SBmusoFXfQmZU2F0B4j70nP5lfdhoqu8MFP95jrAvuSgw1RhkXGWPFV42xK822x1wXMOKaU27fXrEQNw6ceY4s5ijVXALib4z2mNwfLOiiAW8/3RHtmZLfdROYW7f07xu4pby8RyS1pm0oe3EvYgVCDhgKuX9UeQ2XGaeSXmWOYrgeWC3W4eUB/yWVZLKxibAwY2Lu6qzmLeo/3A60IAUl3EwpZiqnPJHhkYm4Qcn7hmtTl0OusHTV1ZpF3+W5fzWFuwTKXrr5jfGn2Qmc8Ic4uaMvs/wDQb9H0CyOojUjuVY5jHEpGraNslUsQWr6L2QVnWGeOsraHfEBYgKW694aUsuNJv75lzBV1iZQPW4R5r63DQp4oHll33euHdvHEMjP5gxdh7JhAF7Q5Y3tsOIqYFPRixTrFaTUsYw2+sst6yi8sTsfhMEpfggpm6RvdnYLARc270OJRq9prpGscDVgVjZDcbgr8JY+54ZVFeem0uxvLHM6Z2iw9AVYAaBtHqhmsSYhnQyLd39zbgLcXKxFU0GF6eUrq37bHmMSmylXQe8yqClnaUYkNXR7uk2HQgAvzDN/28boaNkv4kdE7YZp8AmVA/cQ13cUdiV6PoRJlKjBZCh1lWGDqei9yDTZ1iC0p6KEqEA4JsSxeMTRK3+kjWDrdDZL1hzO7CrrUzVG2cIIiPRmfiLJeGMPzBkA7sI9yaHLA0q4NZmL+xeWtuTDmWOpfUu7DFwacwzG5FHES1QgcPdhnLtpHb1+ZmFytUVzvrEGhjeujMQ67yqG0Q0pK4Vu6xZtwuwr23Y4f3o3fxK9238wtdn0XhW8fGJReI/8AmNdhsnQVlsHd2g5bbO5KIyzbiINJWqsL3hZXTnvLJRVFMsBmOkHPbPuy5S4VfNTLSjo/g/MFytqwF4Ulu20l7diax4i/W3WmEtQtn5uNQNm5fPE1WhqNC/5L9ah6V6n0EXYBWOBwIkEyqhFF4U5CvKG0Ka2B2TX3lguseI2Iof7eNNVh2qVGRjhhhv7r9RCUbPap+NMSn9a5U/hL8GGU2GZY5o1YsadrjRUogCqDioRZYXEzOT3iax15mqI7ZhkZfEJj6zE2FOFzC/t/UM4yzURy1zsbwHtwhGr/AGX25hviWHo25YxqqNIDIswtw3m0LYK5DyMoZQ7nyQaTW36kHpXzMZYxgcw90hPQBrMdP8WdoVAMh4t25T23vwfuVoFGuy7xw2DYy5ZxchG6wd7OFgA0r5qV1kNOnxwTIXderPSI1AeT8bSqHrautwmx9t/Uy6W4csyRPVtOIL98aq13evSVuy6TeWKK2zJ+/QlelQ9KihG8yRAqICJmYm2pVwTqmQI5wPmAAxNf5yxMKFp1RXCremUvLLQPlG1NdtmFu3G1z3pzUzfkYkKONiZmtPNS/HTuYBtNs6I7WDXmdeYEtuX0HPdlw1GN4MTTk4mn7Ijb422/1MX5X4IgAY9kt0yRbLQmgl9Yl18sRl15luMyqEMSg8Ge3NxLkZY9192ILrC90un4g0Blz0n8zKP0uzs5lTHVLMNhBq+BxMN/Je6XrIV26AaEvRJsuZa6O3MrqbwleFitN1C5d0/EE5ZzrU+EyIKhT+2Z3owXgOxLJ4DjGp1gvir/AFG2lTN3Wktnv1FW73vME4zTHLe0uLGheRxtTaD3DB/4yy9XDAyVjkbBqBu1FUaxjpTg9TX1EyMD0WZujcYY4Ra4gzGCRedW8nvA0UcTDnzX4lvV4cy8B5GD3g91Ncgc1rBx2TSUdqckZZglDDXMq39pRK0k36S1S/RB7Qy/7B99e7qzRArgIlUoqtiK8/MoarMaFxK21NprDESayWzQ9df7maVMymDV2JZi7ozbTNPmohd4LstfmaAy/wCCC46wkN+78Su/Qv2joTB6Ynkf1CcT5k8sUF3XcbuAtZXvRaJqcNlzpUQbubB2mEVeNTTeolFsp3QrfLu5mQLnaGmW7ZrtLPPnaPQK9Wob0td6uWGkhNLUfM6EAta5eJpRvW4MGa7csuhRLA36sVFG546dUZl0AcofT1Jcq/VowlRIY+npFegxh4fQuytZ8+ISI1obymRuJFH7RepAqi2UC6B1MiaA10R/hMIz2vee51b8ax9nuEvIRTJb8RrtCrYv2N6MExp5qOeR2jDa8xVab3YsMEoNgviOWru4hnl6FQlLDzBXRQLMSsLLp+WNwCfwxHwZAYjMTmuZp+DmGNLX57xVy7q/5FzFilNOgmbedJgvSbTD+np7s+og+ks11MwNW1VfuAGB4p+NJlVtULj/AGICa13DrLOxTXZ2jnS6yHW/7SXoqhWvPR3YGiAdzrDHlrOC3sTEBRcZdm9OZdPeBiFKpnMWmdmNkgI1rGt+OI9Ddcin3BXOhnwGumCYAbdDRr7ldSnAofldo3Rkuyr+O3/RL7ypyQ2hh6KJgnMqmG2E0Rup7I89491L1XHoKQn0TBYw1BxX3mYnMQTz+JQvCOj4vSNm7Ssi+Q9iMT4yGoco3i6ck98F2pdivhBV5NWU2mOgexGRkHz+yWulCGnD5D6mgu5xR+5lHuMOmE5CvubAfNhW89Sag17E4SdgjYM4wj2ahQ8xnUymTENDN4h4FvOnUxnUR1HQ4IWOf5sTLVZax+IbRz5GMi6dKUd6FyryRAAq1rS5u0Xln2t+0OYUH96ReausmB7xAA6uK8S5uGhfbrFSFcozTeX6QLDh5QymvCd3mpjXnJaz1qscXGNDQQD5jCAGMHeXZBIZw4cDiCqMBdbtbY5mdcdziDsd/ZhxpiDECw5O3A6sQ3PNK+HN+8QprGiz8aRcDuteurV/MoZYfUhMj0YNStyMfEJYWhDn0lBvEYTI9aTHJKcnZ6SvQURGmCboOxnrDSvQzpFmVw63xNP2lIayjZmQ9xhhSty/e/tLpr1uZNkOJrpguZg89shmrO2CwUYSLWTtMK77xG2ZTCTUQ5aQusfYJcEkDKyQavDB4GOf1CU6v5mVJlGLh1fiLo58xpfKCcbYIv3RPYqO3qr30n83DBs4XL1DfBHdUZjuuvm5ofTCUru/czuJqXh01mWRGEceKlahTS7J2uWYy7ZikbzGngjC9ewv4h35taXwx660s8/ENzcvXez70gCJ0PYE0/UD3lzSt5hCGmKFuM/UKMibHy3jsjdYTjjvFrFuBZeU4mkb6GoadENz6VV2kNSgGmH3EeOtTF304gU0MnA5J0YiQpjSC36FcIu/vFqQ01hTDWG4NsWioWtYDENhjpLL9tVxwzAD/wAWhC3lj9dpXW/LNLJfb54lLprdxqa3z+5XrlqOodXpmBX7nJANXKTQzqoK4OczG8BDTDd5Ubf5vALWnnVivv3YW5svEx7J2gN7g47sYtT4f6nVm7F7TVaTOtlP56SyaAY/AljVd0rjcuZVunRMiYzaEAf1RFP7WG7cYnbzBaDlrXPLxKcQ2yJutmjN0m7rmUBQ9pVHN2lV4Hd6QFYNjSDOBeLbeoEB3w39koXYVor8mPRV6jcdIYBg7VEbSwcfxL9cna7WATMUWAPzgZe3kLju0zhvmFU8m/u9IsDtA01wkQXF0Q7A9JunO3/uB+QcV8je8rjT1PjvFKM3SGx9TlKyWQBeX1lV9IhMwPoBIh5qk6SlhXpLrusUl07cXFattphL+M0V/iLReO8GJ53hXuvTvNVnF2la1keKZfkFtjD/ALH7fCWNi6CX1Curj8xFyl6HuS3V/XPPEYYVvu9bzFkfEv8Ad7tzXOr2aJpbXzcEpd9CFGlHSLarLXS12P3NBbsfuDmC8bEssStceHMsyKNOXeKmVsQCBkhV5hjWWuBhHN2us1dlEIS9A+53lpGzrisdnVltpEF4D8owInnQ7Ryrtj6gZVEIEsKlFY/LEHVOAFP8jK1rpvnWNiaeI1bfB3PxKxfxv3Wb4ordNdD9zG9sFaHU3uBn2aM09XnzrGy7yvybFO17w0W18Dn4lnGy1x3lmlvjB5/E1ArS2vvDSTnAnygjojK1x+5QLkd1Os2n7G8VqKe3zLxXkerrsw8qWp9NmDojKmUJiHCOPDDtWH4YE0V0mC4qOi0e4i9mxd6QrLy7zorOFdmr0eJg423uaJAPn6wywe8u1fe4JFY3aSxo/BnkXzzGikBwXQdo5Z38D8xVXUsyDyNQMJP34hpLNnEFbh3de5pLOwnH0Ms7dDYYvv70V3fM/SVU4XouGfwcxKd4wwa/g9oPT4ItLToaxuvYR8x9BBC7MWZwaegCvc0lPSuGBg5itoXiTNriYp3JuHNSkdCE5ZsquvEN5VtjQde8IRLnLS+Yc/sBCj2lAiU5LoGUVUevO7vMgrK7Iy002XQmh0YL17QlX0v8AS11HTDFbby5DYta22mp0jFhoH3D+oGgO+QkOHabdFabEaCdoUv5rmGCnLnUdGC6l10PMC71vPDlnCOp2dtomOydqNsG+s0fnRrHZJrI0hYd/wBxcadeBFOFcDgqZUvVfEQww9CBe8smBLMmJ77lKt60TvA9VMuRbr4eidFGZT1jsBLdle0wuIBVcvZ3HMB+HOp/kdaKtlgpUjW9jAQOfKAkYRpJmwTpj+aQiLlFn3lDrlh8gr0c/wDko04ti9iRtVL5Im1u8BHl4/cdssEDfN88IW6fcMLDpumFdFulGwDeWNo/M61zVbQrgu9pavFauJr7OTF+jQZsohUqh1IXVDCQiys7Ww3uwYHxAEwtVnpH2g6W+EZtmyUGm2rNYOvOtKlI2t/aSz83anvUrd1aHo2HMshzYp4xtDEsZtQDlX6gyA7ECrg/M1hnlNnMC9Itsbc8QsKnRZHepRLR0r+uGJMq6/coqOpQU7FzJ4+X8ZiGjtL6NpdNdVu0ShqlQIJdmIp2m8qCu5YezGvX/I6TrrQlFpXWFDr36y/XAvUVwOYvY0mCyaMxK1Flh9IakmTDOg65Ee4Nw/UZSUWyyn7Q0ZU+VpB7AFbmkrNRchLWDJmpd8yiWLscaQLRSOmK4UH8QHjq4YFypMJArSB656wWj3JjxOxCo6Y38vEGIdVhFLye7E6d0sDXu+nmlJ2yxm3DU4t2FBehEysQUzrLrnVgI1fqJzbWvCM1Ocbnv0jVLZdbjge7CbTLBEw7lt5lcydGukotODfNR92eS1aXGcAccxw/A8RnY1mXywJhqVGzxcdL7YQZf4nfi9Rxd3Uw2A01HrduIxQgLbbxMygYORsdY6sfraxi66BwD2d4SBR13v8AyBmMjP8AiQe51tEAmh30he8WQY8BAM+AbxK2nES6gQ0HGfENhy5SqI2F2jeXSFAE3ZhWLm2hMCzW3EEtxpoHhG1g8u+owx3Jo3Gb+hh9PZxTD3m90nGT8MOHJ8nPoLeCb0xuN8QTU8Mpae8BRfpNNgsvHeIITRer/in0cJKmgTF6HhlkbrFr6BX+pW7kySsZ7RmhL4INVAFj3JCVrsKIVdb95oFOrC1VsGu6G0c/uU2LmzIzGKms81MkWtPXzFtp+IwZbjbuWhLw1ysu0Kp852GadBM5xW+YEWmYMZ6sanaXdm22YC5hXtK2OUtVr0rdhXZgrCt+70iN9TAgr1a+ZxscY7U2xVb6Br5tuElFwNRrrUsKpXVKWueYZ5dyW9PHSKh4WWLchA0C9dkNLkX+ZcWGwbfNS0DfBfsjWWm1/iJLHszK0FBhbsIyvrDo9yBW7oZWrrSU6q7qZVN/adxfxCNWO8Igrk5mQpNmpNH10A98N4BSlYvaXHrm/F90Ey+wcm0fQHoqROy7y3kEZ08M6SzESszEV6OP+ddSeCyFnMg9g9doW06V24qdGUVWqdx6w0lYYua/O6WYaZLe8xK80dz0RxSmVws71darWENW0BMDiFS43QY7XwSlsjqxyrdukeg6RLeYYNi76DnMsZq21+X6jUWsXWL0lu0KbCnQgAXheHogUDRrUG940sQOK/5MFMhjdrvE5Zcu56G05wGjLB1mV3iva0iDkD9kaPO8AtLQss731hf7gGB0DiI2Iw1HxLGqBMLWf/JyZ2xGssNP9htgOJlty7yQ2qODD4g5PO8avp0CJwpelRywvmKSsrxtFry2lt7LYleIDoHLGNLGV3enaa2md8leCDesRO7pmUfax/iXMorRqVafzrUQbC81rLlkUlBzrf6gFrXFjqHiDErhM5s9dpbwsFVy/wAH/VRss9NLYZbNZcJmqX10x/MGFfjCr5cW8wir5NftBdKX2i9JQrTHZLYe8ptrjdywxeODW1zA0GgC8QFQQ5Udi0XZdyqMqvP6xMvVHLuK1L4iU3WL8kfRCJXmL30Jopo0Vy9WYfdLLBNSTlss3W2FtZOCNB17RVhg6J5iJGNSutfUNeKNh73xNjOwwPSq4j/zawRV6usNFR9o6hOCM1vyqV05dsTNZ3RdVsB4Y2aQrUY8kuF8bMtbsbQlKtvCZmG0GYszj5iAAVXl7TSx2uqeJRrecl79pQArcERDRw1jX5ZsmvEyrRutIJtNpmmCF9Z1d0ZsizWfTWzu/EsgMesS0iKSgY7wcGjT/pgwlTHdWdyWgoYehR1qOBB7avDKjiOzL7o6XQhCZbtQR72IJqHnMCxJqzpNHw/hmNU6h9cTiw/1xVqBu/qa+U7D4jucYJbXCVetIF1aEHSD02WYClEurfYNIuKu82YzLgW52iNHNz38zAXGyR1Tg9XiBY3HuOCzaPAVASu7HmZQ5kpfQjWlpqqsIRL+OkoUaIuk92CUzYMLt5QyV90Toe00+kYtxKBWZZa+Ii+sPvPsavYiSrlTP8EwzO9he8XYM7woD/d/uUDFtJdcHPeXtxsDUb3cUN7zOHPTT/JYOASrrelwHQj5PeAqCcadEYVxrq7BqdGHK/nAIKLsTND6JGKldC2YeJdK3/4C3DVTO0y0VHcQ0YuKxUeKAtl4lONfacuaV6GrvlmpI7Vrc5ReUGjOt8wVV01x9u0It/k0jIKa22JryGKs8Mp1dOkwTdpKwM94mhdv9O0A1L7sQVmOxLmME1q5o+pYyaF6/Cb+7K/fMSC8LSBgxNeiILbG41+4poOgz8wNVpkNplA4UGExtofmEINPmN+8BOZR9NKytUI0INzXphGCodX8E0IV1REKLabn3JdYepbKaHFpWE3VcoIUVw5MRfiy9l/hFvmNSrhl67V+pXYzFwcX7/MTJs3q4hoLG44mpibMxrcvYwbuiV551BV9YA7PHKO7MNu/fJeIJb7OU/UK1+IvSS/fmNpdriYhQP0vHmGa3m/nj/q7WA9Cacx8wprPqa/7ASlrQaTQILeBDgZ3w9P3govgHeUyuqLfpzLzpaZVQH7mjhdA94XnhswSpVviWHJ4lvxJhy+JqDWauxe8ds1u8yyRl3/BKRTTXn/IC8YSHQYBd8zAw63M2t8Dr3gk1HUeOe8ThaUSncGUOfMJUfvY7Bd5mJpzKRyxbU1gjeP6ofJvtKzAfP3LApm6t2j2LgZgmXzLek1xAxIeXM2gfOI3XlybbmwY1SpiVq8v1CaoZgJfXQr2MCR7dfmMSYT6hiHNzeviVlcKrSRrXp379Y9qnxHEgvCZKKvvMeHrB1PkSjPXiUgDosO3WKtXec6Dn/JpExVmCo+arjv3S0PuA7IXx9jWvoCnMy+PAZaovg7Hrfq5qlAXVMOzNu79pnkXYe8+eanjUii+jrf2Zqy7mfqG5PxP7qmoKdTLjdLK30bEtJeniIcxlqCjJGoW+0PrKHLV6eZlgs/2JoB6XnzAVlRe+8EhS/d7xUYt5jA6GOrp+5nFBmAO54iJoyMBeINygdeEEngbzFFcBhZXPWZxgpXcrn5jrW2YLg+IKzdLGs7L5hxrYuIVYTpATcznv5h26GA1lQqdbj4294bq21Zb0DV5Zp8FNRVlgQ0KKYZzab1EpTc6RNYHtES4FdRC8s6X+wxtW/SbG9BzKbGjiNej33W4FLKeOYAUp3mVkjIlvEpWCCODT1JoMZ3SHhC0/wDYOQPoZgh3DGKEDD+jWWXh0r1/WJrQty38pbF79Usuo5iP/F+goyrZNUIkCICuiyWb93+ZlvdSWFV1UE91dntDfFC0RecMzXB9MxnkBju6RfBc1Nf0k2/EF07XWXHxF4TWm/ki2gabzTq3vvLFH0nn9S8rfe9B2mRHd/tptMaEWEIFexNB0vujfEU5KrjZCbqJApWvFmbJ7wQg42DSHHSoozG94IN3E8pLoym+GWqNOYzdHlM7sxrLX6MwWtG65mYR1Yv6mG4GpSI0aJftrAFNW3SwI6+X4lEHuxeisrB+ZZmpthL1g+UMsugQbYQ8JR+TmfG3JMxbwbeOsKXnLBGddIu1t8Tl3Sk4joNuXADXcivPfg+8TK6HmLUw4K386xZMjtkdmYITpMLxquGeM1262aQ+1qSQPFfn+U7azP8A4lv/AARhxvt0esCBDYVrEdDra+f/ACdI7YlbC7lwfbHLaClh0P8AxEU9RLfqLfeTNOjwhVOmXNniONE6sDdXkcEbaniIyszJDYM6g71Hya43olRI8NJZpANXQRjb1OUT+IsMS8G7xApSZKYUb1WvSM4Y5dIKWs8mY1C0t9zQJTIy6Kl8Ir/SGrQ7o8FRXeNPQCADeSLqt2YpcsCnlpvMIudjSWG93+ECiAwWLQcIRwAt1mWZrqw/MqsR/cRC9vlY+479dVy/Bk2NSg3G0K9jsSsrqEexvK8/umtB5OI5uCdo+pQzhd4NXPCYJjUWmOA9eYjBq7UjdC3GnxNUg2IuwTxx4gFBb1PqaybjoO0La7tepLajLTUlMe4WXFt1I4/Yjo67t6u3E6XyFQJrPx1jQr3DXsbTTb4jemzAmWCiBzr7RQE2bfqHoL07yq/hhRKp5v7gRY+yDWRBv5hcYaZqy/Qlau+M1N65YPhbHcsBY141hsqSZ5r74aQdjM5N9zAdnD+YsawmzA/EE6KItudiaQJOHB0iYQXESu4OWNek0FDDFoOs/uJYr+JVaRsjzDYbUHp3H6Ips/fDJAvj25WqPe2kwFmcXoiH0Wi9I3LDXO+NqZkFzsf5K7Gb2sXboqGuZRzjJgr1WotVvis6zbFpuymVXgdyfe3FuLgOnRnRmRXKbOmSNs1+Jo90rDEYwu5+YhYa7n5hMwStwwAOVzxKNOHZ3jKo7NyXLLsgrWnaCy7Q1AdPQyxeejAZY3eZj7NtP7ErNV0yfmPqj3QhdIZT6Yh2Du/gcxgBx7TBYezjP5gVnwvJ4g0yqTRb7S/mnyTEVwnRLddkLlzS/YYVadyosi9en3DVKuutQpWW7q4Du9NfRb4UnGgazRy5ZKvpESFWXUmdqt4maNdZta3/AFhIqX3y6MvYgwHsVf5TSDyGmNJadEvu2MYu2a6SbANpkqJqLng/LBWukJ7AmsyzB0yxq7nLMYYRbwfLBQppt2hgexY7W0M3LQWpWb+pQUGEbgF5MIQJnFG9Q7y+13Gdc4uO2mF4Iysov2lQtEG/yIRXSMsV27NfMeibDM5vbuZ7mLPmZYpyDUxlaaLiVrDqles8buHrZ90CVnKapnhmfcv1NsQAcdrltwZZnoE53lAyVHGz9zQrSVTMTrFGToOYkyx1mdAts5hFrHvCWNa8k0vGifuZd+pw9TpCuhhyexmeEUMwmqAgU+YFzTlE6lxtATIVEyLq2z/yJ2fE6kuxNWk6cOm/qPTM+U2k3DWG17zc+KDrLPtH5htV4hRzBf8AkDuSqqGI6v1K40PgwlBHH/pBGxgc95V402mILWLEIdIwEb6RQaHG8oPeyylwbd8Sg1+0RwEbQd8yvr9pYaPiRyrVyseVBdmLYDMq4OER5Ky5XtLMHY4bzOOKG5NVCnGg61G8GDjiF5IWR4cR+P8AG9pdUA/gS19wJpLkNDGg/cc0Abokb8C4hHotP0zERrGSCbeNdIpA7jnzL4D5g22IRkw5qXka8JUY5uLuSbdQ7r94i15l5NVbRWhk3V6dYuwTI5vpHctHMtnzFrQdt4WaegWTb1prTtxDv8qeIEGjcL6dJlOqYSLGCMMzFW1C2SnEQk2DHeMGqKNfSUuluNf3RLXP1E/4Rt1dCHpiCIZpllh/DMYGhV7zIVpGlDRqwNLDe1g1uvMXDRgPKi9Jg9DVjo5vWXBh0U1jDE/iZUL8satKvmHKfY/cuAT3V9QGWoAAv3jjC4f+iIuAqDAHMZHKY6juTCuYwtRv0hTBKazdcxoVbcBC5w3Wr0jfDuSnKUbLNYYKlabvHSFQel7/ADGN3o7O3SXyPgOTh6ygMzy1mLyG9QgVzVbfrWP6Kb0bdYIethFrdRTR5WAah0ZjRVpse9zoGEqkzLaQTER0NTWDbc2aee8sA5xUMb7Yk3nzKsW2PWYmpNnSVGiiI4pyDXtGLcoK8RsBuS//ACLvLKfxDzMX4q1+FQnBe8J5PNQCLD01NQM7wzNbYxjzR0/yZtj0zCivdTeesYTV9kv0O1+4uvHtCJOZd4gswkNee0W9vUIbUNQ2mG3f2gDfVTAguZN+vWUly/ggLGcQCAIIjcZ1iir4gr9qbc+1Q1Y98wjglNUWwesPL1l7T4h1ILVz1ZnK8AhRYz1j6ItQzusoYTcHuj4zUcCU14KqIWeNGJheag2HbQgcKC7QLSl2Rs+IhdFcGJjhXs9zSZnQZLjucSp8N/MF0m+a31haqvR3995eb3sHzM2Wms6kpHEqzorjJNFJttMQlywiOmTWPpJwqNoobwZlZNPeY72RclziLg9EGkbBUGXYr5i2PklS3qMxINC5MfE3C7dszNOdMA/ust17Gg6n6ixyE1UHmj3Qird5pq6kbhJTodYDl9maqu/gm3joT9oy/wBSqXApRoXGqdY7etSt0tWUmna1iBS1veXi+tW4vxnGr7IjoeI/LLjxEzeRDsEhvT3v1C2zCUt+0Rwj8Q2ZI/SI1izLRC6OobsDgL51goUvnvL3nFx4Jm6SwwGOFVrz+pVOJX1vMug7k0fg1ZpDE1pYumo3tHh1n6w0EJVJfvFZV934jc3ScvE0RHc07I0J/HWYUMX4MQpa0vZEeqn4/wAgGEvpv7RGgsaPWJAK0hE6hKxNRpsxnY1BsbtS6Jl7wXXmVIIVtGP645bLgD8xcfhcC8GsS2yKdQ+0qzzrGlwNTcjE3cksA/cOLUKo15ykyi6Ep4dYY0Wc4Zr72ZTbLUL5Zz3l7FPmWx69vTG6S3EGzDTLHy9kByH8yrYmppp35m2oLeLlsFrWWgDb4czNFtqmGFbKcIz+xh/WC6sqKgL948J3JYznEoYkuVNWAdES27mwJTmx+4YbWq8uY20s2NL7ytkdEQgDGhE8DqJkuXaL1wgV4L5YHQiniOFX4I5cnxCK6MZYubH+0JgZrYah+r6Q5yF3HMzrenX4mceQKntLus/dL+JWnV7XycRW75vk6RvJV6kYkzLOHUrSf1+03L4NHQWYRK0rcj2PqaAddYWXcpkTCXgcRnZbm5+4oGG73loye7DVMMpZQNyEvHWWtDOrB03VxNQbPh1SnGkY3a6THNEMKc3pEV/6ilLr0H9xmCuE9l3lIAj/AK60h8vasKpoJdoEGtpYAzh3OCd0lrqTKr+koNA+ZQIWlWEwEtlekC18IAWNGyOVYG2vp33dWEIqOLiHLficR6wWw8TRVcw5YZgvf1gHq3KLRCqoInRMjlc8TviK20acuDmBmsb5mhvSphLV7RwqHVxNpY6xZVX3jYRgTJ17yiijsD5iVtvJgfUsjJ6qvtASDS4uiaYTLuYlANu8twKesoWVeyWUaGRWY2Joy8N4F78y8NTgvTqRIHLjRilDDz13enSXMPA4DOesa0+JdU8arELru831PszKoHjSA1zpC6B4GneBDRbRoA0p02lL92bpK+JVLExhcWM0kqR1iqh78w/8N48UpeowenJtcs6h6xma8kJtE2r2YrlTibYRZ9unD2hvGFw/5id78eESzzB5CO0c3VRWv8QhlfGa444gXDj0Vf4ks1dTYjt7GTjpGemFg3KerX3LlUg6MwrnxBN2s2AIg0fKa5TiOkqu/wCo6xaaGkCOnUJl0fLHv4gjv/giRh5WLFvUps0YsKELjvkJ0Zja3uJmYPITrR4BMIXpHWpm3bP5itiG3eB0NYwEOIF7XFC5wUfLCtdIYopNXQ8dJeGIDbW/MTibt7S1cnLeaHfesRFKNnI1nTmHa4tWMTCFDeNU31tC9DXviZ34YxYLFsOqX24VfyS4Z3DFgd2/+zKkXnpBtWRwS4YONZVAhemO5KdImqQxrami3rMbBZu4+pWaXiEgITrCaKztLWDlvBLMf5FmH6pL2h3Ga6teIhb94rVXab5xQuddLNP0j0qJrSmBNXd/kunxssVPrNrLqxC0Zlh6HY6elKq7OYDyjwx0XvKqCB30Y5rcEO2aZDNabxQ6vEIa0xtMKOz+kwWLv/7NEU+bPxEuT4kLbexMnP3VgKiC7o+UJzwg7bHUIrdDOhLzapcYK52mCGkNZrApCbTib1bXxKr+rRiMYqXfUR3dilt/CC6UedZnZ7zKUdtNo10VNN2dYZ7Wxivd4lUpNHpHAeNdffrDga7XcqEA9OZXlkuQ8sCgSzRwJwDvow6WxHN3zHs9y46MalLhW+dYgK1qt/6Zay+5/ZlEhXvpcHRT7nN1XuzMPLsqYhvevFTL2PUmsoY2Mh327whzr5GcxmakK2gDTDkRewcR3cxRz+JnQj/4GFdku08oXKI7fqeGDcOjJVb66xnOqyvrL8AdMfUsrVXliEqEBHZcvQExd0L6IyJcm4+TF8cEUaPS7+oDMY4fufmUjqB8UIpn7LY/BflxLfQ75hqCtzSJ1fJLrR3mBq7ZmvV5hKNagmqRa4/ukz1RDsF9fEr/ADRp9oqyDNuf5hwDxBatTrTvKzbpxbGuSXmC26l5W7zHCz9fEtAl7o2eI/UGA1qaEq/EXjztBdK3lDUOkIsexFWYNlZc83EhAGL2Yf2YQDEtNM6n1LGBaUqpdh1YbmrCKvfyRBsdN1rpcFl4AMoVvaV/KY5OB/EdsuUDw08l+0dgg83G103uO63BlIF5IqrQdlzObDpsdopdPiWGQ/ExGba3DMc46MMalb3Gk3S/AO0045EW0ezB2g2mZBeN10hEdSLgcINn1/Ueef1c7InSA8er8DWPo3IbkwONPzM/RjRuvMwMuAfyRiQ38F/UBcN8VKacTb+IOj2gJr4/yX2+cOt1ge+mcZJ0NZUBV2iuLycBLjj4yvMGalGjTrKXuo2iZoH6JW73+0EdTfiLRWXocQS8kfEsNOm8v1B5gcjRgwxML2i5TiG+mvE4AaXMGkdNLudoIS+NYLXN9IuYbSqlZN2StMOMHMzg5ddo+kOBQn7iFUzAJhWFQTzcDeIwJpv26ky7sJSNHUhMcryQGsTcYWKPKjACLqtzswKftpO9ynqXGpNSU32R7TcStIbR94NrA3SvNBzKorruTFaF3r8k5WJkijOu3clHNxLDcyHzDy6NsYLqSq+K94/Dlsx2hq3BRuPiaPdMmcSnyKwufeDVD7/+Oka13Z2HJKlu04MLyvhLx6JBpHiUoOgnIIqEwo6ONyCBd+UC0SzQIK7YOCFZnbgrfvKjSa8iaVv4IpH2xlT9wzClg4ZnBQvzBGpxh6wQmg3YvEUYrmXaUOuJ4uIbDs4HP5ilma4hIlTR6vz+ZqgYsODvEXd2oaeF5bVrKHX0MukywGt35RgcsJnaDV0G2hTGxDGmdoNnV0jBXrHUVxLZgZaZuLGHJ3hZJe7qdplgHZxXmLOjkiCHvuB3fk2l7DSqtta12ngQMIJidLXtmaqjXm8jt5lESU76xjL8RhvKCaK55zBSwPtM5Ocah3mUr7hFq/JrFnlazG4ti606x9BDWV8GN5Orh+JRWW90uUXpiv1FbG35gRefhipyb20qh2lXHtE1vCawQPHSW1DAfYxwIaOXD7y+Rnwf1KNgeKjMx+TtHDV7/nwZVvNDRFbhMRfRh1BctP6o513PDSWk0F+ZVX2WVr4V3lyXXLSs1vUqqNqXOjnrLa19rzfarnelFjvcwBOX8xMaldyq+agdsrGzMi2yvzagf3VkvnE5IbmRma9e+jPUgAKteLe8sWrV0a7NCZmWh0TzUBQgYYURomzibx2JZJzt2evqGaw5dyeJQUUH8zNAh0rLy/YQHe7hhD4B/cxcTRpY9VBvZUPsLomntN5YRthhc1RL5hiZAfeodQzzMEeUj9nUN5qgsBjRMW2zc5IOFQD+hMoKvf8AsVui2ZsKS/HlNZZyvZKRte8vHAdrl+LZrN9Jj9nU3mYWHnb2j1YdNJeb52cqnYMGMp5gJd1s5+Yrq2W+ke9GAyY3i+ldyvczRwlPicA7wea5mOduqMUS5NJguCVk2g2tTZrA6I1oVY94jU697/Mf+ai+t8QBeJ8ywcNLmoFY3AZFdiHUSFzbptLpqfDrpi5rgKsBHXNyo0UYM0z24hcC99f7WAkFjVQdAmsp/cxVBOV/2Wbq2hxZ9zzY60Hq/e/cQYb3hTBOQH5iWA4ePiauk44gH95Y/edlNh8o6Tf5l92IDV8J1kDWl0jweUpoCnXVq4Nii8dJWSEfSnHeEbiEvHoP5JvpislKYZhJ0d4wGPzriGBWlbQ2IMCtT+UR4DTGD/nEwkRya9VicVHNZgZrzKbTo/5DmMnWEejW/wBTY22MhAVg04lzKHTSVpT/AKzKKgNoOumzjaWcKuV61e5KXA9HEenA4u4Bl8vjpXGs2dZ/6beYbQKGr+0FdMrzDfIlWANtycMH3hsoX4qWuKbdHY4j62ysJKlerFPAwFLgGc7S/E7ccMp1sRXYemKlFwHRvbOFdrYDLrr1mftw0rBNc80u5Wx7UY1+8SsWw3BUbBeYzKGu0sw7U2fqUl6M2NzlMf6yhfxjZBrvkQNbXiyMOp2ZQG3mVGARTIzRhe1EuxnRmANmOU6e0LTq6Mb3K/MTPolS3VY83BluY4Xath0pTbl/czpw75roxyzGCExqyr+JXWLm2AgJfZEtYNBDBcSrtdoGtEbxZ0YhZhBtF3ZmFbJvU58b8TN2ZejKLIcOYug8p+YKI9DfxMCsASvrJq0wWoPMwpuFVBxvOkmYwx4uCo6b0Mr2qEVDYAfmKXGjaoFgC1RpFrBXTeOiwO/7lzZ52e8R74dOgQozwmi/tHOds7Dk9GVEV/y4nW67sGxqMW0cSs6jgq+8bjLuwIs+b9zN+0D8TLx+YnT3ps13E/3IaNvWjJl8848t7Mrdd11T6ZWvagPVOgpVA0XzJoPm/uYuOsu/zAmV7f8As1T+PecT9oNofh+psMeo/VQVzPj9y4VvYfiEMe1+4xOGtenapesNao7R2Qbxjn0mRqZ9cS4QUCs7ssY261U13V1bvy3vKK1fjmVqiueYGC0Jhrqus16U+1TMoCNX1iFBLLqhd8v5lOivsM/vR67xbOrTeYlTeNjF7Qdx07zpXRissudJbEdLWOZh70wv9Q0P+yktZ2xgiFq6DtLIR+tPaFs3djSMzdqpZChdqxMbajZzDjdTZgbZxyy9Zdh44mtU9mUTa414ploNOpi3JLQ8B+nh9azph9yqtwXfEbvJijt0m6YrtC3r4g799Gz3l11o6kddTyRuCdZTFyQlaok4+WYH6GP/AKVyx8MYjUjvBC/29opGqrNpay037syMnmaQHdZq7brfzMm3sCVv/rtHUeUml8mDDdECx4rmR4vwoxltqcVXuz95jeblciDnFJEd5U1JYZcGDxco58RYS3+/ccpbjwbuQXLH9zMbS7S0HImk2JYDaEOkLlfEGG7C5BXy7RYUzXE1NDctCnEuDgjrv1lvnxFSvqMFBbTeoTVGJaPI0hVa2pHclG2RCoyXLCGRDgy7seZi7HpC5Zvpv3lBq2rrUDNKrMs37oamQPkgrkPRMzfDe3EVcUJ3wrNRU16q6wZNT5BGLK6rrf3Izu7/AKlXdKtwHMU0mO82b5u2BqrtcamVXECOOxDRkekP4cxWmGXnDocRULYnlM8NHrMt/PGmg+ZzdduAdPiXdPUsrKYj/NiDN3zB6PmGIHgR351fVQUv3LfcF+DEW1vdjKdQMBK5jmyMZ3eZtVMWko/2FicGInoGaDU5ssYSbHhK95Z0y0Gn/sxkpNN2U7VdCqcENLtgqLH2uIRqiaHe4x0NQvW2x0l5SKNGG5Xswx0FruilcbNRnKzGvgw077t5TJpD3JhnJ13icC3xNWVW0DKQO16nmO7r1L+YjtX3u4MqEItF1qxAFRjpH2nmWTB1ZfQjkmBWWm6ML09oAALDSFsQeB26wsewhPkkurWWn9DL3VNXd/NYc1lqmFOs18zDDu+9GIon3VMD3ZY3dDR27Sk1O7rM0x6Nzre8RtrTseYuhDtpPSIBjc0H4EIrjnQGnPSNTrbXChTRs3enSbJ3mLPLGLMkNIW7VX0zCnm1YYvP7Itlpb0WZanqcQq9ziQJWPoyhUZtOtrtvmABdUMO+8ew21YqNOSAeJTpKsTVCbwWEYWh7PiVO/8AbR3C38ua4DO6EJom809i5pJlViuOrAaGH/nLwymcjZb7kyTdiwvvU5i73qt5thF8wyE7AkxrE4FMdWWcfYH0wMA+/HhEY+A7N4lCy9MPePZMos3RuqlrAR3H4hWtw8suZU/jDMEEbJLBEgtG8ToEXaUXTrxErFeT9MfdNNzaIbb7Rrwd0wQa7IXapN7hUB+FNQWTrmOino/U7Zq1XzAddfvLPscrbsPZhtV94YZLDhTG905T5m6H5JhSiZ1qNblsX+UOM686e6NgkeDlzMuR3GJRbTvWsBNfjEKGOoxalTZo7xZbNEsFfFLaUe0rugeIYttvNq4l0EbKo5FhgLoDU/1M72SyqZ+Ig2U9Jqtk1sANxDTEvHpcIcM2ywUXxWI4dzv2j5Mu9lzEZqpNQ2IcOe7sXHhW81NsXCaquNjJQNjUZsimGIFXsGIzeKvepUL1AYgDQ80cuDR4h5yjOY6u5NCX0OSEExYdu6PQ0ms3433l5rS+Y3U8xvFnswrBX8PiIH8nWYy9tIb2R3Yr4lmW3AH4I4TDfMq6DPGIKB3dxE3SpyXUFrCmZB0lpuS3XtWkuDRyviXmYQdRplVaRRiVTE7IKCmVYGACF0yE3AJk+5tcXpFoLhwiTXEN1VVNEaPJcfurtXhGUqZFLthuABw1T7k0IdLf1Aiw65/cZwrxvChqnufcuP8ASBd19ExafaalDPWGcSw/7IKAmWaXRtGLFDhc0H4jyN0407JHXjxdHf8ActviFGpfnaFNNHdkkbg48xDOIg29D3gyhIh5VtBpwVM5dQzpMC3JZHuRIVbh+9xEC0atR7TXLx0rHMEHtghCVzHHGYvh6R/8c+Ykw7GsxfISPAJlL8CQBzZWpcH5DLuRsWP32lJR8wZ052jnlqS+FMC4qzh0hqh+zxEYlXCzMV8MOtR07y0mTqxI2a7QoP1DTrwDBa+PeOWVfU1yg8Q4w6DLkSdizpGneb94AV8oYVfMM6veaP7YHRfCUZcviU/LzATIreBZGNG5ZV61SktQTVaZWA7KX8Snjus/c2BPGX8ry48Rl5Xuyooqbbx2h1P8mjxwa+3wz5xjjJVtUHHf4YmB8US4qv1/Uu7GlMZ8sDUrrMP/ACdLrGPJLo34c4PzBDntX/BMa6tIIPa4tzGoPiLdWQrIR4htLlwY5vFa4aTPXWC9Jl06UHbGs8kpAnQcX5iaFb5lWDHN3KSs4GMrJQtgakAxpLst5YFN8XDS1dLMRZV8h8wzEQ+/3qYO30HD5JV6R4hXVnh/EzLBzF6NekwaGF0Z54+Zj5cu03KN9SPy8jAryMwdswEOS9OpKVGm+0GRa8267zQKlKhddthuWwz2DqbkR6bxhEaZ01Qq2jffEaXk8R4U40iaun8xDqE1A6XMo/E5j2mffqq5Xe1eyCY9hi7hSk94nUuP8ktfpUa9DpU0ceJQ1iSsy/GZlu8OErs/KOqpv37DiLCrbqCGbL/AloZ8ml9JZzQajiu1wCFU51IByA55mYHW6Sw/2Z3L8TEsMccMRHPoMKem0T/0gG1Hb0KQyiyHHEU7jIow0YbGwc1N9ddN5V5mZCkBdIRgpNto2aN7Cpl5u6zwZhwGtnuTTWbyskNRsczUDZxuRA3dYzd77SicZmaP9hoQT+Kl4a9D9S+lAGYGVY9dI57FMhkgivYmktF5JUwTbQzrKP8ArHH+kYAucNSrm4Fv7lUYfR+plbt3WPeDfVxX2nH7oEpvf6iP21OgexmIfiZmLQ1yzE2x6ssTq9Lf+wsDeCFqccJBKA1xNZ7JSDfODlr1dZprDCsOovtO5OkuATxFIeMmJUrBBuBbtS76VM7NTThqzVAc5FBwHWU7ZvfuPCODdacTc+LrEpvems7PaV4gqVWfmLrHl7xxxkgSX6jKZx+Jpo3YSjimLN5TNPKVF6OTBGRFZob/ADC9pop9x1tbpsqCPyTOlNEyunaeGBBwpKmhLPiYteXCJxO5IcpM5IatjxxLROF/DBYdeLjSt63oQpqe8qmLOZUZl0FSxixH/wBQatC4zAU42Rgup7payfKVLTpG/C94vSRRxr5mKNN5aN+RLjRd5xN0ZokO6+4h3b9ZA19AYWcdsTBr+yQHX6gQ2F+tfshXbcKSFD3VH6iVlK5lE2XtSS87dMxUMPLKarHgcxGT3idnwNRhqu8Icsw396ANgPeZW89o2QeW0auhonBcOrr1HaVDEbbjvBFWWzJf6lmB1DVVu04isKwYarE6wNKVbv4gBXUJjxCvTTwzPSt8OWEl4qZkuoB4fuVZg/8ABAt5Sa2ykOLHEJHN8x+IOu55gVudhljJO3MJAiqNF09n9wu2GJNezUrXNh3mcXX1cRAa8wmMGvWLHWUSsu8vs9HRlSgHGH0yxku17tZeJcDTgitU4a7TtKYLvpA5Sy2qldOZbKz0mv8AhM5F7rV7Tl6wgZr2EjWxjkhdNcboVHLBBVW2yd0SWhUrMpBvLMuhba6kpVAmC3ZHvsJqGx2j9rOXIA1jwm5jvcQlTuTG9HQm3Ze0O949zo/ebv2o83/OYM0vtTE9viKtlf1AeH9zHQuG61GVroJkUdvZ/kTAttF3Pg41PdhGl9Lq+mNoexXw5tC5lHz5O8QCg33IG029NTtKjK6Ibd5c616VvKThhHaIZIRZ6ZhBlFXpErnEMgvEGQ2e0zk+piYv4aejAbex6LYOsaUr80Rj6mNn/sXQusRVKZ4NYHG9N4DSoZnpptAjFrEOJB1mcU6mzxuRu+y4dyM7lv0MPYDhn3lTmuuRlQCPH+SsEXLa95hZZqDWqLrxB8D/AGUDOUCrfvmUrJyNR1wPkiDlHUgq0Hi4S00AhlesQisrqfmVu8vEpBRGgbrMBcCbe390iHLkl9aLmfLPEx2TvU3rA9GIdNdplaXzmHmw8x7rbsxBKncigyMQiJ3Il9TUzNsYVxcc1QpwVvMgsdqYAVt4slNoOcJp4idpztrfaYwA073K33w4nQQbvDKf6y9faY50b5Od2IlzRNGTZb9rl3eSuT9TSDYrPGWjcGCDuM3SY+GLu5L8xpB9bl+juqOlQzJi9cQNMqNJYYhRh79YcWxGgHWzWJMHZMMoakxkKdziVBDGaw9IUU6eZ7Ra64Dn8TXPWtZRkiAXyRddTEwFuNHF89I2tFCp4XfvHxVf+pvKU2+TEJpe7bJ7o4Tsv5JbgjqmJ1ZxPwFL6MeJSm6n+iZbC8zrYl1HiAFQc21YnKOFxO7bL/aTDdljT4jp0a4jVonZgse5mCMpMi6VxBaajpLAQTdG3aJwc3xLdT2iSi9tZvsOkeqlHzNVJ8TnPdlFdPiXMu9k/UNTbXxNs27X+IrXW4OLgBKLgKbysFY0iwK0MNTE/wABK1kDjDlhXqt2SC3fYZ/MHdBqrqveW7Emzp3JQck9ROT1lzO+hgATxQ9ma+mxPrmDpkaDFkdHYj9LhXrcLTLRmDt6kyAwF6YdyYJpCg5j8RqG2NSAynW87JpUAEqZTBnklRQtlquqvzAOQs4yQaK0jmNAiXPd6yjVpNGiCbgnDoxa5vsfEGKr0FPGsSFNSZRXSEPd1cL93wwwbrh+5kTqDCaGX1ql6bzN3bIqLxsQlFiYIiVA4dN+EM1Y54lXbHvLHSWHosgSojW2YUj1qy26SwasxrKHSc8Re2Vg37YUjRqHXQY5aGjWOfhNRo6lyt+ppDHfuRSwrpUBNF526EuF1HSoCm8eWes6M+Y4aunMCYS6uYRU+yzpCDPizDfPMeVq06vEOZizU2XbbDtMi89iREJynJ3RVW4X+vM10a55lI8zC3FHHolQ/wCC2PuTjzFesCsiusVFMdJXdEo0krrX34m/rDKdos3mjS6lNSwjk6y9FVG8VOKm8MwN0uZCZ/UsAmkMUrtBWtdWT2lgNpWTyJQTurQ6hcLu9flMSxGLqcQIyHwjqWk5MTGWXFeR7xMzWcuqG5qZmzcMzD3Tfcgpb0Mum26GCRpCuZ2GXRxspDssaWBMxpgEfcl785Yaj2nIX7Tc6ZDWJSqqyiiPeZr6BiDoFGAaR5Mx1z56WxLAAuJEsPzD4LYcHeZIdwdiJ3gtAaO0o0e3ljXSLi1jU+CNF7+wjghutr2glVzn29BM1cLAxbyTSg7df9j3fzp4lYkVZKuN1AuI+yOPrcpBmJ1JYnKl62GHBhNQpm4XGlR63jZZhQl+07DzXMIKljprE5rPmICqzpCXSWi6yrshxAUlfqDB4lgRzqOkU0NYHRO0vAt7P5cA6jsPnR5jAZQoGuDlCap3OvaXKc5GkSFaRNjFTCX5gkdfaH0MOH3Fb1y0HjErDumPcSrHxhDaduNzp/ecB7xO95j9mdBl+I2Ija5R9cOk+Au0DFXIRndEZcXtEz1DLC10gFYpY5KLlcOMTA3HSVmHfcmo+VKwUi0cebndZ1rWZjHgT7gbZb7VFrWyZocn/sLah30j108vgEwkeM0wIVXaKd1gO7dN4/mV0+c1TWWLrDEOhyyv2JqB0U27Qo6Gh9xqYW7ozPrXiXOI1SQmagQbgSn0WZbeOYl0YlMM8soNS5eYwzOnvCcWujXnaJoWziOFw0azOW59peXAKykASr1mNfMRaaLhhzA0tuYlbw4lcqLgsUJatKS5kUaiz2hdNgEZf5xPjc0/OsTqI8TKfamP49RCsdOjH71OJswNbSDDdAx7RwxXWOHKVSZwj3E1R96j81d2WmNrR78xermzpGg9ekBhZ0xKQsrS7RAsePupRDjzn9zcb3HzMsIj1g8pEQFphe5IEMrxzxDQXNRNsPmdATZ1jemKGvt1gS5a7tZdOFdd8S87k3zMBY9Ryipq1DXMq7ewrrNYysWq/MuIjtdD25iYHGVFh3rYmZjO7OxyxQilarB9rAvbVEV869WZtGmuL/2Nq5WkPM0s/IjHO7CMvKnXGYEUE0xXn2f8BUIjaW7TA9FzUWNM4VnmXTN0m1hkndGWfNywXSAA2OYwANjvDI2NN41k5l7ku8IVcPdUGGZqAvZKVxCaHzCVULHTiC2V13v1GG6FMPqga0Q5j8RWi8ILHviMYzo+hcP0W7IxLUBwzpGaPHrdjKqA8xBv3plDZ1R2lMWTuXG4leIj6RxYKLVJg8VywS4LNY3WP5qW1A8kHVt3Pwitcr6wKZF9o7Us4KIZYvKoce2ZWx4TduA9z4qa4X0MFtFbMtpqrvORcy0wroS4OXmJYnQJTFzJ9P0h1HUte0HipqiZjbr/AAqPWUxpQh0GExoU7TWwWo0/UsTFlah2iuwF4MvDKuwra08w6JQ1NIsi0w62cwiRmDZmWGknaCzllcQIiTEr001EcEBNG5eLPkgJQ4jGAix7YlT7Eo64mZMripn5JcygNm5tTCo7VtEjz5lZf7MBSsNxlbeTiPteW81dve9ZfVenNUlRrk42lH7gxBGgHw0ZZ27GTygirNVs/MDy05J1rZQGD9RKKr3JlqeCbRnfMdVc5hzk7IItO0sW0OmjG/D7rj/oiG0UnTgjJ7TLu5oiW6pIUi6Hi44Jrr1jdYcXM2kwKsBNDVj+5gDhi3mOtq4hUXRwaxVMEMF/5K0d12F9OkNOMaPNbTohbocXGuCjmEAexzeIDQDtFwt8LLsnmU60jLKe3WWmvgJaMk46tpoB3yf3H5S91Z7pfRTcuz2m+1y0e0uig1g81lmRRUOK17x+kxMOqR18FtJd40jSATUGnojCJKlpGbQe+0LoTZ1faXYS9xwxa0wWHFEt3d9JYpFu9kEGG62ZaXosexcbwzAEoMOYAte8BbNHWFGDQOfZh2AXdTL/ALAuZXjshVDKlalywYZZ9D+41BNcSzp+U4c5NPuDRq/n6lFS6ufwxOFTFLLpOC9pkH7azVPxldC9JrRp4ldufNSwNEaLuSozjZa26RWnC9o1TmnaCgcFZl5T2amYrZ+h5mGF7MFO/wBJdWDqc1DaC6E2musenID/AGWhAmrrM97KE2bvEvuHNMG1i/CZpewwFoX3WuFtqM8jtcstNbvs6TKtcgLbfqaVdGlRCybF3GnKUaLRSAN8sXCSMsGviBRs2fmNwC+8W3DkfuL0C12/9jW4Z+yHtDrtLV39vNPW6THFWjpn03iWnon/AAGMHFMKnVcBYprGOPYuUWWH4mCgacwvOnWFvSDnMsbF1uRDnjWxsWS1pjSrvNEu/EKUVy8t1vrHWqdYIes1sytNHW6llnRwPtK5Wb6vxFWy9FD3JTrRyoT1OMPuaLeaywTO/VA8R5LJdyjhEuNuu2ZlaB6DN8veCyKoIF2xe/aGZJ8oqKndjf8AUCLsEQuv2mfb5DBF7dDiLaKgWiFkwMXF4bdGVfyBgR053lJVUJW82pNwr54jEDPvUtYoeN2PPdecTNtE3rQ6E1wt9DDsKxpTA4jqC3tNC4WU07XE2x7DUjKUbq081HGM7CpTwJ21vtXE1Ytr1XqweyGxBO43FcxnCcmqbUfgR7RN2dGUYrcXkVEGmnGuqKV63BMRcfi2jeezrNdQT1iEEeif8FkVRTD3NpdZA4YhgO/d6xBxnlIhXI/lQgjLs6xI0akRdGi+IE0gL8DKO2YVRcMjFRAquPeOhl3w79ZcbXNYIQFxua9pd4VXYiTgRe0Q4/yZtg2U65T+IiK6/wDaIo6d4tIi/cJNArb4v4iAuQ9/ucm4ai9YAs+mKh0ml6OtRpzOo4OYX79W/UqlwBpmZJ8NDfgIvcBRm/SQtMHWJeyU4tFBsfdmYQxrvH5EHdgBTYcxpTQMYq+0KSg9JR41w7erCsPYAdZY5Wg2J3iAyi+ZrHJ1atSCVgHYzcaqbM27gFDudD0Y2hcd7Hm5qjOl7ssCULxorodJjW5scHEF8sOamTnrJvF9kNkLRq90YA6F1K7S6kXpNQZniVVjqGwLeStJWtDPHxMlV7EbpAOVnMxi10mTCrjSaGqi1mkdf8Qb0faj0l5Nz0CEcDENpjxCeRyY9460PH/scDWYbhpMmF11eSLZrzMO9dmDsz4mAAlNBprtBmbNoppLwAc5zpAQNayp3Qc9ayfER3l0u+SK6qblPxBjMeFb2YvR4xKr5IppexG1hb5/klktdd8MwnRMf5gZI6YYN7pWR0z303MdmHxwyh+jRl8N+MQ9omy95QAtuugrYjd+F/7DIabMbxSgtciNedB1moreTd94UVa1/wDHiOpVd33DcZuzcyEOusexbsY61NF3xBVl41iCUPaAcovfRr8SmW3/AOlTQaXgohY5fMsruNajhZ+PJA/8fMpALovSai7tMKR7kNSmVbzw8e8d1cDSV8Qw4Es9nCNWLqvsVNDt1H9zHWdRjoCLUjOjSA654vJEWFcobJeYgvOkWVUlvaEaWNwgKjCazQLEPs8TWCUwlBEqgx7HjpAqvcMJLXy2GUpl1mW9SrSmGYFzAijuXXtU3KRCMDHN43HMaFU7vNQbzG0GYIUiZMQXD9QQYuKORqGiyY0SENJ1l8HH2nfkHRXcuLf4RozP3Zk9ooLXj9E1TOaj9QQvC5gzLmfeXzFGjNrxHTH/AFpP/8QAIhEAAgICAwADAQEBAAAAAAAAAQIAAwQREBITBRQgMBVA/9oACAECAQECAeBFm9ji1fu03ywNLDp48EHCw8tGUS6ISRHKxIGJaZMTlYIeN7YWgVfaqvMvaGM2uNNDC7ylXLlYorDss24xzt4nK/reQtJtCt7PBxeFME29zXKLnxlugLAFI8BaPMdjGijheNj8GEGNDYYC1ioKWqNVcau8WozayTjLaFg4ThZWzl5VysPA/N1aw1vV5idaq4eOstT1oEyzhi2CGGLGmPFlMdqeVjcD8nnRXQiluRzkV7V72xg5hhlUaUm2UtdKeABDB/NhvtN7EHFhRENkqEE3KoWqNkpbIlM0P5GD8MvRWsgsJTKZr7dmzTPwYQsMrhNUsavjYm/7EKL8R4zi420r9dk2ISRkwttIZUYnA/4hxZXdi60rpdk0bglCuwhixjVEmhwIf6kj9NU2EcCuljwIxlYJXiuVB/wf7gfvIXOtir2Z4AsHCrSLIP7mKP42M7IsJARWMMUEVSz+R/Y/ixzrwPJ7IlbtNlsQCUi0/kfyA4H6My7wNbFaVOxJMAx1Za4x1CIP5D8A/gl7cmCJUauruWaaKKHF7MU/Gv5P8x/sr8quaLxf6+n2HfViuK01fcsWt66lc4VPZmsfHH4I5HAGvPMyiiwUitiICWxEPDShGmRcqBBTYbGrSwu9cY1L+daZ/s/atei8TIxLMdWgTyCpRu/MocwzGl1yqlK13XbmKlluyaQf3Zc8IW3He1azGpbC+n9XxMt+QtutT460M8xLM1BWFyMlYzU1XWEqHahS3PfswsoRDRkY2HkZLfG3TJN2V/otlNa2Q1xaUW/cW0ZDhEybWVjXVZYZWrvVXti1vo82pEPBhsfFNlGWrNLacqrZBg4JHFdlJxhY9pJRO7BKXKVokqDIR2EKK2yS7pCzr8bkfIZuNk3VMNQHgkRpjAEy2JjPFQU2nqiOzsF46lUi8FLq1y7rQpFSW0+mFbmVTZI/AlExi7JQ7dQhZ5VUz9sdWbjXGTWuZXktMlPL6lWIq9cl8M/JUMvC8mUDHmLFrtHUBizohLNWljn86Eas0iiyitI8yrGyVuxkzKsilhBz1rOOMWWMZ0sax1SWuqtw7fvW7IhmswW0VPjgTIW9CsACFKpWcRjBGd2WuNZsTszY9f6B003WNCZuSZkY9GVRZ8nSQQafMRikFnxkMZp0Mut3wxppaz9hnGlANuTapbHZsX4+fJ2E746RzXPiZrpGNt0L9gaantWr8mCPEBhP2PuPkpD8ZViWZTux2EVCjHqJ8Y8cO19wj31UrEV71lafw3vJua0C2nqMivIYTqqBY9jKxKY3DRgT5dNeghAFlvJ4MEPCLfTci0NQqWYn0v8APXCNJjWF9OAAqTHNkuyBjWWsGuCBq1LddwzZggjG58exluqi5dVnj5WH1stNughjEKJQmOc2WnrtWrPiCqilRVmbhnYAsoNdY92yHUwYaZyv8nWB9dadMWbWlFK1TMtN3QkQMKVor4e6VQPGVQlZHS1Yxc+iZcbFGYQS7M5PNNQj5XsotAtWoCqMXbsJZQ1SZFWUBpY8vai5q3qXG+nt4tsyMTs1kMHCIs7O1FLn6dOAyaa706Gyy6q4uyNi13pbw1C0cMlkx6rKLMJLq7s7HCgNWJXR5GFBj6CoLL/fz16Nd6Vp1rv9A7DslqM5exPw89fV4aEyLsYotFeOI5ssqTpHstvrp21r5bZFdVWEMcMwS1Lu/fdeWLVCDgy5vsfb+wrKt1IxwYz2W0ULGluYK9PkXZZmP8UnxikXNa1RgnQP6RQoruVpuXIy9SJjX1wrbWxeyiix3yHnV7Wbzx/jEosydhTFYM4agEwQJ5dfRLVzyQ7S6PErr+OXGVS9oaqupnRFruey5Mav46Pe72WK/curxLwHRkggtW9I+O9VNq3O+RYkTI+wcjuIBcjMHoa3K604DXPaT3LuyvtYsRuvVbmU471agtqyBa2O1JZcRsIosUV1qpOnhnerD9HuLEzTMXQqVID1iyuy2ivJetbWonUqLa8kXNS+OmQSAkWdhDLJ4rW1jMX7d+5cuJ0roFP1mS7CIx8q3FqjV+fZ6N66i2vIF7VPUl/upFEEtW+57/WeS0HF8+zXNf8AZN4ZTrVlV2NXettTujzUfG3o0gpkC25MQg7JmQrYviY1htLb215axolptqeaKmXYsTLqusrKzZj44czr09BMfKipMoW8aKQ2HIa7r4DDX40fHHBajkjrZTdRVdTe6vWlhTuY+PsFbTUwxczcvns+bZPpD4xfi6sBMdZ6evr67J774IKMLcUin5H08taKLNvitWrC5qaMpHuOVNCC339/sfY+x7+3qLvV4pBBHBDcPVbTKskWixqxybmqIVnamy3LsfZbfb1tyEyvf7X21yPZYKdLO21aEOno2LZSybTJryjAICayTX2BISsjuX7bA+scRcX6HWB9gib2IrwhkBNdmO1ToFR68pYUIhUzXAvZOoCwTXVVE6Nh/wCavx7B7Vs2pDAjgqZ2IaiyggqjplrOj1tOvGkyjkFunh4eIQJ1VQoSOugw4W1H4IZDCoBS7HK6V0yhU6ETU1+A3r9gZX2hmLlC0wwjpsMVBqt3wVavTIksRl0RuvM3bjzqta12AzfG99gwsE2QQIyE7AKVZS2b1CvTp1al6iNaghtrlc2yMhxGSa1qb3sHWjNtVsQrEy67vx1KGPUV1rkWLlrfsJ26denQ4xwzRz2KlNwr2DshWvLW/tqA601D4zJ16640ppy+yt22Jrt6htmCb7NWYGZeivtk0t6MlwYMV6xkfGddH8aBVxaG2Ap7wQCa1uNVAXr69hx5Eixbq8gM59ldq7cff5E2IHFwsB//xAA6EQACAQMBBQYEBQQBBAMAAAAAAQIDESExEBJBUWEgIjJxgZEEI0JSEzBiobFAcsHRUyRD4fAzgvH/2gAIAQIBAz8B/IlHwuxVpytPK5kKsce2zu7O7swZ7GezvfFS8kfKn6nct1PmXL7xlGJGDMo8zieGXuWMXMfk3RaQ73ifFUpZW9EhWpNr2LoW41x296PZxsitdl6tSXU7lQx7lr+R3JMvJGPU1O/EtN8vEi8ZRO75HcML8q8b8tmE/c3G2la47ZQ3c7p3md9l4os9iRS0uXdokpNpt3FGk5dC1JXPGXLP0Pl26lnI/kw/M0ZeEJcnb3LSj7FpeZ4jD/KwOnUMEkhWFcmrd61ycZK/Ap1YqSv5FvqKm94sE/vJSqPf4EXmxuVYz4PDPqTyh1fw4er9NmZ+hvXMry2d00MLzPl+TL0ZLp/B/v2L01ItNmJdjHb3l1O6vIi3cmnjJbhY3tYlOeooYXYVzAp02iS11iJVW/uWzM/Q+XPyLz9DDO6aGnkdyR/75lpeUi9OUeQt32Mz/oLeQuC7WNitvrVDpu68LFKG8i8pFqU/I776Iytl2Xv5f5M1DT/3Q+ZI+Yv1RM+p3pf0NlnZePa3SLvC/kSpOUOZlloT9C7k+b/g/c7z2WXp/k8ZhHzF5Hfpedj5kjvv+jcXZiSvwIviWyU5YbsxcB8fcalce8N1i0Z9ZFrGDBaKEoP+3/JiRheZ8yHkjvw/vLzHvv8ApERlmOGfEQw8ovqicdGXWhGpe7zwIuOGKK3uTsat8y5k3pJCVRJcFYw/Ye75s/k+ZDyPmLzLzPmf0ykSSwi3AVuRKMrm9n3N6O9HzsXZaOxfi3ekcjlUuXsZWz5pl9E/9HfRaf8AUQlrFMovS68jlItO0rpijDyWzIoxv7G5Stxll7LyMmTLPlTfOyPmI7y/oc/lPDS0O4op7OJvPefhQ5SbZg3YeezGz5cFzu/8HfbNP6q4kjem3zFa7JT6I4LTYm7l5bLRRdo+Y/0pI8Rp/Q2/Kv8ALi/PZi83YvhKy2OQkrLTZm5d3L1odMsvGUubZr5mexj8xv8AKcIu2o2+bFSjdvvEpyGjeEo7sdOe3hstRnPng3aaPll5r+jt2bGtjurzFTp7z1ehOcs6y4EadoQV58WJRUVnmxQ7t8vUyLRbN2PUvjmWjSp++xKmi9T8+jCbUVfrcX/F+58O9VJHwsv+6v4KD/7sfco/8kfcp/evch9yI6JjexSQ51njCwTjay7z/Yt3Y68ZCprdjqSlIc5bsdOLFHCFe/BF5G9Peen+jerTnwWC89mr/NY5/LV0nrzFGTQ+CJ8cEFxuep5FtWbz1Zu1U3xFtTvLq2bsf1SI0YWWpOc+p9EfVkYQtfC8THJ2569EKK3RyaS1ZGjRsjcgo+5e7LstD8iMdSl1I71rFZ07w9jfxJ3ayaFPM4xySe9gnu2zs8xc2Q5sUj4WnHqN1MMUoJ9NvcfmKClN+hOpK9ryenQXhX/2ZCjHqeufdm6m3qxydxLvNm9Pe4LQcpFom9Msu3FDeVkjLSVmTUrPXgzegiMailzLwRw5ijIg5NoyUlxsUVxTKEFiIloVamXZIxgvRtyFsW/u9L+wpTguhuJRS78tSNOOC8un8md6XoOTHJn0ReOLL6Civ5LstHsx5iN7iPmTi+hTqZtZjt5HfcGb0e7qjfpyXFPY1De5H6WRa8X7/wCze0n/AAV+vuL6p+zufbH1Y5PORDp1PMkpx5EZxumbvxdK3B5PnX1fAUVnXmb10tP5IQV2ObvwHLoheGBY4+2xykYsWHyJX1H2t3Imd91I8iqpOxT+XLSSQpRTXEVndCl3ksPkVITxN2fUrf8AI/c6i2LYi5KHEcptncUnq0iU3ZaChHI5u70L64X8H4mI4iiy0N7L02OTFCJm5+JVzossuhoxkvi6JRje9xNJraudha6EqUCEpNrAsDj8uXobqlBcNWVaW9G73Jam/S1fNbUZ7Wg38LStxFTj1HKWT6p4Qqsu7imi2iwLVm6i7LcC5w4n4dLd4vXauQjFjdqSXrsUiy1FFWkxxvbQ4m60Vq6TdlbRlWcp84WwSUrONmOc/wAPnoKMr8xC7Ni+z/pqfqb07LUjBb0h1nl2h04i4LQuKw5M4iSsJGXUfDTzLvsYMk8TjquHQpcXb0KL+tEJI+HjKLcSVSXhsuBU4FnvT9jIvx585f4KUdYb75WuNfFwao7quJT42krjjKz2Ps4O8dxrqQisRHVlnwrhz/8AAovdRwEkNy7Eqs7cELCWi0El24PWKIfainra3lgpPO7nnt0J0/h5OHi0XqVqdJQk7y5lTFm3cmq0N697oU6WnhHJXUcjT07ODuFn5nzd03sL3EsI48Sw3sVjkTqzUYojShuQ9Xz/AC7YLIwYLyKjilBcSSb31b1Ph6GV358OSHOhd+LUuvMhTm48iMndDXAezAlT2Jd7kN1FHi0zghIsNnMsWwSm91ZZGjDdT7z1ZdiRd78vT8nJwLbLSKkK1u7a2vE/HxZX+5onRknKSl/gqRmsinTRB7k+OhERExgSgXWzTkhyrzfKO1yEhFkSnOy4kaKssyer2WN7vS0ILt52YG2ZLMjpZ+w5u6UpPysfELG4o387lWDxSXnYhUvO6cuKJd5viLux5ZEPbJJ7LEpPB8+X9rLx6l2JbLIqVpWWhClHdhrxkXSMG+ry0FfgSm279viWRN6iN275I+JSbcN4m/pawVLYZ8XU5+45O8q8mKnK8ZsjShuq2/8AwbzbeXtkzoYLNkpaEYw3Y+rN34qHW6LSFrsST4jeajsuRdWirRN7MnYhHRXM3l7D0RHWQ2m1hcX+Rd6bfltQHG0Sc1lp+olHwMqLw7yPiIrVlVwlzsTT0Hd6bOmy2y7/AMmNyOn8ijT6klUjPkzegmXiy/F35FOHWRKrU3mU4t3PxPDdQRTgu6sk5eRSj4vYjJ3lG0VpElJ4XTtMuWLmor3Rzgn5lOp4JOMvtZXVlZj0k7eliS8Lv6E/w+/ghre5FcBJFM9Bt4G9Rij5m87yLtF6UfI3bk9/cjDJNXdScV04jdoxLNOUr9CVks+RJK8io/DcjHvXTJt2uStwt2L7M7ZQgrczfhcT4ErPu45Hy+a5cipTtnfj+6KdWF4u6KfK3lg63T5ko8NGdCw2SkW2ciyu9RsyYj/aYS5jprEbN6knmcxp93AocmT3t6FO74MXiq1PRDliMcFmhKF7Igr8yDspOz7HPZkeOop+hCmteJT+4hYU1vQfoXaWjK8FvQkkyUXu1Y2fMjJXTuSdHegs3PiXwJPxTElpssNlux3abE6iSehKL1Kkru66k4rEWy3jKtSW7B/vYm3Zy9jdj3k7G68GPFfoSfdX/wCDvZ6lWHG65XE1s3iwnxEnHBuVbrR67P0lPqSpT3o6EZK6SubqSkU6q7yJRd6U/QnG8KsBJkeaI35kuzvFhQpJIineWCU8xin1IUl3qm90sVXhRtcjrOO8+RGzxGK6FNL/AMGmCMNScuiFAjUifEQfddypCX+GRnjRitfZaRg5CmrcURI8YspPCmVKU1KLvbgQlEjCetkRTKdRWauR/Dulfd/g/S9l+xdrkW2WvcVZtz8KHiFNWXE/Ekk2Qp958dCz7pLeV8lJO2vRFWWndIp316sS0Pc6m8ilPVMqrTKKtPxO6IzjdGS8RPibk4ve2p/7K3JSXsyUXLFlLh1KU9UTj4Hfoxxdnh8mMnvOUfCxrY1rslN3eEyy2VHmC/wTm+/ZLkbqFbvK38iV7W9iEdWkVZPuqy5sxltkV02c2Oa6EpSxkazF7LouhyZOlK+7dcSM4XTLlicpbqHuK+vYxtp1FaSTKkP/AI545M+ipC1z8Oo1utrgzdefYlLhYhHhs3nYzaJ8uKHshFXk16lWpLDaQr3epYS1ZTXG5UehUnDCbbJ373sT0VorptnFiOSRH15jUrqW714E14o+qN9Xi7oUVcryq717R/nbgsrijoU2Q5il9RLgt4lOju4ubjzr2OERJbzO6hLUUrqF2+ZJ+KTZbUpwG8K5WnIqTtfQ+Hgu/wCxRUd1Oy6EFonshPTDJRdpLbUjqXxsROLvG68ie93kmuaE1hp7FdLns3otDyc3saKqj5lRzTbIzjkcJYEtSUsIzdmiXoQjLdTyVZ33nZchLQSJMlK9o5Ks8yVj4Wj1Y72WEKSzdkU9SN+dzHhRCpr3ZcySxNDWY5Rc5kRPSRV4FWOo3qxp3jPJHdyrSK29v62N6Ka47EpGCc/DFsm/G7dDd0FHZ+JSlbUqX7ya2cESnK3uQhoiMUOWhVlayLZnKxQpeGPqN8/c/wDbi3UzXF8DLx12Nako4eVyZFrepvzjyKc9e7InDVbZITKD+ki/CdCpR6opSj3PYWTOor5KaSICLlywpIwO/ISu+HA71kVKs8ZIQzUZCKtHBd+JsRHkLkPdMWuXMnMjJHD2J05XRSnieH9yJ09VeJSmu67E4eJeo9k49TqRlqX8LGmS+ttrmfDT0qNiXhyW4GCTGWMHcHv2WWcB23YmLzdkU6StCJJ7Hs1dzdd73E0OzIvRmh3irSZfBv2jL0fIafJkoYfh5C1gzFpoTzB+hm0lstoTg7SR1Iy1IS0JxldYZVi+8byurMa1ivcv/wCCwhzki6LSaJSWtlzIQ0Op1M7EIXMj9uR30K1vCysvoKt+BJyT3xPBxj7FSIrbs8ojON4MnF7nA5olHMH6FKeJrJOOY95F9R+eyURczmUp6FShLe1RQaOSKszm7iSMHfeCMZW2VbsqvgSfEfUgynEprgi2iO87IqNFe/MrMbjqy40QqIqReHcrU2Ua6ziQ77k9eD57E8SXqVYZWUUqviVmVI5jlC4oQnoyrAXEvHmjclvR0KU+GexgSzzIt70panwy5sppYgdEPmPq9tqmVgjrbA7KxjJFG/fI97PHsLSQ7XRKLH9Sv1FUj1IzRUpspz/SypS8ihV1wypDTK2XREksxkTt3l6m7JOGBTw8SJPQS2dwb+FT4xZWa0supWfBko6v3IfdEprWrH0KX3Mg3pIqVJXUD4p43H/B8S1Zpe58T96Pivv/AHPioO9rrzK8XfdfYuOOmnIp1HyZOLJ05LoU6q5MkuBB9GTh3XldSlLR7r5FWm8lCrqrPmiUdHcaIsthkJZhga1wWW7P3Fs+Wz8OEr9D4mUu7FRXufE1Fmbf7Im+BKXEprVnw/GJ8JH6I+x8OtGij9yKX3IpEHw2K77SzzHa0kReYlSmxrEijUzoNrmhPBKOP2ZH+3+CrDqijPVCeY5KsHdpnoJ4kjjB+hKm7NYIyV0z5UjwxMkvtRNcCfJeyKnJEyXI/T+5+he5+he50iS5r2Jv6h73baE+jHNWaXmWZKLwxrVlKaOE8rgzkW6Ceq9USXhkS0kiMlhkovI+ZvWvwKlJ3i79CnKkra30HLJYnwK/Rlb7P3GtacjGEyP1YKX3FPmQ5EJEpeCDPiWtD4h62JRxgmhbL7ehfuPjxN1YVyz2SQ1i5z/fQhNXi88i/oPihGcY6D0aEtGNC2OeFryJRllWPIsi4yTKb1USgk3p6lGUMP1LfTcUVpYgiF9Sm+Ilhv3L5T28V2ZIpz1VnzJJc1sZLmShK6KLav3ZfsKosftpsnHhdCezmjqPZGaSnG75lNaprzRTKS4FMh0Icik9YlCOkEvQpP6Sk/pXsfDy+k+H6+58MuBbVEhW5l9C31XLluw1spy8SKMsLDJQe2cHhkZYaz7F9H6CZNdhbKkVa9yD1pr2Ph39FvJlB6Ta/cXCqitwfsz4g+JPiuR8UfF80fE/cfEfciwtV7HRlsMWP52Ztsv2GJkbWmr9SlPCJRemB7JRsKWJK/8AIpK9OV+hJLMRJ8e102y5lVfUVvMl9iP0kf1e5D7yL+pbVLUlHqiTJczezobj1aZcT2piLFyceOCnJXSsNPbJPmNO1rrkfDVHluL6jirp3W2TZuo7pbsMYz9JT4opdNj2NMctJWEn4Xcdr7xvLQnDQ5iYtqFtuiUNR9hxyjHhdxS455FkYyjkLih2vB3ROOsbbGPaxbUI6CeGhrMcjM8WiLxbyZUp6O5zIvj2FslwY2u/T9iOsZduatm65EOMWii9JLyZCUeD9RwTt7HUzoK2UUnbBDkUnwOUifDJcS7DGjfKkeq6GR8l/kvlv/ZUhlZOZB8SL7K5FN8CXAs9Ldvd0wPSej4kRDOhydioTXAl9rF5HPIr4232WGslOfR80Sis6cx6HNkJK5OPUnHgSlmEs8iX1RIvicxPbFrQ5M3XbttDQjqjyF5D+4l5lxaMXDZ6GNSxGRYsMUsrDJR8S9dkf7S2JWY9YYKi19xPV5JJiEyxnJF6MjLUlHKLdp8DodSa4luH+CD42FzR/8QAIREAAgICAwEBAQEBAAAAAAAAAQIAAwQRBRASExQgFTD/2gAIAQMBAQIBWLC9rLNl/Sx+NyMSce9LVz2IxJJJtIM3TLkMY2LjrVLowsjBBUcONFglxZ0JaA1skY2cc2OsBiloWhJetq47URurpkBJX1ZCKWzQBXDFgmSVikhuhMZrBRLcYD20Ck9MTKh7WtC8SWS6GVyuHquZiVFOhAL2EWtoTuK9ZUhgIa/DMuUmUt5FN1RWLC9U3dLSYBDHjjHWuNBC2TKRLiYJoTEvcpbVcGjHKuWIQ30L1vHhNYMvhjxYnV8MywqPAd3nGUm0mLNg1RJoMtoZo64jGLLGctEeeRDMmVwlYII61zMSqPCXd2ojvsdiLEjdbqs8fATwqWLZCaAzhdtMkr1ppqJMpccWT27iISYs2GXquMYWDU3nIvow7GoVbuPpWsM/v1CzwTRh6EviBosFdhC/yJ6Uk67EWy+zE5FLBY0Es6qN9kArCdN0JaBGiR20DNQn17BXrX82dY+RTmTRPhXCiasghh6SWEzbwK8SaP8AGxF6J6RbSA5gm0uTMXMi9CBf5WNHiQD1quGHrzr+CTEWGPZARATBBMKzUVZsw/wsulcaCaWM0HWxFBPQiLfYnRHkHXSTGSAbJg6HRlJsidKGm9FdxokJMA1A7wwDoQTesepBrfvz/AmSVFxrG/bQQq5miAPDQNsCyxWAcdb6pWlOjFQnoDq5qi8Uet1Pp40UQxYYYAS7RBp0A1otUlGMemauwQdKOjEahQp7BWwAqo62RuAf5X+T/mNhnGOOccYycfVTuJLbFKJGgbrNuFaqBZN72Grs0IFeI72AlsTDmvQmutXkERZlPWKUJn3rAjNUK1PVh3vcE9pZRinhf8PGxcnEYYeeLAmutvZES9FizkZRQWa1ra6gJlNVVqNB3sRSWweNpb2o5WjAsy0VhkJyR5H/AEP1IEwgFF6lFnKVce31+lNAEssrVR1ZANwKuKMbGfF5K205dGVyFWBXzlU4404i4S0eZ58LHAUpkJTLrcOkGPYAB0T1Vxi4GPCt1brWwNZFC5Jl+K6VNRkJPGoYCOj1bM00UVARjFUkTbPL3x8lHNb2Lm21LWlK1C1jC3LYeBg3pU39AtAYi1hA+QCI1lfTsixevX1qyMkaKplY99+KtZaXPVTZR6Q9bgm45WWrWLctKxGdUEssVNZLKrHYcNOOybcfJxKhU8ORZlX3UXPmZU4y49nrYN7LMyG+iAlkCqzAAW2U1zasCSj2GrITKOZTflXA4q0VBGqunG376Jm/ZAPITFoWfepERmiLZZSsAikMCp0pLhcNshAv0wwk+dhdcO3WoWLhvMzIoaVUojWRVJCwS14vZis9fukeLWZ2bj6mlFjpn08Jd0YyEVrAOSKNXXDZpEJA6ewL2sWIqiynHc2XO6Y2DUQtyDI5ecLVD21YAjvyTe/rEVELBIZZYtb29ABQqh5QMiytvP4Rgrju3+rbmphJXNb6AZ1XkFU471JWhKhiYSK3jXCaEA8rCwYVBcXHEYpZPm9IhmyegpdKmlhWVwNCevJhMrrgICQBC8rVjkXcfloXyUyGsryVzf2NmJdArH2iy5wueMeV1i4AdBiWiz141XPFcYWLRTj1cjj1WYeTq7j7kGZ+uqfKtC3vz0WImevExOtMrz3Nm5zkcea1FbCix6qb3TKySOOq42qzbZ1vHPVw95YMe9xQ4aZA4ugVE9NC/wBrRKseX1NQsquufIzkcX8ff5VQvzswWQXnAVxFXW4JtmMTA8M6EqYRcqqqhJVli2ym7CsYvdMYcdTn4dWdRlW545HzTLKCuFyA6e0AAkQhU83WLDe+cr7Ffy341fQlPtcq3DfFM3Xylud1Vk45zb6c6jkmW/CwrivkElmFkW1r/TNZEpFXXjRJO3q+TUq1iPjZFOLXTjZB61jMcP8AGla3W4+Pkgl3uJQbewW7WpV6AhZj92yeir1Cr5uluB8LGvPVcxFOOKBWwuuxsoZJEWvVjvKxVjb6US7LOf5NCY/oH+DDLFtxra4FmLYsIK7vxr0V8XJWAWWVpVj1r1sS7MNteFrc8Fa2FnRE+gb524zcMtbU1LTBHezPbkbrExsYrY7qjv7QQu2YFrxlUDWtdWYocFX601N0rzUsycQ4tFSTduH+BeP+DmxsK9VcWKlfqzOTFRBN79b7Zdxqa7PqlnRFuM2NXmrZ8mvqyw0Y3ZFtlamwHqzK/OlXex/SWS2unItxa7XoS/sizGbETKS6zFSbsNhFLhTXPoCqdb60AZomekupy5k4lWfaEuFvivJ7KvQ+Il4t+RxbA/ISwY74yj+NA66E0OxYGqurutoNWTVj31zfmvN63pqmoSZpdVrSpjx9i5AKqE1N7CCLNahm/SXKaMuPjXYlGQrzQFWZrvTpk4YN2UZxjUTZbrQrFU39DecgXhosEV/pXcj3U3UUW122462GsLXldPV6mdxxXWDHpXGSfb9ByXuexoavh8Bj+VDYxT0StgvrZMjV3HJT+osIHaeEzFcw0h8vDtrw1pm4U+fj5+Avz+XzNPgS1HSyphEspO0vUrLKBUaa7j1taQ+4EyMfGwlEB3PKK1YUIa2HkjYdz8zXfSCllF5x6eQR4C1dmIjM0YJaB3p2E2D63oN9C/268x1I0a2l+NEenJZPrRnQT0Y9BdbQRAZqErWG6MM2S0aexmf6R5JHpx7KdFWretgDXesNSwZVds2T+Vj9K7v4IbGFAXf1/R9zZ9Pozmxr5VZ6+et249+OYIj1ZIAd4ltORqGHG/TXaP8AkU/Ocf8AKcFuPfEWKFIs0aw7rlYjJ6BS6vJDpZYlLDsG3DEpyuifoOt9b9+w2p5SxSwWwAKx3dh2YpQNtL1yBcLUyUs6362IWtIVbN/pU679C334asMHWeEt03RV8O/DmlmhcuSoqthGut/M0GuG3wLS5f7frXL2YAJ8ksS0ie9FAZbhPg/MMYyhga8yvNBmtdbYXYmiprCtPYr/ACtWEWPPPhLhGQQWFCN6NVivhvS9K3C4xMirkK3hH9FD1t0aiMDNe/XjaX7ZVcOQZr6rClmNk4FlWNU2DZTXk0ZkP9b2Qa/kw//EADwRAAEDAgQDBgQEBAYDAQAAAAEAAhEDIRIxQVEQImEEIDJxgZETUqGxI0JiwTBD0eEUJFNygpIFM/Dx/9oACAEDAQM/AUEGrmJGqtxkJlTxNBhUKg5OU+6q0DzC2/DD2kdUHBXUlGx2X4lA/q+/c5D5cLAKyzPVYqzR6lXCwsJ2CikBusLFzKa7eiu1ZO2MoEQjNSl6t9FjHooaRsbcLcLKSjw14AHgAOa41XZKg5OU9E/s3aaeK4kXUOCIPmrlcoXI09QeBVkMJC5lKgxqdEcI81zPd6eyu1ckbleBcqz8lNVy5m+StCLqYnMWKwPp1B6oCrbJwkKH9Dwtw5VzcJUCFPC8Ll+6GIt9kyq0B2iMrpCiovwwvwyNlYFAtKKsnWMKoQQwRe5KbLTqiFFlytUub6q7VyE9FyEq58l+KPJWUVXje6x0Xja6xUmnVh+is3uDVcysFHchybUZI1C5kJniIsg7Up9J+B35siEQAgWzN00uyQDJn1Tg5zZ1lWKysgHHpdXXIFzlZea/DWGkvEprHyV/RRVpnzHuvrZfD7U6mdbKWDhdaLkX4g7scMBg5FD4jo3KeBCa4bIHJQLFVGOsLFGqydWqRKzXMiGeaw1WnqofGmSsuQ8OQK481Ab5qXN6XV2BW9VzOPVSVyj0PspasPaadTdHFI6/VZceQrm43Q4BXmVzNVkQtjCxC5ujhMuW2SPM3ZGCrqWjzXOF4VMAqM0ccdVZczfNWaOql3qpe47KwUNb5qzVLT7e65V/lv8AY5SwHoFA4zZRPCSr8CF0XKudijhCkoudiaZCvfUI0u03yKsVdQVLlIlBzBuEQBbzQdgOysuZq5wNh91hYTtYLkA3WayHVZIwVZfgVvKV+E1cp46qAiVHduFzq/AIhRaYRyJlMr08TM/snO/DfZwynVPF4QqHCVUaZbzBOBg2b1TBlI4CFICFjsFjeSphuylysjI8+P7r8Gp/tKhqEIoaqclYIAKVYBDgeEO9FKPGOEX6pzoklVGQ15kb7JjsgJQTSjKwicPmgP7LmjovyD1QAUCSobKOETwss1mpYQrIYVhKlQrWVlkrnuT3pKhZI24Pbb/9VN9ifdNKhbpkYfZObI1jNW+6xOWIxsrQNVptwuOPh6u/uuVS1SgP4NlbuX4CY4TPG4TxYOIVYbFA5tTXMxNyXMVPKosEAFmfbuW4TUZ0BK5SrK0qylZ8Zy4ye/hpwsTiVywERxvwxNF0TooDmnjHCSpKgLLhZTUd0gfujh7hXMUFJVuN+6ePLKm6txvxwlanvQp459FLAfmk+6sOBKvwvwjvngJ4F7irQoMK/C/C6ErE7oFbjopKA7sUXRmbe6hwGwC06cAEJQX4gQCnuE8bI8GMCJ4yO5ITnFQ0bcJPRFCUGhanPhCm3DFXps25isT/AHX4itwKMwVhvwjjcdy3DC2Si4yeIeFBV+BBTnrDE+ymFJjRNaCTkEXNL32boES4udbYKbkeSJz7llLq9X0HooCl5VkEEFibGqt17nNwKAR4GoGlz46Jjf5n0VQZELtA/IVXH8t3sq/+m72Vb5D7Kt8p9k6xcExml+HKoYmEEkw1ufUqYe+QMwxYuZ2W3AMExJ2XLdGOGCmQPEbD1WGnSp+pUDhbuQsRugVfgA5queIbmQEGQ51z9uAhN3R27v4ZhHMq3DBhYM7AL4tSfyMyRrPxmcOnVACTkFHMfQJ73zHM6zG9F7D6ngGtLjkE6tXxuyb91Li72437xAUm6r12ksC7eDPJ7qtgDnVW+gX/AI+n2jBWBNrEm0plJ002gNMiyuQqvK1zpGspnLdNJyHcKAXanu0woBsKHcY7Q0/oJUtYzTMpjG5wAsPMf+LVV7U+Jwsn3QAAFrewQ4HDhAk6DcrCwM9zxgKT3RwrVTicMLfum04pu5dk4ILDVJT6vZqjD+XJYO0VB1WFwOye5kgp4AlqEWEqt/p4vJdpd+Qj1hdqf4nJupJ9U1thwvwsiaTXbGPdH4dQ/q/ZNeTUcYptyG5T+0VOaw0QY2AL/ZAcAwIzid4jpt/AJXaD/LP2TxmU2icWAHzTXjw3VGqI1KrdnMeJnXRMe0aSviU06jM5ORFdrxkRn14Ne40neYTQMwRsmA5R6f0TWnwhUf0oDJqOpTYsFZAhNIRaVioPbuEP8NBs3Up1Z4AENGQWBokX16LbgGDc6BGxd4ttlrxgcWHN5KoBhOC4TBkAFbhZFpRMj2XxeV3i+6NMcvshZjs0IXxGVGnIpzHuacwURUbBIumgYC7mG+qa4TCbt34KlcwCLnfDbkCUyk2XG/2WLyUKPNR1cV78YWI8CynbxGwRp1L5Km4S0grC+W5bJrW4oJ6AJlarhLC0EwCiCQQoN17JwzbIRxYRdMrPO4y6Iho4YmGu0XHi8k44Kh18KpOc0kAlqE2j+FLymjt1edLo1nz+XRBosgDhYMTk5gAJxPP0Uea01U8Rw+JVx6CzVBRAF1UwkYjdVAM1+JjGq+J2em7pf0WifSMG4WPKE11TEELE5onhRog5kOzCc5xAsLR6pozJXwhOk/wYK1X+cr9Q0rDTk2CfUeKdPe6FFsNEvOZOij11UZZok/c/soC0RJngXRTbmc+gQaAOHKslD1LCNk0A03ZHJXkKqbhq7VSdyyFXe0yUGtuZVLUwphtPPdRSgm5RFX9MBUGCHgO6KjWFQh2lmjJOqUYdmwx/A5oXKi2pi/SPoVXqvvUKbRZbxnM7f3RLZKGaJP8A9ZADuNpt66dURJPiOfHlVlYFZLC6QngRiKdqc1WxYcV9JCqYmiVp7ouKtUd6JlftLcXhFyuzVHmplFo3XZ8ywIfDqQABhOSNPtRE2ehv3rqaisv8uXeawDG/PQJzuY2CkwMkT/VQOBngymwklOe74j/+I27lldacMTVBXL5ovJdsi43z1RLvquf1WCget0DJI0UgFt085lNZWDfymyLXHdp+ydWoMflKKdxuiX8NN00UcRyaQpON6c/Ow2UoN4TwDWydEarg5w5R4R+/G0Du5Hhr7rNcgG6iHDNDDO6u52k2WPs8j8uapns2ZubhCnrATagJAPqmOaRCLK86O/ZOBqU9MxxCCONX4XQFFo/UpcimtCKJ4ABGqZd4dB/XjoM0/jPD2Kwlch1/dEEdUWuumgC+a/BKx0mwVVFy4X2IKwCOVo85VJxnHi/ZU3jmqHymF8N4YWlrMmuOqHwmRoU7nqHWwVu4CZ4taEfgNcR+cIU6wP5SgAiTxDQi4gv9Go8IsF5oUy0RY8YVlCEAHI5FRDXe6xPJK7O0ctzsnm6xtDJu4gLslmh0EfVUm9VRnwrsdKeUT/tlNFhS8kXsh1MQSLp/aa+Mz8PfdBjWtAgDvtbmnOfjd6BYuyv6QVjpdWpxGHbjsoM5ndHhAQm6OhTQ4NzcdFPGCg4ItOVlc6tQYwjFZyxOV4A9Aj8TG/0CB0TGaR6LEbOCCpT4QqZItZN4W7sE6lEvxOufsrIOaWbi6NOuWnyKwVQVGQTnZ2GyhqJUZolNbcp58KeGlrXSdXFNZbgNVCjyUFMcEWX3KL3LAUSWxbqNU5zcLgTh1zWIWcR5KpS8bJb8zVQcJDwhBLeb1QM4hhjqqRq4W81pyQGbYQROhT+AATneH3QChGIbmUGqO0uPVY2sTQwElBxhjSeunEBAyhqsQjJBDFqiOFoTmFSP2XJLdUSP9qhqpVa78UEBqNGsG6RZPYbOI8iqToHxObciJQL9jvuqb5w8jumRVSi+HCDoVX+afO6mDghwMgiya9ocD4guvBrU45CPNDW/EvdDctSgzzWakVDs/wC6nF+lNfmZWwW6lMg4nW1T8mM9SgBcrP8AdH4+G9ulk8uGycCSy42REwPMKfCps4Ii7VBOhhSxo3umH4gnwmE+gAQLOMFVu0PBDJtuu1fJ9VXxXgJ1E/Dqi02coBOYXZKhLXNMHcJhGKi62yewwQQoquYTYiR5ocBxACLz0ULmQCl1dvknM7PiI8RsmkXCAIEFAngxokj6SrIOdDXXhYmw66k2bHVNaS76oZqjU/SdHQntfs76FA2IgrAc0HhxG6qUowsiRqqj6dbn/V5r/EdiwOHMzwnyQktPopuKi7SMnNPmhUZheBKLTBJwpriSFVonkcmkRWZbdMJbUpPiDI1CxslHYp0bcICLyo4AcMVd73ZHRbJrMyU9/wCWPVAaqR4oRtmT1KquO3WUBMIvTQi5OpGHj3VBwuVTfCc0bt+yqfELBeE4ZJz6F8wsTyOiwhwcEaL8Q8J+hVVogp58FVp/SRC7TTAL6Ft1Q7TTcx0skZyqzKkSQQnuogkSU5wsu0UHS0wj8bC6G48/NXz4DRE5qO6SnUxDIlDN5usAJTqjsLNM5C5RiTYJylVN0wZ8y0UqE05hfDdPsq7Mi2FTOdiqNRpjlJ1CfTqlrwhgKLKsjQp4aPwwSF/iKD2CnBPrxq0/1N1acl2EumXUj/2CpPa3C+Xt/MMiF2mmbPnoUx3j5T9FTeE28IFoYTztHupQ24gIHhSbZxzQA5UCr8jsX2TnFkg262R0TdeB4AK6AuSt0CsLoiyh6FMQZhUq7Ikg6J1OqWuRY5YiqFFnxDkEw1nlohpNuN1zZEhNCEKrT8MoO8bI6p1qlN3M24/om1qTTImLjZBwzTRrxwiTmoHVQ52hTT/UKf7pxsNswmNGUlHj0RQFyVT/ALqkN3HrxBHCDckp89Nk1zYLZ+6a8G/umU/FylPqvDDZo+q7DT7P8OMbzf8A28RiEppJGu6xZrDqvJFv5VTb4jhTKfanPuGHPzTaglhEIrYXUdSr9VfCM1ie5OMR7otjFHkhoI4lNVKmOZyfUMUmz1XaC4Owkn9SqHNwCaNynNzuN+4EONNzeYD1QDOQmdAf6otcQWuaevBxa4gWGaKgtlZLomohU6uEv0VAUXMDZlVKFSQU2vTk5qckNFhFrlYZcc9U5wxkWKpsFh3Oqo07YvRdsreEYB9U0XdzHcpwygeiJRhdSqtLKXs21THDEw+iGRse4U1U3C100ZBMqAh7Lbp3xBD5ZruuyimaNm4h5Svh1C12hUtARwBWTW3cQFSZ4RiTHZgp9XyUi6PZu1Mk8hTH+FwhBoUHE43+yAEpz0eAEk2TCYY0uP0XaKnicGjYBMZkB7d66lMccTSWu3CdOCsL6O0Ke39TUHZHiCtQu1DJ5Tm2qIOvKpV4kXCrsqOFWSIs5Q1sKFJT3EmT7qpujqg0LDcoVE6m8jrwBAkSi6Ag1qa1ucIk4aTS47p73TVM9NEGiA0DuX7plRdU6rYMFdopGafO3Vh/ZUq3hOFw01VRnjEhMf4TPEFNcMk+mZYSoj4ghU3hQDgAVemeanCYfFZdeDQM0wIvdcqXge/kga4IECQuUHhCgwwY3fZVKt6rv+IyTGiw7sq6v3GuyKCwHGwX1aNUx7bGUx5xAAP3TvDUCviYYKIs8eq24tKBGSqMMsMKqzxhUqrUwg4UGmDib5oHJx9lAn7rEc/ZOOQTaFJ05lNa4GbqWAoA5SUSgNO4UUU5SggeLhfJNMA+69UXO+JTOF33809j8FZuE7qmR8TYZhDNr/6Jr7PHroqtO7DbZMcYcMJ69wFA6KDLbFV6VnCR0TKwsbqt8yB8Rldlo5rSm2E+o6SVzlTRbfQI/CGI34NhDiRxCshOSbHHCRBTHdD9E6nmmvCp1RDgu09lPKcdPbZAD4tI8uo2U2JRAlh9FRqHCRfZV6PgOJuxVJ5wu5XbHuAqQr7FSL5qs0WNt1dSoEnREuJTnQ3QBTIYycJgqudgnzdy6oIcQWq/C6KjgNChOaIzuEfEy++6Y6xseDZOFxE6aL4NT9Jy6J9IwbhUazVWp/rb9VQ7QOv1XaaBscTdiqNQx4XbHudEJQcCCiy4u37KjTEulOqWAgcIqkdJWD/yLxo9sqnJAIJGaaNQpRTtk86IjZNbaVRmZVMJmypqm60obqEJuhGaLTYplQDH4t0+lY3CZUFimPaWuFiq3Zzq9n1CpPydBTxncbqlV5wcJ3C7RT8Qxt3GaoVxb+67VR8JxN2Ka6xGE9UEUDfIp7fH7oFOdz0/+v8AREcI7Sz1XxKrD0IVFjbkkqiw2p/uhsh0RlP0XaTv7rtZ/Ifddr/0z7rtX+mR6rtX/wAVXGbh91H5kYlWMFEK/C6Iw6jZA3pujotHoEdFReZFiu00RY4+h/YpmLUO2jJEc2msaJj759RYp0fN91RfbI9V2imeV09CtHtwphFjKCIMtMI5OEJlYSLOTmOIcIX+ZYszxam9fcobIbILr9kfmP0TvmK/UU3VMGgQWy0IUFWV0QQmuysnAX5h9k1kQSZ0QcJChU6ml9N12imfmH1QkupGDq1TmECN0R4XehQd42Jo8JRBuFZAprZjVMrNgj1VWn2gzlFisNkUUOqb830R0cEZuU6bKp8qf5J3zBPGyIzIQ3Q3THgO5gqT9ZTh1CE2CdTvpwI1UiC5YT8VhFrxumvdzHCdig4cWOuRfdA3Ge4z/uq1N0VGyPmCDTB1Q0KdM/ZW5r9UMx3Qy5y3QLZBlFGe44alOnNPlE6qVPApxuwGNhssEBzQbaZhSJCnYFDwvHqsJsEQbogqc1SeclWou5HYm7FUnmPCdipQHAOEFVg0iz2bZOCdSNyY6iCFkqbsjBTge4VOYWBxLXQNisWx8uBT0/qn7qro5doP5l2kfzF2gfmPuq7VVH5QquwQeIDiOiYAQE7Fayjxa+yx5sAjJFo3GyDpWFFO3TXoQQQu0U//AFvtsV2lkYmS3UplRst4tcIcAUQeSpA2N1FniOuic0bqk/IiR3qJN2DzQGT3j1VQZVJ8wq2zT9E8Z03KnrI8wqPzBUdSuy/O1dk+YLsOy7APyrsHyFB+QglPs1/uuohXLh67pwnXoMlsPRSAQpF80WmDwIWhTcwnDRVQ7FRdh/Tp7LtNMS4TO14VOoBcTtx0IlYb0nYehuEaZitTw/qFwmP8Lgf4PXg05tBVL5I8jCb8z/dN+b3AQ2p/9U7/AE2+hITm/wAl3upFslbLROZ4Mtiqbzs5UwRpsmkyG39lhtn+ybU2IQ2snM8uLmolA5hQqNTQTvqqzHQST53U8Rqqb7t5XbhdtojIPHRB9iC12x4tAumuy4QghwduncXbp6IuMk03Ux0TXD7INs5s9UT+ayaCQG/3TWkSYlNeN0LwiDsnt4BPCdspyKi5CANj7prxIPdEZK+aA8t0HHcKCcJR1UjNNDi14wkJrsjPAooqNEEEANEdBHVOm+QRIsrZyiLtN1NnWQXLsU6JKa7MJuic28KDB4O+ZPGiIVJx52eyaHTSrgdCnmz2QemR4ngeDbwIlPOTgq2o9RcJ7HCZ84TKjwM+qGy3KOjlXGpVYKoMwmHMJu8LCJj0TnZXWcIxmogJu6BWD+iY7p5qyGI539lzEYU11iEx0wFUbldVRpP3RBU6ItE6JpVQCziqzc7hU3dECLHvhwumy17BBafdFFN2hGbPW7J9F2byVF2TwqXzj3TvNX5bIxze/DcItMysWkLEgREKqzWRsU1xtnsgbrYK8RwY5U4ioy26aBNN6qNzH7qZLPZOaUHLZVWnxFNcLi6D2yP4A4dChpKnWUzWmqR/So1lOzHqnjM/SF1V8pQnIqZiyqMOqxcGnRFmdwg7I+nBwvdyxeGQgBFTVUzYeyjIJjtIKOYVRiNQ5oYOXPqqjPE2FUYARlqqdW2X8JpzCB/N73T+n2Tryw+wP9F//8QAJxABAAICAgICAgMBAQEBAAAAAQARITFBUWFxgZGhsRDB0eHw8SD/2gAIAQEAAT8QWJphwEFZCZB2R8LjF+GVr73DoFuYxs5IImsTOhfc1FmX4lG2sESn5CfAYi0VjxAT9NR6GLWAGjMBZoXpqWPRGGlBttYWqBT0s4q0ZOltGUtVKgfwkpjfTNj7GK6LxCc8VEqi9wH2aitXzNclxUbEQ+Gfk/3x2LXkNw566r5BWBl2RUZwuB+dMyPe5rVZh/AXGYNL1Fs7b0+oqaPGSKpOVX1OCzDDUSfKH9sNSOAtWedF+jKuuHNTTz+odxapz3ISV1il3isy9DVDCxPmqjuoA4RP7jmYrR1yllr+b/0EZF7L24S+/Er2yYihY9m01FWtnQun3EQVOvZf2lvrwEL8ldPQgACY9Ep4LVzW1Sj2LGhJ0GamvWWRIPc2QJktCGQtfjca2UofIO5i3uw0GFoEun4ihAstekmbiCu4REQUQPCp+GWu8U38tzOkG0+z+CIgrMpCNMauAsXklpTLuDc6hopMwKcYikO+4KAto1U1UypZu9kCslV+Y/EkpSOG+PMe8ewjQAdAFeadwpguuwjvvYdQzM3Uw9v78xyApMQ7KwOYUX2rsFgGkf4VKMYhcwUe/wDYzmTmXUcFiXXZ+kcfYxWANjmO2QLnlfxJCf8AiJvhljjyPTJnqDTMlyVPWxDyneKDAJNw7JTM0HCJdGDuK8rogqt7YlwdlTwAy0zN+CIPA35M+Lq6eECXc0yrmVtcEagWvm6SFQQIvRn+ogj8IUQbj/AEZQt4xvKLmJ2OV+xaJeQ5vvMGiADlykr+o6q5ZxYjXu0dqGSnxYICpa++wXGtpZV5dT8w3zcEci/xUGCqwbuPoQmfyRwmIfBGx1vapveajFbhh3WYf4qcURPPunyQRukWFDDKPYqXBbC3nf2qKoKsLz+jUx1YYuai2kqt5S7JlU/CIiW8CRlUN3KDO43GbtgAhZfic0h1HEXClfxtBO9xUj5ZblVfNxjybHsIoT6ggsAtKmtsgWnuU5JMkwnKpGlVKfVMMP8AUBtY2+qcbsmN7rSj96YyU1VSvwIeYi07fGhjTcQNORq1culhV3N/AKw3D/5uZXaJcV7jrU9+WyHcXr8E35Ivh50zEWK4gGrwj5uZ7rDEpTHUyMWUFFy05gt9Am/tZgkoPM+jifuzH05OpWqvzKox01wvTDqMWa86dSgKCatFH9RriVz9o4SKOgUlYMrnz/QlwCxrxQJZnA9eEMzO8PiIkQWr8Av1CXLir/y5WWhd6HqH2wqe1p/LDFUGZ19ouAbjy82Iyosqq0uE+bCXyrctgAx7oexLxB82R2gsIdVHpEjWuHL0wANLbwjkgwmi4gJWnHA3nzBFUUoHAa/ua6LbFG8OZgYCfOG41MRE4RblTuXFXFFvuMBBCbtFYBFVsusxYQgFOTcdl3cDcvPIiQhchuPuahYO3T0y2A6ciZbHpvpF7rZtWt12cVGF0Cg+tTOjcKkux1L7CX0MEC2BcmcmXokImMCuR9FckDdejSr8TUE/PJEoDbo+GFqgFeGMKwsnDV1MPMsN6i4WlQszGKC8p2yvxRDW4y1Wv0H+JyizXZHJV0l1Gz5iRIoEAn4YhSaS9v8ABGTtwu0YHlYxv+fj8FvtSMJlW38IBHzo6/LikTK3CtWVfiGtcA+lAAtoB284lBuBxvAfBUyToFGluz/w+YxhgZef+WO/ll7KIag0Z6W/1DHcHg5CT2jK2A/lfuHpm+VEkWmx3XgCfKSrjVg3hVLhEAFO8tX3cAVYk44BnouVUnuhxLTju2AH3K4iWTVdklP4LXHmKqBVTlTZPAa5iRZ7+aWVmXJt9GBOtkdXFtN2VbyFQvGPiKoNxWLGuGJuUc43d4mUi4KqNrHTLspT0xLbuF9wY/uO6GdpWMPdGLC/6E96IAQnXDEyeLMjkjl7R4ycR1bEAGiuiC/k5OICYeSDBKc/hxG7hivKcUtncUa0xwMQEacQZGR8komNHAN3FXhj3nSniiBg4PyCJ4kb6ZZUBqWUSigVL5FHOK58NydPAPEv7uJDao8pFQlVIFk8fBjsfuJVzBMTl6i9kwQP+oz+499fDzQqp2pb6kv6sMvncgCjyhal6CZuVlDnoIlC+b7L93n+BUYJapRAhf1Q17CUF1UKEtoPRn9srja+68kufdiPosRxRsPqRCWS+8EqW4PiMmxgp2KB9w0eBjgsf0gUm7b9zLjeO8pL/cB4bu0lAVNi1S5iPbFRoO74IrIBDzYe6WCDDxiwtfeBgAceOXGfpJXwiDyr+xUZWl5cLqXDgVREl2KdtXEOgfLOSVRpGx1mDouznWAZWPzAu3mHEJoHUVgY0SNRjge4fiAcxYrEU4g81xFR1DgRQGIxlkWQMLyUpgjujKeGXLHBzzA15qatPnHhmBgtgIcDT8kotQ4r037DXcCg6MFpXAEqCZWib1biXeo/ELjJVwzOMa5JQwJutolwZ0nSEoHDG9zG32eU8kw22B8ZTv1DYOsy5Vg0yNM8T7QvG/tJX3SwjAoj0T+0SJHcQq7IMq2SgUmXwxsYDbGHzQzMcFPdxRe2Ed6CyPkZOjEUit5w2ZVyTW0rDLyFJTgaoBeMdR0kOxMXdgY5pMJ8SwwoHrKGSW7tVP0BSiYMkXnHMS/GGAzWt8XcpZD5JB95jTcHoFgJYclj8wL12Le4e+7M6wGfzDpv0pWHm1+2JhSpA3VJBc+T+F/coHRg6ufywg2JSq0r+ahpChsW83+IFvneyv3AuZ42aHHjjBdn3q+sPAxU5qXZ++4w0AfIEPnKChFmhirM/cObSEB40h8LsjGyodsxBrszxQKOO1+zb95jKVUD1AUFZgsc1C7+Y7YBI3cVr/AFnErExMsH+N3+oLZmZKXFD5QbBALTjuoIJIcjVXpxTPUSwL5pVkIxQ43ChuGMKVdUU/YxiOIXeUjxlckAhXWrIwnm8XFJMu0RxSFrz0lprKz8jMWNFoaFLzv8MvAlqVYM6Qc5zFAXTJwN36zMpwLJiMMNkhBktBJo1TwXBwMeU1AbQb1gAIWpBwx2eDnagQp7SSkbmrsVl74ZTVWu6j7MEzUIWUaFxk0wQj2qOPY+klMpWQ92eIWDOwblWExumgfCB2W8Mm01SgCaJxrVEdnqrZLuJ54TQHCfHUqNsxp9tEVR3KiDjRRK9kbaiesrg5jpYxYj3MAmm+C6mvxrl0t5EjluiLsZXi1qvzhgu8termXVIXn2+0qG1cpPGExH2tiD3Cvk1x4cIanB6ycprDEuCftlSWE+j+rJgIAL7yFfvE/5sQESLBx+jFZkAg42f7RRi0YaABFnbKFsfN0v8hZWHzjT8lFWi7JVqu3xJkbbI8pbilhAnqbnt0kRYRivJ+iYANIpprmX/IV0bZbDvYEZJHe30TGwoG+QlJkB+AucJylqnfqXR9RxpjF+YVYlSkOBYsxbYpBp3DYJQqXfmIKIpzOF/bninkhfApILy3D2muYOCQh2CfTCVBVlKyUzZZmuyY0TTCnzeLMQbqMA6t0y5OYU+yjdt5qABq6Bi5++4ZTEMIhHFwX5bshwQpgltcx4JbeYEVrHXkV7h+olRZkVcHpWSGblwi9wZplhOEAHjCBeLanCpAxphUORlsyyscOOEzGLo9msierljCplXLLYK+4JpQa3F/W/EXZB1U+TycyitsjCySMK+IwxDs/EZoX5QOFVwo4tDfeWMMwMsM73d16iWb58G9T6p8zqI/ACqi5g1mUNrt8wdqtJ1bQSwtUI9sH4hzHTNASgBi00vbCENMnh55wh6G+1+iYqoJfMcnDXbF+wsQ39CavwIxbxcN5H9Ey/lSat/wAEK6H8KtiNqV+gFv3BmU09pbK+cQqLFDz+moweqTsDf8SxYfVlX8wDlRgsDcn5EIQ00XpAn9kTDh236fASzzjsXXasOVzCOu74MLUv2S8CaPJqwWMAo5rTklagZWs9Qbo1GElqrD+EsE0YiykXmE2/gMXUQ3FAeUa0HNVmY+3s8nJAPraqmFw9mIc3D0lcA1KcO/MVCsYpp3ZSU9MIjTGDmz7eRgoIiAhyqhfSLFyOqS1qto6IELNBCfJRsjHMdhiObDnkdZJaIFEAl8nZCjXNVJ2j0i5YRyAB2uzplhyJZfIsXXEMlLoZCdHomCneY9xyrOPzLuFCPKIEVBwqyIUtRH3N4ZG+II9pj/uqhrcRg8HL11qGTBZcHh1cAr9hBN6ABbiChGjspqmPf8HUtCv0xHjDXcCQ0V8I/cLA3SByuIFeEIC1ABM78sb7gp6WEHKWejMNGoPYqGdaHWOQhn6N32j+2UG1Sl4tv/bC+Ubi159Ed7NPiqS1bZF5C+gJXjLa2o4c9Siw15VkQTgRz2m39pbdmWZv/KIwSUwRZWDl1I//AEUxBcaTFbCPgtiD0tBithj1bCr6ubpByFgTAStpa+GY9cIZ63f9xsQZg0Jcvtl7nDKZmA/jSUzKqOZ8fwH4CCodQaxC9wyjm4ZN2a9M5aFL2Dj4RfLmKZ4lBG88EQ6OAfZB7nRdUPT9RzWNjW/ZWy4jfDGS/CbRMnAdSa8i+KiFgxvschxEcBMrSq5pHyfQXs3juotDpHMwNRIZ2QZgNY4RzIG/iYmLXxFiMrq02ZSjkWt0nkeElVLeaeCDpq4iB2KXLZVmA0IViqcFFBvQ5DsYXc6IpzP7Hkf45j8d/dEO3gGINrNJAMYoJd5QI8QAo7QFMvvxwHm5NsgL+MkZzq6IUH5MQhGNludL0VGNv2Zt/cFGCcdmow8JTyVG/wARZuLW85j5dldYEK9GhLX0EKgUccrCaSOtIDMpt3QIeVi3FKDiyEvfvabrUEy2jXq/tlTisLKnY9oMFORo9XiUFuE9NUVwHW5oR15YByoWU5CYjgNwFXhHHdzTPjEGO48TsR5+IQPMvJEK/wACtxuKV/ARc1UQ5bhohTBqXYvMul+YtnWVcrAIYqjMrNDMGvmIoiORgOSnJxOmh8OCv1uLUGQCGOwdwFGwUViAUkFoczfOr7W/qOWMJIrHEJjkfxEYYuf4dYoiyxVHZiDPmJgpR8Si0s9tMHESmYOg6SRByQDtpDVVXI+TuKwuF45Pjy6iIrJmJna6PWVuAEGsHm1XOeb78P8AqRmEtFXqEHiY2MW4uU1shvsCK4opuG+Fi2l/AqUHuRwcs9YAJlcj3uv2QCJx+AZhMe62TwEokUFLQ0zPz1EC6cepXSGcGUtrwQYppceDMvCDo5LZHhqCsaFLyERin2aZDEuAuTc3QfBMndt8gf0GPTgCdNcvxCrb5jXt+JfkIKFX4EBQmWD4oKL/AA7iscoHiIfKACHGIxFx75l3HC4fwKW+JZWO5hFg9TBmVgw2nEdGoHmLSwtZtKmmy9ToR23oeYoCX2NWMv3YjRhMI4ZRhkBNLdumoGExfTKdxMIHP8F/xaCVpi7aZgYIBvmZDGN4yxjQ9MsHmkasU/JgUQgnbmrp+j4mVHRkb9K3HkIR6/A12maIUO+YKivEq3Pds15DBLQGv9Yr1sW+xFQtPKlfOZ+WUA5R5f8AhcN9aKH6QIB+DDqsh8FHxADyx+P+aGma+zgR14XK9Av6EGxmB5QNB9wgFs21w+8we7ABkCdeJiBMlSixDSTsQ7WUIZUCaNGMSDX+TRfklCC2mi6y7iyWp28CqJahkeQA/qWnviVV/cQK7MvqAOlDAqAZsrCc/EcMtr+BXUYWpyeSGiNVYsbjtLRoggRdVLASpQksKQHEcPcqBm2Ubt/i6mViC48fubMLGDWYWyo1hRoLyVEVCg+7JUZarmW2jNNRqPxK9wZZXvwzRAzKtuChojd+0Oa8amCof1GWoWb7mi3IRAcXHpciHIxygK4Glz8Nka7bexWw3UCO83CbVQfTlD3CdBrj8MHTW/1wv8wuCj/EELWjPPCzSk05ucKgfoAluatp0Lj8BHCuZDSGT4opB1Nr4DERorzBm/VS3hT0MqLa2GtH7YA6blFUAW6IgWqiXp2K6SAqsjobG3xEBcgOVX5h7iuJbu+kPaSpKnIWsyOGnBBZarzCXJSBpQQsi1s7aw3GoZCMYLq34oIuSD+qL0FNjTyt1KDgL0nkuUYwZerQXPRLaiaMxXNJlhlgAi4j/A0svMWYbMIoso3cC3cySpe2WZYVYQui75izREY0H+DK2ymsEDRHFUKneSpqVbkVCul2LWmJnC7HL7gW000Onn73Mg5IKniZAzAMyEGIUN1CPAZYhE6ZQmZriU2FIjvQU2r8iV5ybjwyF+KlscFebezyckGqMBRDLcDAii+IMhCyXPa/EIJvP6ggEqIvVMH8wvXGhu8WA+o0uC1gDcv0S8dhwyUims0ITO0gypo/NtRLjh8FF/DAsA7SwegtStaBF9K6+FkElooPkL+1gBqqGjoSCRWjWSka5WBDcKPBFR01bsoHRWY5zMYWGY/LSMEtpKwGE+4GqqDrYAD3FZg7Gm9SW8BWPRJjeaM7BBA1MoeiO5G6dF0XDGBPyhqCIa9tGIcS6dm9pKxLl1v+KzSDn+QwXVy6IXNJdIS2C4k6gm6gWPMogDDURTNqE4h3HmrjUxcWdkK7nI/g7j5lO8zqr/CeZlFhz4EZTC5IbyMf6jkIJvsIZJ4IaSxnVHqkRfzAz2kR2MLmPoVjFIqI0Vu3FOokc11jHZMeGVgg3LTvALX7QpxVMgOPMV0Fw5XxXwy9Dgb7wtKSWR26Fsp9Q1qKc5tg+I8xsX3C8oTvGCEC7nwlv9JLo2Lw3yxsiaexfYWzY2I7XJ95ZQP5VlfyktM8lOAiVcdh1piIZ11MlZAQ5uvLcUOT4ianOCKbIGRzmabgOC2aH4VgVoMS9CfiMyAX4eebgONFVhSge2iA1lpsbO3zADBOFyjKKWFSuc8Tqhao6gRDpLBv7Q79qb3pwvAfHUaE9MIFv5HylXxFq/4v8AniUMxVxDiCwY4QSXGY/jdXFwgpfnMYnxdxxVZSXfGpfICJDELYoczmpoNdRUdC9zI2U49TM2zvCK6GmJSlXdmaPMQBxCN3Niy/IQaLd1kIEI8jUQIwSHDzGmyw4a+SBNxZozCQrayVES+hUQ+UuoGs1c0I9HC+IAJzusiHK9YZijmZLji/eHiNMPzvdOJZARQ0HlHPNTHjY2NlHT6lGEppu83K2aYNhWW6pS/Kwdhc4JXL+SAQtUpxwvgMw8NED0bflcsJgpXAb/o9sxLmtMgQ/JV7YNSnAr/1iNtg/OsrBziX8pg/KP5Lb2c+kjolVv8Au4iyvdCtlg/MWItn0azr5SY4FYyKezWVYSBsFGg/4gD9AT0O48xC3AKuMGDzH8bEdcwmY2rBdb4JaoQzbpSWPUtQgy6MzlgoLNmxjoljWpPthjL+MNuDHmFvX+gRZl/xkbgE/jntDLMBUQIvECG2Ytv4GVFuC+YxtfiFIrDJGw7xMO2YguKZqWSMKOCpxX8aIwxuW34iMvUj+QghYYWMXCNSpkQUZBwmP2IXnmNM3Xl0wRTbQ2QFUEaRyKuwhYuOLrJOGa2ZmFDnEF+1HOqMWX+2z4ZUhTIlTPAh5l6cZhFctlnNEbrL5IWrQPC6ld9iFbOagPRjg9NaA7Fz6xBgdGwXSvO7jRdm4VY0DXIl8OGDBJkTwGvVQCTavIYfbUOna3/juv1MKg6OvP8AcSnh+qwt9UqdEIhtMXu2Rfe4+VKvl0fic1DR55GAC08aKX9EWcKHWQCeC2VKHC+B+zLaRnjkj4KJY/uADVnJo1sGsIOM9OuZHXxbltIB4CoEBhMKlfbtgyKXqG0razAR+TSoLLv5S00XKa7/AFL2Cj04u/6jDdjnfVKY1ki10o5ogb5NB4CVmF4Akw/ibczFPSYgE2zmGLQc3UIvC5cGAalHUaART6xGkggnBc5n6idlRi2yswlRA/nATfzPHgIx9wrUUdcIB9uTxKlPslQb8nRjoyazHrYPhh3IGmv3UMMRADW6uM4Zg7EgXixF3ApV8bimOpaN/cOlRWwa+0QTEojxfyGWuRzLKDMu29kPJncpY2Vl52X3wkZqxptFC6i4LoFnr+NJ2KYs9+fKGVfEFWTxNy/SGVBaIg9dvPwQGUZw0X9xiVn4g19bF1OTKXtKBnsdvZ7ZR0Y3yuX6CJTB1iGXW3iDdxNcowe1YLqLaY7/AHEdQ5ouqNHoMExQj3iqrX5YRaA55Ss/MArwBW8OogLaG+AL6Qjb0WrzV9USr51OCFpBdK9icLqVwAD5YaDPrSP1UFFoKDzR/rHtMKq9RzSr+oYGbxj7vKlQjhu5dKgIM3RaJAoiZg3M3NQhP4ZvcNzXP8CxFs1PcG0gswQZe/4xcQysTlKblL/BggP+WGGpkZTAZzgU5uiJ2RuTM5XxXQcNoR0koUvICz4SoZN/kr7XzATSrTebsAnAr3zKtPiCoELW1f8AwC7EMjjDS49crpQuOVN13vuNFFSC0cO05OYgNDjrfrzFi5YWlcOfzM4j2+B8Qj7TCHriXLY7LRERAR+PRfbyxETaXRzfo3E7aaD/APQ/puXuVAuTH/CW5zJ8aWNAF1cpo+YawFPs2/VwV1KurXEB0RSUi3hqi+wHSbcj6CDGCe0w9OgINaGGC1vfLKQaCfA3LlkmCeUKQz77PA/oigBvwqjqvlmeiJ4tpxmYlBYFcAH4lWXJdHhbPBBDF1Z0YfUKnSn/AHUU5gR5YijZN31hVRUYWWeCEKWfwNpTFmDxLq2xZTDMAtsyl6mossh0gkWoxQtgRJbKlfwSibjxiJgj/BCo6Zedzh7ZRKAxrM3CGEdxOM7XcGVmxAatEusrhL9MVeCBQvhSWt7eMyrvNqtD5R7I9U8Woh19hL7wKTNdDYOhSXCXZMekV9j4gRW5YUfZD73WrfafDFaa+W4k77TENWVQzWoCpbP6oWwuXx33C1bDyVt3pOYLNQNvq9k6bGPiX+iUIAHpNsDNw2fV+hBxoFFjlrz52xL2y3gyPxgi5qaK449eLYDs1BTgYofRKxJpZtIHjRQXjNl7EHuLUVcBgs/KQSZPAKHLxmaKGm7Ijys1aLLrFKq+CPfgbZKK1BwPNcZNw1sOa7k7Acb4RKEGbLwbf2lunFvRgiu6VvxDybVPxbgjgYmyCYAGLfBGhiYJUayS2KLEJaiNorUUhCFcQoQaKqCqys/wMdRcxpgc/wAOYFQIkWo2T+F0dx1U7fwNQpmXmKwtMcuPZWMqxeWorLLY5PoAywFD30svmCYgckZ0wpK0WzoS3CD+ocmy2DXhDtNQu9FUhNK6/wBGIDfcaYQsHsiSphJZmerwlbhPMPLVkdCpmrgYHBE9FGuduZ/UI6DLq6QPyyl7ftaLko8pR6PJ8EBnYZu2/wCsnFGwWgKHPzCmYXAWGsRTtAdm7dLsQq5Arm2uXpPzxuhWN6RV8ZSoFt83UB5aiaCjygXzAAeZRI1HY3B7sJZnDavg1LzZU5QFBN103zZYn1X9jywByMeFBUwn1SuAjJ6UC93C8GJtx7dwNBCySmTF5WURxOGZgkqVMG57QlHP8bQM/wAP8LLJaLU19/wbgxqbuDVv8LmG4EUWFXmMDEy/wrSNqY7iHREsnvczNWQ6JzDuWYN4Zm1ivF0zF19iMIg3DQgRCsGyNIon4UABZLpjZiyrtG+dh8QA/UJBaP2UXSaeBK5YGPi01BzzLqFCBeFo1O5Gu4svadQaTHf83oI3UgrzFpPXXz6HPohiqhs6KFvkX2wgTQY2/wCowQrwh3BRws7oDwR0CCk/FZTBu0znJvghhAN4KU/RCQGXvAP4wlzVVerCkZxdECDFywOaPLgh0eMXtj4Omj5Ze0Fa2tf4RebDn3l+yeG3umz8x3xWlX4jhMZLTOf1EbAVsVa+gl2wMH8DxM1UBIaSiNGiOmOoEPCLNyiV0T4i4ln+CDRKe41UuJnUp1LwxeyDbDOv4W83WZViDxHe5jBKqtsuL3DfZ0RF1VTMCJiYSl3EGWJZKMoN7TMQuNlSAfJHICbXngPIL4kJmeT9RZY9C714TlS1pCLTJuqKNuFs4HcGqQMmLH6CYAdWZbqiUhwBS8HDwczOmdptpTKlJCRp18b+oT09e5Kgv2MAtuOhqaoKrPCt8sfKgVXDfj2SW5VfNQb+eNjdPBAx9CDWD52qHnoU9Ee8gjfTfB6DJjGUqAPfl4qZqh7YYCDRdrrnAiad9Zof0mIURTreBmKWReTGKNhMUBXBTF1DAFigPa1Yg6LKbzRWoBLmINMt3DeokCnwMu41G/4XRLX+WpidIytzTMooBcshEEYTNxxDEAgGtZ/BHtZ9RLVdSxdxLsK1KN1ueXSEXcQxIajdwbIRBCKFytYnC1zBUGPEc6Yep+drCzpOnZcCKdO4fXu47Mper0wh6AHzGADllx/hGlFDbU91cHRA7a05e/fRCQx8K0O15YEfNcL68sOtVIton9r4JVECLoK+uJUi0Lq/ywNdfLjKBdi5TVTDJ1X5KseVwTKSFWv6WpAUaC3alvs49TPMBX+XzDY1dc1hX3HaJEvIZEPIWooU5iOQtL8MQ8GF9mD8sxShgCxUStewu+d+mD5o5qpRfgRWACrJWAJRmwWNC1Hw4oaKNCxWMEBvikcQ683MTEGK2G4dENKVzFP4DcpW4tnic4mTn+GLFCA03AIxFyTUtSF/xcyCA3FIimcMN0PucRW+oSlS5Zs/EqkqVmXNSwf4Z4NS2YshaVcwNahO2v4CgvbucohsiKp6gRALN2we2oS88cvb4Jg4FbfqHuAVIHw4lvcXKSMMeP8AhzMXqvTCAbMd9FQGHBL4cduZbPeOl+pZCXaeDp/uWw0Aatwnb0miFAATccfwyaKXRteDmOhJQdVE/bceSxOayh+KbxK107pesREAadAaFVd/EIqZknJjQb18E9Z10YfsxToq27FSeHy16/d3OWyiuiL5zHDAwsCO4HmjYBHChWw23mbWpPaZQLqeaAIIqJRFXL/BAjqEsmf4IWsqkhggCOX8BFIwC3EP4Gh/E7KaXyssBDDriCEcuhlYOaYCXMSPEv8Aku/Ea13NIqW63FPuFBWalyUwTVH1wLK+BmbnKXUL8sdABu6MPYoEsAHo7/oR0lEBWNVOvDr2egd+WUAcvIW2A0qW8yhP/Ts8sN2H242mUu1Fn+dw92MvPK9CJzOwOAV/R+Yp8QHwn8vgQlHaFORgHtx9ykQ4rryPXRB3prusHzC/RC2BofdKPYUfMFmgDoBtegyysixYqtcx22lvvoPRBGvPLU95Zvezcq1VfMx6aUtv75mh6j8lr8RZEWGg5GRfvcq1AcYv4CMW5bjgZTuK2xllZaNxmjDAiZiRMQ3/AAy8yql8TSWojKBBnGWUR3lhLZUAblfwsg0lyBA4hAIihApmSiYgCuf44vRGjqbP4Llpio3/AAaav+BEwsynbd6O7NqFrnLd43g94UdKd9dRGJIbhN2rtIQw9SkrbtMILlYwGsZ6mxZTCnnTx+8q0BXADWCEk9R2DycEUX41H2WdDr7jMwIyYPHJ+Zl3qbGto7+A7l22MNW1598Et1G1ugQy30MJj/phTmV9uYXShDhdTySV0q0pG8eW7DtiUbEO0mUiFODdM/B8w6OQCi+I/wB+JU6TctyAShV56HzF82FLnORbjSoAfCbgQkSb6KZYm5sLxtBKwUFDB2N1bMLcMomdzGJMRtjnG4RQfMoM4h5hCrzLzE5MwhmWBBtzOGMLMSsy4uYZQYrGjRuVERxDGDF88wKqAUrERWBncLx3NJX8UqKo1BwRYUc/xlm27jH9+3L1tfcbx4OhGllRdCoHgvJ+JturbtPVrG2BzhdOXLpgaUCrR4T4tDthQ2V2Ll8RDgzFZp0R1ZlUtvNMr0MsQhvYQxtcFfjRERq71rVo6dstw7eR2iNVRsG9E4m8bPI6H+nlCQQGmXfzb8PcVSRoMjHshcOzrUsW3amclhG0t2YVbtYiApwuvbtNsN7VFz9Y+oFoDe9n5Ua7tVXiqVIrh8nEAollsphodmbQjBZQFVe4h0KI9vCVC0YOY6uVF1MnUYqtMUD+SvP8USpSswP8BL/CgSotP8WRhYaYrFsuZgbXLBMEDmYGJTHJn1LEZjmv1KBkgtkwCyCVGXOojC+IyqEEUAqnt5nFH4NgqC8fuFeZxZrm31ANRbjWUf0QppEq0WPGvfWpZCVMWD4yog6hFgBTgHCNcV4F2JoO2BnIyLRn9jTqVoFwttHYcq5ZrPAKBzqqafcy9bBk6EUH1pwt7jNGIoxbun/gIW6IQwooAiO5S/uwfg7ohMlAXb35mFdtyjXR7f1CooFHAh6K0PmceC8xV8fJApisjdf2aCU8pFOy1D7Z5oonTg9izEP62M9WikBbAsus19wli6l4UAQ2qlUvsOfuX2zlrAXmWRUaa/BMpcpCA2Q6RW4WobZgIoipX8AsqpWPUAitzm4ZwJX8GqYmtxWp8wGbZZYBFqIqi922yv8ABxKBEwbMx8Th3LOpVQbUIWyUfw5y6Uyl3u0aOjtYNcud2Bb2sUaa6oZv5SgNQluZI3BPlbry9rWT5MUqKLtnlNdDbH2IU0ldDQgzgpLFAaHk4mIUFVwFaNaF6yCPjjwTikKH5lGwaC2HNA0L8S/Vlox6u+3gmZpYq3yJdYjSrgvjlcTelAq7cori3alaSyiFbCeDv5ZnIYhbWumDkALSBxbDd1MgtuWtXryj8XLo8hFIBSfGH4iIjiwW89B8qCN2J6f9rceqKl67XucXNjsqfyx2bsV/A9pu5Hgtx+pU1yBsrglgXWFnltqKuWYl0TKI5dl9/wAKwUW5UoHmECYfxwcwW/MCrBpp5l5r+G5xuHiU0SiiXLyznxFdNTLGqYTmDvzLWoVILctRo8kC4YEEKswxZ7S29RwA5gHMbfc2ITVX7H1GXtYPMb7fPg2Y1y9SzPmPbSvLHiyfwyCO3BBMQpYs7te337ZTwSLV4eTJErllwFWhryOPMqKgyko4r0qUXuENzAg3t7avED1LcGzdi4EPq84Xah3q3Mrfb+oF5IsMr7eBNBQ5K8lfth6hw96l3na+2Eh1BK7s75bYYNeAHb1CorbfOF3cvftZVk3AYGjwGhfcVhAUtVp/tjEGD0e3gJwKHzMCfguUDBXls3ixhpBaX2P3ghzmiZ5buMGobHmm5lHQsOgjRqzv24VKmrrXviAAS7MDIU/f8FtQGUYgHcyVwwP4XYRzQlFplULef4CPqZpgKIYVQ2jg/ik5J3S6l/xRCIfmF1ALslMQqppMZcq2JNh1AZh4iJplipBS4mFfcdQKaotZtUB6ACwKKwRE31GVWqndVh+HXfnh1Z4XMoCe5t5f6hHnQOS42nmtvcCpRSkBKcg246maNVS7PK+OyOSqpsrVcbO8vBDQ+D6U9A7lVGTZtF5odkbUraPdUpc8QMccutrfCFWKYMQft72w6C2wb/8Ab4IHQoX/ANzfKC8oKaK2z9nuLh2ogdh3+BFaqjubYV+HqCG4fVDHwjuzloGUYTxGzxldrn7wyAF7MeFehMcjAHJ0T3lgYvmuqQ+01BQNYHqbdsyHbzU8JA+gtlHWC8MK38SknjboIAVxOxq30QGVUolSoWSl/F2EQCOZDPDUqmZuViL+SIRwIuZTGCK2wzALmICFZBcvMltouFiyoB5H5gzFQI6v+GFVGI/CPDEa4jjmLEOCEbZjSr2nEUPYvLGzNHMAG3l+Zqzm0qcAg7aWfjEpn5Kuh3L7qMkIMZRwo0sxy/HYNjhwvuXFFjBxCuAMxpebKzgwD3CmrkPL+49vp3VeGjtRq6Ci12f7h04sNgfoGDsC7qDkduXAhZ3GduTHydxnNeAtwcB9Ev6C00Iyh0OWUTQhFy1kK1fJE42PaF0OmmepHIwqUKzX0bqCh2flWx/cIrG2mxZaaBnMUviUpBr13HiuiTAosfZibEFXpGuRMPYyzi3+zDSqpwVB4VNTBZhKLVss0gRC+BlnGOpws75qFyksi/wvFEYUwWl3mW6/gBUIxqLiVtiiMG0veXiUfwb/AIBlR0BK1RtVi3X6ds04XzCJXAeOk39MXj6Gle8KYLRtkfywFL3Z+KkbojeD/gMK+Hj3ywMafxn6ksIJ4/3jfiQkov4Yk+IZCWjTu8RQL5UTSoObxLIGryRqvXEfghZH6cPmGZbBXLiGm0edTE1iKifddRUhmbA4MEtQw8xijlR0P+DbL50iZYKj3m9GIosJtDdSqjlOZqVy0sFOwAaKc3ClJqqOXboTJG12A7qiqFqjjEU/3Kk7ATOISB87XqFHjpgO2cq8YHlnJ8aLXLeOU03ntVXwQ5NQRpqpcloHYZX9QaIuVWf7xpRzgKabgvvoLKGYTU5bXuqDgROgiedpxyoBrBk0C9CGkuJ8bL50QjUk6luELLAyjjPrwS+K64DHALGWW6Ok5Qe9UY5VxKE1Q+CEqW2xoFyvl1BVqoCaOjHxgYHSnLOP5xOv4CIsRBh9ziiJWIYTNziYlWTJ+o9zIPmIoi0RDc2ypglNx5bgCqvAHMfzu4fD5uvEZaS2B12sYi0cxYFhw5QgkSKA0fBAFmfIxOgPQZfVEWVKaR/pF7hYbc7GLgY/M2ToeEa17Xo9Jo8zN4XatvfKBBXqlT8wEetBsn3cMvA5T332R+7I2eDuEJyN+5oDAKLB4VfO0H0AogB+CYuA6cQrxysdwPJOCWFuGYnmjMVfRHkjsxe5D635j30eM2LA8qtPbFClD2pWHbeot+yxYXtDe5ewAHFjBfUtGKbraX1WmX+lLOLAuyYAl2qFR4Yc16MxW484zoBy/iFdVdU5T/bzLxF6KpUy3xBMQQEr1Sj+plXiNHQYZ6Iglk9sFJ6FSsweDLgV5gvLL19/qNorZHNNHqVW+WH1/RuBQAaememRx22XatY16FcwG+4h1zSMBXWdKwR8syBq/mUGWtubYkAFpfUQcZRVp6YusAH3z/F4/i87hbKZhKZbuMMuQiuMGYahAYiCFhiLE4lW2nJG8XmCRMKqBOCx/wA/lkhQwqYODK1OLaHYGDwVG60q1zfJBTadCxWjcYdbjPgw2xuoF5ye+CdiAEfOZdpNoOQ6kNJuNL+XM/dRu2SK/wC58WwM3YlAPRQCAUkPJ83cM6p4D90SC1/+LbikvrB/oQvg9l6hA1Di1YV0gb/8uVt5ygW5QgI7F/AqXaldFS2VtlhOvuMoDQNSs0GCZrDi+VMTPEoJxQPtljdKE6dkVEVBxz0RgmTppPBevtCCbLQFwX6htnbcV5J4iFszkfHaocxtwrS6F5YJYXuxXJKugJ5zGbIb5SyWq5U+IBRRKZHjwAb7ZdiJtoUCmuXhiEVBUGDW8Ll1CoZ+VV+2V1WNfbyoM1A7Dpb8sG7HdlRtqNiDttP/AKCQ2xKlMFZV8EBIrBq00+NyCQ4UhtWDmipTKvfxM6gvffUrAylrkOiUCZz1pD+GSe1omPINzbO1/i6lkr/8l9wjA1PaUZZBnEtbmaoGSux3ATG2IJKLvAis6h0Ls7tgegLhcp0+ogAuGNORXyS9PJmciv3PrVeU/wBxp0XPvSjaER6ivZXWZMKEXkCyE/7Me9jAK2V4zkXXopXqGE67GvK3CQtkJQs/NEaAq4pEfq4XIHZk+EQEaFtNvYwA8jkYwim6uiy+7SZgneBvsUEi70X+gZQqKFCg+blfCFqwfFw1neQv1GzZNIQL0/VWvq45qZZsx7jWYLFWhyyiHTY03Ah5livtYiqRuq9oLCFa2H0xfqXtdMFx4enmPV+YVmzjpCMkjQfN2gSARiCi0/wg4XCL+SuG/sBBU7tHaeoCArUoLRyX4amWHpQprrHEQkoB4t08xFIKrpt7xnthi9jYz48PDJfe8EGoS7E0ceGLbtK8gmQxwGVM8AIdG0iIauGjHnstsMriAQIoRy8tME85s66e9EpQQh3rEMFiuJ79+oo6vjwDb7YQiNwOPEGz6LKQu19kTEOV4M40EwlRZbeBrH8XM/xmXLYe4MGW4ly5nQfzbep9aYhfnU4ItwCyWFuTEtfbKVIEkQKmIIeKtrHp6fDMQJKhsLC5baIB8iz8MW5rssbyEFRTFBTZkAdE13N91B52k9tYRlSCgDlN5xcxsNtu+OIqlVBy/wC3AaaZnGfzFkDRdUD9kaxXyEYEV7BUdXKVXjJ8XLpDwq/3mXIDk/VrDfOLH5wykUQ21xbJGaJfzGVDyUD9rkl8NTpZDlH9r+tQehaUCIVWipZjeU/HLDewqhs8sHNaJQwfBOrO4VUS2ssqp7i3GVtXaiEcLp+AL/cY7GoHIFDfBMVFG+QCRDDb0YVD2tRdZZt+9F2rmNgLmpQNV5eWXyg0toDxGZbMXzH1CxZXCUoKJ1h2LkN9MsDerF2TN/NH5VrGZaotcPt4jcf4s/a8x5OWHt358ECXUDt1aFQNgmDnsN8r6I1mt2/T1oRoVxTYsBXK0HcHeFv8C9c+UAAAEqAg/HKcMk8jxTxuJqF2nXR/sAAx/BcdjZvOIFOVtU4pxcGC1zaOal/wbgy/4uEpDqKri/wog8rB4QCvb5lMl7K5O5U8WLBz4QBNnr8kHqJtTCGVIzzAfqMXIRyplpRzvh0Yijao/b3B++nVPwSFLAbs4qOSsmD644rCuCeaUXoCGRQXtWhFVeD4hcDWvJpaPxGVWGLvr1D4q3gjUWYFabt+MiNB64K+ElNK72PxDnDCWIHmasObbP3giqyzT8VyS+pzGT8zFhJt0z5wzBAjqAfKpFGQ4w3x1EbAy00HNd+P3MSnsbTlXtheHWRrcfiWZiAHbmEN32f3CcMYfMN1R+lUxXguKwnL5lUMA5jAFw+KNgVV28S9qS7Ml58BVQ4hRlQPdjXUwMmArMhkuS847YP54Si8GF0ipf4Blgctnl0FOV7VDRCVoUXfkcHEBQ7ZLtfuhjABvBRmjocsBm4k5Ghh6WFtHaFXoW2sGLRtXDFoKUbU7e4d4CunDvfq7NwYhn5Ke/MJCP1nqJwqxZxf/wBGUUVbGlNub+WO/LR7g0UBRyhyxkKBfI4P7l6q4UC6dvB3UQF0XgN0zGu4fzcthCKC1FQSLgPfy+iF6xNWDmMi6joYtLKlFZO9QblB1vHqKdigrS+adeah10gIYR6rh4gkcG49x3yxi9koI1uukvIke2vCkvmggQwmwCjBNy+SAWIhljkXoZht5r6MNsidNxIKU3lkfwykLHZn4ykJFUOcPHlM3VcKh90luxef/sjiCDmn7co7fkavqEUE8t/ZGA242FEMjTsH2ZlbanspfysrP1jvWGVYi6RjV2toPVmEwI5MP9eViFBK1K6C9g8RaBpT1HFs33DvHBiMBKxiWmHIKh0FNS1uAeUyfcX1wauqAq/BJzkEo1weUFtlULQGAIG3J6Vfn9Y2S2R3MjAvnuKyQy6iwuFfQyxIDLtBXbfsWVREBULNYeDCX9LzCssGF2Lqwbzwdsy4qwSk3rg8EEM3DYDOaZ8Nx1otzL7Qv79p5lAQSxtttPG3DG2KAgKrAcBriihHgySg8eWGVlogfM8nLE60Ub4cv3AFidk3LDVFhPJEpsaPBtibrjAaDp7gnVaV+8fiEmxRWFWcHzKJcX+ahCXmCzAxXJqX6rDlyhRA1qDfBw6Zb9lAQ12HPcvAe00+x4YX0RdGvPmNNysVVbYwAaE438e/0jkyKgWIXqK3nSD4ko5bg9Ima+/IbP2JAxAzGDwIZKWq3sYMNl5Cz7giVAtwpXYw6zIFGn23KOj1RfxgkA6dv7hOYHdg+VL5M52/pBjbKeJ8KpSs+rP5JOrN/wDNayuuBMFfu4RbpJZHIf8ACX4M/luOeKPWdOPQQwTfzGorIp5i53kSlxeh87IN6JjnEWGPDG3Ewud0VhjUKBdsRGc5pi5uq+b8pse8mq2h9VcoBKRzdqOC5SBsuGHXWeBhlQ8qy9q14hbi6OJweDlomGYpUOQcN55XLFgIWUc9pOwdR35+0wKELoBXegcw4N1vBI4HEYjCwc50LgQLp8xhORsPvhGMrZhV/nHBMfpirVWdqNHBlHZjIC2uUFy3vkZYLAZ8NRNoQKOH6LBgCgD4rrHfMMJ4DteY0CjboCo/C+5bUGTTgNkfSrB9DBmIRpO3QeO3cCCsQvJVHBNQga48ZZcX+CVF6L6IReJ7YU4fghwr9wVgIDSUWQ80nkQlsEa/sjQgZoXIeoLmyEHNC5Ia6TuqHiWA4bGzxFj/AJWINiVEa6Ibs/Qjy9I2JsOLGkZkIT8nD0JhIiEXcSPkHXUmSIS2VWsejJRAy5No2ZBvuozEqGnfiuDWqOjzbD8S4rugG+8YEsu7iCvG4P5i7KN9EvyKD1Z8svYn5j9fKB2Hr9Lhar5J6qsz5lpC1SFdvK9wvdg21B6Lo5gQLwObfUNgvC+YkhP4HglIUZUSuGPs5V/RKuAVa1uFq8XJXXxEAVzghlRoQIITeM6J3x/vCF6vpS05TycQlXGze0ny2mJnflRAQW+CXGwDZw2Gnl50QUgCgK+C6DqJlVbX88rG98Kb5WP0SrEBTwVs3xTmEmEq929GCw7JfBmvV8vKxQ4MV2HA6/r7hMcmtLasqhLQijsc/o5wM3uNqC20nKMplZy9UFeyHRvRCSTAakNp6fqHFgM9q8q+4gNFwPJxFS1Y1ItV90Gc9RXlaYFGMe2GdKvXt/EUhYlinGtyoE3FhrC+iCi0O3EZWwV1L4VR7HzZgWAIGDxj+NP4gW/xIqjFXQpjKI5INdAyTqZ6Ze1htxc5q7ot8MKUqnIITrfMZ/uSIAYnKo68EU5eTwRXRQ0gdhwkczQOmIV86lsfECaRYbRP/s4lh/xjXIKGLshDVzdxfFBhpStaL2AiUaEf/Noso44y+43IgMLh+cSgG7Aj+ENEibJENM1pCGzh7rYMS3yuLHJr6EqDm9EuXbXRlqdqa6gFTC4ILqqlFlMRfIil/Iu7g2+vzEJCV9nZCCKCB5wQSZAX7hw3ClBncWwTixMUDnYl+gC4DoP77j7AnXMFng7pq/g5edEdUpWHWgOGnRG9psVoxlherGkhjdjofMrrHI0Iz6u87h5LTAK0I3MBTN83AbXqFlnKWrwVddIIQQp+V7hxjtNFhT4/hgllutR9b8sffx9LCt45OV/wiIV8dvvoQciaTEPBo7ON4WHVeDfh49s13Y8Xg+Iuo4tvDEwfkP0MnmbyRK/rxDB3S8izBTmKOg3vc2X0ZlNhG5Kw9zFZxAryQ5RfhiV/A5f4CJLTi5h0aGSY9IVQORf1HxsOM1QWgDFqb4eUDNPUZ6LjoVVPD1AN7rmdphVLWuYyEQ7ImVf7IjWHImvhmY865px8eYH8DxHFezR7dETOpXxZLcPJ9MMbdoN8PyfUsLTlXDykTZ8g1wwRtg4aMFM4ceDY03TrrT9QAQrl1BQUr3KEuuDctcQG81iJdKjLTXpBjF7gwlMKTtiGCsi1uWPu4nCPoGPfn4gamaNogyp49u4oczo5i6plKzCuAPRFYYX5IB6AhzdqoQCDsgfWftZQFgYBHGDAaAMBqIWtqz0L/cvuMKMo5moUCrPpT9HLBKTacg+164QtCivF9ba4I5TQGoXb24MYJRrQUVd3kcxbWXyF9jfi3Nw9n4MAMBwaI66FKUfTT+2HkW8OxAdOQ6Dx5McxeriDy45lI1kypaS7qAeWmiqWMHUtfDtljckA4hobU3r38pec2KeVdYdTc6UHvn5dsSDUNlbX+GCXCV6zVuTLvDBovJAJBOW5QxhgLMk7jsp2YY6qe1B8rOP4RSXDWljRmC42sOJNHabCNt8gH7IuhZo5PsgEcAUaenEOrApzDwCOmFWWJTycq9RlN3gaaIzu6cbd/wBztxEeXiCCSVQX7P7JRaLopUW3Jmw8zNM3hZwUwkGs9axGJBf6TtKIih027mwQcseA2fJCIXt0eY1judMCJDDdgfQhL1IYZr00Zdgiuz+RIYQPog/FT+gUtF5HgjOhjCrqNcH6lGCxM45cgmo2zz8RtauWLCEpdGokK2fkdx6tEXcF0Kfxl+lj83/I1Gx2GV5iUAQffmBtH9IOzPvyWwU3lfZCeRYPPW/yj4gS1XUIaKqA8GAj/kX3HFbR0Tn3AeigKunizlXXJgijTcX15l3xxAXTngD9HawcXulU6W0HMWUtLU5AvLfe2UOjB4SfWKdrV9COhMJJELb/AOWwh8qIY8vB+4Z5SrAPOILWwom3uCjfDXX9QbMq7cdopMaAddfMssbTAa9onomq1uAMmXys8zCzCA5ZuI7SrZaPZ+I4YXdhx8I4e4oKLXR+CbMBJGiyrMkL4Hybgjf2CyKuBEFoA89QSwOqLu9WNQgajKhHko3LQxO4Zgpd7/s2TLKFcE9h7I04jDqDFIYa8JC6Ke06VpzMR2utcj08RxrWl1QefUYBZWGMaBi5DWBzji/lgOwOAKbrxGa04elgLhRYoqq/YYj5ISlitsHiWhCNtRRgGjFuGyz8OhK0XWgYrNLJFrKGMDW0A3gNsYG3Cyv9DH6JGOfS6gcpqyHWf3nDG7dycomrgmly3E4bPwzDUofkf6g6lK8iFtrHVu5eRO2LYu6BKKzk6IwBz1C5AbYOTFihR8vky13hMUK7Y282wSiy76/LLErRPaIMDNY8sunnmFilW/V5nT1OvOROEPNd5BYW4rU2lvaxZ3garfEBzNqBlqvg5lUkx27N+flM8RCFy3+Ebt4EZ/5Q7uOJ9ORvrmWYoPh61/gjbPePG3R6iyuBkUYeECFLo04shC1dlhnygXZjqUV8dEGEB2HZMjAxA1A3nRvDxEdq0VT4iPjNq9E5/wAJuVwvjQwTAKO1SDpkA37P6i6giw3vcExOuTdcNQVAtDMEBosWpgCE6lOLKvaCGXcScDuIuLVtr/bOKodHVaiQZRmbUwOPLEzmpXNr+z6YtpowIwW8dMBzg5INCLTjjDkyGSrL8ncTNQsNGcaYQrvKJxYa1G9S1ruthe4O8ZZK9jGC0cYK92Wyi5NdmdLXiVFfyBPpkhZU2gizimkL70xC21E8m0qZ4MMZqGKMl8eluAuFsYeX2xYFORFK9xRf3GPkb2Z5+jmjBkAuBwj9nZArLNgs6lJpofMB+RjXhBLm3tlEAqcCL7ndWfErSYAoh27jlPgft6IsTkpgPFXtl7UoaZnKCiWYG2PVwRCKOnzHTlT5gxRWwgiFSlVjqMDlk/mEUUUs3R/wIGgayW0Eu+OoC1rdEd2FOodn9mWPj72FYGvTV+iHiBoOzRYEKWZRT097jIl1Ac/4O2PB6lNNIOOg5eWYMHkH3lad45yP6JcD7GKOvbLQYJanPgjqQFhdJhVeAtnXRXbtj8Fz1YfWoq7Ro3avLNfHO4aDoIzO6TkvNsbCdqcp/p4mvgdlDyQbIs9vJ42lyAuhk4ysHUKUWXbEsT25lsVMJwjBvAphIrVxBGEFLr6ME+jzGNRvgd+VTK0gEZJcBlCUemU7kuUN4xjLqCdyN2g7Ei3MEs5zFqFtAz3yTQICxSfNXKtAhKV3EoK3ZI9iYq7AsNOXv3uUk0WKKE4TYyxSGhVbwHUo4K3WV+lto2bOVQ5LPQkKvOSrPnV9kMBHXfFYoHiiJk3/AKLuEfMqlGjB8+C7zh1o6VcTkrw9QejFTXmQhFh6zF0ov2xDv6zDmsPt+2MFUZgC9f3Nb+CLxvNQz9BM7vrwQi1KpDKcGV5U9SEBMxUH5LNAxa7BWYTYBWzbjcON3kLsOes6LgVawdoOjLhat9l1LemBGJTXAvoTIuyB3YC+FAksyrUChkWX4AoCulfo/couavhTwfgg41W5HyPLE9tijgdvnqD8ckCdAmVcHmJVq/tOYrG6Nmr6HlisKoWZwdHlgaKnIcD/AFjLWeKwP3LCwHNhhGIaAvyMinriHctzM9tdE9qkCjDMgcKYx7jRsND2ixc4a1BFRTh18zNtzCv3FUBYlqrgpjUIVAsRKSYvTQboGF9IgrU0EjtoaYMVTCMrQl1zGNtkWv6jD0LtRb2tEqr1IVpodqe4q620WbW/kPDGVptBwvcYjlpEcIwPpCOYiwJvklgsLnuZC5liLIdvtFVJcWWqIHanxFJvSU8kqCWnAeqQ7POUlQrwrB2jgjJl72eqF54ZR6DCLQj3XBmWWTziCKTR1UQ6epU0p/BMddctExYrEpDuXV56YxYi3BpmZe6Tpj4JodQ17seiHenftlSBwrHQgWe9ZgOQJsnEkaZqiGimHlYTT4jyrYGIDVjNxTM+8mJpwzbbA09aPAeoRqfrHTgeDxHyqtC8sweDqc0u3NDfVMXQs/sPbGUdqeB17hYPfVqWGqs9t2/UuaVb/wBRsADwZXqUXLErbV4OKjjyVVVtsVxeQdO1YHdQoo+zcdaCsMUE0OCHvtf0j0PRQW7ephxd4s8+9sIwvwfiMgyNbOOJyClbRuISNUZxl4cBMQlaVOiC05IKQgPDS4DMn6KB6uOcR7f9Qe1HSf8AIkIQXjPutHPbq+QcweIxdCnv6iwm1xmwoVhuovYG2R5gy4glNIi/At1qNGwDzX79wcbzJacJ1CNaiUe5dr2sCYDlU3CU+EA0Y9pQ8XDZDF5Xj+EAKFysnhcvizMfOH0wKx6CU3m0qY9UELu6KdR0Q5ValpiauVkjNCarVx9RJRDCsa6LPTNCL9Mqcw22KuFq73GdtwhsgwhDuBIlpzPIm6MsBlGjgm/XGJZBCj1UI3BwdsF5xlTkjqMA46IjllpAqmYGoheBhGWP4KRpxLh28xjFsHWJ8nBLARzzWu/+oWiyAsn3BSh5rKBVPPmbBhpEMkrLr/8AhhHTZar0RobKZfL66laGXAzmBqUKzGijzD2+Bd2o5EKYreGb7Zh4dS6hVngeoLVWt/s+4gtNKVv1/uW2cd2fgeCWjKws2HPwQztW8bYE4BR2ZdlzIBVHbL6ADriLqKYixEwxZ9R5QqGBliYUuSmaAiKkCDh5plSfBsSlPf8AKGUxnio/DkRySGMe+rSoanY30dDCKG7Gip6w5jxOQN0cxqxA4NIkCNxqQmh2pkTEFTRsiXkWdUSHWMTLC3hjyHo+bQ9yiocBFlTBn+0wIo4cb9QEuhRIHKrH2ALe1u1hsH0xBwRcdVlhOBaIsqUmOoqBUpEpsmbVLVy+JvKKJoVh1F4KULLMwjxCDiOyEWcrG1X8E3EzxLqpllxVhYIJrxB1FU2cLdEBta0Lt7fEUhduTREvgDvGA0MyYIR4bKF9S5H+xhlxKu23bRFpFedHygTum4nrvtqK8daNssmE13/rFBkFWXZ2gWaLapqUAWnjXPIwtsLORQzEN18r1UpBSoht7eYcULYBCjuX8tzb3ffqDFqz2ebgAcFUmwO4C1VHq+/J3DZXUhwHB4g0HwumplPQoGre4lURaMYc+pgFBT2/5A/uNZ/hdwsZxEZhLmKmdZSKz/IWqcXzHxvcsKnJLYLBxx3mSiKW43zHzbyX1CLeagVywWpKVKV4FMoAo7uBtJN/rlADpK7801EUTfxhxbvMDsZu+VcCrlWH2YhBe9qvBceSlLV059qwcXER82ewJVYdSYZtrQDduYtqMIEZaBLq9E8yrmmVMeNS2k+425tZmAIeMS3K2ozxxfbBHC3qOJ7eOCOZGdBAMvauPHuFZXWYDVw15llk1Q/cRXgDAtrqOJREOJfaMqxZTqG6fn84zIKzVzynfRxtjPFugcBArH9sBlEGDgij2IBQdc3/AKDxClg5CUjroQwDKYMeFrV/MMpIbDWHHbAVsrBu65jLmx3UOyXNLCpyo5z34h0R9xzy+WZby5HPqGItZc0HvxGY6S8Kv/hCM6Mm3UPL+IG5oL8j3HHYvjOseYstRoA7YACKNAsL/axhz+om44FxhwHcH9/w3lqjksIVXHJBl5GD/AEP4DOTErGW+Zj4ZmsM16tU+oy1vpLlFjWPcJpwH6hpHmbVNYEpfKMiVZDPimLKRzCGBliFADHXg+bZu5jBU3fdXbpMp0QAqn6M+T8CUGLC1gtPRi+o4YZZVIWUndQ6cMa2XplLyBir3O03NORlO1bLe/cEWnGWG9qM5XUskPuKTJcRkwqjeLj1o3HqtrjcQVy4x+iKgrLgIA2Pdc9/5HBwHHxtYl8LDliAFuuQ0CK2xtaLeZkJoKNcnywAnaIbn4Zm6F44BHIlvBwQy1bWMvPqKlLvAQVWFx/tiK0aNeggUBfbKvcny7QzjGnaP6IkatiYxibbF3igj5nNdk58oNwggtO3KsR3kzbghjB3QAce/LCBQDbuMOTCzHYuiZd6gZLbfy9SmCOf9jxMUnZYXFKKC+0IgRFOn8P0Eyyt0ng3nogcy/QUHcxDcdTmKKhB4jgiwku2MHvEDctUpAlujEEWx3qHo2V9QPcLy10xMgsTmCgoZBxRzCrB9vmYI7Y6YatjvYy4pts+YasXZoAAkEE3Aa3hE8dTA9z1G6LyHR4SX1bk0dgs5+iC0a90ikfeyKYo2IAdPgMpVNZjyaakFl/So0kI4YgoO9Rq8OlwQLOPMp2pdEKi9rHxWYrYu6ANmFZa3tpfbGiXl1omCy4t5i5Xz/3/ACHe4fJeYDYUbZLDqPVTV32+EouDTfHhi+CRAfkHzzASqFvP2QssDJAgCobr6O4ZqCzW1gavnssMm11UsorWgghaXUOjw4rMl16ThSWvZXe+kVihSHAmwXUav/sPEtF5acWvZLVSLR5SyRdc/wBFRreYv/zQ7gWIIOtPh0iHS/JQiNYAnLfHz0S3K2PwwVqJwVmnPqXgKU01z4eY2+yKhda/LMKxZA4cZ/hjuFiZYQzDhUv+EeYciaRCxGjM6VlgrHRzAMveIsU6A9SzK6NLxAKbdrdJoY7Icc+pVLVdEVDzc3DqKhtbxNtzh/QI+gKYhOjCr5FExfXM4Pe6bhdiRBohR8fGCAhJAFw65J+GKaM1rLLsKWaPiag+vHmDEcL6lBUoDQ9Xa+TZGUAXBZWdV4YJRguIIEt6tjVClNS81vuD1eMG9ioXai80PbLdgr0Hol1AoOeoZFYdaYuthkecP/JS1YZvvuf1CMXIqxu0t2tkvt8ExfjWdHAfLADBoDoYIAlVauTeFPeiF6wE0IpArKt9vcKGMHfP/Jl4XUtUFRVCBtcEB/SxODdRwe2X6sJrqAKtweL2vEdaI6BRxjiCytul2PRHYRcW/le4CxWrBnMI7sCDdNZCX2HFdp2+O2N/eizQcMdHBKuZrOIKHIc/7YxWNdnXiNdy9+fUVA0/hvQImYO9XSHtzFO2hUFvomSqq9C/w4/gnhOYJUpGISlqMCKWWuuIUCmNMZpMpt8IS1m4bVtcMRk4q3MpkogYuuXEUCXFd/hmy4sIwvtKSGcLX/Ik5oDSVbrTc3uQN8aMxCGXIN81aX+zxlKYoEr42jcpqlYcLVozhysTnpq08ynXeWF6szKUDY0XjiLyqHbC/kMoeIE7yqGG8nFakBs8JeyASWhbKjOoCcfuALS9CqqUzfgYICv1g0LmUUtp/Fx7ZdiLR0rlYGi18X66gZIxbXnweI8SgNc1EHyXiAHlqmVjZsi6N8PSWUq9BSX1LhvQq3jr6hUNCPFP+S8PjUcilEaLFeiIYSKOTDDyVav2xIcUng+JuQgG2bN+YCFRdXUr0rra1HcRHhTaxlqAQW0Oi/3zKAsZ7ePDtKbJT+hqv0OJV1F0dVcXmik5Xi/BHBFD6NWwuFXRlvg6CJWqGccHUyJZD3nx7cyuA5RnPg7YUNROrwG1hADWtK0yL58v4l0P8DTFlMxCWIRA01Co74hyE1DbUm39RBslpwHEbh3qNr7NLi4w7RYdXMXdASY52wLfyFwl5RXkVgi5MtiOLbQ1xB0tiAo4Qp5tBIP01g4rGS+2DWPOjfggA6hAeFGA+BlALYt9IkC/6Kk4pffPUPJukAzlPv5j8W9i2+33Ncj845X1MW+waXaM1a44lpEfbC2KHii444gK6gEJZVKQTLZ1gv0QH8Xt+nEeV9zK+uz8QxmVKtXqEdWTnl4ErV3WfXyxdgKu8Ca/rGnKjNUXQf8AZ5j4wN+u0pCzGXnP9sG90W+o8wrNHiJGx/UgPhMf1Dg0aDiCMB1BNQ1s59EVDHnJ+COHYf8AqoQIL8QOMl9HHzCdmjN1gjn2SwZ2FyiKXyY9vLN7a3kKO4WKnWUPTv6JSApRYaxcyNCyiarNo1GF5J8Ooqmb7DMFfWxNk5Ny1aLIFDoRvlgL5sbIaS+7Yuz82iagKfcl8CphA+E6sCxaMRWZgus2NYRz/GqjM3/Bx/C0EXVJKVkd4qMl1kSZNMhr1HPY2HrpggI43E2KHBGq1gGGgbJs9x5gOWEtLoKyB3iNskCk9AbWOeAoD1xjEAwvK1Z7UChxwuBxQglGqZW99Q1oka/7ExoIOlv0wlzLiX/c0MjORtk4jUh4qVnYOIAoctIren3WYr7m5ey3EgYajVX8ngjyRzcSsDpHikLaB8B/cEYwFoQK5JNb30SyCu8n9BCk2eVzAlLH0uvEQWqrwcvolwtsB0Yek+ij/spZirXlfM44NFmJZpiDsB3CB5Sv/ssRBQvzd+WZStFfkgq2D+fP5gd7wmkYJYWX0SBIAX/wSickr0eQamFm3pLXdoJWaQ/ASrhJFRWJVi8odhUORrF+G5GL3thUvLGicBfXqZXOYyuBsogG9hA7bxDJw5Btebi7bAK3JbINYCJTVwX3g6uKhlk+g+9xRn06Nd/y4j9ysm6HtyvcI5rQAAUxjqdGbC8DqXHJPE8MpNfxARuGAmYARVTglYgI3TLkP8REBkhKkpXs4Y83jV147Jm38QLQzfL4CXUgohllBvg1RF3TT4i5gcF/aBHjzDSB4EIOAC1r8y2pF5SbVIHBX8MDmXFJXuZOqda/OZrrujxtJASrb8X9I6j1zTHPKq14IJ0GVzWJ7MRygBm+1b+jbKyQpf4MODiPTnFkqY7R1H2o8oAG8zRgCMYg8ss35pyy3tOi8QRVhdDX2lGYG1aINojQdSnWlNpwPUeb47Gf9lBfLGYEuA/OH7lXeHLBK07aJ4Ok4U5iWDWTsP8AWcG/stm9nKp9DLgOaiWdcnqPMuyW66lIKvBB0t6C2+Yhxo7lzATAcwC0ycd8PUf+u20Cccq+JeS6X0vfBKTqNLs9tzIvFenQboytaIhiGdYeNe+kzDMy6JzLTVlVH3QihdZz7ZIYIutIdYsq3iCL1N6BSm3Cg1KtKau+By+ZhjkXj3wN37QcbQeBeqhzfBaBlSA1WcjN+KRILYrg+Vx6i1xPQ1R4I01r+VjOQylsiBqXUSBBkMQYGIdo2eSKCkU4lGd2YIVaNWKe4VAGL4NYLgvtrXheTpj5cDwQ+YckjBvUzOnGAGEZUsLWAK8PWqJUfaxfDzFc9S6THwTJP5AaawMCRNWDV/cH7hUQs6sCyifhZcewMTiIgySGyrQKPQdRaKvyqECWS7DEHJkQvtKYYDXU2XP/AJHMN8uqZiysH9HEKZ1FiyWsrm443c6hVaf6wMv4auWiCJlu6FCAC08FW+gZYLQXiufmv0QfZmD9HUWrRBW137/yWA0BbgDuWvuZsufXgiAtRhVrx7lADbjl9sc1GZWdRxwa8eoRptqvWIxQLrZMRWCvNQD7RY22PSFedH0w0iGYjRgY/wAhqQBGDM/VD0hutQEg16uIgGh/Zsem4XUiz0WwDCNC5JaOLCMSH2Y6K0Mc2ho2SNAxbzdRtjAajVoBfsIOiURWg0DAHcL6myOqRcoAeghuyHMq+X9ihF435RKTEaUtqECKo0WEof8AeoMRuuCHQMfH8iYMOSOOjmOn+N3JRTRhcukPkMhkQAROSYnhM9wmGiNfcS6lWeIWImJUg7COQ0cQCIIPywthsl5XDqENuox1K0PuB6nCQUgWK8YwUILWTYzHUDEjQO2uQgTHqhf6UDk7LKHXhjiCosCBsfMIWOsYbdsQ1WxbtOkqwueEsxLYTTT2ISTW4OhZrZjliwxHSi4XjLXxBGppSYoACjohPWj2MMJQwDKcTHbOwm1RLw4QCzS54RFAC8CzA1b52nwZgVDS9dFdaQE5xwxV7lM6I4WqZS1B1v1qSisBqmsr5hoMc4rLcR2UccAgzS0foiIYKh67hi0amIzpQ0hu/HqBaE2e16g1VO1lza+LIC3Ke90fg/MtF2EsoF5D9xkqrwWvBFlFYZz6lu7USXDyijcjNYqrp4HohkMaYbWmap1zGBajuWNyurcEBD38K5S/0I9bmKPCgtT8Yhl1ElC+OApTZgJZR2fMEeTELOlP0R3Ko3EK/JSM3eTNQpFOPAkpu0qmy2vllhKrw313wCAS0iwbpvKlAHVyjTFGRDnyvljSiBQk70TxFMZcXfbiwwVBvC1qn5IGcpg4mCOG4skaq7lDJMhbqC1zN4gZqRIORmAlYZbzSaYwBfBMUo4lBtVBLIf027fEK2zBQ/CgsWQLETPTTDt1tRRw8stgGR4DgkJp0qsftKZjZQqZEWvSjqZa/aufgYU3rKZiwwHAD9SOlGaW6q6GXhWqYF7dzDjL+mP+2IFhOiAi8qcwAzYU1Z+AlUkdrnMNi2y+JQXPexBKhIWwuvlpKPAcJ+GMCGtD8kiug9mWFpPQxYXLtX45Za3DVv6I8DkWrD8G6juuBvGfaaCEjS8JmGe5G1Tg8/Me+sNDojwCH4ilK2v6ybXiF9vRFGtH29eUExn2hl07XlAVWfg9PqBWuBGEiOaqUoF+bbkggJLLQe3XyxEzoJlXtTIeMQIVmRoawngI5uwJBH2uNUfF7DwO/iJ0sVJdMApqnNwJRMVRWwWWuMCXk312zQ0B4luymDZ2ptizUW3y9AYIuqRbRzwwbDFrjLXI8bZliFAAWtuyKoxppS6pVLbpgy7Wpb056WoD07EZUAoPO2ZHkqUF7UL1M/6i0RS4yX1D24vtYgyR/V8XU4NGX+B7iGHRP4rphQ6hJcrVR6WVXMvlD1LimDzie8RaA0SyhBVGoQt1KmbckvwYdOa5ioBt0cRoqhey7UTF12qZc4qLjbHi64I+kY8QlhNtS57BGZFxnL/BN0la8nJuNXZWBYd4mMTtTgfxCiuCyqS2hztFw0+JVpNkas3XRFAQAxekWsBOSw5VRpR20Upzk5YN+fAyyi8lJSSryPndy4pMezUE25vJx2XEb48Zv9S6URyO/aQRZFcrbKZMHgQ+WPQi75/XMITT5coeOpctkt+X3/iPUQDJj9H9swGMj49jFoE0GD/hM9FbbY6m1fUXO7HT3EBBfK8Sl2gBzAdewKa7h5j05q/ZgBzo+QZ4FdR6Nqv/AFFo+X0gTpbABZebg4hw5htReKqO1Aor4soUtBRe1f2sJnZGQDHKvsOprsEM6DQpwEPSKot4Q34IzPUWasUuj1ANNvKVuL77uMUSUa+gcrcIRRlhTgCBVtWkJ5KhbGe4OlvRo9whq4xW6WYK6IiG1mfv2YW9aArTTpgYIAAriwl1AKTWkUHSFi+o1boKOOgMU8zPxjQqcGBQO8r/ABXiyfhBjhmbG5qohAdEpDqARxCp01cIkyhhAwjm4UU5lALD4li+IjM3LiCpKDawvVhqy+tj4Lj9KwlKfnqVJESo5uuNNauoY9S2B+N0/TLHkc2f7kQ6+sXN82LR5iDdRQAHvFj1L4BvPeoJBWq716zDxBVlrRmks3KvEri4SJWihjGBluVztYfqKFa9EYehm8+BJpdmoBAged4jqR0MH1zDimMqAgpTo/sO4Zspi2WcgF3Sl+1zK0JOsKfOpqBdG6/RFOWg3XC/olWEmjHHC1Jyd4P+QtLi2xyhSDvzXUMJI0fhOBGw2I6P0csLzzbbnz6gv5VfMsgdA9FP1/C4ck/MCYrJYpGkRK2XdPcrO5rJXfYCVa8rBHAKBp9wHci03gQ2gTZXtOFHJERohroLsf3giUcs0D1KDYdAhM3yi3VUIBsV4j7pBqh7LW4Tzd3cfN5GiETREIvBRTsoqHl6xTL0rQQpHDgAO7aU5WFxYqfeAM0vKYnPMpqdWKI4CWtHso8AMj5sxCexAbSGru8xwZe7q8AKEekRcnigFPVrYBwcZ7I4v0/gR/gbCPPqGVMQVuYDYioQ4jMFXF35lDbBUFIAmaxYgomMuLUUcQvH90o+4KNjLcWMCNJyRtyUo4LpRYby9Lf8TKcJ0GAeOY+cE1eFfOmNllsGPCtfxqXDrsJ62ELX1aM+pjZjtt+b9Je49iltruD+TTGZXEvD6E+5b52QXHORGGAJLum/tLWpUd3rUjrG5UVEOBs37sKbm1hL9qZQAzZTfomS93QL7hNHSK1/1BD8r9MyoFbNlMNU5ZXiWUqaAafLHJ4brQTGCjayQQKtOefLLwz9/AQDy9VS68sxuyulW3+pR7AOV/7SiCzIMKcywgGoDrgQEl1YOW/yMqyJf6RIYWgfTLV0fpmiAHnpbMd2Jd1Uq+OAzzCe9+2CPSMK4YJiJvZVfhcglto2UlfDs3pTcu4A0qpxd4oeMykVi02BvsXzAxsDBCswwkbByo50VJ96MzAwMoNSsyjwNxvxUgOZ2OjIg9QKQjyeT3F/HXRzgKPHcYqNyC4Ear7bhygbteo2DVOCZjDdUAzdFVcdE7zH49ZzHJuOMXehW1lr2jco/wBRClXh2HDcYBZYGM6o+zm3MzAw1JurJ7UyeGMAF1v+McxXE1ae4ooTMulqemPxDJLwTIyMqZ3lgTGoIAzUrDUXZjPhRMgA7fnu5mAGDYeGMqiBxKjcAbEwjDt6sKtpXt8wEcYFReniPosRPLs38JBzMOTPGdkqgmNmAdD56YDv3EeYV5jPP9tb6HhHMWI0jhJsJSL/AAKqyjRas013KB3jQReKmTAW0F/crSmnnymDfIaG/bP0sU14PEuc6UWjQa3wT5QcX9sbph4L+2Y9NQUvnbMnKyaCV7aSOqhzRo+Wa4Bqh+O3uVDeWX5crgrHHHjolet3+o9zPsDi6UdwKNGnt4nI0R03tXuZuWUdH7MUfLmsBgIL1igfFpEB0UFkW4na6gfBTVVsL5WBFxBgPmyAZU3XUQXBS2lpYLR1AMMmEmgFcMoG3FB/cPMugE0JZB81EiwrAXaTs7mahihecYHHOJTrUg6D4BllpZQVqeApBBRi1HWpy43EYsmB87QTwcbQhnFBDxwXzLNULeDNEFnhLyRHIF2e9p5og2uYulc8AdXF4JVHViMUNAUcRvIhFTEzEVaZIlB0GKDawhk9FC2QyZcsXAA4DRLoFQdcRRs6fkYZwVHb47jDfqJtCZTQXDJYrTWoCjF2cI5Q9MaYsfFSgQmILOcZnDEwbcFZdvEtBLjB47eG/EVux2KoYTCmm5UqVLHTDGbYnN9Zb/Igag5xgPJ0wGGAVvfVIvwDUmxfCS2tSF1MdcGLcatCl/0iyguMh89S1SskQRHhkzteaEGIVDSX3LjMsKiMFLJolN0hVbR86CuUMErCuQf3GS0ukv5pa21ec/MrEOMrPuIgB0MsvffgdeUB1I8UeuYqgX0M/HUtKAzYo8sQlRYNfZqBRKItBwEwxGF6ALqZZioPCwrgMPK+XxBEzPkMdyrfswnEBp1wyCq4r6hpFiz4DMHbh2KoG4xti4ROgGgtjOrIAFuLFjO1xcbHgJSQH0XcRmeSAPw0RcNFp5dro8TJC84g9Lo9F1iHwi4CMdjfyxGXxaxOcW64gQXIGt5cj7ZnoSlwgYwY1CYDCtLFzkjJGjEerWg+2arbBfWWEG7dpFt1SnXh4AOjmPVcKDUsmbpqDSNboFKonefCTHB1QtB5JwDthfx3vYcwIIShlINIu3yYIYXVcHzls/pK/XwoRdK1QhZBwVg50hsOFGzIkYLcQ3eQIdkBHsmttS5ZS0mQ3M8+0fYKEIgPczNJnMK8ncvMYFxcdKaBkJAS1wLjok4GO9VX2DUQLjdxU6gQZniL86m6ozdz0RmRGRZ+JTFGixT1BxfDK3t5yLg5tj5UG00ksQu6U7UHIDREtC26ABfBCpooaP2Fw/7TPo6BKanKFcl9TtXs5QtNZgpjY0iAs5v9RcPDi1eNUWClGR2nLM3Eaa/zWnMcNrgKIdrDF2WZ4nvZ+cEE8s5c/MCq9e3op4eUrWLUpdLGqNSwimuXoTSEHjRph0B6mH1cLk5WFte6169TQXNml4Iu0f8ASsQ3FHwQyZ6uIDShAc9VNR4z4ayo5ttHhpSP8zVq+hhhwoprClpqn4jo8XyC7B4gqDHW15Hju4gxAOsKYS1oO3cDqwBQcLDHYxOOU3GfRXzj9oA5Yo0UUs3yRaLuBWt/aR6VgVModukBELayo6dDOA24Im0594dFGjOWL1ibDpaq8B7NSyyKvQct6FvYgRpCqDbbUBNg1FJjwdpRgIBQj7GS7Vc1xMdQWqo82srdkzCbE4jI8xdxha0b35FfolgbZdRw2cflCGCHRt648RoVe4NXwmn5hQ0Y16YBFisCATzRs7slATBwl4/4DC7+vJAWiFhnEG9p5QTIFpVOjqBFO7b4uE1goSXUwUDXMNRbAUGc9MGLYVXHEQtlY+yKq4vyhwBip7lpRYcC8+IBdLBVuBU0Gp7Jf7BLZRjJp95MoNAOPi4GHlytgvkjmOCWGeU8dMDCYT5AcPMFwwlZYQprxA1GaZXsP04mDJIMNmxCE9QNT+/ZY+SoEfCQsrCm8Ih5bUafCX/jemPeRFK0wi7Sy5XFNxpExOoKC6V43uomiDRDf1cFCJhoQkfKbzH0TNwpjFXoQxdXBsysNTIW/bxOIj4KPK7gFUyDzCGXrwEpCjV4H+saQSwch8PLEcR4PiIaKsHNH9rFFbFPAtWeqj8g5MO0RfIx2QNF/CwJDLQtC8BM6gOlNYYy1YQTRjYC6vLBCSqLsuI4mtGlik3QgjFYhAw2tEsIYGEvL33mOF06S3sNZomflOWVXxxpVj4FCCmzi9tdOoMAyHQ4ZRb5lWzigFWgKHmUK6JJbcvUuNYOmACjcKjF8ChWcQcRI3DgikOVIGiAqhCvslgxTy2TTK91LzuDBgr0Dq4TVN2iz7Zt5dSuEVCrANQRPMuw6W/NlxWQYVW77vllmqGkKBfBKBmoG6oz0CUXMG8DoOavj7wLV0LAPYuYKFa0WLbsD0y2aWEaHKez87mHDucD76YvTN1UWufuIbI8XCMwHMZtdnPEIXRxi44ZcdyLj6MMeuA5PJNAUs7HcPZBiWwoFhWc8Eo+lXGjM20KuLUqVXCRT8LZ2HEH6RWagnHpj0TzzFUDiD/4nWdAg5LrNeYRRa9R52xfiCi2hERNjFtKRVDjy+XcZuDS1Dx/qDhfLsBH1/kvnQUDL6dwG8K6q3Xjkhs8TQW/iBbGd7+iOYNhYRrW7sEmo01afmiAoxM1iVpQBQAdeoaTLcmMh6i4itm3ogIHY7B5lKg2U1XlYBf8Bfb0QKBs5eCKLFduWKo8A/uWOoRvDQxsMVCOTofNMVzjQFQcdLyTMiFChq8WZqEBs+ALgXhkyFkqPgY2oRpXe7ucwSntWUj8wjJdgxlvAGImIoUqLVomYuyDX9Ay8y1cdvE0amh0a6IuMRC4KGDtgYdsyrloSUIbUo2KNYoC+mIWz0iBt2zTssdNN2leHkOoRsXyhrM63wiTe62Dlmy2Na4uGqnXqKTwrzLURuIAzbBbEUI5Q6C+BoYwhISpacHLScoy7z3IV3ltQfMrgwXkK879JTKlMQFP/u3DrJWuA5FWCKEPYNX4CMbsSryarxEDVgLtX0Yysd6Av12PA9RZ50t5XuJ5CI7jbRTXZR+ajXElbU0KapxCbuaJO1HMIlVwSqiZNy5QTJlS2zjuBDtCCCWvSX/AmSY9MTKzXQ3ufhefhLFJiGJAdoNxeTx1/qZt7vMcVqLbOI+bod/4lZ+Deo5qW3xbVtORn4ZZLSbovL6Z+GRSPTysoQAYpTUHddf6GBTZKCkemXp6JWSEBi45EEMiZIVo9oyHzhi2WHqN2IC3Yi3gArfthOEpwBX5YpNVKq88YCbBHNFv9ypXquqH6tgtJ7r/AO2E1T4rWpbIzuT4GZedRyy4wGgjhkrjmCoyTBAgNmOoFSYm4b15lTh5FnKhdeRpe+WeEXXtlbSMp+odNkAzS04llbQKI5ckzHPwsHTvZy3mFmjxpRCOUr4NsNmUschTFVeOwzADNNAiPCrsuVuLa5UAJhyNURPEL8hNlWyy4O2KY7KPuWlrWFi7A3gZ7ZSbEaVi06LDNpvFQoTIu5xVQQwxRTK3xG9GbEXjuPaD4Qsc6vRMgkQXWcgUI+JRhoEKVd0ILnkjcDyM+hdv2mXhWqQOKkhTqJ5CowMWncLYVK1tzBtakDVw9KowX4BRldqTAQDT/wBmAi0anKcN1Mjwi/DCSgKgUXdBiuoGyw1WiD3Pohr0TKpCp8DxH2ZNt+m43uG+RseRshu/rQ3ODJ9xsheXjWCeYfdDaggg5NPH8G2AEl1gyQlF7wYOCQcPHfxE0pdUIwQn3FpJSufDxwDwwlHSidCEqyGMLClhgrcOLLjIlPKM6ByVs+YtUibRRTWxjzH7GDzuDxnkjOYBszs79kQ0a9qhcnfTEL4rFDDFKPDAOBb2sQsQkRhqGnWLSxcJ4I1rjLtgQipyA0ajrTjyWM8wRqpl0KOi+tmJIRCuSPh4Hn0T/wAIjmIS6hLq8m5WHspdsuvtan3ep1nz/kp0dsNHwnFwBKcG22AgVdHx3FI8eUugJVU+gMCgZAXAI2jkfMRFBo22oF2ueI6rsI+oin/CVSGK4LbBxVRfEEFjo87qEJLIUwqJVOOEFYC0wOLF6eRiY5rOh6Kg7BmP8B1s5WvJxFQiAzVuxxbAFVi4nGHdjp5IR7sEOdw7BxyYGYs3ZRqw97lcfYdjQFVoHDWbEBTpKDRQErOlhYhZVlBnvgR2rrYJXjAjyHIf6ImklVm4q/Fw8iLraxhzVS0d2YxzALsUKh/WWw15ViWCTdRH6gOrMvuAKLOFO4Lg3zuUdKQskUEKOx1EzC4ckM5pQdebcvRGWl53zTX1HLuwp7OCo/TdBpOBu/gvzK0hKz1OiOIVqWihEAqPPcLheaFMnj11AbJ9ymFoRzwfaI3D+COfTMWUHA38xpU+I3VHRv2OYe5YwXnapkZmI+r0A8iZIjOxqOdBcvjyp0ykzgAN6Lo+mUdEXTg7KcaZg5B3n8kB6TzLjhzvOoXsTSi2pMpDb3qqPErgghbYEUwA4MEWaEbvbbHAMuoNJHDGAiEXHWAilJRrGHlK7plhFsgdxyeT0QfJ5LfTDjoRAb991qjgiOW3ghq2Oh4hkxUgY7MQrAtWiUEy5CbxIbHMgLIA9fETiC38jmYprV2ssKGg7YA4Iy/FwA47JaNjAHkqd69XBW4bhi9BklhuiowWzBgy2BQzopnX8Ow47r8eI4CqLtTd8YYMy4hQlaEtvkrywYOWFTziqrpBsIDS7PA+ZtiFWgqbXMs1i0wHbmsX1cLUFiN1eUnFt4fwUmV8Gw0F+WC6lY6L7Y7SzYMvyxNSn3HTcHRRAtLNZgiN66OqIw2rT2mczDQoKpjoAj1ZNv7opAWG6Qa7WIeXwpXswMrS4ItWDhUg6w5pXFhELEFVrOrcZuMoOtAGMiI0wsvlXw8F1AhbBTFekAK6WcHg7JdqKSpNBbw8qbiNbCP3/F1DUS1ZzdRUfUOX4hCKsA/YQeCJVv2oZIw/gjaPgqmIALzgbhQL7qfZjRFcWym6yRJVkUcQ4RAPsZXfsVwPADHjqaSPm3FYKWavuEUBwiWPhlxUhLKFHd8/JL9Wq2KjOhGL3Fh628EoaK5YiEDhROMucoHPBLE6F2oPtlOPq7oCQhVQSuXiJwGQhUDjze432m8njtluVHL/AJLYrYHny+JWm+05b/RFz0YRjk/uarQerVg91DRobYivI5+JQJzG2O6cK9y2/oyLTi7WodpvwldxK1nKBm0cdWX5LKFg7QGq3K76pOeV4EQbL1CWwqrU7G/t9QuUoKKdUZ1wOIRAVwgsn9EJg+bekNMZ12ikXjUVMbeufImBVaLCM42yjUbcrt+2JNrGq4j4YEEOoDVVNNbOIUHJR1hyRyC1V/sK9GP0L5icRXNauEwdk4xmc4izT8G4hAdG74S0kXqlzfCpTFRpACdopvjqXNLoEA8YcxbkVAgq4AlEnaNMFa2RwzYgUGYJSqclIvMnbUy5JZIkNxH1cUySPZL24kOYk2+BfkPJ5Sgez9RFeo2ppiUIeXmUEcehIAP9BiErgHVtJ/J/JY11HTFOci/C5aPKRpuMMbOJZkNxygBEjUryEcQ6gFBYtovlQHEpRnHNYY/bCyxUjeTMMzlHvZjrAC0A9QMphz2fTrqFdMMlEHtw9RUl1Dt5gbw8Otr0Kl82uwFj6ivlTQr1E185mpBKC8vmYOB6AJh2uFaDujRMCRR91A3UsLQQqkOh1kuemHdkV2V2xotVp4mEywGnwS0BKAGMKa5wG/TxDThYA2OfQ1Wp0eqCPhsuTJGQisE91A4agpZcOYWB/wB6gPEWT4iYPJE8hqrpDiyTAFhKSj45ZdCxjKjHRmFIBmsGWShzdnJLRFshdoXl0xikb4FRUVwK8DGcLS46h1BrVRpDOa/Zeo7M1drBfmLyC7XWBliB/jI9MEhRzWt7NsIsrrzENvFPEQVXFAPxWB6THBRMjnJS8xj4W0U+GY7HFu0uxIjAAsbD2q7gm4rdNPD26NMNks6BxnHmI2XAov8AUy3rgyeYNfktbao9pMbz4yK7hWZ6CB4lrl/gKl+hi8JgDiYSAC2q40BSBW3fif4tH81N/wAYqUXqN0uGV29gLb9Slrc7Hi4ZSBhUgkYrXhzBXVMOaviAADkJLN+RZPTD1pM2kpwxdqjo9MpUahRXGhm821B/JF+oF7wBDULuly0Qj95GhrnQPEbCnAey1MsENTTSConSWL14IMW5wOWv0S5e4UzEo0tXJA5ZYr25Vy+IZziuqb9XEfFsNuU/oljAXPROCNQh3UtKuaMpSgulT0DADTPLlDRTFJz8EOV7zpi0BdcOL5AKuX/ajVicPt4xGb2uJoc32YBom61fgayRrkMmItqD06uV+5Zoyu8bZczOfH9TLyIcuVR9yuFpc1FZoPBBjL7bt/BLRgzvRAhsA2UsMIDBjD51AAlCzFTOmV0aU0RdZWXNCX4IaTD9GYGzypXuzFQgqpu23po9DiLs4dMAOTlVhgDWaoVB4tleqi3IWtysP1fvLO2+kaqtyVYcg+e5tQsRUs0paBcUIJVIPvdwos6LBU7y/EAXqDgB+NTAUIG6qYytACWfUuATArDfNc1E39Zxl2ApF9uXtdOMQ5nyesaVCiTL6V5X5nKy6E+0mV4ZjCnCqGMCvSQKpTV7B5IJosFCLktuJpAeO7Dj5oO6tkFX3d/wGJBmYbtYJRfJ2wKoMFc0lEVuqvnDU8mF4enwzea8OpTz/wBfiZIv+oqdvzAYv8JDCZvRSZyk+mUfxRENypOl8ts05YD6V7iPEYEhpLePIlLI1D/9/mMy/AEqs22he5gWFOAsCoagP8ytFQWNJ8Z37lpQZlyAOolUT9vieP3AYmi9CjVmg5idwGHV46/aUA35GnL4I0AUHttdcZiYJgisC3rrMeCkaBSOR4h1QWIqcOpFhwBvCVy5tmf2KhL6c2x4j+uIsT6KPguUAcGGGvfBBoMlP9BDZUpl2sNkW1m/mWmkNZ4ILRfWoa2W60AiLBGRX7XCAv0C7eu5YOcDu/EdIIu0AePcNCvXcomozlSylUpds9ga8RLA1wsdLqDbhEoNnhqcagWnnjNCwR7D+gQKlnIBddXljt5q1tfAjUtlaXShfs3MAA0CZt0cQEgwu1XvjnzKghLtLOw6ZTNwU77X0goCBxh8eYiqQt9DEYdBdOtXM5XRul11XUaC8wrZeLrjpinSaoC28UnB3FGY3jtOG1VM0MD8KF8qjdkAuON1emLCHBzq1v2OSHUACDAdQWx1fCaY8gcEfkgQdxnA20ZhnKGUI54ANeCAs3CNwYeipa2MamIQUQ+B8y7d6/Z86jbTYQEuhkhxenaew0g4F9j54oN302+YtnVwMla4bhh+UZ/ULYWYUFSrPDbMFxyzEv6Lo6AaI8Jt77g+orWmoBYCrFYlrWR9tRdqsu7thAhhUCZgQ7erHwWP0Q9UyFGx+3oggH6QPQ5qZOo03eeCI2XKaEcXo5RVnaX9BLsbFUbufbDCNIg0qnTAUKKAoHICyt8BF9t/D1Hyx2YQ9syYGkHk6W8RoRKUDIxnZlWxLDo/whmGBrgehlQ14Bu41yruqMp7liWpwbSlkob6gZUMG7y6KNXL2ycXbTzWCUQss0by5uKjnFm6HjaErzcoIv8ApMiI23cuE7jKvPoljuCQlKYHRHZlgi1Lzav0EsrLBAvr5hcQKA4oODKzHkLWBUcTNi4JqFqUnSMIhwKVQN1Q0zGDtnFRvDuLWwAKDlOEMwrGFucE7zqKqEyBkUCR+I6utp3E9zso3gPRAgaJZSAFZe5R71WYJPxClz2wQdjAOT2Cwe371EO/+QmUTUvKeemaD/xvNwgqyXj8JuKj3B1vDbhhMdUbA3XJ+4J+baAdqpzRuaPZ2P7IGhEUKXbBcQ/h/gwykSJWZRMGsckL14lme49UZ5yvcDCLpYZA13V99xou/wDb2g7ycinDa0A+Kz+ZfWPhU+mmJomLnRg5l3HZbw+3E0OAYy+OFxHPulc32L28QQznSDb6m2NbTch4LeY/nglSGhnZxVoa2XbeRv1BVFHR1gS2TkFMXXXBDKuGtD15Oljha0vBRxWuFfBy+CVCxaS0ZoOIHBsDXLz14hlI4qlc6CEuCB1r2euIsrTkPtLth5gLWFCRyL3cHHIpfEH4ouuX1EQppTb8kQClMALQ+oH12cXu+am9c9GW5eEd7gKYqBgUZEXSQlGdvuMMRvWy42cbkW8hKxDV2G+1uDnZi6dKLgBSNsbNq9+oyRSFpZiAJvzDmk8WW53BmVCy2s4tFhT02cLqnSVsZk1m3jBMXtFJHuV06OwHNP7uJxixkXhOEjR7TAt30y91Ew0+46dWWYpyjSjlrEtIkCpdI1Ll2Zbp8IjSwoLR5MPsOrQZCKHKVn5CupeRUBlSeNEiOJBtSdNmHxLX5XgE+UvhM9c+b/Yc1GijRcrHvshRJjCz5pVmodnwVMFdYGqh6W0IxNBR+wMfLcxESrF16tNvDFjMQjUuMIGEDb+h/AsjoWBjzLrJT3VSxHbbF/K3MoNsZfLxMn03gq34ZU8D+4jKBN0v/SgXsIvwqLmM7/oXCtadVvw4m6ZW2tDDGirfVK16EPol5CNcT0T5AThmSVxRbgjs/BUBLQIA2rp5fPBKRNjSq9afEqHPtMGLaKmvj0RPBori91FYTJARcXQB4iG4FJzrF6HL1iK0GtoovDEdmKlL5dEJHYoWUdrdrG1AqlvjxKtS0z3Dj9tysoiaN/UwkDzzwywgEMs/7L2IAu2TPUbsY5bQNwJI0UlV0boTHt5YAQXtMr7g7gAMbB2ZzB4tpQHCzAQqLgUuoVg0695IEgl90bwrqPJZnYHh9RlpivpsVuZgWoQBfayeWGOdFbLR8RZR1ibmXKzMHKAtX+KtjSdoQkvtMwTUs1GztszXMSZV24pOoYGXwxjfinfEUW5c2PTLYA0jfy6livYB/JAqrBjwu2JAGADe3uOZoW1IeVYoLb7JVrHJSGFNOcMHXmLxW2USPNqEE2HEPWESUZbBwERptZcPFEqxB1awGqowLq4Dy+ZXJwCrQ5KNZ5ICqrofa+fMLLhwJXu9xDC0yjwZElf0I6OZzf8AiYGENhU6YFvIroG14IiUhRKoFet94I1GmpcRX4RyHkgowDS68GFAak0/KCIOqjBrxEgc/wDvFxxN9ao+ovDIc5vzN0bJygjoBadBDK8VZD03CwJeOJwR2KYt/wDMb5DoojRxdE8IToQMeZdiu1wwaS6AByIXisbJDVOhb9ib9TMBrEx6pv0YilDm9jlf+fiKauoNOjtlcUdb/fnuPziyi6oMrVoQurXnB9IhKXKKg/cdKy5t8wt2JxwX0TUbHzNseeD5ZgxyPB6IIKnNlbNIIl7Y4HUOShebePHbAWye4bSFi7siag9m6OgWoI2EmE+KmPkdY2/KTcajAAL+4Whk0UKc3V5OIbSdmpsylzBbVtxLGzxd+Zr1hztcOEncz+qWVGLzqGzuDNDwlHKEKUCobTlfIjA0NSrp94uDtDKWBo9MChcwDQHbVTU0hSk9RbBdwU7ayPkyTAJzQUr4cXHp14VR6nogrcFKV+n/AKEz4hwg2PI8epUvXMW9HeIxGDW7uqTSGGzseMJv9W2GKeI8oUo6YqA6ELESOYA2DinuVBXZ2RbSzqqSHEJHOZ8zBzb8gZjFiXA7TzKpKFoGq9kpRsAdo2S6qBaKFe28HlEmQWy4OGgMejYJRwek1Kv1gS/fGx8Xt5pNi6EEPZHdlb17hoYc2J6F0QS08NRbt7QzWINcSvofklR1dGremVL1WYIV4PeC+YMor5P4IfYIUCf2xx+cUDfTAUbQk+MrJ8TezSxK+WF6jxFEdvbHrcRHi5cFMd8Qngo/LEd0wnADhjXVihYQ0eLlWni0sfJlmaF8rfx4PEDRK9F/4RvYDFeOq7vmBgYy9q9vcSMEUGzNHfK8EpbAt+1d1w7EFbYL0xbMw3aQDRpFNbkQXBoo77m10FKPnt4JS7YRHCcMBEWcJhOAmBvX4uzUYVG6zvzyzcdnGD5ZAlxUkN5/3DFVKohtLD2P6IsL+ZqNYTIwEKFnVCpqEUS71zCX6gBXAOfTplQvkIpyLWQuVRkYmE8OIoBnXBrSssQ1zpD3NhN7zglWOTXMSr02jR0VzE6ipUd5Wh4Jciz9PwQUwGdI8D9wRt7FklOqH88TQF+sx1sfwIZGGDpPsnWYQrzA5PqHRbYBxb6ckswptVB6YKiIzwREo8CiP1kdj+SINJOCqQ4YEEW2uT3yEYhUgAV+YuotDyBzBViGxpC2fHWG3Rpl6DAIGBABdRoWLQ6XAeuubCKic2q30EIxXkN3FMwjiVtZ5XPzGem5sOHbivZF4ZRecYO50uSIlTy4OzmKa1JLRh5KeRi7tK3K/ZB/ZC0Al8wQOLJpFnaAnCeIBQOWoB8wayzQt9VLTeq2A+YFG2caMMqQZh4l8FQzkAWQltb+WCJTpzwlrTL+CA2Bvk9Qs/K9x3qH2QtSVE0i1CbT/cOEGRP2hsZBgQG5WZDR1KG6gcHngOSXUsF5PqH4GfoqRqoI9eO5SGjgdvRKeWBK78uA5hadtixnt4xGwzSCz6rz3EXKwtaii6t7L/kSC+7WvdzCnS7Lxy5IZBp+blxDvbv4qAeV7aHxbLM1S8hEe65gMGXgKvwRDRHouflgvgvj9AsfSmGSh9VCKjLKC82Wx7LQEi0eNHbLrcMVS4HbBTmWgPYwsV4W5pFl4pxUohQ7kpdByauFglVKrNbqGQ4RUbxqWPsgYylXA4zZboTB0BnMF200PioH+ou86DDUzCMndOPRj45Q7AKlIaMMUytzkwhxBy7al5jUlqi+uYxetxYk/wDvENayJ+DDFC9WcF9Zi/vLALHhA2RECjlKHV8xmwpoTfoSP1QjDpMcwYAZHC7u00CGEtiguzEsRAFcmM4Y2hbWLceKIMfkRgGF5ViDhulbObslDV/HJAG2RvKk5tNRw0arF7r8XKCzXAs8rb9Q469oFegYfmpSRXSZHbnqkuEUMU3TXMHb0EazEJAh6heD+1ZQCpWDweZfzjlX7pi0BVWQPPwzT1p7lnCzw5Xex4yxAUB06kOFOOFxBWqvrAQDXjboGinQ/uJi6lpXje40QXBgW4ttKhK2+HggGlFTet9sdFBlxSkWBco7J0iO+X6jSFFAGOB4JRNVqeaop9xhYrl8ShBRFf68sd1Wy1d+WXBdyFU6E0wCCBVpQZBEBZ3bJdwealID8+vKl+Q22/wpMDkrofnmKAutBIEs8rSGuB72+7gRTyrmGEsdA2fM+dlF1cwyzyAfmVxAgq3CKGVKCigEvwvNRutgIOvLLdRp3Xo7gKbgcR/2ErJVhl9oFMJVeGzfn8x4B2G9UpKNSpQrb4SXKBWTUBxnLaaChLttxBErHUZOqb8OJdVgXAOe80MwdEJy0hdnR7jlWR1Zc5DdMOh6VGyHeB6GU086BdHj3MswLctnTzLaWdU24aAjXE5sJweoQ6QJjhfJHlfFDAXp4uHVcM2Ka/uJdNNc4almyUlXWQ7lVVqpKt0gZIQWC/UeCmR7ailRNFZafwkRe0aQV9MLzEN9oxqBm+U+IXZjh1CKV4omauOAlepm3EWfi5ac/jF/rHh5RrUb1CmNDxk2XmESrgFiJlufC5bNpBULdtpXfbFvySu8q1SY0XgVv7Y1BzRrhvMAKxn5Iw5AJb9dpzlIlulcktkq6pFGg1bj15bYs2vRoflgNBTpl+UfbyOs/mExL0f3ESopAjAcGYBuoVwlOko+0delMa6YHvzWokDeK5jyDVREhUQIHOU01Fmvyna5V8Qlg6P0nVsuz+csOOubg0jCDC4OZdgdGHWl8Nogo++hb7g1ttqftNhsv4hwMZWYYFltdZfUKWCrmysUKw4QEOZEW45SXDQj4YZTaRYq0GCqrruzshNUBlA37iAJd2t9HcthdLnAfUJHItMsogp65fcrrNc1YRcsbAWoXa6IaxlDkSnEulwpEwjEMb01hfR48y7xfZKZ6v8Acc3xljyw2VjeZ+5wn56jYFIlq626qgW07aXJqEIrbdK8XyckoGiyFJ10ROpw+a60J0v7VHAibWD+WVHNsTtYnHqCml25qvfmIkUti09Gmoyv6N1VL5BxhxLyME0Vg3QE0tpXsllJl8PvrzEqHEm2EwRNAxGXbv8A8zE41aUvmjmLZPTnHnz4hWuiYW6/EsCAePLOV9RiW1TWKw5qAxCnwSkJo01LXQ9QFPKV5p2I2pTYj5TFBER9/kOoq8HrX3H5ihyiBcPXZMOT3dEieJT7uXwxZhYD2vJWvUOZipyf5EItYwJJ6xH5AOn/AGl5SDANv2y7barKwLI37JjxLFwWy9nfUt1XZ+JY6VaxwDIJfmEYE6C6OCEDslnD/wB6IhFuk/QxucupQDF++IlU+VCpSgM+4BnWsNW92CHKWd1UfAZ12znsLW3MKHEKtsCBv4AiKQ+26hktPZk4huyjrA5jVwDScvtj9AeVo/Bf3Gljvlzj5Y6OPVIg3q8U5xABlHkqtw0IvXEyphoH2Et6CZoUXs6iqKvIIaxRXAefAQMl0UZNnhjqKbFrxFY6QqoTRAiLCt0EIcAqNpl7CV3I5bbVn4PUDUxc00FYfiCAoujQ4PuBVr3HHdkYOZGKOQNX3D0SuzXpdEI2gYFb0Y+5CAKqaWbHlYF1m7nsFuHmGhPINC7uFx7A05pztOEqsL2a4W2OIZAMdhHXfkhRivS3e3lTABkhynI4MVKgqpbchKyaodi9ucjHxBxzv9Jab7Uq7nBBPHGuviW0LoFt31MgnbNW9dxMFBLJn7IwAw9LL47AcAldCOHrFaAOx0wxTfkQvrxGEEQoLj3ZHlk8cx3ZDiC2cMDuDNKGxPNHzhsqEvjEr4TToX6Ealb2Req4OmZmgQGb/wBCIhOgQvyDGszTJwWZKpbfJUWAQXsxNB4WH4Zg4/otIrcCkxj+iB5KMyDG+hB7V1B8lAD4VqKwahJxYKgJow3XUHGhydtu893DblK6NvMC9OtqwNrxL0EHETz48dRvmy0AeTRFIvBIWHJ1C9QWr27WKaaT5SHCC1bm4LA07FTGXO22GUhRBQunsL9VKQ+Xhj7mTdhYfcSmmjKVGpv1M7IULWGY3FpDav8AJUeArtVxbYQa66aGB9y5o0sQve22a23PCr3TLKbbwZwBKahYguEOLwWRl1BYGqdQ0mxl3n1/rKTdmhjojSRDcMg4xOlCiOHsNS9abBtT29y4+F09V3fMJsS0vwmLXSgYXgvlMWY51HBXlGBboL1lyZYBQZQ6A1Y0o6lkMlHM7Y7j6pWCFzqoWfsFYYOU7Suo8qEbKAumqeqmKTUUHoP8iNRNFdg9LBFU42lktcg3ZHz8Wea5RF9GWZYqOAaC4VAAejUDSlpvPb/UXoMcjgPUowBrIBy41MaFscFR5JWhtLQfZPfIm+2L0ReRIMlRqzL1yd+oSuW5wkzYA5wSW1Jd3TGGsCnGxXfdKLFUKJxXUUNowi4wKPhg5JsSk65kqwVgv+xcFlvJnv4gn0GLmD8nOIWAvc4KtLiwp03caDQPEelH6gVJp8CWcc7fbuJtFmQgC31TuGvXOCguMdsRgLMDsj01CFXCQObRzqOlQIaQkrB+obU44/1L1XV6VXoiQughyr2xu0bQVitB7qWBhypv4j0AU2uHdmRyysto6or9z/tCPXCoDzzLxSartWBKKHZEcADHbk7jnm99MWrV0VeYK4S3OVzTtqwGr3KU3bs2XHwKGUcMWXSQP3Agz8EuT0x6pDSX+kyvgA2HMIAVxljZaj8MsHKzV4ajcX4AcrqbNdJLOsnMIVAp+QI7/qAqKC2Be87IMQsuwtawkOqabcOsZlYoGEzCnrmphzD1uDB4w4IZRb6K4fhg9EiX/G6Yzu1BzvXRY4Ed5xU15itdwzSRermHORFDybEr6XUq+LvIR8nUxYqUCGT9xboFwpt7I3JpB/YckwCdoTwgeC7o+zVQZWh0f8S93SYKGWS8qdVt1LqzkuTtIBKfwwv41UWGMXLxMQPKxX5yktDbunqyAAdgVh8wKWoHEpOC4TjOshFWvkEwlMaOPcHLsJZU+A21Z71ChTEJ1W0gKu9SvurzKoqpsWZyuFJjlVDo/cuJW7jNyiWDlY54qzxBF1eB9y9KE64I6y7lXoYGYjLsMigF9yujIwf3f2wKjkCxDgeiaO3vuKMUO6qO0+QLYliQaNkZlRVDDmABCEHAY5S5cQix88nxL2kbyo4lEJaBqr4IiFxgVVfLUNpeV7fNGH8PV4nz3F2gFZdTjiMJbPTfqoypXR+1lg2+6M+CBKbxa/ipXRau0QAM0IQb4hjb6248utBKxOLdfd3RB5iuVXXOYhVkNiEqdJLXRL7ciHbdKo4DdQvpAVQJMFrrzguEdHVsujaShCi03cBsSUAVwDL7QaVoUMlgtap6nDRBoSavdxhF46PDGRqRtlrSMrxkXa8yODjkRbHS8kUDhitGZbYGOg8JepsId5D2qUDAZStl0WfzHRhwzR8vUHgPE/nBcLBmxDR/2Vc2qFV6YYsSlNLgtyPuEcAKNlm1jrGubUK8TSgavT5GJsq+fNMdbodmOoRbKgAbFt1EWaGEyTGW0oVHMl2Q/tsaZmzxZqWrluX1W5YDO1shiXbkz9Js+QpB+IwIpsyV6gKAVaGX4zESTsVn04lLVHfL7yMc2G6hM4bv8kJHudv23DrkNwedzOc0yr/EIoEF0RjkXGuvo2wXCo9fwS/shZMvbAKuYPNZfmFy71uhRpVREDHNfvlViA9wcus+jdXEW2RgAGFyiGC5iAqGIZl1DS0lFtqxWwFLBz7YYRA6FuKquECEAV8nuUaImFyDxCsOPDGPlIoN3VmRY21m9sw6sF4rC7d50HPMeW/Mzj0GoGt5oKWJheZtK+pWL7tpn3CNcJtLqWYODNFkCeP3rLiosy+xCek5bWVzh1eYM0VWt1GsSqauk7BAu7dtROuHRAsQ6JOy6hoEKL6dKBEjJGeNqQ2Co25F+IIgBSKmH7jE2t3lHs2jwS+jK0LL20cPxFLegNH+IfBRVaW/hB8qygYDjOXYqRWuGpXYAa8G4HPiL5DSuWGRFjgF83OIlKFyobWd3FVjWI5ssHeKrhOoO1+WB7f2RKraFvyCWwd8cKlw6w4hiaLTP+jL0DBQUvTzcw3Sqpto9tbi87UtXwqpXvwip8jcGMq14PjccL3OMpLoAMuAcLS4PM86WW/ShYBB5useGGlob3Wu8QOXnK8XLUgugHAXuWJpYFYtsNGIssu8NZK8zHq55yQ5eyPXJo2/FhCTYVem64uHOQvFDhG4CDEHAW9ELxorkvPx89QdwF2NHTVkVSHr+IveVEV+2C4nrLIYFnxE7Qo1BdwYIMOiAcihr7jIysvPL5g583orQyQYDQ5/WoHIorGx0zWLMlZ/4IsTtJR8sB+QFs5wMYrAYIy+W4VgXdoctqMAfm3K/wB2pPrEzYcKtC+oVR4A6cdEDQ9LQ/3MIsEHDauZhnmKlyAcKov8RRtQYVx+BMMMTO7ZeAJQ1qEUs8kXgEchj5s6QGjmASqcbZzMnQxTAe4TrGiw/X7hoNCn+kem0VuHvL+ZmoDChei+pWzulYeNtHFSqOIBaXXOBMBBA7WFVAYOrBtj0aCDwI7LJ3niWFKhNj6SkoU6zz/yGS8WfD9kVGmG9nBd5l6ZYURGFcozdK3ARPe4Hp0HxK7M6C6oq4r2bNFBDBeXxqNhiEbPQmGW9todKR7/AFLL0fQHhOPJB8yVgW9GH3DI3Coh0JX6iQJFXYLxQjEGFVQYbTtpIrSsqXuuRyjAwOtvPSaGXH02iZ/TL5QFIWLrgDcLCgrRZ+Z2fXAoORYwI6Ufk7JWxQ3cQ0PCM95cZiyBC2hkefEEhHqtCPniB2KDOSnwlH1AwIsDn4LhdolHkYloQE2JxXUwTXSLkJTravHbXU3wCy7xx7Y6uF0k/I6eTqGxNiqcXZ8EFNIIXSzRy9iLXSkdJwHkeGE59od4jIIXFu5p4lMiHQhLf4o//NZhqmlr76eYC4JpYG6ts6JSlvYCH6jRxeUn7mQ2lNKXF2AODZ6EaUHj+5IAK5spmvSGoqjqm/tgkOBnAt9CY2TG1/spYKlXK+peCQwv7HC+JloFiZIDYBaqlnb1OIhRofWSlx0ba3Rm+pXXdGBVFd13Ksys5RFdJeglN9KsKTzVyzBQvZAKfOYjZyryh4FSVIZUVATZzH0bgpajQG48ES3NRe65j5tiKAW9U36jbN7ANvIw6oWkLS93qUtjUHaOStsMdFcDdVwSus5yiw4WNlIQd1dxlrbhXNnRL4aoxncoKAnEI0r4YxGuKc7s8PuL3gIRT2dDNYhDyHruH8iG9bXk7BiIquzOM+WniGbEWFt3z66mklR4iqJX1DJzAOV0eGZKkJFuAM0jEIp2GhG52nL1LIoHMAthwgMRfxyE78mT1GUTzQPKFteGU5gaYCBCMOPhHo9wPDjR4eBWI1RbSC79QiRbGT6WGHca3+8y5em57NMBqcWtfk5i5xpzy/EKjRghFf2EoArjKKkJBg4Bp+CFWUEEPD1UqjJBZpchFspig8BcJP8AIMzHDcoRCobXk1CvJVlCtGcljRVMp5dBwD4YlqIcWTo7XMOyzJnuPJKsYtWjKtHU9FQ9+eogSdUcHRMp/A3eLiToCmOarcsc27bttWP0w3lLTk448/OhwTV6nMHVQN5MHQbYioaKV0c7VVG4wNHkvEvY3Bi7aBov1LXMZ1F4o0xblLyOHadSoSgZyHmEJRUFK16ftm9HsFnBq7zDO3O6MdQFR4Or5tYJHSZ6IZLHXJr9c9TE1vJb8G17l2VKN+21cVHeFW4pL2w3zGMukIMYKDq1cSsthZT/AGGWyGa4BKi7lYcd1M0h5EnpSREKBaaxxtiOMixRMnfe49FdA22wQ48S76uK2FiiILRmFEvjEA2BFj06d8yrXMCYeBgy+K4nAAe+oLLr4XcLjTf/AFUvuJxScFrmzFRw5TWm5TkEZipaQeOSLLlceDuDeOhG7QxIGsA3wLd9iIombFbFcod/iFXZrKADah7I2wMr3SGWVZ62gwqwAqxww2jgypep/FhzvQG/OYEHU1aK/vzKqi2oDucOYxd1nfsczw8l2D2w+EuQYD5liTAA5G/SZBBxeR9M0N3sMQd+O/Aw17Tih8+yVlwspU+co4CWOT2eIKYb6o+GDXUGV+ihuOCU3l1MfRovCFSnFLUQDMiucbhRW0ETLQVyeiBNFSZ22kO0GhBq2ndkrc8d0vb4Ze8yB+AI7pQC1jxeHCjSxVlggglzAjORKEiuEY2IapNhDax2sbXQ9scAADYDOAFQCACjEMrTJMFQLrX4GhzXzDid2BpcsiyHYuc3kWLxzL++ddDoqrQF4aFjesLErJKIQw6puoyC2fiSbMtStsesFVphPdSoEaqHRbvjkjYAdgUlFdq47y9AeiGruIu5dbRx0bNcUxbs0Bzbzo0cF5h+GDDa6WxlrkmLeJVRtq8l+IF1UsDF83AqYG6UvrKG37gBtarKQ/VXTy2xKoHWGte3HJnrY/qDfL2f4IQq6bhfKN4iEUabN67nPJWm6dkGDczKfh5ncvyEoAIlza98y1RZ4Qv4ibuevXrqfhDwJq+zxM75ObZ5slpaJdJjz65lfwIL5v34iNFWLSnN5uorENX/AKR8bhtz63juK3KlNHVUWu7gU3KcWmmHDCkQlgq6Ev2FcUVb11DjGqhn03yQpmEUXQPjcvbWBzDfdSvle0dX/tYFQz8A3g3C0KaUL+UAk1MP9HEvKAe2KF5BNOT1M4OXPR4eIga7hZfhhYaBj3vAyTIjcA2r8xUMas0g0vMSjRlQDxgz4iJcOzcGzusOYpUryHBFDUMqaOW7jSlFJ1/yyuQxicjk5GUHlsA0SgSBtXYBdW76lUZ8nzHc04/ga/jc8pZUUq5UTTmiBygqDWQkmr/1BT4ZCd6BJR36FZcBms7he5gdb6rUILyMe3N83mruUgRm9q0IojJk1ld53eWH/dgoRsWr8W3uDBYYtvd2GB8wIXAMq7zfI/UcXhArmc5yluymWSrowBLlw1LVDrBDJ8uh7vGY6G1u1vIWN3zoWNUOVzcGmtemcQg2AXNxIHJvnZ/2ZcmecwWifOEQY54zAxltWAf1GKuOoUuueUdPwRlWHRS/TDNHmL3+bi+IgYAvAolkFI//AELxMaDWzqBxZVQq9fHcxmQ8lhWcHJcDSHi1pl6F+4/AQ6Lq9l/EJUM0Kp+OozSYot/5+Y3YrurxFe2pi92g5W3Q8RizIq2ncHKLLvKoGFUVUZrH5HAuRBgaF0ONDMBwrhidYeHJKwOhGn5iQwUWJh9wiUVDtXybPcBNimn4IyuDqwOTo7qEC4RBzQ9V5eycwrxoFSnsMHnAnkdnDLVyRwQRpa1eH1cozxX4XOSAkg2s/jpj2bUpCDf5YrCeTbZAaUFghl5YAl7y37uJ00vFC6HAlMCBaymXwu9R6tci5DynXqKQJ4Ca5sgF+gtBixhWIY7UkRLK2Zsm3Gps83q79StK4sGDN4kfUvACrXd1M9iXpeUXOuXQGRdl8csu+uTwF+QFQKFZZHOtrOKMV3LlaY8iq5rRFK6JgPm1MS1QNSWlclKr5CEVYtwV/qP1EOClkHcDAWum7ll4wAV9XCoSLFQnGohCjPCvriHsA84+0lihPKSL8REEHBVynWZxjco4M1TFV4ddvULTphSof8igg8KBhNaeGZY0UMnkaqWmqmaBk9txturtP6GUkBOP7nczs/IZQBztoWtUN3YPRH0tGcmgLC9SMopZsFz6/UzVd7qiGFeD1BXFa4qpQsmVZ/HqWtAGvUyysuiOKvZCRTi7X1EaW0Wt14YU/sqrYorDbgg4gJVr+Mc+5RAtyI5lmtTVcpwc25YsmOxdA01KmYpttjR4ms6YjMCO+5iStSPIp2ROJDYVEDENGcPkyQykA0B9eQ8TD5nLS/PMU8+LbHUKFYe+jgvjqG3h1UYlcYrxf5S9vW32A3cVxMmPH1LogmHT67lpYzkFH6uM8eWCKFe9Y+WBJDauBKJItOtSoY8FhfcdRgolHVTcbuRy7OBGOYmjQoqp8XEN2cFfxMPByhr2IRDiCvWLor6MxCufEo4oOyUMrdt1DixohLB7VlXfKDqMbNjHzHkiVBGKiZ/uYo3IUmBmvolBzTCg181hd1LKNm8jLMZWO1z8Ec7TVPyDbLtH/wCMoS5huy9egjNm3QfvZH1uHdM/EdgvWrBBWyVSiX+SK0YpzUPdMKgZGKD9ygWwpdJ87IpJQs4FmDyWNCeVIpEAW6Gf3Cb7F159szFo4b8QiHXXZT4jDj1gH3cFFuXyFH5TW+9f83NJLqxr5gIpCdrPrBLN7Un5vD7IztHqWLgt4H7pEkQKkdZakeoTEGcXu+4gw28crMBYhqv2Gow0zpUKRPRFujOuI1ybi6QYZZnIwt3bYZOA8ywQ3kJZyEZSufNEvORcBF3CzQemW/UPA5UBcJbNlFtqvn/YwCoZaccUQmN3kS15Xq5h4pnSnM1rWCj3DipxaMF9oINjgK6FHJHQpCgxZ6QdBro4fiNKBiSoHCjqG7x2LXiOHzEKKG0TK84jto0GiQqzHGiWaT0KPxcczFKC3q+IApquqw9Fyx0XXCNXyPEAvRKHD7xL/J1W/uCMvJrCmhUUj4iwzV5J8dEB9LKZdSyuO1ZvFdRZRsvqVNGtytVbV/qpbOBODTAPXe4mKJ5VAKglpTQEKEPNwx76ZnB1sQiuxsemC8RG4GT3Q5LtMAoiMGOExy6eJP0TYKDA5LBFc7gECSjLCkcXQLjZB5f7Qu0zGz5wzLrxRGo62PhuUyiNK5i1Ya2mzighZOYEuyB0j0VXwS+M8zK85iENhhh+sS9i65HTGFta5tn8S5gbUVaGYZj4wipOwlFHG3o/EUzJkEfqoJcFWGz7i0W/F58aZYuvwJR8iWNJ08EXJOMv9lymFgIhj5uiC72qC7/Mq0SSsf1Kl4kxJVNOJrpiDZu0MVu2IdNqV2+4WqM4HMwANiXkOa7mDClOIFD9xXcyRQENFR6Aq4oD+GLDa3QnB/cBCAmb8eaaiglw2iS+c2rwRPFYI3sbMI0+gEYG2++urpxmIqFRZDlCu6PT2+4bIBsvt3LUHG1FZ9/moaVU7B4GiGGEtfot1fzD4WQQ+qOar8Q+t+ycNu2ZV5p4B8teBlMsNSkru4S15DT4YNRhdkcNVgiSsc4/UcQdZyoc+6gk5kWKB2bKqLeUrU19GZR/VRS+AvQxyzCyO0nzbMDZy1P9IufanK0OU/Ms74W2OTHnQELt0QNnqlgQrIGDUSZDsaeeagOAAMR6eKe8w6CIUiJ4SMHbONqomRpg368UwG7GqyhiY9MAmXV5q+i9Skg9FED9kzpbCrrFwh82miXuUFvD7YGTC14UcsC7ORJZ9zGS9raHQ6OsFPEOU6DF43fqVt0xeI1xtLOolbLgzkhDPNW1i9uFlx/Eusux1uaOUrBczipsNoJ3raDrFDZ/iMsqLwP9irbB4of3FUKIUot85f3Kh6a6vplo9hWj2woC7/8ADOWA4uBifFUTLG9gsZ0LhGPHVpGQR0FVa5p4g7w/BGV6hxVEDBMXRA4F6YDd1xSJgTMQ4GeUIJG0KE5OY4aahAtlFHrqZMeQ6aIGv0rSd9wBo1L1Xiz8IcCmtLYd+eo1VIUoNIZlDq9vLzkrHxiJeWxXjuKiBhLb1cARTrkzvmcMWTzzj1frghcV53I3ZnA6buHpjAHDyJywMY+AeU6SU8GhbUcUOQ9wLng5CHBsL0sx+2sAPBBhm601/wAQFUvm18kMjil5Zz5IWFTJfAD9whVx6B+gl1nRAMHV1/ZEQRPKG3BMuCAyscJE2lt6D9x6Y/N+pifF2XD66e1gIRaRRXjuHQ6TDp/yZv0CbKfsjlhV2y8PMBDodPvOoUKTsP8AZlvCNt2eo6BopSrF7zHyetZ/juhwSBMJlP7RmlvZQeiKWLTWYSyJegrTnMedvjMA5jTsKQZXHWjRLxoDIU+NQunHNHJ9QrQLoJjyw3AegoqUPpGiNBwCs4NTBaA8Mpi8gyx/RVLL4DmmJkNrFAb7ag4C7C2xT0Qthq8OIeWLt+BQdnKxcMPaTDgPPhliqQSOhZ1TfmPC6ihtUNmbgViJsseAD8ACVzbDmsHMK9BTPZNH6chmJUk15R8xfQXUSu7zo8REGQRa3suNVl4JMjNIaru/vzMsKy6EVvmIwy1PAYWF+oqYRvl9sKiJUybCUKaLRWCdMK0nJrORi2dOajgJl/HqY4tcMRUxAHqYM5qVBpZaPXh5lBkphRRe/RgeOTSZPA5lSrNBpc5w8wuYWFFdHZWEWImJaYexDLH4YDLzVcnvRGhblF9yxsE6bpi4dXgsHv7i2o3wYZxRvx5icvcATxLAAsVF8WonpcORGx6S4XHN7I+8S2rqEiPoHWyUBzZgQPYX9kEs+Stvn1KgDyOzj4YMsl6XCeVURhErBdZa4s6jm8NDXwdxubotwfTtK4eYzvAPfUz9ji3FOK2npjRvUoU6OGBhUyiGHxNyjKkv/JwAPacHUF2Kps2pS/IFV33QMB3Rlly7Nkvgy2I2xydsr1Cqra/mAttV0CVAaS4Gh4ScEBbvyNwDT8URbR/Evf4abAXhBJWw3jNZmQDla5zADfAhNXp8hw4iAbK1TiDFpl4HxKlSYviECdcpFSDxWMm+oIxfniD5w7WeBxfUJqcq05vAUncJ0yoyA5qhL+9C+heKCdUVMeOMcOVtviHGDIQsZwDklMweaHKOLS+MBOOhsC29XGF2vR6uDskPxC5sDMXgcoKZtFj7dxJALoRg6CIrVedB9x1q1t5ugeYxYaFWsCCn6YKWoEtyANHtjaCVu2xEPLiBQi4oilFy0jL6gtKDlcfVwDQnt3NJHh79y72tC8CQhgwqWfMoRjhIeMFBdc5xcU94qcV/YiBCaZnu5eQJpuUZT9zOKZCyYIECsiY8lxQD8DcYlWoK0RABqFphmNTg3V5rYShgYwI2+IS0AKaI1AUW5XV3f1G9LQ/BIelhjqRpf4waHkl+KlZed2QvpZTiNFJpGcOaeqZdEvEaWSoJ3ZgPFQAKA3TVQQoLOoPHJ8zIFOMpemagE14FpD1r9zVGQ6lPHd9keSa8nzS/KoCzN10MpQEGO9chi4tqUAlsbdRap7F7A8mmB8WoJXwVp9DEvoeA0jDKO8Jn7Ic1HOsXB+S21aijhmL3yr+TDzuCnBZCPwx4ot5IWsFy/mTHB/dyuxaw1xB5mNIS1b10EupymgI+OFxcYFYjkpRwsIDb1TdwPbatuf1E62lFnRIloa0olwvxGOUXlVyG/jMcrYAVMBZdeO4MDtxF8AO4Loa9ix5Ey39Yq/ILgYf7yPq0zvE5ovxymx88iYQRVFi6Kg2ODtF/TBtFwqrPqpgSWjQ2/KxdNCcFirDQ1XKHCt7uNCs1jZBnRhFoXNJU1ktxHyFId4ZCF7pdN1l91xCYrgK8IctvKTwGM1CJjkdyqMiawWTCltDxdExwm9cTa4QfET8iIRKXGyGmgMHAo1dypJoyDRHEKzgepv8Ax4lCO9yl0mGcwFGB1uj7g2yEFB32+I8WYqtdOC89k2TuQeYiJUu1VEQVDRmLGHUl5XgiqUbb7OhKoLHeKOadwa7+yxnHUylRKe7gLyxbBN/s4j6wwcDA5nScTPJh1wO1GkK4q3/eIjVp3Sf/AAj9gLC6ker3FT9QMv05zA+mIsOyXLyDD7goFTMxeR5Ipdp5bOOoyuxEs4TFuuIAtAVLAPDEG5w5e68EXlzRTtEFYUoyF97IS5be7VlZ/wBQFMjh2j2TKthcj7ItfWTshm64hPv3HemMEqtK7YSwv/zmOGRriMvfGAMGyM7KAfEstw03KlZo7qiEEdabiuWOziF3AQs366hiMW7M+iU6rk2+mu4AVjh7XmYZrYMj3anGdxU/hBocItf9RExFtf8ACBpFoFIGcmF/3iw3fAfTAd9YOv5j+JmSkCewmAH1dSxYAqC/CMLhud0YOstymh+cxGb3ap80GExQKQCtKYW+OoHTbqrDi9UOWDxbr9l4BOIN9WipDW7gdqHlWeO4fpmZbGXkYUB4KNnY8wItdmkwsxdI4HD4lFjOevcYSfN3UAo/ZGLEkK6YeUDudkzzHitNO4t8Ftu1lQwabsz4hIoI7OjxxLKbY5In/ALZ8OnyRw3bOvwNX5lxNVGk6Ndw9mq3RRI1DLTZWIXc1ElrxEb6V7GLrOmTECqJQi1uo8iXxKl4iut60sML3hEfODyWQ2yamydthlXrwCHhsjFg5K2/mNLKnlfcEwZG+EKgArKxcZKIbw8PxCF2VQK58Ju+ZbFdilxjoUWFuOquFL4CuSjzKtDMfHVRtw5ENPgzKoqLtgshHhwMOnOcMJhRXQ5habVU0ry1zDmwUzjDO6cQiKpl2PN2LsTIdy2eLS395gKt2+jLcYI07I4yrumktq1ewy9wxsrFFxh7m85Pwx/0lTHumVErNa2+aKmFFyVabfe4ZJ0OQ/ca7N84f6RzfElojXmWBrW1wPnNQItsrI3z3UuW0LpVxj1ErQvYW9ZDMNttSXoSyFLoVmnOrRyjag6sr3BWz8xyN8MdzKqA7zAMj7ZRL7gS30cHt1C0YecDF0U8MzG6yc4LahoVGQtbrERrWzQ4MZPTMyu1DJ2ozUyorZ3viKygwkweq3UCnextUHzzcSwawthGu4IShfOIQHGeCYI+yaV0MpECxLy7iI2TDnnbLBsPHMDaQ7h68jkwSKudHUOkpKNU+mNJyGk3ljA6Yd3Ztw+CCUUpuU0Plq/hgFBlec2e4WtVYzHGgnL7+GKEsauwPzUwuBYmG4PmSrtZ8sZqO7onk5u3iXMnRrEOQxK06ZV4tEZSdFAcHlllkho5DijqPwQNMeSyLIzSnKQU7yIDm+3nHRDK5bk8OyOps7BRfK5j4LrJeu/U4o3Z3ni/xEstWuD1YOQeo/QtV8ioe5x5vxH6a70ruHy9EI9BNAf4wQEzAOX7h77mmHlwPDTE9m2KhJ3MiJ+rS/I6BrHmkETGp6PO13GflEj7LniBannsJCKl78je8wzahZY/mOZFqbn+QJJvqw/cXAeTbLegGNg6UodHimUsscKxx4RUdypU2chXqVVKlG19QwX00S2VqdP9qB+NaXl/MAUpeVun6i0lmj8/vUWWvPNQKDndcEpW1LSly+MFNJnjuULHF71HKxyWct3A0eGFugTC1xqAFp6ncHeyGQoipDgUqr9QuDFKPCBWFmDQrAA19J18Zgm+mZHY5UarbOZAK1E7IbalpLZBRdWUEWbOMNVd8kG103bf9iFsCJa5lLmvVAfnuM29jceShI5QnESXeYu0jvp5XzBNlV3HBovJCtYzm82w2fQcB5qV0GuMstFeA9HNzdCgYPrQYRTtpeeKYlR7sWipWBNZLb7qZqT7PMNcLMjgtcMsxGrOo0JEeeIcvMYLIgaMT0PCRo9QS9oXiMOYVU3pxVbf2+hJgCM2zv1CCQOSX5NRsFWLxRYCho7Zr1mURAjaGlmAenfklRuUBd+QS5oMAeBMYSESC1mBxAMGWq2j2KANjh9RZWaNNLHtclbVVSxJPFc83LyLQKXJ7gGVs8nwpuWelQ4X0kozbmyi3AGBsgRMRYXvCQ1TXkhVnRVWJ4kqg9Zi40nYfxzBg0Gxr+ZXK47c/IsSuVZEfqetKNl0+airA7D6cFWl+UuYfOYlPMnNaswNdTAQeamAgVH/AKDFlbHaGb2V76SrWmLfpURPCLUPKqqqhiXFX/zUDJU3Zy8QnE0oeXlhZGrKlvmwntM4FtjSx3AuMxs7Kwp9TdqbOjyXJGTBNB1K+AjSDL31naawHMJrRp7iYX6Eqe4ftLKkq3oRpgUvMjW1hogUZNKgr6UqMlfAsHjvuJGjB6hVQ9kMKYB3M3iGeYhzHAKVx4CsRILHYTcnzVQPiJzTeEzo8BTL3aaVJVtBz3RC6AgN8RIjTHVQ68vqBDIqJV7Mbi4LE06CDHlraBR7IfVZKUgrzMw68HXmCltWTgeMRa5PowrAybBYwafFBT0OHHhmT/bWHvYPpqL0A30eLdwaeCU3D3gNL8l57suCZ2WjYPZgA1aZKwmqOyCMQmbicMQTRyOkJdPSriKEdhdOLfCQGrGXQeZc0VtSnxiPcx0hr3E022Use2upXrmtOo0QKYC1KwIFzhbxK4ptsXcbxIsWsZ+ql5THY4lXYppLyIIDkl4TZTUKGbWRmB1q0IP6jx2TNoPaV5Kf1GufyBL04eihZB05cMpY4Ab+yfYzrcpOt2Ie4ZvYiz8ZI0RTqkNSX+0/pikpHkD+oRTd6KDn4RIiI1a/QzbIPKJnBJdYvwI5CgLW18246haihqD15llv15ux2QAiUN9nlz9I3Qcir1yOkjpouTYA7iHFTNm1wsk6Q7CxrRwDK3NYg0WXSrOsuOGYDHmBwY7JTlixoOLFZX8RbNyI2Bd27nJUJXijLhqj5GGU5EZ2HNRBzBoF8QQxJFEy3MAnoRg1GkWbiqWt4ehDFQACgtYbMWsRcHAeVWXJWFwUr1FgJHNOcTCFmmw7hTVa20QI48HmLZhlFPzSQfyMmXpJf0UZCIh3b2DtO4jIoX0uIBNyjVPEZ1QJfT55iwXGTLHzHh2ZHetMHDW4AOkBAOAWG4hxpXV8DK8K9NPtEqy7bu/NrDKwsKMLVTSP2p6TF4iwhzCz9qiEuZriowUom3lNSygoXQjUJlOavUGIxSTDeS2D+gCjIK4yDDhU4AY5r4Ohse8PcJCo0BjkQUUxlJFIbyOowFYEjd9RTk4smRYLxl+dpZm4MJLViHI/FQ8TuLTdnp9W5bcsl5I4tnwmw6KhcKl0dPMNGRZyfvEIHxBq7eJZrZNLqIY5jKk6+KDs1pqKIw6Cz6htgdHslKc1LTrZLRBDYgbm25kQJ5A1EXAEzX3RqBbSBCvZ65YSUbWkA5oTjzoAI6YnbuaK3ldI0TNsMqob5jgItr4w2b5rbiElE9ptZmmCQ8zN1XfmLCRLqhbCDY4ZYgtKUfcFNJRrQFSh8rjEuAEPuA7fBAg3CwVMML0mFtnUyqf41v3LhBQM4lFVNREHgfcXGNQwE/qUv8EfNMtaqaB6jjGUy2F6CFyWI4zxOuOVkFZKaJ/6S+wyk8qyVUPN4ox5Ha7hTwQnw1L1CThHKCXnsvZEcxG8ZPTFvMjgDDCvPdYgSqCejxDgqNuGK6ZkCERLjNDSlYyrmrtzcuIZxAsZ7Ka14R1TKplvkiZOaLTsLMoXu/wMLL273c4qKtmKwt6gGyVNG0abVQXmQZEysAtsQ4EKV2T3MOsNW1nHHMxaac5shlfjH942Ocuw8lTAA7SuZqLkBgtWhOEWul+bxHMRXGO5jYrlSXBh03Q3MJIa1jGqvaRBduran0s8lAORcTy5u7pX5gZbdy/dMvEqvAu+4HQAl7v7JSKJnP8AhjKFJsATdl1TFS4djlXxHzUF0E3jY4VLfZUMGnrNH6KOat/iKtQOD92mcCdi8OYNDLhgB9uAmXrkyL0tYoZvN7TwRpnJqHghkpkCiXLyFFkVy8DISr1SWB+hlmQ81sDjIOPUPVBW7Hs5uBF6Gi3nHnohec2sFngeZR4FdleN7ArARIrVXMeF4vqHGQpyDjhGHYE3QPjq9RIYmAKD5Zo5l4ogVvVKK64YQXJG5XMzBkAFruKwuX2xI0HzuP8AY066tUwotwZZhd9LWvmL+ISD1FmVho+rmNm38t5bp4jwGTCFtGpVFQWhA13vGQxtFFHU94b9kNlSBLzHSCG7mLBvToJUCCpJS7cG765CJ1Qbzew0x6xS1f3WaGbeoUh6LAVtGqfygpLIbGiQ7A8ITXmIqaKT7HCyi1w2SAg3njDnwkTgJkRNckDTAw4SJhgODCdZI+GMaBtt7hVANA6jy93jCe5aAeAFJKjcMtN3MH12FUx7MKaO1IiBjYUK+NxIpbILSLLKvBDX4il0Dfcwyat6ZW3YagRflCRCxj0tTFQr83FdCeWUupZqvJABqXKZSNqDQ69UwOCDVjf5irw8ios+VmPrgM1APMvkmzIw+5SpKN42vMMWHSSPuJagA2vz9jHWIdGTx7liTcoGCyW4IhsyaslXL8dtUvxaxDB0tDC0Dz6h9YWxLjwD+4ynrLVwa5F0Sn5hZYh5VUYugIU2z+qgoqQJmOFir8ELCCw/Drg83LZsNmnjg9S3EOB5ubBgTC1FrOzrGMzRGmniXBpxiNrfDKRpKiZRu4QEwwGqWYgHl5v3CI4I4TYkXGCtxUJQdMGWuGUauVOnuYgmnY8Q8QG24NjCHKFTeqUmbOo7WQgLMGRPyiqleaP5JhX1FtoMAHALK7iDwdGAkBsusUwFIyAX9oUbulZK6IAZO8BvxmBKUIgU94Ru7rNJHSIwAm2OLZDaq6Y0I8odbxY/eoAt4vmXpY1CBaWcIImklgBzGd6E3+bjBsZUvTmOOoZNQBlsMVmJxq0wmohA6HP7gTpTf5VAAAWXsAZqbAeDpfrU0RfdS8ZbYkL+WYvlPYRv3Suo0Kh7g2soAEXxcwjaxhk9S2ahuG6SOpV/UoXroXLewVhsXGzVY0qiusRPa3Nil+8wqKaKGzPct1XqayG8f5G6PmxmuWupniK8BPmZC7nCZ6Iwf0Gqq8PRL4CkRdAJXlLKZfFxg4jJ+1auaYtjTY7R4hd1dtyvA8eSHyM6p4PbyxWzLoB8hd+JeFZ0znk7HslFERtmm/fRHKNuUI/kTzOCRnQ+i6kYVWNwbs2gYOaBvKnaQ7QIo3hzsRMelzsOSlxHa8uGZA3hCgttDLcQW6SkgsWEEIlb4gxZkyYcAYGgv2cRAqR1TiCnNm7xBkwA6MkoyK8YjAqIw4MdqrC9e1j9nptLEN5BsN8LqZRihpw1BtWPJ4jcBrq1hyQsqJUQQR6iYAtvq5gQnKznx4nlYXwoyzKA3+ZdFu0ha815iGBelZdG9EMqQubX4yCIdRYVNPXlwEhcIIwumTmckPSbXK04XEwCRVV2ZRJyy8fMJrt4Znf5VrRDJSlXeX+wRgVtCR4XBIDxy3Zbv+Ixs4zKccM44DO/JZUzz8rhPhxChug3hK9cVmEDayE0gMj1+VlqPMALG2N+pZECUztq3iZVTxI+Bl4H0zIN1ZupZWR5LqPqD2RRDY0UURl/cpq4USZyIN7dnJ3crRLG9kQRcsNghHYXyEAjJMfUPMQSTI2NHm9QMyFoSA2h+oALYAGgU6gJrGMyu4VjYoCrOq2+4ImFVHzCYLcRkQhCYdFczE9XtgnWwsFBxQKLfZ3KSBNFkvgYGMbEWo6hbpHmCgU0GB04Lifc3W6olpMLMlAkCpdFzDagwu1Mt4H9kCcJVGO/MMrhk8KqH5HxyMQOxG2mmJoh/IKnDA7QNBKeCs5ggFHnuDyBOoyyX6hoKThqpRiv4zxYGt/cO4RwyQR4uUo+z1EeuFqQ+ruFlBFn9SgWsEV8axB02dCENZDkiRvcnNR0e4eY6TUO3+wNkrpRZB10W+Fi32F7i1IFXZKJRzqI3ljzHXcGRY4Ze1JsTq/7lTtKod+57hBJc20XyA8IUP5qpA9wChYLjnG7P7Ils3sLR4P0wbBZd7BYSQFQKyjsZTnYgK2Adwc8Dm2weSGVyPREIkVlyrHAnJKRREBzVzFlVG8meKYNgzFp+zcMCltt09dTiOmDUa8Q6IVP5AlPb38x2zbZW3xUqIB/+hC2gKt3eFwmjZ4/1RgOHyRD4mt0UQQItriVlZ8Mt14VLmjJoSKbAaoNLCuoOhtw2wz57yV44oiSKMqxw/yArPnR12wyTkCpfgeLjE/hlsuN5YApGGwByoHmJcAVhkq9KdxFXOg1T1Mc5sIAXrmXD+xVg4DEIpowq9izsYjQIJUTS5yozXQfxAcOY2qxpHgFHkuBHteDiWrscxIL4QBjGf0Lj3oCN2lviBbMoUDliqGZhAbSTlOJXigpEfmOQO6DDOYKBV4eJk2O41uDahrWnkYvJBLHzFaVLsxcwxZ6iVOYMwydk4F1FDYxxoHJdkNaFBodwPrI9Y0wOE5BlOQGsuzkDqPdEG0qw6TcwaUCOGDrVnR+ajqbEbQotNFHuUhuBV8XC2DlLuoktJa1Q1iiI3cMAheU7hwFtzzbBoND4TyShBQ2c+Myr0lTlyIPy2DYuM7isqwDhMBifLLUSUTf4YaWwSt+cBgUBFo1+YPkhZWxgBk0mIHcqC2lRS2VcE4w1qINjosmOsR5F3d865ls0Cgr9I1ss4/NYT8u6T4JS5bVxEgFK3lj1sT7PxMzNBu3/Z4ZwuJY4L4tGVDz6JU5XxBxtRhh8RQ2Y0s8zGnoYvz4MRvJufHuHzzwKAvllOw+A9dPmX4ixjd3DUo+j0xGLuVQ5xxMOUpQCg6b3FwIASzHmiNrYxVLYX/sPucQqHpmvUzNDdIKXgxmXGKcYr1Vx7jKYbsB2LkiK0WgA85nBRQburdqiViLtiju7V3yMqCaBCRfBEXhLdpDAzK5jlGhAhwXj0RaEXxQ4QZruDK6ROzwmTaaM7WT4Kx7g6qDIA82RXWTHfhE38pfd11jEJXVW6TJjcVtxug6JnewOps8ne4p08LmqCbEzFwKgKxARG3wR3SFxRmvZMnshYsYZYzCJX6xiUSsNJSp70CfE70FhvLhlZOGVoixvzLMUuLDA9YnyPxoetME4MotZOxgOBey2j/kGq9CXzRMCgdGJdC21cZSoC3LEp61r6kWI4FxqGOkVkd12S+iULNK8TW5aRz/ANgmp2hYVhSOc9FVDfJ1DVyWjYt71KtHxVLxgXgfuEASNXRx1Q+FU6biyzRhsJ0ORDubRjYAyhGXYn2mTO8pgDlbcxnLWq2f1EgtGh1/2WyNvV9DUfzlLcOPqU+K5KfqK4HO0nbTVoMq3GdOH7l/YrszHtnj/spMNb0YIEUL4WYjkvsZGWZYzWBTomNlUHKOVdPcbgcjiSZpUGV9mIWk82hdctQ4mtgKOeyMDaoNp3CLps6WuGDTUAbOx5HpYyTr6vxihi5Y+3tEiCYYWKDtgKDFiGE8BAVVpOMvLxEj5CTHgJcknUy7nUAKiUy23KQIWmhvoYa6hcBrb7i1kAmCI4tdJU2goLeIhXUULngXTAmdHaC7b0htuW1ue2NnRo7tunSyVmLlCs+40e4a4oxcx1A3DbeLgwiCzq9XHRzsuokEv4M1CFcISH5EtYfCK6tTnmcRxWYi2rZMEFzKfwF7g8pqHNSLZvpUo+cCQvDAZrK1TFwm6AOQcrBsq8PZxZF1sDKXTcAavYF4xD7S0y0+4oC6gGyAUjagx3vFw9MUGwKPFQDwLUAgAKHFx5QJWe8TWSeMExlUtW29PELlAVl44AsMMBnEsPdSrKSmivN+ow6pZVbfTmBbkO068cywc3YpTgimO3IH5QRgLlmK0pDnCPzctIg4Nn4gk1l2B+GIHGNoNDvm4fYIZpyh+TBkwFCzonrMEa2lllvWMS4OiJjtEU3hikwvvcPYAyjNnbK6bGILbaqOa73mGOcy1j8cEaQYJWa6hZuca6OCjEO1hBEgBxeEc1O9ohKdF4mTJ98RW2OL6X38yxAQiIebJQsozwvxcDQS0AvtoQeoW6ErDlwZfcW49j8kpo9QBThLT4eWNMCigGfV6IrypHAHrBHQqXBL6ZgNSwAEJgQd1LJiL3bYpJYjWkDloV+zK4jQqr3YvlDyjgjtJ61Mn0NNfV32ywROFh5rG5RXfnfZz5h6TKps8rxOY2TRdZRDy5tBv/iU5DRlCGCnFSxkLhp5b07l4VKgieA4JbHgq8uIpOSlVYN9V5dRixDKwvPRwzC2V5uUAZu5Th3BKMU5xCcSxFl+Y8MPI1UWLpyOswW3XZfPMNqrQGg9SudExfhI4vvNGcoNkxkZHxEAnC+kzpm2aRgBYF8SsBo6Ki5svtlhWWVGGolcGjDzEB0ygEsOeUwJJkUwPMbstzRg5IC8n81MCWsKzgrpzsjYK4oOC03nmPOUZdACz91iZHnlmx8GQ9zcN0Ans2TEA3lJt0EaoNVY8LfqC8iw9WbwS8keaEQoSBpP9CLiNqzD7BhgCKVEx1xKcUbyT4jvlmGLsLsLFt3c7Gk8pmMi6QhNXWCMllcQBtjrwmJ+XbwRfvcgUP7iMOSLZ4K/2M7MAehDmX6dVLS0myBLQJbXF9xR77DtXqBggoGyvDxKDnoWs7AHgmVhKeCzNwaleHrhiqQOihLyLYCkra1VBYH9RpeVRtPW0aoigi3Gof2mE1q6eLsi0WUsrneLM+2MDO4rTZ5qKyywyt4OWUbIZy7HYcHURthuYDzyPM0498kCmIJsDxPi9dRrzaqCvPktAW7riTsZnm2JAcLao47mPKovIHObhkxIVF5o/wBR5txNxqjmDt3LZV3XEu6KYScrHIRop1lA0Zt2MFkm2v5dPceufOQLyMoD1zP0JRdMjkcMEpiF0cJMExe4O4ol8TEqy4uXUcLAuTK9kREeCKj5Ir00E23S6lsRU4f4mPJrSNjqjKCZNjQrOLjMhQipWJfCi0Mn0dx4bNucwgHHkgaKNEJdXcYDK1rzApQjh38TAVWnxA3BG8cjLSKoaQGM+E6jbFVYfHVS1FhQDnWURQ1EAX5ikq4eBFmgPWKpt5IYL7NRPFpcSdMO+zirk35IaGMB4UvBvMt7ncgPnhIzA9tsAdu5j5i6UOIBorF0VBqoBX0eqYEgdmB89x3CxrRDg5YfoAoHByS5XQcPadmkqQd4cC7PUIrEjEfzEGwaAPKJmLu546hmuAq7Flw9gdsCwJu4rphVT6LWGgVNAzrklj5UMptG9S6vIaC9xa64ByejKLYNrwFckoi2gfS8j5ljGsl7YLleIoAruCc5pzNi6apCcDFbDLm8s3x+2E1AUZzMC3MYC5B7hVvTrG6OosI9BUZywF99AoDWlODcHPlEKU4FfSKUiOZXAODuYtlPpxCKDRfIgy9uY9XMqeo8eCI8NXWWh+cVhYvtwfOLuYCtZNgKeSM1vJoj5jjOAQKe7dRoVQsBF0vU6IvApV3uEpDLB1UEEBYLPt4jigZgf0Meh1xeGJBLO5SMEQ44tiHFyGdGKpZgRKRlWzNubvORODqLhqaYfLmyWQW3VYExTiKhAHy9MkuT2zR2EbDnJa/ISTNtVXCnzDAQCrO+yUEyVphygc51cOkFCDOUBpEy8jkl4oz21LrYaNIc9LuAWfpicHUrT4hP9zut1dYB4RXS15pZdColdxem0qPD8PDSzwysi78sWTqpqQMVttv1itNIDvXGFgYKNqPpASLNXct71lzDchfDTuaBrydvhmOr98D7OIJLiIEvyKwy3e7kAaqsJALKZdQvBZWJTmLi1GU9QAN5NnJAxmPG5dtp7FVN+FolBEfsHBoSOu+s536s5l4VbQYPfuTG7xLAXhLdtEXAjEHLu0wPxqxQ1yLxEGdPBKuBsjB+e7vjqOtW1GUHXULdZdoLd8Z3H0Go2hPYb/2JDDBoeUN5Sg3JahvAAKndxgWfdG6act8wTo4brLYAZh1UVVFKgMpTfyYYaCCFlYOsXRFQIvIU5DuDRghXGPLtge1XUIJu+5lti10VO+GZYE8odnfG/EpvQih4ug7R+oKCm/Xw2jKmNbIlnSaDxUQQYtuHcGq7lNQUTunYOYnrIqiiPgBZxHtxEHaKC014imvgOOQxEdFLC92XDw1LQlhcD1CZL5FHkUplgUIhQQIM1Awl1aNdBgvwtx5Hy4PxFJRwKiEgw76iCYRhuS7Ebi4wwMAaBozAEbsXk7IvqM3gyeSOIzOSvRiyOHSAIbBpKNFuw1fiGxuwJVkQqiIZ1+I7RkKvw7lSpVkljlsUlkF8vpMkumfu+Y1GY02mXEI+auiGISofGYcRdBUYU4zFrfJcXC0cmv8AnyI+8LUGe2xK3nWHMOD0WKie9WShyRyr0rgqkbNcBuXhxUxRjNFb80n/xAAnEQEAAgICAgICAwEBAQEAAAABABEhMUFRYXEQgZGhscHR4fAg8f/aAAgBAgEBPxBjcKsdAdRzhCl0zMrbriFcja0hxdPK2fFihRlLbmBDn+YBPZBKV6gTTDkZ2ypxjUy6hY6DCUrrdMcS7pMx23iiG/hRU/bB67H3qNZ9q8m4FduPtD05gv6FisRW5cUwIoLCscpdHiDQmEsl4tLwd+Il3cin9ktVEMriKAgYtU4ILUjH4n2NQgAdQIKxqD9o6lDbaVKWwvDA+iUA+IlPcFVuTKJvV0v8zI8xgQoblCFXMg8g7gsNgFSzZ2qZmhcjTK2PcfjeXR8DBl1FR628pkC/WYiHz7RhJCtYYBXgxHaG21isS4UeZElw8RUICOQoEM7W9AsxSrXUpYjbc6V2CPziqxVQ6Ilucv8AM+w/tPuIb6VkVBG4vMIayruv5iOyH6yJ9mvDacH9keQdS5ul+Lgl4jKuGvi4BRKroH+MkygGEWXV7eJjLnuiY4hpbZHojyEMwThW1MoF41KwBZ5MkAWK/RUBeywSsouqWLTf2EvsAVX3GDzv0qiADEpPxFJPAsYP/wBzGqHQsdpeX/sWz8pb2phzrIz8+flAVfAPcARxTL+xUsgd/ATeP5SXLuLM+aahS84XGPJJpAPZLK2z1+mNVVEBaKYb6gXA8R3OETEsvzKtkURDC2KTsgVpKBOK4YEvzcQF3hA+j+0++4hCvR+2OkLKngCFC5u36aixT5H6R1D0PpmZckhqNW4PrEpR5lQJsR4h8TUX4ZrHTLiGByWRToL4eJkGiJVO4TDCMNLAyhphmHadnIxzbQJiBdFT8D/iUq+H8yr8zAKui2NUO2ESC7q6FH0IUD3KRemMAOQfxLG8n6uOmdMisu1+QTOoIanEuYYxcx0w+cMpRgyuE4YxMo4Rk0hhqHa6p3L7vWfVjiGrHi+4vzwLRVBi2GgPqLWdv+JknAUfFFR1f9IyN5IHl1EKubj6NQr9wz96ED4dwKm4/L8aTT4qVcF2XAcFdkc/S9kCDfapigsqsJbFple1b4moMcCBodaY2ytMKi9t/UpnR/bEQNrLC1cUf3MIRTy3Fzyl/MMuOaGI9H9Yzd/+hHqlL3llVPcaiuJjOULf/llRLISz/wCGWQGiWd3j5jO1XEG5ngdWHTN3C4poabYsLWdv6Zm/I0fOYXMilXniNS3mWgNGIwfKBERYIT9EPIZmz5IsGOdyp4R/EynVvwTIe5YXdxzBLjuEucfFSokfk+NfNPgb3u8j7ImbTkuz65jocPP+kLiX7ZPzAAwkvBMmv9xn9ym0ixrkwdS6A3C3jbqM4BaMOzcsxxcojx/sYB5GC+hLK8Ifv/qFZ1F8/wB/Bbfkv/5qMdxh/wDAcRh8MQqZq85TMYXJ3aOf3yrfwIkVxY/UKG7uXl5l09uIEL4j7dEC2Nsrt6JY6gAWmNsW28THtP7I2TgmHsiysy5wh83CaP8A5Is3BgJkmGJGJ8NCzBEF8q/NEDbGl9QmGzVQFB4f4JswWAezPZfwm1r5/GpSzBartiHa/S/8S9RoI8rz8GWR0QPh+CMWHyxfA7qMGXE/+HCIFcBaxu6KQiXWjuBow7ZeVUNEoZ1gRskda3n6jocsQR6PbDC2E/RLqr6x3HUYIuISsS4PyfA+Fl/CTBDdxcQ+HRGcS5SRUcjM/iOBef7gaEHU4KY4qP3VBzB4UIVzjlgFLXX8Esfwg2NN+rMTbZVMarhDQSpTD4CvyuDFJcInwsQiVLimn4r45jAgFvxfVygAozap6DgicZbcEQpM/oi0o/P8sxYBvsy1PEtwTLQ5gXXBFfM4oAuwv+ZyuBtZ98+FQpd/Ai/BGEIyoLQmAqL8NC/FwLIUX0ee4ahL9VjDyLTEOWRX/GUzFfseiCU7nqI1LriINl9stf8AJ2vEC7lGoNqCXtpgF/P7hh4IqMfNMaMdwYvxxKgkr4ZiG2sQNdQa26dn+wn73Sz9Sir7f9TTfhz/AIfD/mp/+xFVspMPeIUJWHsZuYtD1MIHndCXtQrG9XmGiMKuBo5XK9EvgGzkWpuu93Nr6PL3PT5iUdDXqApPA9v/ACV3Sy7BMySpXwkpl/Fy1MT4CLOIC0siEEf0RZC0NZ7qFFJUWWKduIbqvwSmhqmuiX4rCd2PhqKAXcUrHQ4FFwJoI7nKOMFWvzG1exNhAdVzPZcEYVp9e4YV2r7/AB6gcUzcq9Sq8OcAMQ4rU/EvPalHrv7YnKb9nctZuJASPipXwykaEfyggBGUXdXmc1hyDKRrVEC+mNpR5UZVTpYNRWazApO+rYWjY/UR5g2JQv8AcR8ax5GWdWE6/wBmzSN2y9F2IbJqyiVztkMQVW9Dw7ZUR/tWFcXXEtd00P8AxicsJa9sVKOdQHkCr0csN/FPn/kw93cIjRGB4MxAB8VK+EgQmhtlBLyJnm/VNgQ1ovxBgDQDgy/+JhFahoVGgyuqgTKj6hxKlTP0hj/UsQmgD0gypdWmt+oyXQ/P3KZOZc7mDANO6PtOg1k7bojXtvdErPAzEalrjG10S9/QOCXfggrFHnUHkD7K/rqNQ04JQNtD/iJCqftl9/KhE3WLOIwqx6nAjZrEft5I1cPgKK7NkMxqAn2zaLzB3BdxqPXwbKaCRgWhCxD/ACYymPK4PdXq/wCiSlevdg/mLx9KJ/qZf7l+iWhKdrBoix50ItO2YvIzKmBPRwzQYAB/cRKtbhLNy/8APUtPmWVYJmaA2uggL18tbj0uUFz0iLiXLYRAB+JWILQIsSPIsIsigElBTONr+I9n8wzTNEHrqWD8l9kahQhel7I0VgsmiEpww2u5hzCI+SGUdeH3jOV3KI7mERYdmXlMYI79RC5Y43ll+plb/aL1Z7jS8tggm6Ab4H+xVrl7gEENhtOO2Hq4BlNqUZNwbYz3capKgGv5Qi5Gm5WlgXUdCxLjYn5Ytos6ZUVwy8QqcjlOGNZkfi4ZBwx4fC77HqZmhwtvRHgMEN6vk8wipsYGyIOW2U7l6xSFIW/Ay/cbVyp8mDJuofQTF3a29x2ArwTFaCfrogpBbS9vjzDqAaBGKFBzADFWYOpadchsCPQdoBHif8zZKFZajSP4+Ejg9PTBhHTBRUJplHlqAPNwYMsVV/1HbwyxkdQzl8Va9QxG+Rq2u5fIDYlVLSpotOELig6UsxJwRo7BYsuXaCuOqgxMDyU9ZuXBLwIkraJV1D7eB/sCKoMANBNh1BXrWh/llnmAZfXxgkWyGBlYeUWbu9wJWfglxVBlgN4HtFUGXSolR9jX8za0kFw0sAUt42gKSbZCsQWpQcEARvR4YrBOhg99Ralfe84j0D2CmPAYhNIgWCswS0y14mklHzf7D/JRwCLRI2A/+kUAgV/4I4CnjP8AMJ23cAywAawR7lTYzL0RoOsYiR3KiZ+DdRgWRy0PkJgUCeIEp5rP8JaUZWLLZDDRKAiyYOgurWgVVvqCnbIdB7cyyVv2fqVIAdvguWHJsnb4mPsRoIEiwNwqU3F5Qj73BHGYdIFBV+5a4+Y0y2Y5QNL+iK3wy+ln5SYKjMAf1HuX7kFGXuPo+HcSJEmmJDKIB2YRE1Di4xPEu2OzdVUPBJlU/wC5nTbwT8mYZz3y9txAdCZzqtuN5lUQeScklWjLLwxgsyxNQo/dgmXKfcQFUA4pe5U7e5ehCVPYIlKqZUIIqNAS4tf/AIRMiuNsIi6ANPh+TVRJwThFlHFXJhioOoYBBhedQGKAUq26ljRLcr8HMXRVx/IjAt9tEYDYDXuEJjZ5rJDR3AR7caiDd5j0QIwVF/2Mf2U9pBRDJn8QJ/cRROISUxCFVEL7gK6/BLuEcMsnlg8xg8fOoxi3FwhZlmEuCtZg1ljZBKLt2qXIVy1/fLLMlGaye2Jc/m9/bK1PybgmWzFE3NlX6hr2zJgjzbBajmW4nHMUYc8xABrcNiOPzNkU5oReSIM7YSZqoCfKVwV2xOlormTo6IDKVNkouvHUwhQz1f8AyDBSrFMrQKLRP4+VIuYtzkn2TIREgEawo7gE0mxGolqHQNV/Mu5KQN23fQwGWk7Cfyyig6ZqgDRVFy+rFCXiGf2OVZRqskujt/RHoYgWYFqyyqDbBFC+XxGVrvPf4PEAV0H9FxPQwD5Q9XKWy6lnxrk+iOFedHPleYmgESUSTAbiVBXYC4nC1K7DjFOb4YXVN5NxJcfi0jTK+mJl2I1I4WoeWIrbMspyxa5lG0JpctzbxSQUKD7JRX3LDUu+DrMqiDXP/ZaC/wAoNq/0RTX2hYLuNYv6mCgiu6LzGGaLbz7QVfoQGOJPqWAcgkdaXc2c0ao8y5qn1ej1cGFC7VbbgyF0d0B2yiEcg6fVwVPKitC7U0SwU2cHUMbmI37llwdDB8I3N/CyAMAg6IwQKQSy3dYdFTNALxqUopXkG/uU3IP8XmEolfcZQj3/APhCBW2gUuu9gMwZBkJoT+osLPzKPMQEAHiVizOY+o6v1MzVwSZAy+ZfGq0xPoSK3qse3WVQMr3B+1DaouFQPxAsLZW5cb0GhCR0PF2wUpQ2zMEH2QFyRfUexKMubXKRtFoxg+5ax7sKIePm6a1A8h9kBQMdG6mLWB7W4AataMgBE2cnsjx/c/pLFlwUguWglaOo2MmcZD9xkr9w5ixeXsP7ZTjj8E9p7hDsaJYyyy/UoHv+ESE9/RF2oKIKv5cBiNafasy2wtttdypQt23X1CxBjRWv8NRZuLYYA8xk94KLq40VDpu1+oMgKYd4uFgdnEA1b6YtbhrIxOoxnJKk9QFulxpFyLI5GuV4jEW5bN6wNxWtfPqBAnp3Lrw4EPDHZAlkgfUSyT3Oea0SrF05YrX6IYpfolUaOoEdsQFu2JMREHAplTUOWOAuubt/uFlROTT9RdcpWsflguINXUeZCdBRNkRsVwUwiFa+sSnB6iVZ9CE7HVbIcZltNbjHHaekLpkfyRsyNkMVUVBxUt70i3wxL3xwo6CRaobESIg9QaqvcG+6+Y+AHDOOp52RI4e7BrCynhlLorhvZBU1Qdy/KOwAHiHxa9wuwvMKCbiUeCUFHE2Dg5lkzZxGVc8sUfcWIJ4Ur1HVYWFXPkIbUhp3R/ExXnQV9RWik6pvwxF4BWqrMFsBpL/yCULbnlP6gxV/+xhTjkIEKhq8xcJS7CNCL+NjClcwDEeFjoPmWgqWBj9hFNkYuJ2NxVVrTmUfFcaxCyoR2JG0LfHB/wAmRMquoqVLQ58IkOqaKA/cbyWbQSrfW2Y4+TECiOZmUqNcefMPtNFcwFGByqglGra9a6h6JewdH+zKYcalGVQoNgQds3DAqfzqADVQ7RXPhlbQ3F2SLA/MFq9x39MuR/yRgEPhgF7GF0lFDyRZzLhu2BfG/nw7wNwEooM5YJzurtp2+4J+0xLlqf8AqpYx9RFVYwe+bxw9RRtiOoSKFWqHqFEUxeo07QVVxwgxKVR9sr0oG7gyoGhHVKA1HaPa6RMlVTeT6IWXFYNS+MZAsbHng/UD1RCRoLlg9EMIVpKyFRS4ULStzCRz1zM6XLUUPJwy+A6G/uFrx/EAfGrmqwkXYKX5vEOWQYJhlDUB5jt3xLasYrx7jZLPAyoojRCVtb1hlM1WEIlDUuRYmVZA1EKNnSxK2N8VEFAZTSJ8zQpSz6gLK9nLACgmgSXxIURQwl4EhFhu6OQlexOwW/bC4cyxvT3AF5jc39RuUCNfIeEHmrpt7CUiFcpMUJLjt34lHUsU/wBPm8MHDkii6V0xVnDHhl7EqKsdYA9rASemuoGK+TACql1laIiVgI7eplCZhh4LiJVXhYMfV4BMu7ulxArQIRvM8kuMQGyq8BG0Kgmq60mouBooMrL1NPEV3RGldfGppBXMRbVI8bikaaZiNCG9Csg2vEF2PNS0rf8AmuY7yh/YQ2gdkuIIS9Dupj4CM7QKfi7/AHUMdwUsajMC7bY6j1or+pQBOvGZlRUCD+QsPrXQlyjXQWwLkOh/bAdACaZzLPNRMkfylYaKIogi4dBERX2Af3P7kYTfQeyDgBW//EaAHAdM3lOH+5m/+SGs7g4FkF3GLm6CZSw/f+xJsM4XZ9J9wVa5Ab98MejwnEWDaV91C0oXFSstbxfPEd8vqLV6zX5lSiemX7Y+NA8QrzKdTFmJDfkEA9HMCg2v2ssZqnI/ggNARQrE88PMRvObVjmmHfcAi9TkhNq/glwax5SnY1AGBGon0bGKa6ysLXJe421g7OmU5n4z0zIMFWbjSoNhYcMUdbn7yixcJpydMu5N+YDcFVMWgZfyQ0oG80qXgtMIpOHwhiAQQKnCg1uF0jGGXoYYroDiNdIkc9HcSqoFQWMrzXEacN3BwVCgl9TG3yrMC1VHbWZay+5nAYmqGh1GqEVFpenTmK1G34JBg1XX+RsY2cuTxE1ES6T+4SD16PuAYm5CyXK71xKMSCyyJ5qMN4dxnVvEIAkKzDPrs0xTXUWyE39gDKlT4P8AyNS9Hr/IuJ/MeMPwSOCVJgxC20wBf0BBwt5XuXEKeZblbPlmMR55jqq/AjiLMHYYWdUNo3cBgoGWlDmAPZicNysI13wzCs3eoIRjl5Rsl7PCdkJLVNKz+Iyt7Naiguj38YyBYDzKum4rtVfEsLIDVQcBuH2oavDSYYLDZ2GZVVbyMIPyIFqu/GkFMESMsVFobgUKxAiG3L3GuAm1BMr8uVmLMLbAY3EsSG0KlpsqJUE/UuNJ6VDcivk8xs9E3TruZqx0OKlYgxB7F3uyyE2dVFoZE2cz6+L2eoAuF3UPKJwPDLLL8ff0xbkhtbnFP7EFtgmGKrpxFDjEezEVqy4oiQ26C9ygC1ycMFIZ65gzi/U1YV3OZ40gjxjlSVXiMwVgx1ZdfBZcKcUTPgHlmPfvRcTimdrMAgZve4UicL8UKlMRSpPFXEnZOZAxUFoxzFBZTyxqyR84/cMFZ4TctgQbxKnSurJjqweAzHYWwthPA3AIj2ks68iTOh4pdjJL9lkK/VMLdkK4VC4G2bj8D4OIaNKmRz95+Bm1o5gUCAvNfqYG9wDNQbr2RKBPqU6+6DdT1F7gnqJ0hcaig4qMNqyEwWBFoKl23n1CS2q7mBRUA5uWqG6aZmcAuOpZUJuiJRO5VA2a0SWnhvzOkM0JD9MFy/aaZatzwdkA4ecg9+0QHZUBgRl3Ec8b1cQBtwQFFczjiV9f6H1EeqTOrbCWFN3UQougwQK204DG6Desstiit2l4YHtZamB7Svj6CAGysmQlgrfucPHqBZDdi6n1iG0P2yk3cfKDMBxCbR53NxuiN3BCJuXla9moAduu8Swp6SUaxgydc2Fpa1XRKMLOMpc+7agcBrvYxZIRlqnZFdUVOWp6i1AR4dTNluliuCiUH0/7ggI2S4L8dMovS0e+o/BjpwIh31/R6KjXr3ZXWjG4ZluWF1+5r/stOCvqH/Ana31EOfwTjJ+wmeahgox3DMEhaVZAmGK6LmbBHdQND6gDZTAgb8x/mB/ZNgHtsfUM6W8DzEiGj2EZlF9mYRXXmMyrreyCWEWAAxTqGgjbkldfIDd822l699nT4gMyMq9BG0XtlNC4yY/ARLT8EeaYQKuP2w5g/bLNWPyguPyIWv8AlRX/AO0GYD1GXky0LpZ3zkGyXxZ+BSHZmUmPR3KoVcpgn6Sc0h1JXPP5Js1P5P8ASJjMbP8AZUtvqBWlRLM/5IGW46cS5Z9sfNUo5xxDNkM73BomAg77Ratyc4urbxqEHCLPEQrP5iU2t/Ql7A9ZiArvkqPNlAy6zHi31EzKl/V4L0sMZHmqIcqsoLUmdkHWW4AtKYJjTBm4WPMYbxDuyECl4Yamtw7T/ICIU8kcbpmK2hG3R1s/DF0j1/4qI9LyRyo52I0TJ5jSj8MMtddo3+lLhA9wQDKWalxiIKHVYv1F4q8kVUHY0BuBFkeMlJgjZyH6ZUb2owhs8pXNP3jXXpxVQ2mICzWXKOUIpX3kjENQW86Za6YVeUivLjqXEwmJaTpIJDL8YjxQLSbmdphKNVtgKTCtQIn1sfZMjKtmVNIL8rUPI4gVMCnh+nMKnj3DT+yXgSwUp5jtOAcxx9AhHrH4osar7JbB1Iaq+y45fYVSaH8YjpQ6YCrH0pF2SNjXysV2L54hEU+i4njG61hvuBqk5bhZVTEpbFcSH18AyEY/WUzZB7DgI4ML1FNjL0pqDlPyww+ncv6iHdzzyPZFecQXJh1cFNaibu9y6MwWRLphxIE2dfJuLZ+wJ+syH+IJu+7JVoYIcp7gnCfU7D8Q6p0qJqxAckpGUQmQOYquh4dTGZvgAD/sb5asW2ZKF9VqAJOtwbxqFCyMFnKThnJUxvoS3+Yw4Kxkq4qRPeoAi1ZzSjXCepQ+31/1MGLlNMrDHuVCh5iCswMTPwRJdxR1DHMJqTQUOdPYuAc/gqHNR6WXNj/zsiUL/dM1n4qmCLGXhys894Sdv6QlJrN7vv3BFIrXcBUvwdPqNYsOtFTlJf8AMA+ZUfgKEWsMz8oxY1PSU0Pxi31K2n3CR6iMmzm3IeGHmn5ZT7dxcOhYfi5QN3jKjYxKIFxa3DzyQFFBL8IFNRphiAO34DoJkFtEB+yJaYo4dw0ouuY/5EtFrcMHHmWxWz0Ooj1YNxa/xcMvoKJAN3BoxTFcR1TDZFpQy7E/EaoevgOcfCWOIkFfVtMPD3Lwx1AFvvAvbTebmYgKNvqLQp8jHkLaHDHM0VbqaqFmjEsbIXCiKGiXWCu78RoxtYkt3uWuilcxJlDp/wAmJacl6l4FV2yxlYa0c9Tf1mNGYN2OdbhOBMKWmyyXGuoWiGDP546qJywawJyOEiCRm0bgUyjqmX9Qcv8AYXrshmfpwUntglSBspFCwLanUyKoxOQKgqMMACmNRfYi6lPUr/sgMD6wtVf3FDOPqJdXTDOXKhN+olqICkbOSbU8i1M7XXVwIXQPECamdIVCIqOK3K6vmcOIAG5RIQFrTFEV2JxIeyCtoxKFe3wxzcWXKiXuJWIhbTzE21hXg/BR5IUbuIrMn/qhw0x2HO8vqKhwMBFQcOL/AInV+4dYgAkA5vqC7vPPccLfibAu3ofcagLwGvuCvCpi5QmkDp5YMxh1EasHIzKOkqaqSazLpxEKIEsij4pyGKPB/EW9Mi4KiRPikHC2plqx3G+IzpIoq/6fzAcZThmAmQi6XVEQclViJWn7uWpki03CuCarzUQKagK9ylcviH5mjYoaQb8iHbVfUSxjylgQHzTFX2k/uUVUTRyTE0do0FEGNwtfFmdQqKWPUBwMvgWy3SzxLYJFJYsqBKuAxS8j+Ih0z3MeWIayD1/iKGa8gxiU32n83P/EACURAQACAgICAQUBAQEAAAAAAAEAESExQVFhcYEQkaGxwdHh8P/aAAgBAwEBPxDX4gSwrOITZBCKMZrJj25hGvMi/mX1PNw+zKrYtHT9KTwU/s7hBSItaWNdiPklp+EfAmdij73FHLqBf5TcXxCgDtl7PiZNy3T+zo8fiJWfMdsdjfKEmJ/dmA4J/sb4iahxfDTFK5KhuWL7OEOxS2nyZlmdIenX0MVG4gKOY7JrgjgGghA0zKPSUkEP39Rqb07i2pTtkqWfI1b+ML0JUdJeYOodkNt2Ag6u5tzZuKuoT7x7pioMy/JyYmcM1LBnCTB6sgmW9Q49x3HmAFzaD1CC8eHQP7NDpJQ+M3fSlXPf21B9tDWtZJzFH3ErfTdQ+NN8kGUMGIbPiUCVLwPBIhL5zBQIijiW3g+kgtme8fpKV5KEdS7JtZmkZTPxDMtA71BBKZ5tCjQ2DMNWYzJLXl2xXqf+QZYIdpi5dr7hHkwe5mA6CMUhpdCf1CfNHXMtGEgvwST1xTUW0DMHjYf0weWFYpnZ9oN/cXNfQkN4MFUGcFxDLqsKASsW7jEmKRg0MZiAFrdn2zHoMJSIdXLpGQ0QC6dDd/JHylDaBg0X8sYpUvFEoygdNw+ErtMZdhovPsl5dYP5G5cvxGkuDb2xVWzb9xyvATmikHbNTvEqfgQ+CJ59r8Mr279lf8l4HRXzE0RP9EZ45+sStkZwlRAGLwZomyaB9Ar+ZcJzl+JjPU4D4De5ko18zfB+Z5hl2szHh5IArXIR+E0ykvLRXDE4dUKmL7NiVbciOV87jdHNv0KCruXO5/WI9J+o6boWj/PYbT3F3sRYKPCHyXA4NiHyIlUy1Z7IRWiPyMoWaMj4MKj8/QZJyxs+j6TLXcSweUXdx3uULsDMueS4ilysTRHc2L1DJQ1axcBG4dc/aFeFLjp6lNmxFQ6ENQY+ASm95jby6WOtBNwqxo2PiJd8YmfepmfOZui80+CdBiph6VlrnKv7LFbVx/IRuUbdRmbgK8P7qPtmDjQsQjNhkbTcVd1AIiCgRNUSOYoa0vctgO5Wgy1ohsjoLTPhgMwRv+YjoDLUb+aKuPk6x8QWpw/9hGNIJ8xEzBoX0OfEXHDRPXUUStPmJW/6YER1b5GAnIVsLHwILGLGj6pgAHBKXRh+1QOBAe+/2H/JUVas/M/EiUu4CSwqlqruaSXOGYC1Zl1EOKIpRwcTQ8pLouExtiFjmKKXP2uKECvDOIltOVF8A8sKS4LIMKl5lWsWzcr74BQfPENs9gm4g2QoIQDiJZ9LOt7xLInsyvgCArCun/M0b4uoDn1Kg+4Jl5L8MIgJzOpbgmxOKDUNg8QgWuOOxme0KGMSh7l69Q8NG5YahqDDbuNupcJbFI4Vjib0C3GW5DELzXubeJRgblg0maPEtDHTemeSWDYU36Zc2+3UKTWDRL3cwUXOWJNsqsdn3+jzF1+U8zUfeYCD0VAWRcAmK3cagMxDCUwIZb4+gGYcTels2MzeCKqMKICUQG5ao6P39IOCZE2GuB6YoUHilfnU+5FISElCGKat8qXj1K3yaHhMleMqB8RMHhtMOZQJQQaAfaKOynfuCEUrR+P+Jh8JZfUagIQPKRMTUYQAHywXVyj6K7jCNVw3f0mbpLxa1BA7WFvuWspUxIN80fshwOIIDZ5JhGPUMmulkTZzmK4NQUNkqX3gtqaagsL7gnV1ByvUqOcxX+hr+zGSv4xxKFq88zm6hKv9IgOEEIIiM0gMKDMMpxOuaLEZjyMsFppsPUqsU61qByRLR+qBcmJcDkEJZ05IavC195gp2sCkCD7Rdz0g1G0EQB95WB3ll1NYcsQ/t9g/1ECHL/IMJXEfMumpxuIPtQGCNhLEEYTl2yvKZhBKWJUEEOYoJ3v1GDequC2XLBYJJIHIhqLXHuLnsSYqt6n7ldMSlEy1xzBVolw9xFeJmr3qOWiIBOhEom/yUOGuX4xDuB8sqp+focPkhd19QCaMCcSmsxYjoHmWI2soD8xGOoSrTqIkFrqHMqOIJuiysyEp0gCZ4pYgaQcAg7e2UuCNBC7jDWEHtVDFuiE022ooQqdQpZIkDAo1MzMQgeIN4hgRjEBYylsKVMTOq1MBc8TxsDFQsZzeJdDHAVKj7IMu1hq9cy0V4eZgLgrYw57j9CDDcvn/AJhY87R0RV4yyt5iW/KUQOAD8WCKmNP4NSuG3ASiM3OZdABMOpWlOYr1zDSdk/BBcRVVu465jZZZlOiWXxHbNuywYKGBXDDAXcUUjxeIgITqiUkaOOT7i9BNfBuITQT+GWeYbKFeji3yzTiF17hZe3UW7TP6lOiABiKLpyW+c6+2OPLgX1GRXLMHmGEuBMK44fmUZwy5JgI4JsZnU5j94ixrMFMzTiT3jbb3LQXbJoZFfDOVvWf1Givv46t55xJz+0Vs/lHYe4WV7GIVjZbaRAK8XcTHwm04JTUDpAcOIzscsekdkVgk0NzYp8QKL2ypsfSHnAnOiB8H/YBniVkdE7h9E8I6EESDwGpQvjiBFLIghLSFkTEBMagrW1nHJ25jCjjOIQsp3Lr0WQsqi9GWJPAgOCpiomYA4IvbMyjZFcZVFK22NKkeM6U5mos48U8R8gBBMtAP+j5gjnuUNHZgOd4R6Ns3tjc0FrK+Ut15mD4PzBR5o9CDECK1+ggEGMgYCx6ekBFRjLQsQtOOz/IL0dTNfqMbrkgPIKhIjoDSED2Els0KGM0RRQU7ls4OpQZgizwQnzKPZm7r9QMAqtRPkiqYVL1H9FIRRbPuZmA33+TEUzsxVcsZjQNOaQA7AF/R5ggDAFBGLyAh2Hfg2yiHO+5dvzABCZLLqvxLbgyjH9JewQ7aXh9PEpIUwwoY2ryRZ4ZyebjsWsb/AKhiCF0HZcYcttD+5kgPx7H/AGJuh8J/sE0h8P6wY1T4t+FTUgeLP3LlseFNzL1dsY2Zl4e4wTODftX6P+ktHTg9FFi0q/7UbQCuG/iEiW34f7DaPmBGq36Mr4PMHQ6Ol499ymXbAjvFys+gbiFBcOEHyn9QGyPBEluaTf2g26+0snHA6XqDreHac22GOn0xDTNLfwRFmgL8VAU16HD6FA5tLKJTzmP8DHCZuAEHPvUr+YE05dIQPJeAgnAdH+wDAJl9CFBW4IIbm0T2ZJmbdWxZoPsZjUwBNWBjlx4+5c0MdzBCmFMBtZcr2MBshTLcWz6FsharAha1BoAg8L2KykAj0VL0VqbMSolRhUPtc5XmOQa78f8AcuOHK9ezpmdHnkqWmy5vA6+nhITdKGN6iCzyw1hoZ005zu4Q0DPDgQhX0YogfoYiCZElb8dR3cqY7ry3R5iIoocXfzACjc0gtaIW7Sl8H+EqVW1DMG/pQMxNuJmgJVf7V5gqi3pIX8MjblNvM9Q9dBlKpM1Kg/v6CDKwxstcnHSQXB3BmZBpdU7nBzUtMAW5rFyiHjJKd9viObOY6O2KPgTzUXYAd4qF19BI5JqXAqGyVxVXRiMLoP3LMdUNOA78rKTGcZ4P7CwDt6H8Izdtbe5TQytEyLdl77ZqGjmELgBmZV7u/oxIikQjAkMjAsAF1G1eagUyYJ7i9ytF5iy+RqUMy88QyIp4YJsGlsajaODvmaSBe8w0TiOwH3HVAthsF4glDThIUMsQrxeJeZlEwSsVv6Ckuz6Qd9pvrqg7xUEmNizAGuTonxJBeT/kdavOStr2zSs2+7KreXRwdIQiZKfMILiGcQU7WRIhQFBNHuDyiZLA3Qef4ShMS08Me8QbEu67DiUtDRxzMpuBbAZHLll9W5cbku5YxSrAPoKhl92pqMHlvbGO45Y+RThZcZUD6FqZQKlwHMqH1APHO7yP9mYFfL+oAgsNf2Hf6RluvXB5YpRedTynmK0FR+JmzlmKXlysDlQ19rb/AJ6ICsbEJERp1LpKFTohzK6r4zLyKgpzph3kToOPmNRfh4w/0ldBeSCi3V4Iw7dU/stBdgeCWlRoNXroj18IQtjAh6RQY1PsYeRLi/QVZpDRM1Dt0SlzKlPW/wCRqqt1KcdwhbREUa0lzXz4eIFVQi5yGom2UBglvEa8I/2UQAuXiZBGjOxSpH2zJHhT+SWnycJBI6vYe2Or7FUARelK96wPAhDsYhzouBYlsDWv8lWqjsf1NIAw9FMDuee7RYgBob1ieaJMTGYATOLhEI1LgX+b1AgCyL8aPvHsMXYRuCeE7+YiLwHB/YQXKCyDe1x+5pY0QDZlfT5HygVBENpZcTcumClJL2HzNVczgmOHTFj0cRA2Lb/kTSUEs8Rz5fpPZD7oR5EAPHcMN7YDjAGYslqND+11BKy6EVfkjNNVwTCuZPmFnkV4uGNpLlhqJvuYtwQy8oSU+0tJsY9FwCVVjM4qHtRD/IWpzsRqgBuDSoN9/mKqVKrzw7e2Jm5aJMCPFwbuC0unU3BZKrpKZGopBxWmNFkdHZFDHYH8hUKx1CSnwS4HhdSidcwXw/EMPC4ukXgCHAB0qfgl5c7RebjYI2QtbFPNyzMablsQuF9K+tuC+juEzTAdFMN2b/8ASBNG9cwc5lGAgGWXx+A2wMqBvo8vbBs2FcROKlcyLio6IovNjLBFKEzxyy3TKiZGuSE3NMR0lkI3fwES9ayhzAr1a8JGo1fs+ZRp1onH4R+YU8/1tfuqGYpLuZRL95nAe38ghoN0Bq/xMN4ENoXLSDNORW8QaQqANSrIiJi+Zbz9AktXASqtV8Xl8w8O39iEByV8RY88fUXaTReJxZ+eCDYVOX6ILRbiWXNkLaHzRCW2loFSJeNkbXRBrzFgTymKDEBNHEIAoqVOQqMdjNTAh3KpcEAaFNBbDESxMn7lO0JNMueFX4gU4G7GZbpiwfxS0xRyVHhTGQg3cui4FuJyQSB0BLn9JxFBTcq48BjwZl9hC+XpgnAnfczX6Db7ZTUaQDQTAU1MikKldLMFXBqYXBpeLlTYPKRLJ+996qBUW95bXzmAxhCZbJTLf6RQRmQdZjJOqKdMO38+If6YNDEbsGzzNVs1cHhgIdIr+an+XV7HUw6fLUIDbot+rj4DksQGarKunuoqREPIxOn4pip+j/YWep2Nssy0TWFHaWvbtYVhKrN+CYG7ayxTzb+5KO8h9pgigFrgIBDc3COei56RLGKAvHiFQpbo5l7FjmnMAHRTQRHu9McjYwRKN3MQk0y6Ie/8R+0qCJlzevliGvOVfMAwuDOFYREc/ardzDrd2EtBJayPsZIgW36GhLaee/yiJFXYNPkYUBr8T97lMBdK+wnTA6wFrca6c7LhWX4Iq0u/8RZG68wl1FuIQxRtFt+BP/E4YgJ9PbDS0TQ6mKqKED7OGaNpqNkFKp/sXT3koP3bCtReC3uUsJi7vC+Y8BtkjSj5gYryqymoPcDaRrbsgoVr8e5ezCLDsOkUUzpiMc7TKK6pkIJtRYddMr3k0mlYTM8X7EeRxOKwHBLM4C8ZY0fzAkrtVyb+zFiyJq8D0lAqpmZTqvj6VcbpYN/RgCgDqWdu5UQ6nJav3BFGXcHqB6aqqqCKh0mio1BSxuJZuI9qkzZQMqxMcrNE+19QK2mL+JaoJ7mX4hUKur5MGtHEbMPCKONE7g3wvj/JmkIQay9IlUWRVhXUNVW5+Q2zJhzdp/TdQi4YLLvxB5EfiPD0KP8AJ/Hs9krGsKzqF3V7PPZD4lvyPxBYTpLPtslncCchKgr5ORNmOSFtWRhuoqMTAPBgAVADXMYvuC8/MtjlEGOKzFIGQEM9QAtjOaRxtZEsjEaAIWZIJAmEuFdppezSckPabQFu7CXRa7Gv9mzbepaeIBb75R3gXhhNisVY7IiTFybhKgHl8RG1m4AOSXD5FVTnQ/TGw2+K+xACWUZouDC9nAU2tGmIRiMWwGF96A8diQCM+Xb/ANit0Yyf2LwyxEsloqb+ZZkUGWWEFzNqAKnRE29fuXbgLqYlOzcJKnV3wQBzElWXuHUeCOAR1bP+S4srzu4gbFK8LHF4eXLOx9tS1UKgtvtKQLQpBC14rC6jkd05gQI5LwR1IK6t+WVUE10nZKTEs2QKwthAR0huo9VAd5U39bguzGSiWwa4sPspEWshTXQ+JmQPYRoBZzFjQR0mRjxUir+zsaGKMsB1ZgrWXF6mJFqBmNaI4TO37SwGKcVeI+Aq1bBO/mPmicG0d0QtW1oB7MvLaltXLKY5woeCZamW/puBAEAG1hYoZl5ghYVkbdQmELeX+Mr4rYrZ6gtWWbwwsKXnh8kyQiXMQKGRj00EPTD6WyGBW9Qh0x8bxXOIqEjNod9PshNMumpatsJ338oQQQbsxhAS3JB6hFQx5jc34IXOI0Mi5jBYhcEVw8BywusSkppcxKl01JD+DcvEtQF2wCeosUQBGBtWiNFj6phid4Onh6PrkERKPvERjGZYvmYmuGaf0WCRroEFlOlJiTFialWr5sOzrP8AIP0t/ElcMNf4gENuEjCsYbyvTBMXlC0b3lX0EO4Rk89pcy8IttaqXeEeTwQkLcAgXP6Sk7fPR3ABFMoXpqIgrgEH5zLRQbdo8QPBCERnAQPNiOgeuYtpuaqRat1aAPQXUvapyYtPlgOFO6/yoanoEFLG5xGKHJ8w6M8sQPGSMhp1/qKaxFZzxUA3GzJlVEitNuC8EMipfRR37gypf2h/E4E1qrgqYIRS3/YP+WaYVGg0mhYNABCYWeXcKsWYDtiBtstTC12YgjI9y1Zrj6GWDhMmu8DKwJp7WC800vlL2f8AIi19iA6OKilVT/3mFq+Q8g8dznz36cVGNH6IsSC8Rp2ykba+JmwitVZ0ani7069ckPWW3wBEzVRWLH9pFwdqYAxZRG810fMoRdBfLPyGWvsQDa8xajHAgdFgIyqXCWwOmCAMug2ywN+ggL7CXrWdaYP8hSQB3QSiJarHyZdX03n8wzZdtrflWUc/gmVFiO2UgCYYEDWY6+7f7IPGq68f4sIKf2fE5I8czc5juSltp7ICutyAZiwSdLklALEH5Ume4AGwm7ri4yAoYmKbrLXV5h5V95vSUVQhZgi+fjxHC5QFwTO15YcUBEO0gxbu2CFSNwipljLlrpLZeeVQVBHAShEHM9YKFXCB9AWJmu131FaAdPDLs/KT2lpbtLAluvLGGH2NPueyBC5viNbEeEeIlHtcQUiNkRWD1olMD7kjNEfDr9wFxwjvLHSiE+eLjzJ0REuW/ASvIAeiG6gzyylNwLb0mvZmMlOMAhIED6EbmUOgVESjuNUpmTcuXAbB7gLiXy2ngDmuyEkRp7HpJUUNaX7qVkYmLMkFufBFMdOMsQUIz2SoLZVMfXDJfpqPgod7IMFE+5KefFxKuDYP1UeZvEFcK8vLDdb+AsYCm+XcvpjQ7zGMKIxFlxiaBBwQPJ8E11JiKVKS0lCxes0WVMDIHcsD9kLDEcKfogGA54GKUYfssCNN02TDn7rR6hzxQ4x/anImzyczDEZ4z8jiDFO9DMOE3a2mX+dej6ZVahQdSodqEZCQbNktaLnaPiqmqpPvLVB18E1N+UJzp60vwRshPe2VcSwAuqhpafuq4lbMhU3TV/M8I4EQld1gVdHq2OWwmoeKmcoOYMYC8nuIaJdyH6JHRiOJn7ern4idJTF3qFUaXhi++JLW1+VuL3BN61v8gorC/CSkEnZsfUXhHNRXaeyD0yoD8Q+mI8OJbU3pE8xBkGaxgBdWm6mCCK0g+H6xL0xFqWeoXEBy3HUv9uK3LDKBZA8nqf8ASJt8M8iHX95Y0RFxgCm4HDUF3cyg64DTEGI432Y0wQlviIgKNCdwoW0MBwlGyHc2S6G7bv4iADlrLbq+pR56HdTZhfskTXfTsS1PkaEaDH/4GXS/BPxF8MunJU2ZmKpMNb7EKGxw+Y+3/kgSXgHMwE6yACWNpwepRtowO2HEEBsm2LytEHclDi4JpeopBSLl8wTEYFAsUF+JX2nhiQSguK4XKS1zpisYTe0KLFQIAMMcPz3BnB1buW0mXcSzL4AYUv6RgdFKEr451vtlWH/6yRK0Xk0IzX/k8Mza5SKRuJ7zDlDk3NcWdT9wDsRGIOR5gsiIncvEecD8QQtivTB9w26WWFB52X3DJKW/tisD5IcL3c1J8BKVLHqRTj5SwRw7skZyHzOkJ4FRKTY8B/YoBXWoIlPjiOueYIwwdR7uY1sc1MRp3Gi43d1HcVPcXapUdTqRS+aiBSB1lUfaG0a5FiEAwXD0QuwenEClerBjaVoUNpd8TCq2dwLDGFt+4Dbd8MvEDp78MXIjhlnhV+xOf6IObjDX5lWT/wBvcf8AsY8v6sfJ+J0o+Is/wj/xkEb/AAxLaX5/yFaTpLMrMsxRiSvPfDFTKPjkTmdsepgna7NwmtKrS/MP2Z4SoANzNVptoek1Fbt8h6VpgKJuI/nEoHdsnJB6dkMOL5CIqqezJM8VdEo3zQDYbiBkGYQ2zNsRrkRjzD6cxAcCDxlosZfwY2xY9qXZV7xMYVeGE5Ypx+Ufuvlc4MKuxW1hjpDwZlnCiI0rmfAVdhVvL1H6ADgRfxF47vwR40OyIUF/MmQRj+Edx/xIiG5uvWHBKovBVX3gBsb5IKcEuaCJlAaCj9yY5Tt18rxDLrZfs4ggMaMDYjxA7B7/AKIqCg6TbYrZh+IrLGUSEFpz2r3GEQeSeOKpUUbIWmZNFAobfE5ivFRRWPxEVarAcLgqomBKVuzeEeisXAAbYXRf8YDIJ2n7IgvRyBRBQpKY4MsGg4SOFBpGCC0eKi82EOKw5j46g5W+9HwwQDAmcrEC853LzQ8jSekgQzsJ+I6Zl+1PvId+yMiMkdGGMo+TEt6ZiMNJQSB8xzolYR8iuUxPGDgTyQ94+kEMjLT9RfYzW8pmlF81A0kBRS7s50RiEZW7aibWergWIpGPA/UYKSKA7O5XBe1xAQF9jLW2GICrwjYzTGAEeQlUbHiy/tepZmI7c/Ez6R7JUEELjObBuKCnR1PTYkF+j2XphahTqKNrYDqFTiOpQwXUeolzQqa3PdPzc/RIf1UqM+qv+o/kIp/sf6hILpPWZwA9lfuPP9wiQXX7I+7L2hLJp95qfYisCYVHnuAUY4L+PEejUybjcMBza38tRE7ODqenNMA22drcp1SpSTUA7BMH+mLr6O6QaCV6hdtjlIQZrYx9zEFvOSK1uyCFT3cuUYFSiIgmRzcV573P9JWpfA/kJkjOhiXNjElSn6NhPiY6mO0peZ+dYmXHyH6RfB7t+7i9mXtfyP03uv6SVFH/APBzHFfgvMwyR3v4jueBpaLNFDl/Ka14rVqGOYCAOPUuxyu9ogshGlN+2oBqq+W4YsT+RHe+DCErEXwtR2jJA9DBJZZruE2BWjQekzKZ/wBKHvCxAEpH6VUSV8IddVnR+IwV34t+dMb8dFfb6bJekB2xTyIb5i2iEVzPDEoIW6ivcU1DXdsBlp9kDEgvnfqDkutni4Z3fIxKUFMU89w6w2yUf2BBF29oLGsCNYUPvHW1eIiot0zOAy/cO6oSZH3LQscIvzCR8ol4FOTCVdMbjiaMIupDbWE4KzEVcA21BQewgq+GGoPpmcloIAiuyCWPoxX0BKwPaEEslsWOwq4AoFxBy0S0QYUccuiDZVoaeGx0+4IMu8dMqzYzJUgF2uk78S812oZ+0Fm61y8sHs1Ap2/hlR2wBKXpzH+oQ8u33KJ4bUu7nJhvxKZPZlAgxoxGDbELYiYrG1ah7l8KIn7g6EKMufY3LugV1SfJF1SrBNvUSbEJ0ag1TicpUujn4zcXUySxi4CAH4n8ZZWWn2YB8gtHIjA8Wc2xJgTtrHzHIFe5liRbVPRKey4Xq0Lt/IVwbcA3AFKH0bYpLsOV0m0hDfEaGA8bOGaMjxFqWps4QQNj0wgxY/ErAvkdSoqG0Xi5V28CyiEU/JDiSPJGAsnJjbLqCiQFlalNYihihxOO5XcDNhs7IDIfDHlZSi2L8iT+m4Bkm4QE/EyLLNwZ1vpv3FVJWdRdlmdGv1Cuf6YuD5PMYDWOOpbwTzCuPLMnplQR2W/iLGVykwL5iiyz2cQy3K9dmmHQuPU+eIcqjgvJ95RuPswgXVJFebhxxEjaqFkoiyoBq6WDWsYOYESUcQiaiHzKVjE4bhC7L4/y4D2HrP6uLFArw1H/AL8RdpfhC8Sz9xICXCCrq6QgBxR2jMNjcZaPiCZ3dBEWbm1NsGkGYzWCOc48VKJ+2cKemYZvByxOw17S/W4XocFDU0KbwJE6jKjy9Si0VzpNuw6hd2Q+Y42VzEdY7IHz3VXFZaHayP5/Lh+SVa8Bv5jiBRsZVaYieiHMFIss5iOSpbhuZa1g+F6wfmI6EeF/1Ag+xP4tP//Z\",\n 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"# Now we output the first 10 (largest) clusters\\n\",\n    \"for cluster in clusters[0:10]:\\n\",\n    \"    print(\\\"\\\\n\\\\nCluster size:\\\", len(cluster))\\n\",\n    \"\\n\",\n    \"    # Output 3 images\\n\",\n    \"    for idx in cluster[0:3]:\\n\",\n    \"        display(IPImage(os.path.join(img_folder, img_names[idx]), width=200))\"\n   ]\n  }\n ],\n \"metadata\": {\n  \"kernelspec\": {\n   \"display_name\": \"Python 3\",\n   \"language\": \"python\",\n   \"name\": \"python3\"\n  },\n  \"language_info\": {\n   \"codemirror_mode\": {\n    \"name\": \"ipython\",\n    \"version\": 3\n   },\n   \"file_extension\": \".py\",\n   \"mimetype\": \"text/x-python\",\n   \"name\": \"python\",\n   \"nbconvert_exporter\": \"python\",\n   \"pygments_lexer\": \"ipython3\",\n   \"version\": \"3.7.6\"\n  }\n },\n \"nbformat\": 4,\n \"nbformat_minor\": 5\n}\n"
  },
  {
    "path": "examples/sentence_transformer/applications/image-search/Image_Duplicates.ipynb",
    "content": "{\n \"cells\": [\n  {\n   \"cell_type\": \"markdown\",\n   \"id\": \"together-subsection\",\n   \"metadata\": {},\n   \"source\": [\n    \"# Image Duplicates & Near Duplicates\\n\",\n    \"\\n\",\n    \"This example shows how SentenceTransformers can be used to find image duplicates and near duplicates.\\n\",\n    \"\\n\",\n    \"As model, we use the [OpenAI CLIP Model](https://github.com/openai/CLIP), which was trained on a large set of images and image alt texts.\\n\",\n    \"\\n\",\n    \"As a source for fotos, we use the [Unsplash Dataset Lite](https://unsplash.com/data), which contains about 25k images. See the [License](https://unsplash.com/license) about the Unsplash images. \\n\",\n    \"\\n\",\n    \"We encode all images into vector space and then find high density regions in this vector space, i.e., regions where the images are fairly similar.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 1,\n   \"id\": \"mature-separation\",\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"import glob\\n\",\n    \"import os\\n\",\n    \"import pickle\\n\",\n    \"import zipfile\\n\",\n    \"\\n\",\n    \"from IPython.display import Image as IPImage\\n\",\n    \"from IPython.display import display\\n\",\n    \"from PIL import Image\\n\",\n    \"from tqdm.autonotebook import tqdm\\n\",\n    \"\\n\",\n    \"from sentence_transformers import SentenceTransformer, util\\n\",\n    \"\\n\",\n    \"# First, we load the CLIP model\\n\",\n    \"model = SentenceTransformer(\\\"clip-ViT-B-32\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 2,\n   \"id\": \"disciplinary-freight\",\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"# Next, we get about 25k images from Unsplash\\n\",\n    \"img_folder = \\\"photos/\\\"\\n\",\n    \"if not os.path.exists(img_folder) or len(os.listdir(img_folder)) == 0:\\n\",\n    \"    os.makedirs(img_folder, exist_ok=True)\\n\",\n    \"\\n\",\n    \"    photo_filename = \\\"unsplash-25k-photos.zip\\\"\\n\",\n    \"    if not os.path.exists(photo_filename):  # Download dataset if does not exist\\n\",\n    \"        util.http_get(\\\"http://sbert.net/datasets/\\\" + photo_filename, photo_filename)\\n\",\n    \"\\n\",\n    \"    # Extract all images\\n\",\n    \"    with zipfile.ZipFile(photo_filename, \\\"r\\\") as zf:\\n\",\n    \"        for member in tqdm(zf.infolist(), desc=\\\"Extracting\\\"):\\n\",\n    \"            zf.extract(member, img_folder)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 3,\n   \"id\": \"running-grammar\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Images: 24996\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"# Now, we need to compute the embeddings\\n\",\n    \"# To speed things up, we distribute pre-computed embeddings\\n\",\n    \"# Otherwise you can also encode the images yourself.\\n\",\n    \"# To encode an image, you can use the following code:\\n\",\n    \"# from PIL import Image\\n\",\n    \"# img_emb = model.encode(Image.open(filepath))\\n\",\n    \"\\n\",\n    \"use_precomputed_embeddings = True\\n\",\n    \"\\n\",\n    \"if use_precomputed_embeddings:\\n\",\n    \"    emb_filename = \\\"unsplash-25k-photos-embeddings.pkl\\\"\\n\",\n    \"    if not os.path.exists(emb_filename):  # Download dataset if does not exist\\n\",\n    \"        util.http_get(\\\"http://sbert.net/datasets/\\\" + emb_filename, emb_filename)\\n\",\n    \"\\n\",\n    \"    with open(emb_filename, \\\"rb\\\") as fIn:\\n\",\n    \"        img_names, img_emb = pickle.load(fIn)\\n\",\n    \"    print(\\\"Images:\\\", len(img_names))\\n\",\n    \"else:\\n\",\n    \"    img_names = list(glob.glob(\\\"photos/*.jpg\\\"))\\n\",\n    \"    print(\\\"Images:\\\", len(img_names))\\n\",\n    \"    img_emb = model.encode(\\n\",\n    \"        [Image.open(filepath) for filepath in img_names],\\n\",\n    \"        batch_size=128,\\n\",\n    \"        convert_to_tensor=True,\\n\",\n    \"        show_progress_bar=True,\\n\",\n    \"    )\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 4,\n   \"id\": \"dutch-wallet\",\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"# Now we run the clustering algorithm\\n\",\n    \"# With the threshold parameter, we define at which threshold we identify\\n\",\n    \"# two images as similar. Set the threshold lower, and you will get larger clusters which have\\n\",\n    \"# less similar images in it (e.g. black cat images vs. cat images vs. animal images).\\n\",\n    \"# With min_community_size, we define that we only want to have clusters of a certain minimal size\\n\",\n    \"\\n\",\n    \"duplicates = util.paraphrase_mining_embeddings(img_emb)\\n\",\n    \"\\n\",\n    \"# duplicates contains a list with triplets (score, image_id1, image_id2) and is scorted in decreasing order\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"id\": \"middle-cable\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Duplicates\\n\",\n    \"In the next cell, we output the top 10 most similar images. These are identical images,\\n\",\n    \"i.e. the same photo was uploaded twice to Unsplash\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 7,\n   \"id\": \"adjacent-cutting\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Score: 1.000\\n\",\n      \"0UtMDLOk0Vg.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"10OY7Od4YeQ.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Score: 1.000\\n\",\n      \"QO4Y97jiVDQ.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"0ETSZYPjvDo.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Score: 1.000\\n\",\n      \"fPipNm8A5uc.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"cSSWEsnYv7w.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Score: 1.000\\n\",\n      \"xm6esles7ds.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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xxrrsp68tfe7430UEPRnbNHNfaMgiWHxlMnxpl+lzVcItTNYuN2X6eSqOkkjyjAlFr81HiRTVyPG3bdU3JHaVLBy0mChsJXdETie2JdsR5UGuSDn1W4b9ei5+RsCh8JVbCxzXL0ZyGJ8YmmwvpwMa7ynMYoiaBgXssDDv1dEOcu2PrzWfvEMV3X1+b0f8ALmmz3UGUkS3LiaEIwapbfo6BrZWEcmeFI+ihqiFp34cfKVyxp4Opk3J/aXafQQmi+PdrEENbI5jHtLUgMRCDBIbN440/SJMWJ19XeGleWqzghX1n5+U8NH4ifLITdiP4ciCV32II1kG9Q5ZeqlTRl1nan7TjGN+3t+zrz3dG2WLsCLATR8EI5fOovjes/GViVxJgmLg2/dRCr6d9GWIAyC0YiAeK2tCp4q3AqjAie1t2zKTIrkTiK9vmuAlMvjciBkWao9ULJt5Nuq06ZyqdfJ7oWETASuNIDIli12hqJ1U3djYmi6FGP7a0m+reY1QNtEIIB25j0Xq+bzmZrYxXTNsKrfEMo2OhmVV3pdoJ87LDRcItRLfWcYLYzukFd03Dqr5b79nFU3yv9EJEaoJrlFovqqcFscDshTQnK2yP4lW/VP6d/PzdT0UwtUeLxJrZ3Zc4v0mXEnFrqlDqYiW/X35lxNKj1OdrIm+cU4OVFRi1B1Kb3DDRJZR824WWLXeegQIS45/SC1SkErLUQuiNjXoEY7uavbaV8RoUMZ1nAdeTuc3WF4Gp6KvoU57P84pDlS7/AFE+abUee6QcJSzJ1hLz0rpD3nGtQpK8VWZv5SmvMVX5qJThz+wVjC6ttWaZC1k/pNMsV12pstGoW3WszQlfVHNMvVIW+Qy+b0/Cwd0GD5wpIFiNr59+bw85yi4T3Hb/AC+8i0dOZWU3vsbTevwa8QmdR4zTRdGpYjWPkj3vb9vIZguuDOOstrrBIojqVV3QYC/apmzxuwITN/HxrkbDVzeSSayhqqmuB4PatOvHt2z7nqqfC+b54ruGrjHjbS+EXUlEWYdURKK9ixuVwy3rJf8A0XIq7vRCONFUfNtkq4VFWggoNceXm/sbjbxdSUItq2ASJFNy1sKuD4oRcogEEOu/P3bGuPKHcwtAcR9FZE+qjycpuiKqpPKkOU/U9e7vtC/J3+9Fmq8prAUwq8B6VwCrEuzKVRoAjDfy8kcH5mnKWz+NYvBZorFJuyaQCQRw9V8Yk/L2uVPTjzxsvKja0LW0ir2d8FyZOApowjjma3FgALbon6Wz++seQtIsZ/O6BWDkIs3U9nhIIgA2zceOhyfR3L8snsHDsnrqWSv3a3iTQ9dzrBx10zp0dOiTlz13Jyw2tiCALDKkyRWztD8HV7FO05/Zb5Hwywhyj7HXZg4wOPmtTiOuSNmTYfS05IojFm/ikfb4G1T00m8gM9kHFOppjNhPZHG1MORZr7Xv5X9ruVPKZsifm9EhTdeKJcqwtm1LDMyltV45EfF8qDgCDc+/3Ak9vkmF/mzBQ70aWvhsrLLFDsODSLFkJxHU0LPMgR4vI2CX623nqfCk0yWBg8E89PY27Sx9QrfxnWem9VuXSxU32kBU9aiJhhwtluWKYhA+id1ykYH9Vn2DnUYlaoxL8xY0wnQY2VS6TR+KoEPW9pnAqeJkE3aFQQPCcmS5CkaFpiurA0409nYhvvc6z1QazVfr3z55eJlNojeiHzebklsPmyGtypqc/DWm7z9yl8dl/wAwgqKkenLjqssxau5dO6q1vbyO4RExgMUM86uxzEAzFdiVAADEZnCIP7THvL5e+nebMfNCuUUIUSLn076vUhzSSwRIQBsHiTfxWrUTX16X8+nURjcPfNhlb02uunjyZw3sfRILtlgbIhBVGFaHmdSZvZYKDrbHdXWEgZoj11x73lUpW26LK+Q+yc7HjNec79Oz/Y4wre/Ni05rWhyqWNPPrIFv7ZdNa1UFZUentdckLzrwbUO6+UpILY/ioUUTNIfSsqRrsMIsTSpj5oxr73sus5vaxCGjYhJH1e+YcBcMqNPSIjUO7eTp4f8AbqdEOxNYWQ52fI9onHyLl28k1wvcM5QeUPSpRJkmQ/HzJO9sRCuQaDzG+Rp1YATXX2vs9SMifVMyxKCpPrlW+h47y26+6kj4pTtG7T5FnXhvuany6xzNTwP48ve466e67O52IvxEbQyXW6NYqhFDYR7XQpC4DdwcgAeCOeuMe92WEryl4JUyK5EiUpjdPz2zvsrsZH+jXybvJ0L3KJSthsn5dwREhU6MnVmz7Xz1eKxsZk6cegESlk/L4Zb5PUd4VhiOrbAoeLjTOm4aY8/Gibq282f1gbf0BixNjT2dvGl/WGt8fauRCV29mAkLQCvFco+kATH2NGzjqb3laflNt9FUYSFGUJE7TFViDQmDm9/c4vhcHsNakHrTCTLzTZbtOtkA5EjSIi/6kfOKB0OntMbbezY6YmismFVjbHzLKZk0LRH5axa3tPfmfwyMpvexrme7eyfCwQGRiWGL/KD85gIAV9AEIb57+jFXI6rdBwhwcTeNMv8AMgPuh6/QStFfBXnjGviWy7pCrS7gylaa2zmawi11jMEB6ewFwSuE4S1S0Z5Z09piX74FcPQpFTFnnIL/AGckUMit1SCgV1JiYhk+aPm3WLXv0TcfPB+/jbzaiEa9smuMYd7/AEm4h+GgaM1E6GE53pgeOQARf1tX4wYe3nfoyN+c+58cEd8hdlX10EEvYqW2XsQKV+QLeCDGkWSvNEgfO2ONO+U/PPXt2U5f2RAn1546WPtDQh7saGxZGJZZLjPlzPn5BqZ0eloDDDBpjG5S3kEzG0d1t07zW/jkjdoEaUbtLth5PZKjdzoU4JjOHeihjjhpxt73NcYDN25PgZqB4rYOOPFdjq+saK8sExsOyHNjOfRiIbo3lM/j0VtentVT+/2UubK1a6HQZ1kySl7YfDcYD7YRWQskO0qa5AaWwSP4lcB5C3t+ufeVksx3Ulzr894jeLTUGGtF0vxy1oHL6MVWjYY73IIYwjNpT9FadU1BzZr7zqXm1vJxy1fPqB+9lpeKIocODTG8dtMs3Br9B23FW2jzqxubGzcPaZ9uSnPexF06P0k09btDAYSRFI9yYnW59eRwNxrYkvjNgYtXPixt03V85+85mBjO9oYLs/8APGuKiaLOPbG0NiCO47HkLohT+XoELc6a9UjSi9j2VBUZmhFYOLKToPSdeKiEdWaboZZOVpJ9rzEQknmWzcVComO+5YZm5Nrr7y4lO5EY1ZJFGWhDPsizeDVkFwjfXgUS6AQsn9y27LEzYlx72vV5fHIuT2rNKn1mzfouoxG87kcVCnS7rRDEdMCtyswGnEIsLRtyRpOHD3HRURmnCRbjuFWuxZW5dL5vEsLM5CTx3vN08xRWcSxkpbmXXfXhjTs5kStWQrLlDGYDC/qx8/qtDc9E8Ri759IanxaGI3CVJHEHXlFzD048+XHj5n5qyIs4SVLvKMIkMXfhaEAr0HrrLSXTUFkKYQGFmjXMj8Rdt26t/NxdXNz30WOLVbC7zmy/Peu8bp5fs/NsZmcDRpHYjIUxS+FQyOGscN2VHNv4cW5vy9krvxOFPUPFFhIjNY1FkBnZUrqFH7sRtQ0lz1JlyPzm+gToTdnJTsGtixAVWliOO4+ZUvJ/vy9aVcEWRmQzz9CIVjaGY0szMNI93lcEMqDjgykV/jURLlyEcbOyvo66i6l2LBplD890vD3Tyk94Jn0xEStyOZSIrT/KyBc4S7p+WnPnpnooc+7tcCfnsYkYFr7XuOy76OUXDH2SwoVaSZofyyS43AAk05h+ypoV6i6PocObPLEUBnP2O3fgqn8CTLujjaGBDT7N1GrTSkN7p+G2vsY549nPR0vv7f0kHgdWiE483P8AkazEURUKO4pNqS4VtfmTVQvsIO1bJnwJAe7QwJV3Xa2ojAzFrstfmdRKjDt1Fj80GjOxtfoDCEmuMe9j3va4znf6H2lq2wjNrQ1PDNeWFlcJefpsuFA1jJUa41bDBn+YkX8S9NOc7OBdQCE+zgmQtM32brTDjSh84nYahtHFiZADzAqUMCoYBG/Gvse9j3s4973b7QwxFTICShIsMR0MDaVHZjgtvxP8vkUeV4jtgqZBwjpYSUpECFhpUaE1a1xJ5GnQriSpYYi4LXxsZ/uZCEIhddCV36MHMXYEOuMe97OPe9jPnz7GQ5WZt6RNZMFFRwea+tsI7YLi39MBwLr0zRfXEJE57nCTiCkQ03howqKJYkp/lspiSBq8tCZVlAj+vYWPNdVgIlbkvQeZtNce97t348cY12z1+noOFREjjuSScKSCbRK5WMo7rzzFRE26MMQV7CW2ztp2ON6psyYkCG14muSRyVyKIAIJDEqXhw5fY4Th2I2uHVLc0puPLXHseyuLRVDpjHts2LtY1QnE4Q2WSRRmGN8kljT2uJPkNsbV0fYbroDJpbsOGQ0MtrwXxqiVERA3urw5hbaxIlPbgg+3kZQbF781wtFnLOmnP3vZ84TbBfDXGfY8S/QmPGuMAayrzDkNC3JaQuhRacskkciCOZBdqFMnPeSWJAn6dfIufFQs5dujvs28Z9u3PsT0MtMiBg2bITqIP5fWDHHXPvbdlCPTGPZzjpLMrzMD2Jl2D6bwEm59nJ2KbMvp/aCklXHQZizhrr19y3cX5q7OVgoF7L+I2etTPdqzs+rASMqaDwbeqQQmvFEiKS+QCCcse2z1cWj2mPZz7ZbKkzwat5BrEl9p0W4MZ2NR6zVPobbGVHx0xt73u3bDjfaI4BVzKHku8Un/ANLsywnjtHUg2epjr2yAVUG4mNBQNN48T7Y69Eftdfe9tnZfdKtwm0puevs9O/TrK8se7wCGJ0uunP2fe906499Eq1Aj24SdIkCgNyr+cVwCPRp86pnt5AwDGwkCNu3ftk05jrNw9pr7GvsZ9tntPBdF8YJ8Y18oV9kulnOMbgCHXljXln2fY366ElkQDcuIxSRYRCL4ShAYRy06QJIEzB0OD7I3N3Dz1zxujTb66Y9jX3vZztgrvMB17GeSFJotPAlq0VmLUiQ8tNOWvTbuk9138azqOcZblWtq6HltmmiBWRtY+Z0YIBFn1G9k3Dy/hy0xso7Idc+19j2VOmqm1hnGwuMsreg7Pock22zvr215c9duuvuWVH0f3g3swvUgW1oGGs5vLtd4+Y0/HExkAEIs+efRNz9nbGPb9TuPcbY097PlaX29o15JFq0aFGDm1Jtds4xjyjlp7GXZBx3fbtIasWDDiDpeyMa4asB1XYMZk+vpHGm5q4Z97XHve9jOcZxn2Pe97dTsj3n10SNQouZxrRv5Y97X2fdddPeUyTH5GWMyVhPVSN9VYWGw+5KoDHG9J73/xAAcAQABBQEBAQAAAAAAAAAAAAAEAAECAwUGBwj/2gAIAQIQAAAA7/lc7pceu0+kPOzJDcDo9tfWTa6UQG0JvVWLMyxVzfdzjb8cnoMIoHOankeW1upzK9DopqIyYixQCztohpCwnsEHILZ5OMJ1vgeckbeosI/sDIxVcmGKYbI3S2pwr9DaNgZj3VV1KkbBzOgEo1herHvoTVyChdzV2qDR04mTR0O3rhiVjtZUZTk7V9sKRc4rRURUoi0ZvHb24wu9RzkOo6fJ1EINCsXcKHz7AdfRoz6padd+Ka+cD5pR2GkcReEOxm3DYBpz1F2vdZ9mjq0AjxLrHO0xhs7zye7qXENC23O3KLrwaUnSqbM1SDHCosaNnQ0iBTG5unVNvg2SdItatGVe77GTCN1VNAm4maDGbVOVCuAmScbfml5lyPlpZk0tXoMLNhcXjDkaMaqq56eiCOJB7JiLNrLxiyNa4KclM2Q8CA2lMW6VbRs3rObdnaarWBoyxDymLV8Vc6mbSAoxhJ5pXkDUpJMoNncj1ONDrMvWvk0qiI2oZ3iGIc+lpNmDve1STDKufm+rm19r6AGBTbVWOQQJcquT6CV5mkfALOpugk8MMu1uHhaJvdzpZ4060JCyy1vLcvQ9C0iNPOJuzYJEyGqy4GLC5LqwDuvJohKM/KeO9MJ6zPzdry/0g4Y2+UhmazSLxsrndQe+viu1G0dWbulneR9j23lXpWDuCcB6Np51mhfWzQckgXMwt3Ptlc9ZM7U84B+ccb634T9Jcl0XCndiSEPs3ylBV2AQIqBKtQmhMe+2malTX884P0N0/mHl3oPeFCaNsSZESeqzLndfCI5am1cqqzugExLaWnNqeW8mxSfbN+k68lTvzM6VRxD1Y2xOMaatJpyqUUko/IvqlOZ6Z0N5G0cQ2Vng50NZQwOe70xNo0NVJNFJM9fy/wCubuNtbE7ulInTlBYRtWiNk8tl9/tTlu58FUop76YpvJwu+5boepsbesi2VEWSnWLWITLC1eoU8y8exSsqSYPzurmvZdOyw4sOoRkyZoMJDgc7S9a1w86qRFUZRZKPMw6S1WTuIDriyZ2GjOp2Bz+tKcaFsqnjF0zVeUeoaMbK1OLJkpTxRtG2gqUS2TQTtNRZMy4OPaHTqSSZJXEc7Auoc6+z/8QAGwEAAgMBAQEAAAAAAAAAAAAABAUCAwYBAAf/2gAIAQMQAAAA+ZaPVZItlWhIcPCuS0UcxGznfe9zs4e9yE+1y9XVXiHUU+hswTK8nZX9ZOKsuXcNVL3vd573ucIH72uq7mQsyUHI1TLWdKIv0hAS0G4erve99znaudNDjfAmFWPCSi6E4JloJ2SZVeMgsz+T05LmzsfWxqJ6Pd4e6+wPFoqCtE37XSlavsSlmyObKZQJLbWV9u7A+FE5iwZWrfl3oMm7khegRGNElJi691XIO0uWtR1uDD74VDx9K71GJVL3rLS3QClBdnrQgOt7rCaW7NPmLrmeoY+D7GuYPj8yKASze3+rlxTj4h0cYkaEDzwjBKydKwaNLhucHgULzOeX91bL0cs/JHz2POoPF0L3JMtKnyCfXaEwv1voC3DGVW/L9Snb6iXszgNZpmCHMlR8s1h9VzDMZnmmf3zRUvrazKSqJfLns9Vb6Hzxdr21LitfjD7mTUcqj58JrNFfMbPnNIH1+Jr9mKXDP3hcnW3qH1/uJQ5MCvTyufYbErtvB+The7WzuXZrr0mVacUz2c2RXfDJJSrTj2WsSzTezX+v5zUAHXKPiDbXtvE5vl+b17KXiQ6R0GXHsa6CxZpjJSWHzjB5QSau+TgOtvVdwGS55Pp5NCzO5ha1mRrLa+D8cCk97y9mKWL83PbsucUOdGoiN2yp2kzSJhfGWhuhnsfL6CwJEP5W2AtDQdbT6vzeycqmqy0e94gDxJjDp9xNWaz7HSMCRjeRGutqX2leqTLtBtVGnx5QjjygHE3OLCL7p572m6NM+mn067e568gdbTfZvnObCZuwlNGaSuLxpGlrFpWjnQITIijvrOZSVKhKT9CvKu9zvi9HNdmu05hWwiBVo5PSRLPcIj6PMYZNPXoX1npc9723gFYhFT5BXXfF+/k1tGj1gwSxh35sRpQ73Bvux733tspXEhDpEuaoLN0bNzX4W61uWiB5P50WW7Mun7yw+z3nJyY8VaoVZmtgRrb+8926cr6YWj/OGVetHsY95RfL3us5moRxgMuDo2Laz3hOJTOO+HWR+WiP3lothBPLJd523tHOUVJwdEXZ33odyXGzpOlatsxBseVCFku9l33PN8yOSOfMWdlvOSGHzwJmozJDolA0M7P3uehPvfRkbbnKyife7GXqOh0qBhSb3TOz/8QAJBAAAgICAgMBAQEBAQEAAAAAAQIDBAARBRASEyAwFAYVFkD/2gAIAQEAAQICNOKIR2snjyhCGmneUyOxynUg4a5xDcZ/57TYMDbw9LlfI1UFSzgpr9482cbD9rm8XCrxYM8ie0xCV0kTJE1SvybtasvnCrYaW1jHI4qcaieHz4S5epchQPQbfS5EteTxONird4Zk8PEqQR+IBwOcP4bGDAqBy2b+VwYw2sjyQWF5m3cZ2k8eJrX7LlcfFFSnW4fTW7cXA0bWX8vHrfliLGiKQC2NnHWWr+gwGD+dq8g+xgDfB/AYsaiVWP2sRDSZvGxZZ5y9CvY4n0Ok3ETKc4iikLmaWaV7XFcxYvWJJD8RiJI4Vxi75InB25VTGUQiOxkv4+XlvD+KZAhjkx/tcUeM0RToSaPXDce0srixPnKVatPhKN6z/dJYNieXcU3m4ParXhjhEbZ45J1DkrxZ4+p1mSxH+WiOtCH1suteEYTHMiONa+EVFbPIoYir1vWRX/zLzGRGgg9Nyrdq8Dc5q3AtrJMPYYt0qxxehc85c9rFF1kE8JEYUo0d7G/EYMftQrbPVWqa/o9W3x1ghkrTJ3APGUHGxiT7mcmvdeWMmWjZtWFuyNC8+VM5NJsP0AiRiJ0x8laSUZFj47eVeSuJJVtTzSWHjPHsmb+fInFAB62grxziJSso3qBCk8MlQ4uRDGzxfH6fo5VVkgUyC1JPhM8oliuW70jZrXjoYMDiShBHE6fzclVXEdskJNOeK07pDyFdpC6TV78n5efkOjlCLJMjxx65Y40hd33K8mLiY2JhWRZOuaqAxwpTFBq8yyOWEjSk57NdgabGyM4scKY1RqtfhJv80v8Am+S/z03VZPe88V+zczWDGHR718aAwCjCsLw4caSeWvKZ1sNJKzYgSHxiMjSh+ufg4rhVqvIZfOahKXxs10vYXVSkvG3OOlxSDXiaSplu0t1b7X0tLY5SkalahIp6rVzxknCWeHrU7sVriSM1r5HdGCrAqsLCvJJLgbauzM+QYHjnkd5JXbIhAyWLHJf0+1c87dVxLnmy4vQzxiqQPDyNmxY4tuNgql1lqzT3RJGVyErDcAPHycjxcsZzjoy62jM6CZJZ+Lu8b3HDFwk3HvH4nETjaixyRzPamY+iZh0SWwZ5CX2CRnYnI8oSWrUR2hCmJZ7qSgFrOA7Qpn9H9i2o+Qknm5CKxj8bastm4G3SWu/K2ZVBtcq9qSi0qz05IaVlrYq8hU5LkeSwCl/k4eFmR73KtLHnHVa0JEpsS2JUjkmfAcJPSA55bDeROAo5wyR4Mq17ViV/GTD8o3n5iQuGr8rJZjyETWbDkpihX402EnSU57bCRPNKkiWlt2H8pM881/nKBSW4ZPAUG/z/AP5+tSCOZJbU+va2H6XD0kD1mgIGLismS5WlNw8xb5L26mZvw3vpcBpxfzT5rADlKzDJNWliwYa8o7/pMgyToZTqVqE1lhDSWCawZ2s2OTp8977U08unw/Q6OQxVoSriyoEa5xk/I2QUdsjePHyxh/QZHkM27I1pM9cb1OQN6yXnhz+vlboYHXjhU9IP81xlyfFyR5Lli5HekMz+VHlbV2vE6sr4ez0uHDlXI2kLl1CxjKhdcMfg6xj1zfqMVosgZBaiUqCqwyhbDSmKR2dmBjSPhp0yTvgqIisTZUr37jvNIsjSsc3C6SyyY+H5hhajJFVMZkx3ixa7VvGJXLGNmBAEhJ+gNfXlC6wM3raSFxakDIBuxj4cXKjR8xcl3M2DP8ok9lXjima3cZycPxGyyLhWTD8Rx1Y5XmWrER7iAIzIwDxljlcHEwJcl+BhxF/z9C3/AJ+f/OSR9r1DiTyMKRCvFTsWia6+t8c4vQsysexn+NyXHkDctNOHJ6PzEsMc5YnujQmhiaeR3ryynaZLJFIbAFCvfhyiLZ8JrH3UjovBkwt8Za4/oGoI+OioJx1+/HYFq5f8Yyp/mtODvPLflI3Qz/OgtlLJpqrXX6PzBjOxPYylJOVXGyJ2PrEbKR5wQsbTaTqXHf6jSlRiiVr9maW3J8CWDmZOfWVwMOAKkT3L07K2L3vtRUgBaVbElyeyfpRDUrz1l57jv+V1BHAu/XJC6xJ6cCSRaYwl8kbYVZLFn6XKmRzLZeze5J7BOtfMZ81hnpYs7FpGBzfbfH+UiuybdJMbN/VcNOZUsvyZtbIoRHpJ7M7GthKFpZ7Xmcp5fsO2I9qb7GVxFOC2SyMSRlGrcq/KtFc5DlSVJxMu1d/f8nBGSXJTPM34KwYttj1qtKlsGTHO43aZBPE+HGytJ57wZIftRDnl7GZwy5Rpyi9OfoPi4STG9yf4J6iWSShnmZLNqSbfWj8DN/I6GV1lgYMPGjA8ZWyjYc9b18OO34ADPPySFy51x9O/PK/zuJiNdnF+4sJhnjnmtzz7739KpqeoVo6L8fIlOMVg89eWGshTy8p8lw5LHJYcvL+Gh1vfs8s4alyfISzH7GTxa18axII+JHC2eG8FJAiMfp8Anicf6jSnQIZI4CWktw1pP6opSkscUayBiZ8kzU8gQowI1r4hBjAw4c1nE8ZyM8sp/CtLVlv0XhPXiUp0Bw8eR1P4JaU8MsTYj+ZYZtmP3QVHxmR5pvbFJZrlYR4gPiZ69TJKhDrVoJVuRkd+Pe371qtWnNmwT+PGxrYv3/6P6DZo8VBnjHFIySvPygsEylsJUGg6n7oYrHLOCd5TJDNJZjaJ1LCbIS+FsmQRQivfkz+e1DInSNLJ1DK6E764fLM8v3FDBwp4CXjhIbDPr1RQQzVK/nGXaRvdNZt2C/lvdY3b0jfdF4FlwmyvmTsvFKs8D5JgCsXMmJk8n9UcsJnq21+D3HJFO0pasbc68hI3yiUK5u/2T2DHND14oIY445Jv67FxLcQnacv1sHy82/CHBK0yzvjoehkZK0pFNhhI74VZssAZWZJLFyaX8BmvEAyH7oV+RtyNWtTS+6SU5WBZDVaXkbVkOG17WllD/ILvkcCcV/wrPD9DIJvLygksI41iFcrDViMkSOfMjzToOZTM32q/xoK/GScO1OWh/C8fxCjXHn88sxsrYc49TgyxK0+wu/YX85Hb5GeKrTpw1lfkDLH1CiI0Uayx/wAzJ46ikq4mW5j1HI7bc15kbbEFvoBVr3eNhqQ3r9nm/wDoVr9wsnSDzKEYmWpJJG6jMFmOpYw4xU7BI8nwj4XBkQqXktl/Tf6AqIsfrKZ4yQuj4MrWYLd2z5BvMkuSpHTYftcCBOGsy2eVbvh7FurYXIVOebHIlvY4OHFOUYrJJcdDre6974XFxAIoFWx/bzFrAYJazSFYWHlI/scuBgcnYJJPlsYc3tvoYgGJlV4zfDL1QHJx2BnGs8Dp1w9axHLE5PXGrcaLJoyThzfk32MXEJsiWJZYvR/AaiyV5g8eWsaw05dSxGJF6J63wOt/gAOlYqMSvyUHX+e4689rqlk0pLCFKGTTu7nNQA4pyTCO9d66GL1uEV8ldmhtNLYiq4MOWZW6iQwEbgKrYM3xAG63vXwAFHS9VLQs0uJl4WrxksliWV8qnZVhVrSQyM4Y5qnDNjiF7iN0Ojmta8T0MXAWETQy2Z5ZTIks5gCZZmlPmggjaKxgMMiyzTuO65cnNa10FCZrrYb28dKleGpctT2p5uqzRcWif8avTsWnnLnEgrUEinDkvG/Q+NHC3ShVZGkhf2OWc4jeasZTKTkTVmt2n6UiQknuNjhwL4yRBBGqaWNITWOb8srWm59+elvF+4ZF/wBBDzkvNPP5MdnIYIckx8nkOcK/JcR6wiwSKSXK+HiiCBYZW3BI2eRbWBpDAXzyxc9kjv3vfwMI6AsLGvh4qIoP40h5LN5ve/w2H840q8T4u0ZV7EjtYcGKX+u8yzxxNSkQr4YFWKKJ6j5PFiuYCM8TgOmObj7MEkf2uWcIzdhoDcr7izj4rEtjkZnze/0RaFAFXrtWQt4WxP3FZDAVBOssTx/z+EPFQUoKM/F2skypUt0468kcVRqcldgGZCMDea4BJjr2M8WGMOhkhhyacNHOvLWb0rk/vwNN20WUq5Y2JlbD0gMaZSaesnFw8R/P6pDoZyHNTTyPHNcuVG1VRh/JdgObzxeFYoK0Va1Aw7XEDYcaN18WKYmDB1sk/wDwDIBam8yZhStSZ7XkOHB16nyvZr24M8Y6V6m2RPYnkkYkqkdeKIw+SS/1XJd4MIWKGoleVZo5osPYY4cprbgem/FSxRkNI4zyZj/8EOediGRPYS7ltNhw9y2ZCDxzVSeRflnttNI0pmU4MpxpkCWslm/oacnBi4kQjjZWz+iyWU5rWHoYx8rFudkZs8vLbH8NfYyCbwkjI2chsiRsOHqgk4ODONAf2PLE0jZMZj5KajV45J7NxmJGeLjFMReVJ69i1Z82aQnN77eq2MbSGpJCrE/kM9X4caVjncwtjdcbWmjfD1TtWpyUylhLYyK6yhpHnHUMlW1YtyPhxMOHoEP5+QkM3t8mPXj4eOo7UiWIWAWbLc2/yXJrH4Qyh5J6+SJ6U4OKrOJD0MUgh6xScYBIP6IDyVWQ9bSQ4X88GE5rBm97302BKnHVeG/h/wCXyHHGQPLJXxOPtUH7aHNfe/xry+g5HJDFKy3LFgnsEFBTfUM1SG8CTZtXPjfakvvFF2hmgCAFVuqNCERdNluASzzrnF8KLbTXK7LBhxKcq/YX8QassuSGKzLaMpb6jeqfYjwX+Qt+xmP6Kf8AN1uSsnBleTxEONkNWhS0mK8rl4+YKRwG3JIlvkOQkIIkjtSyYKevjf5LgDrh/EZUnI2ZJTv9uBklBHiMgBSUk8fXo3LLR3EaQWVVqk8xdpXON3ve8WxFkg/ek9kvB9611XsyiSU/vFX4zHwFIpYazNNPi5Wl98ts2Pf/AND/AKq4Mgu2p/aHdsPYB62W/evkeM8kRXx8SMArV3HQPn5eX4N9LLUfxyrHySVhKkjQJXFuy8ntMnl5RI0e5Wjxvry+tfiO1NWWZJWcEaIzQkPzvf4H4rcL/wCW5TjM141XvVpK5cQKK5ct1vqEzSbY73m/xGR3Px33FHXYrZiAIbD/APCq9xx0+Tv8t7LJVxjGnyVmAqM2uNh+Rbaf2+W973ve973ve973ve973ve97BHJR8meQa89oW/eZPYW3ve973ve972uGbyhldkmM7vVla0LItf1f2JyI5k8onIGdpPPy3vf/8QAPhAAAQMDAgQFAgQEBQMEAwAAAQACEQMSITFBBBAiURMgMDJhcYEjQpGhBRRAsSQzUmLBQ3LwU9Hh8WOCov/aAAgBAQADPwLhNPDZO2EXTbgBZl7lSc1wPt/4VlRwHLxuJY3bUoU9AtcI3E3Sm4JXTryfxLngOa2GzlAjrq5+FQER+HhVAelzXLihwZrXsx+TdAeUbeQd05WgrfZNygUf6JsesCAjHonllSi3RVK1UdVoTGMLnEQd1Y5wtwJw1CFTN0DXkPHcewQieybD8oyvnkXux91TZDR+qOwXFVm+ybW5Tv0WbXiQVwtaoXCgwNA7JtIAtH19AZQ8ODhQJhQDIWP+EH1mNPSCQqlFz6YNxZ+478j68LRY19UZWuT8I+fPIMbrssr9AgU8OuCIDxdGI+E9zbhqV3RIA5GnTLnYuWw2RJWVnVSVVcfDa2SdSm0x1G5CgwxGU9v/AFNEzxbmCA7ZUhwHinL3/wD8qGOnUKm9rQuHvb4TLRGcznzZCtaiSMBG76KdhBXxhQVS4jgg7/VTg/Udl+J+oTbRAyh2WqPZHsod6Qj1XELZQUfQjk46+Qspy0rWUHhFPr8VTYG3ZyPhfwwmnZwobbo5cO38sxquEOLG57hfwfw3udTcCdLT7UadVw7cjWqKhQoNsVXVdlUc4YwVwzOAIfTaX90/havV7D7gm1Xm12F4jnG4ISY853GFBOit7LI/KmxnlZNNx3wraz/+5BNMwjIx9VG2ZWICz/TZWMt2wpEW5TvRxn7ISPlQVhY5YOFJ5ElN4bhg8+94T2gfiJ0yCU4ui1PLr7ZK8ZvinBAT69ayQD8qnTYQSEeHqxIjZF51Ki7vC6jsSi7Pfk5hPygRlfPluwgJG6cGoNacIZlRgrUwoanB9wV9FrwFcsha/soC6lB9SPISJQ8juyymARGe6vizWF0rXzyiAMfdARCuWeQCdBNzfsnH7rMI8P4dWu5jw5shoRDwFiU16a4jEfZVfE9wICo1K9rXAz8I8PxF7S2eyaGWn3dl4nEuwMdlUJx+ya10ZnddWPRJVoZBwey1zOEXRgI/ZMgoRhXCEACFBWoXXHysH5Ur/bKOcLPqY8lqBkkoci5MtQuQarShhdSY0DplUnsm0SrXaeVjRlDEZUaFE5RUqRkIFZ7q/wDhnDxPS2Fc8ZX48JlkBU2Wy3QItqudSf8AZEvJO+qvm0g/KqAnw6oa/bMKoKrw/JlNFKibFS8PG6j0WyMq06ofX5TXNIbgqJRWVkKV3UOBXiMHwiWlMp6ao2lOGUXbfXC4ao84LUY6Hh3wi0wRB9CPJGvKOUvQDU1vtOyaTqhBu7YRhOXUFaZla7KXaIhsjllYTAey6sIgBE88kSjtyP8AI0R8I4aEGgl5hNydk9vfRVXVdU19TRFk9WFdUmITr5TxEbI1XZwAp85WOVOuyo4kgjRBoiZQxjRcO93W4juqba7nUAfC23WeTYCyeUOglWtEbpoqsB3zKpOpyHiIRpdT4+IWfejMpzSE2mSTTBkfVC4xp6Z5HlNUYQDQJwgZ5AhuNNSgSUxpKvaicfZBfKtB3WeToC+UZCwdZTW86VGv0tIlZRe6GtJKreC0aYT9SnCelPAyU6zQrUGU/Oyefzc3YRPP5WRyaaeRB78huvhF7gANUKLWiFdGYVUMh5gxICrHRkrjnsuBYwdiqmJqt/RcRfDarVxPD0wWv8X4aE5ri0iCNeU1PgZRDpT3alVWMtnCqV/efp5D6+VbT0QwoTWuzomWjcIDVSVYEdflFSDn7rOFlSjGE7E7rIEDVdTpdEafKOsxjlJVA8FRLRBt1lV+MqjBbT3cuD4Rop06Q/7tyhGi1Ru9yFag97fcNu6cOnT6qSslDzTtyq1tBATAzq/+0wUi4YXUoUptFuku79kS6QuIdVbDQbU+3NSU61RHZThOxDj9UXNMyU2r+TOt26qS20XXGBCeylWFVha5r8grq5urVQ0D6/Rfw0VHWtcRtJXBMax3hDrC4aDiz6L+H04Lqd3/AHLhOJpUqPhhlnttVWmTYbwP19W8oYUEEiRyiIGU5rj9dEXIo8gjbHMBC3TPdbnPwmugjGcrPukd0SFlZVPiagZVfAjC4SlQYGuaLW6Jz6zgD9IVvUcym9k1Ee0JlamHNi8a51TLsY7po0ClHXyY0Rx/wrhJMBMY0CFTom5zZA2VPialw/MNNlRcQQw//qqYnLvunUnS7PZVRM4TmwqXD/wgy1skK+6Ngj9k1zJhS4SnSBdKf4chWNMwXJ1Pi7vnZCv/ABd1x/zhbB7hVKVdwAEwT9UWnOs8hTp37u/spdl0KrjN7G6BVXN6tOyu2nKZReWOP0Qe8Wrh+IYPw85EjWQuJ4UNc5hsdo6PJUqOhrSVxb6Zd0j4XFUtaZjuE9p6mkfXmXOgIToj2RY1pnVaYQ6ydUXuVNrB3WfNnkQN4ROqjdExzhqf/OU86FFtRxCdGP1QBEu3RLjbKOOw1VS2bICZSnefhU30r7Q0yjChVvB8K7omY8mVSpMzl3ZFzsnC6MEK1mslNvEiG/C4Zn8OomnAxkIudlhQVB03b7qr7mdbe6qij4Z0aIQDT/5KcD9Am3AKXIQSqQomThMeJHdTU6MdymNcIGh2V7WF7HEjcbLhq5h2v+pPDx/p/wBSDKQCcSZQdVtdoGnCDuHc5lPUDL9FUm1kAaSgWOZInX7hGlqJX4btJPSMqrV4dtB35efDHgqNWvxBveA6wbBfw+jFgd901t1hw3srHNA1OyNekxzzJBiU+m6HDlOVG8YUUwZ1RxP2QxlEzCaxknUomcrPpFd+YgYTafFiDvqm3kkFNy1FzhCqUy3KuD3e61lwYdyjU4efDg/93tTpwq1hvIjsiWz5oR5lEKrSad8bp9V9ztVKYTnXdVqTSaVUx8J72ScmMo6aIlyE/wDmi07SrnAfllYIA1/RNukprntRa7CMd1RcSRqqv8u1r9lci3MINsAP1KdXoe62OkZTaToBuVObjk9lbVd9U6Nefi8T4rmSxm3dyPuc7Kw43BOOQU99fDdFxNWpHhdIOVxlRzpc0DbdVAWzXbrovDMWotHtRIMBdOStUYlO09Dp5lyI2VQbIhZWVkIu1UZ3Vjrte6JiY+qqMLQ3ACbVZa0fVEvjZS/VBpLFn1e6FR4iVwtFxkXldZRtCg6oEk3Y2VtoOn90+nDg5VTa808eHN879oTix1ztdZEIM+ER8/KqOTnuEq1mmO6aQcrVZVQUwy7CJ3WJC63c6nE12UmauKp8BwzQ3IYP1PdGrMEQi92gTnTGFSpRu5BrolA0Hah3/Cc55c4aHCqCmQypBfqnQGVc/KpVGS10jlcYUDzY5wOReUxsJnZMjRfHI8qRLPEPToU01iKXsRsw5GRsUcle/qhN7qThdfrEmEGshMLSXFx+ia92BkBaf3QG+m6fA3Un4GqyIP1VVuIme68RmTjdU7dNFkJhdccf8rh2HSSnPxIi2AOWnMKVk8xQZc/3OyVTNzc/RQLU0OXhUsbhBj5ei55cDMquHW6p9rurXnV4c9/gp1ZxdHuQ1crXTbPLPmzz6dERCfEo6q4rqTWNzy6XhOB1UOb0pxhwKnCdOVk4TpGV+I71oahITC05thOcZ7oN6p+y/UafC6hIKBx8YUxA31UCNUA0BbSiTcsar6ys8phV/Aa+wwd0GGFCAYc/TmOJ4sT7WZKPSGawqJdD/cApQLwSsa5RrXS7RdkQnd0eeUZuwrvQLlVEEhFpQLEEPD1R0XUUDzsp3EarA7Id0BAIUAxopkIwEGsJJUn14HICkHSurKIq/Tvumzj9E3/4VMYgIvP3TWM96uPZD5TQIGZ1R5BNkSqb/wCHhlsQFLnfXloOY/lSW6l+U4MdmCcSjabv1QfoUKVCe/8Awsdz39CEUe6x5nOcAmMGya5uFOpUFBuQgWIndAU1FPVOWV+A0rHIPIG6fMFyl+qP2QJtG3myi4wFw/C0ajqjmue/TGi/h2opuaT2KrgONOoHRscFPpvLXNII1HlJCMhRRDYVxTqnB+JnGgRD4P8AZOmGqr+b/wClTpsLW5Kc+D+6AAn7IWzH3QuOfJ1ap8N1TXvnuonyUP5SqHPyX4ai6ucYBQOP7Kn4TWhpulEgtG2E/qnZZ5Aea5MBgq1xAPluy5UabJAyuoBxwocbThHcoTCELKF6aAj3TfDX3VKpwkOgFNp1iNVomiswqlc6G7rF0YUMgSPQcXiGyjbH7J5aMSu9XpnRcK9wc8zf2OQuCpcGXjirqof7I25wqFY9nRonxdGAqlh+Gr/EDs3X6IMbbS20VKT4i4EP6bndhC4isdY+F+oUBZG64p9PxGMMH9FmELVhGVqj3TrfiVJ8hpcDeDlziVr3KMapt9NPqcQ462zlcAGO8fLY+8qka77PbOPQgaKc6eaKXdCo3REHKAJnlD0DGUCgMqcqGytUajh/dPpuwcKobSUFGyc875TGNk7K4+eSg1Mhs91Sc0SbNvsgGmNnbqqGdLg4uGy6uq04jHlqDR5/VfxGj7ax++Vxz2kYE6wnPGuU8R+yApDEF26MLPyj4MxidVTkSQqXgvsuy1sicBMcTbgLZSVTzM6fvyiMeUrwOCpM7MBhC5RUiJTW1AdAASUTVf1dJKc92qk+aSqDYNTK4WmALYlfw7iD1xaVwNLiSKdJwHcIueQ2uz2znH253uTmDRE5KL8pwOqETKL38rdlcnMJTrY5ObRxiU4syMFdOSoPItzMwn1nZ/TzhN8VshN8OYEKHtJMBcPT4Wt4VUNqfkqESqj67ofcI7bot0OQipR80FXROwhTAbOMKpSptcWG1DMr8FzV2T3u+y18h81Gp/EwKlHxBaSPiE3xysLr1Tia06WFa+gJlXf2Ts5Kc3cqtB6pkJ06ocmXLBVoVO3CHUFhP8QQs5TXNRYdUws+U7coodA2KltrYgIlHvCEjOUPaPv6OVSAaOyl+NEfCgd19gp5+IxxIxsflMaZj9/NsV4dVpxoFU4iQSSFK6OUfcJ3D02y4H/jynyVmxeLZ7oUXvc2Z0TnPzshDZ5M8Ov1flWfQxywh5JT247I7lXSoRRVpQfaAoMK5iyjyaKehuavd2UjOnLTOFLz6NEA5nCZsE8HBTzruhhWcqvFcSykzVy4XgqHg02+3VxRc85/bzue0fHIzyyhiVUfaC8kDT0OoLxTcd+6tLo+qN6Gm6inJepB9IechEp6eWErCCKLXhzk22YRsUFYnlXbVmyFu0ghHdEq3f0ZRROd10wqfh51hBNK0+UP4f8Aw68wK1Ufo1PIy0H5CLj54JHfyx6PyriEWPDv2VOqQbozkINGundXuxgI+mSVVjRP7KoRgKs4jpTmhPbgpz6wCYN4X4ZwiR2RBQuQwjjOE3YL4Ucn1PzWt3TGUvCpMEfmduVUzlVSPTxqscnc2Wu4mq2WMPS3/UU+uZOy1WfPlMkhusaKPQqv0auLfsAuII97FVpMplhv6ev4KcwiWkKIglYP1Rc1x2CcnRyEa82YtnTzFzk2A8hUQzATHO0TLdEGpp1RdohRJ7o7mQiWaYWmU1xfccoCMIRoqUTEKk7ITFKyrelr1cDAlQUfQl4HdFjyHDllZ5Z5O4yv2pty93YLhwxtOkLGMw0LUei2nWY4tujZUeLr39Aq2wxsYVNtSoG/9PVPA7jvylOLdFRpjryT+UKtxdVothpVChE6qi5topRGMLPSCqU+8g9ggNCQmiQWygJtThtCb4VuZ/ZdcNhG0ZQtK339Ft0ldELCc16cRAR/RPkq7VD3BVOytaAZVzzLj8LoymhdiiRlOTZUIwj4qqPpF1Nk9yhTc29pmMp3iOMY9FlakKkm7R6aNP1Q/wBS/XkPoqleqxrWySYVL+HcD/L0XBx/6ju5UzG/p/5lU1hTDREneeyrUS6q517azYfJyVQPB8KKItcG5+E/Ewfsv/xtVd2Lo+BhVHUPGdbaTAlGlUhumyNQlWRJCinIXdUW6wSdFwoo3M1tTgfb+ygoGO6lTyrikHuZDToVHoNuUQtEQiwKSsoA6KcIFROE0DKBbhGNFFTKDqgytRKdlscsJnjdWiotoeFaIKaS8h1qL8FfEIt5uaZCp1ACWw7eOZpvn9kyoL2aakdlKharHt1VHg+FfxLve/DPgd06o8mTlZ1nzvqHAT6g12VSf8wAfKr0j1D7jKrBrWXGAcNOiLhDnbp2k7yqNgy67stFontbE/8AsvEd8KmwQ0IOMrrITXOx/dUmu6XdW6c1vdS55k3I8hC+VStyPam1aLG6dKk+hFSFOULfcrsFRpzKM8nX+5G+/XC1KdEkLrlTMhNEwn8tcqyp0lGAd052MaJn5XHGqP8AI+JbTh2iba4+Jd6D2GWmFSJ/EBj4XCZi9UO5/RUjXY3buvYfyDCFKsC1t7c4d8q5xMR5pK8KmHOGUB+YBGoCdYwR9VWLGsuzuU33vEknRC0OiJH9liF7UBj4Tif2Vzw2cAaqKFwEDddRyIlOBaGd0S5xM6qtbGgWSZXZAnAiEecHkTifR/EC/CCukBQIhB6hx8mVlEUohO0cnWWq1OvQJVOdeXSjA+QiF1nZMDvZjdUDwrKZfhScaeoVU7+hLwbVSo0m02e6E5xTqVUHUbhVqIhuJ3TmtZF+pypxyur0wg2YVknExhCnTk/VeDwwE4cBhB1WpEQiTr8IyIKaWzlC0bo9IGq6LoWc+WCmkzyLzCu0csf5kKvS0Id5OnKBXVqnJizzygRomGlrCOspwZJQJTQV0ym6QjOF3KdV4c4yEI+iYNlj7oZG3oSuKifCcR3GVJXsuKoDqGPgpwcOjVPaNAnmYzGye3UEeW54TOHFjeoj9E57iTrzdZT/AOwJ+6zyu4pg+qAcBuCjcMIbqpbHZGc5WPryxqUNlI0W2coef4T6jhDT8pzHe2fpohE4WMTJ3VLxCagMQdO/OQtlGYRL0ITY5Y5EFSQsQj4UcxbCzhGEAhTDhOoRk8xKE49CvQ/y3QuA/iDHCo0MeBNwCYyTOQqNJjJOiql0U4juqp94u/ZeE8QCPum8Xw17YKzzlwCaxhYwa6nydbfqg2VJ5uFRpaczhcJxBtqP8N867KDdc09WxXV8cpUHRaZWNOWEbvQzjCdQdhn1V89zv2QmwOLiqzmVDHSO6Pie2OYtTcFC3Kh8pzsopvZOB5Qiw6qm5uTlAnB8kqNE4rqXVop9PVeDxtMxjdN/EtznC/Bj58lrajbbj/wrazwoIPfkS7AlQVlDldUYO5CPiO5DlBnkKbRWd36QvE6v1XSBseeFA5lU6HCVGCn1v/N8edxLcIAZdKp02Eug9OApqdJgpjeHpYlod+J8qjX4x7qbLG9ubgAmFYhEotKKHIE83IzygoeQLKwshCceh9MqHAdwmiqRcEA05lTTjui0webzxdINOS5AVNMgIcmsp1ca4U3Ig85qeKdtPqmvP0Vvysc+EPEfjiWwcTEn6pntgNwBGsI3GT7lBha55aZ9RoflEiFUBVR+gI+VxYY7q1TvD+VUhVArSuy6k0aoWyOVw5Z8gICaBjXzt9IcnGFiQSpYwgahUnUriersmAXDnVNUcQRDWzCl5nKh3KW/3VowsZ5NfVaHPDAfzHZW8O23TMTunhO35juprN+qLr+xWUx9KNwnJ2fos+TXz5TbflZUvVFrNFRLVbICfOiY8QUNlhZCqA5KIMTzJOnLPK6EEASh5OsIz6fygoEoSmDhmREtwn9RaMFVONc8vMNXFGrVFFheGLiq9QAUyB3Kp8Pw/ht1iFN+kq53JoZkwqVjp1TqrsBFqqcRXbTZqUyhSDWn2CFfmf8A4QQPLMIFwcsn5/ZNgGZMfohTqAnRWvPVIOiHyMLTyz9llHy4RABRhWkTog6rjZAvJhEFOwtEImVTaAUHGAhOvKXLZW0yUJ5QvlXCEPJa4Lv5MecoTsisdk6RGF47fDgXf3XgUJu6uy4gFzyYu1VLhmG3U4Cku6lJxz8SymdbsI+Ib29IVJtEtZSXi9T6sTsAqPANqODpc7AXV8L5wtOUtklU6mU2k2AsHK7o/ZGrTcD+UIyjJKwtuZR8rjoi3DgnEAbBByIlMIwUMQEJUImZUOhGNUecFQUwU43WOeI9DHOOGcfkeTGiO4VR2jFW8Nz/AAjaDBdzxpyfQrNqN1CwYpdXyV/E3f8AXI+iq1feST3RPkNOq1w2Ko+E6aMu+uFQI6mQvwi2mLU9+pKMicpvPxDS6ttFR/lgGt6owU9rRv3WM53Re6Tyjj6bdqnSfugw1CyYlH6hOz0qq4TaqTHZcPoFTjAK+E6UeQnIVDOSOyexwc2D9E8vJd35W7aozp5YRIV2E0OIOoTSgsIhZWPVIVvDUx3MqTpyaFTaBhOdnw04uy+D2X+FsqPFiY2q9rD0T68cqlV4Y3Uqiwg1nz/tXCU2yGNB+i4bxLbWmfhUIENaJ/ZNaA59PTsmVXPtaG/7VTIM4Q0lBWuBGoT+JpisakCII+U01rm4xsuK2eVXq1AC45VGmBv3TWrqPK3cIIkTO6qHY6p7RLU8BwOQsy39EVIglPAnZQpWefZEnnIWOTfD0Ueiw1ukYUnC05HpHwtEaVCndq4SgVUe9sANXCMoU21qjGvcCf8Acm0Xuxg7lZ+iuM/0BcQAJKqcPSqufFxbjuFeAVhzdNwg1xfcqd8tpnG57rpud7Q1Uqwc75GZyUGOi6ZCZiObmtI2OoVztMBAuk6LVsRlC49ScSYITfyt+66oaJjJKJPtKrvpOfaR8ndVXPHSUWrwuGa+fdr8Kg4uDRpqrCYlfzNcMD7Z9y4ClXawtLI13VWpwZbblrjb8hOBjdSFanA6KHcyORCKypo6JtufQwvjkF1BTVPIvOv3WQrHtduFkF4aXNEB8aJ9V3U4kDREn+haG+O7X8i6pGmysLxO5UGU2/Zfh9DcAJpi44u07n/2TGCCCYbgRug9sYbb5GF7bjA3KpgxTdI7qASP1QNUXqhRboZMR8rxTnpC4amz2z9Vw7WgNY1Md+UD5UOhS7dBudU3FEvwut7mYRO6c1wM5lVOIrFyqioDJwvEdcdSmNaZTHKj4Rwg1xUFBSmlyOyeTogNpRLCnsdnzdPONt1lOVg+VlY1QmfIf6Lw+GpQ3QCAjTdA57hBvS7fRCyCQT/b6L3Zif2V2w18mVAGvwiNsIUqtzWpz2Q4TH9k0vCNp6cTlGqwQIHdeG0BrvrlEawUbjOqDcJrrjCme3JzigA2QpjCptH0TrcFa9WiBag5+qyisrROV+6awCVEb9leI3Tmn0OBp8Re5lxjCp1K7n2NAKLnYcPthM/9SCjSqFsz8rGqgtMpsn55YH9EPFZP+oLo0MR/5CfWdLRsqlF2VPIq6jTP+1T3Vhd38uGtGLREJvysNRNPX2oBmSmhhFyrfy4YHfdGq0NP3K/FIGg0R2RKczfVMhdSF5WeQYrdE6U52/kBKagV4ZKdftKd4ZUaprlnz2hdUjK+xQ8D8ocEX024yOWFlFYQ/ocrxqYqXYjOey4gl9rvk/dVBf4k8iBryAYGu2VFxMErqKxzniafTOU9ld+0Eo/dGZUU/qnSCml2e6od4hSXJmITokBO+6M6raV1IQqTgYVj9VIUnnAUc2wEwN6UJVMHVREIGcIeg1kAJkGQmj4VzmRuq04cqlN2QhGZ9Xon0Q6+mTjVEST06EwdlSdT0LVSyLuryMex9Rx0KpyhEc3UKzXjZeNWc+IuzC+ylN8Kkmm+MQjP1RONk5nTp8rQaqCbTmFOkydVa88w1kSnUzMpjyi7mUA3ynusLRFdKE+QlHmwtyhs5NB98lGB9VmHINK8Ug9vUymPoNAxHomm8OgfdNq0RY2YDbnFUnOMexuBJ37qndIMxKuJhVCQI1Qs6q2fheDTe1jpJMp+4WfN0xC/wytqZyFTdScSFrOiJyQcIeLIbgbIPfG7zATODNgqElp6sd11HyDyu8x5FFGOZKL3C7RcODOoXA2f5YmIXBGk5pH3X8vvjZEboyhOF4hcLgE7/wBX9lxLZjqRnm8ASP6QmGyew+VqQD0karpDS4W+4gDVUWw7wymPe0tDGqnQYAIPyVRFYut0Cve53ypPlClfhv8Ag4Rv/dNfVsJVTijUimBDd1xNK8Od8QhKMADBBmVXrmalQu9LRTyc4gASUOFYGud1wCR2QlfCYRosaculQFLgrW3nI3TG6KBqmlYKZWp9SfOie2OpVapgb7p0nvbOeyptuYIRnGFRrT0wf9SIKaHSfsrndyqj7rRooHoY9Igr8Vs5JP1T5iOoD6KpoScKvT9ryFVflzyU5E+doUPdnZS12dEQMHI3VZ+H+0x8aI1eJqH9FEQifVCpv4l9SMUWXffZP4jiHOdryleFOAfqrnYHPK/FZdoVUNeynkDWUWvc12oKcWyAhlORhVw72M/RUON/IBUHZU6FsjPZBof8hWe3dWyMOnuqlaAGNDWiMK4zyhFkq7k80i/b+ip1qDHFzQAMp2T6n4jQSjefopbgJg2nCzn+gjgOPA1Iaic8iB9VMoEZQaNEA9SV0gnK/libaU91RrVXPmyVwtKi5k3fKoah+eyvJjuqtEYMn45VGP6Sg+iKsfVdMu/REtiVtK92fPVFO0OwmT1ILHrmIkdOcrxCx0/GE8NJj1BUaA7bCawtg66qMBH161QEtYSBqizh+JMxoFnVZxhTovDpgwMqZRshbqXINpgINpyj3TiiBqnj8yrDflBwnt6Zkbqm0kBuuicAQEApPlOv9I3xWg6FCf8AJHToN0BTeH+4lQfOartYA1KtcRzIKvasf0FWkCyeknI+iPhcSXfmI/VZUIPqDUrIb8K2qQjJ7cupXuiJXVAPI90ebnOgDKczH68pbqm7pu3mP9IQQRsn1A92jpBJTfDAJBNsz91FrSMJrtFnylu8LP8ARCVwNagHi8yE5zZZW6p9pTuEDGlzSfhf4SnO6j6J2J0Tabx1RJTixtTUHdOmWqvoUblGyi+3/TqtfM5rk531/oa1OlVY2IqCDj1nCm17WzCcbTi4GAIx91Sc2wOl1+kJ1OtDfyoPzGijb+jnyXuAVbhnMouAAbiVxDK/4VX7qrWri5xcXFNBhp0Gi06ZQcNDKhzSqX8t4NQrHRkKp2XSnL/Du87R+VSf6oJvymQdZ25ttixMbf06hUHAzTMndMJkAtQIGITIyCqfyhPKT6zZyuH8GBMpqotPUyVwLtOnPZUqbpCaZkJp0XCsIc+65px2VIk/VMBVKTJKod/2VMHCtPuKxoD8wmxEfsuGnqGFwIe+2sbXjII0KZ3QQ5hf/8QAKRABAAICAgEDBAMAAwEAAAAAAQARITFBUWEQcYEgkaGxMMHRQOHw8f/aAAgBAQABPyGwKptWCEAdnEywUb8ykRdq1sVB0AfTGFh+Emluqj5VNzEUzLi+KxDct4ayR14/nria1cD/ALxfI0UXY/eVT5Cv3FasF0boR5kyiqYCWTccssRccSsMLHZ/aKvZZnqO5D4icEWahMLz3PAQnE2jKVlRuP8AEEQDLXYrWIcHcsNP8AcwWPEVYPEocaqWiaiNwURzCXPo69RnERtq8xwh3HGeOZnPuJgoDZbqIBjnTcZKjAyFds5uswYPo3EiuTh+YLJeGITVvXMtOJqLw5hI05dTiU7puW3OcO4vB2EPXcDcXlu9Tfm9bK20MUvziVrwxn9oKl+hStxcS+YLlft5lllaGJ1/zhme4bwy23GYUSjL0LuLIMOC/GjikOqDH0X/AIipphwqYB1Mwwb8x+ohSfl6K0Jass8Y+70mV8/TakCNXGteDzF2olA4aC4dRr9xplzzM8FIN4eIgbgp1EygjMI9Yf6tDmiUfkd+iEUi8kUwysvqYIaJcb/VUErFOuMwOqGR7x24GBRcC1uT2EYXoUYPeHC8nDnETd1+x2gy4eltqJiLgcOuYs/DxLAsel/1HwehOIgMVTV3HkCa9q95gihK9g9kVLO4izhWydbnUwuUEPhMJ/AJVUs2lpLwMvph/gvLURiwY87lACQC5i53H6DUDNTGXMHiYpOINZ8xxnJNoXkgjZkyQDmsajKvNR1IrR5ZnVH7b7y+IFoYy4/GFYXtqxe3UFa5UOorYGfz0QlVOPf5h8Fq8ka9rqHXlc0kXOnHIlKVt7HTFrtrEQGjEbmV59OJc5lrG7PnuYSGnOp0AOKm5Szsd3Mybb9yKrbW/MucSpjcredwRrpIxP371FBvWZwim3ctrb8FRnY5jVrv6qhDEtUfQGK4/wAAuFU2XTKqjlkrb7RUTFXubfWMw9yRzcfYPvKLYiHKXyy8t65ldm5cx+YlickufA6IQC1GUDuXsAm5qKoxiZgpCuWUfRW64goFub64mUJFozC9P6Id1HZ0xhFoX4+JTJ8oZwV4FR5B1PGam0vHpcmISBi+XUGwiMdXKgYLLF5mwgcBzGijR8x6Li7u5jgIlQH4JTcHEfIhvuPDeSXyoVjEbqzcCImO43Ba18xnx9Nety/QcRTFegJScyZJSxjaYrgajcyyib9vUt5qcMYgvTimEWqouP0n0JwiGACph3BbZmLs7uNDMuYAGLhRYAXsTD7fuMl0ebt7hVMV8T7/AFUKWqAzGOlsiWgoBFlqCGNlUUeI3fOE7L5Ityv3YlcoMeBARa79k0Rkh5WwdxtHo5PQwVXzHJ6ckMGF6qF3wZQwCch8dRy/dXCRctYhmX3j1rLNGGWaDTLNqFSm3mCfcQ7vumiTA5dICrl4njglehCLH0IJmVKegfRXEgOBf2SszhMyr7dkzsRoYvEvoo95hVldMtp234lu27zClQaluWPULZbzyfaXOSOu2NrJlfmlhRd/EzqJcVjdNRh8zorriODQ5rmFgzst5GJiLlvL2zEVe0ENo6vvGAWW5bikVkQKqFYX/cz8UGcnEFFjk3Ep05HPtKpIJ+0JY8/EVwl+vEumbMBkDfUZLxvPTAi6At0hoyzXcarIdeYlbys1ZxPIDxBdqhYl0viVIeYehhie/EdSrUvxK3t6md3vAMUDKtMo42HrBHq+DwY9UHE16F9T0OKWSorxCOFxXxK8o1NXKLzDV4ahplvKZHuZgsphsyyrJkp1PYaIh19SzJwipk+e5ZiBGoLjOpmMKh12Q4FgmZVjMI63qCt4jcDqKiDZwZlsZ3DMx/uIaN7fMDY71Al707vuUWncmVtzjiFwVndcTEcHE017JUJvzKWitumHxWtHEBtZz6NmEWdTHcwahpH21M43k1FDqUPPMbD7GJSe2kdsTkOT7xQZd7HvHR8TM+Y8RXGfeENN8q6EAwypordlg+YcYwNG4WUb02qYCt6jH27mqHxL22mQ295a4qzR6163GVLL1PCL8xy+0eoDW9Zi1IWvzAVK9pi33iqzKHq/IjuB4mvvMGytRDAGjLP2hev794lvK82VgJiwf9py1ubyirvcwtE8X3OqzxNxvfaoxi166gvMYCqRhdMRWXMuMXHmEeFCU4grQsMZmYWHvMfdmCXLwQRB4Z5hCjh95gHaNcGXYNURyPMxiUZxf/tyjOU2n3g8VbnJUpwAv3wZjccoGXcNzbaTHEdee4Ls21TM4DuRT3irZQ3LxweR+0oNK9UldmOc1BHX3kS7pVBwjFzAuTDaXw9phLsJTOPBKOY9VlMd+YpzUqfY9GofSVKgegoN7qKywm5nGi6lyzkc+0zuTOamFakYTcdhCjvmakpWKlwWfEEGwbvMzyg9ZcVzfefmIIBVRbm4+834l6ZNZ4jYBtzOCnDmM6HwqMXzEXHUMBAfAlub8JHpsf8A5zyIBz80pq99zLwggNH7Rc+lMPINNKJqxfiJyDczdx3LizF3UC+JUws6h51cyfHPmWpN1mo0M+EqGLEZUbYec89sW8LqoibhavB5isWu0lMmfmFnaG0e4SRk4bzA1LFxeuPugFXAe/ZKtxQW37QuDA2Qq4OBleIKuW5if3N5VXaZUWdOv3Lr9XOD2iMlfbMkIa53BoC4sEv9kpPmKOpXot6VKgSphODO5hu2KrqmMyx5YFAS356mJO7xuHZQXTOnOSPi3hjzZg6nu95QqdYOSYt+goU5h0Z3shSl34amQOp1ki4CHQ3HVvipugN61NqeDheiP2aPOoNAL06jiAWASzef6nm/7gZye+Jlhv8Akhyi3CInu3FI4qUMGu6lzaKXdVCOeZz7wPTjcNTrOeYc8Ax1EpK1UsWbU2F4oj0yrAysh+RGoGGRmVMAOJeKus0xyA1++Y1NfBKm3AWM9t2FzPEixBLVdQpzZpfMMJGBdYzDpBcqw5zVajljUJdaLh5ID/mJq1wQ5a51GFnXQcI6CBQS5iZQophgGMdsrXlRReMwge87/cKa05p1iNiriFhoqeIFMPj0JUGLPESGHk5iLc6VkpSPQr9yxKShFx+NQy+YAbVZxXU0HceoLhSisSqleVyp3NoW+SsTWNcStTM6WNSrFuC4xwYm+ZPmLgUWgMHbuAIcpPux5gb63DoFgBd2b6uVXFbV3NqHlOQt3EjLp20serqu6PiADbg/tKSIV1i75hxdTcij/YPpUQE4hniG5matqVWlx3FXAcHcM7wu8EpOcLP2i/bB5be45q9+0rZw31M5ORpxEU9/D9JNGaglooqtbF7ygw1g8S8L7LhXRAzqcUdw8x3d8Sw2CiHNcwy0LB1e7x2s5imk2lcIBL4K057lCPTpDligr2Jbjq2N7RCm2BsvOq+HtOwVhw+0sec1VCqLHDdVEsbEoUp4hOFY95IS5gQtDdvD5izrLWXcfqUVWUyAocIyekb1fEQ1HjydzmXb03wS637E5mMNrUC5KraVKXXZ1GB2zC9SOOahlMDARXFUW/SdvpmjzLEtCTL0G2DIpiaZz7UOGH7hLb1dEsOC4rqd/VDPyu6pXq3Mjg+iV9nHMLC6HJywhJgxCCx9L9EcU2xhB16BTELvAbFS/wBf4RcbztvmITVtDNt7f7ISRoW9+ZSL056+IbRoypsOcR13WyBLH9KeYqxowckWyis+HUwHVOaN1DjJd/LLVnlpK1CqeXiiPoHjzHZAmq453HKBaq2e/RAnjRfYK3ddkBXxzovuphYbB/qGp0oYt6gtwzgUPVRjg+0Py9cWVBLbalVUum3pCNhW8u7iZUupxcWrk5NqmbG60mUAdajWsNtaI0WUW+0xVmjEWsjJxA3TDKK6aiQm0GKyrPUxgzLCyoWUrgtwpn0sxxFG5uLY3TXUBve/tLUANjqD7yY8IMRgrtTzNC1ceYUJ21LW/Zc6tZzEX9ePQly/oCCHYWK6lj7cr/culqc6IW8quPPxBeSuGFWUspGvxGlbAVUZh1CMiQMfqskEum+qWoMAq6sAXXzFtWdrmvJLRG/a/MdDV1wTF0B63GakHFtPiPBK1jbK2xL4PFFSuEWuo07DLeQhliW7v1H5qZ0eXxFxBTWzcDezKm0B+4/RWAo87xEnLmuYyqnVdJ1CwY13K92KvFcjFNXuuOJiJpU/TK1rQ7uYJQLMfWtMF4mtRJcuL6NpeGOaziapmBuwxyHKU3pGWK3CBjHRliyiiBRUPExJ6Jw2bhZZKwQ7sApzYubmpt9R9JFKDk/iHqHv3MidxpGK4LeKIahc5tEVb4nh4jTmBjWrid2C+OfEyVtfpFXDTduINGXW2KisTtrkgnF1mBdhPi0LQxa7qK1qguu9dzyTJaYmG+cRGce0MdZOYCofNx373oi0QeV4nwcQXGFo4EMYor8kear37Qzoj+yVqsL9pegfYRQHLcAzn0iPfUFMKA3ewuAwXmh3LA+1AlsvBc2dwUvqjZim0peqTFNwgbRNdM47jbHMuJyxDuV2K8zN/ODYf+0UIC/tHTw3h4gks3WIVDbplFSOpcJ2MuP0kr6VLbG5fgvs4gfWj7+0puvJiIKDwg0XgMt0mtLjN79paVW/clA/KU+0QgC1l1UADiskYLbZJoqulmje+fEbvyauXJmSKstsViIrTFHcY4ofmbNGK77lx5Yp6EcHpLvolGwWXxiZaZesRtU3RFjwFt+IasqW/aIYRkwXCoGE2buMKYuZYsIrHiY9ZRHHcZU3rEVOJyguPo79M2FvU0QsQYlaWWwDMtzigDUahFhqHzDbM7+KJm4tHjEmEd1zCAHIw7gYU74ajlBDBERl/U7xGElSvQ3ByXmFHl4jNi7hJNAV/hKqsBM+V5Jj6oyhsFU+6+zxAAv3OT5jvlZ8+JbFKeJkuZfQtx/kr1a3bE3dPbcVveQ8TM3fn39GTcIQxxLvPt2XUAqdQPvCUTW/XT4ulvGpsuqRRhbzPgrdxrbL+0XI7rXUGmjcuvOoZIqYr62bmhe2FOUx1VWC4s16GGvQUG2E8YEYB0TRolnbiXjRoOZgYHBuES2Y4KJxjRpmgZoxC27+YxuuJcF5Edh/MTTfwwiWe4YLWzb3+neGBoZWVf6Nx4xJcleHPRBF+hW+0UM1JsiR9MqYSDzOJiPrJ1EWg5x/kGhSsvJFyoc+UogW0CWFNFXurSsO3L1BG+dtzZ1cW4i1fa1qvaW2KjrmEl+dE27mHMGr2ebg6GnOd1EIux+Z9tFtfUEga4msbWNllpUPZ8peWYytZgtOtTvmCaUvqZkY1j0MvoNS9vmdgDMHhDiXPq3KdeOphN0gmQNsN3vo7INwIVsIfMALEqyMsqBKC8ZRW5qbtK9c+8vTYxe4TKG8Ru8Klzcj8S4t5RtVWuoZCnvFt+olTmUsaOdLU8EKbxKqSG+rct1r05j5mBSnH8u4+iKIQTndPtCuhopvlibzI/uXkmC5G+ZWEcmYjxkZdQlmlkgowuh1LjSVu5ucbjh6YFq7WniU6Hdis1GKUalWLu5sOIOz7QqAN/iBeyaNlreY6F+pzDdf2FWIiWzkYhXlAchY22/mF9CrWq4Vm7vl75wFfYlxVixr1I8R5y9GfEpNNOvVMZvKItpFGgkoS3HE8cTG4pBkma0hkXmCdpfUx5HGzCQcdeo+Msq42nih7g3vP1po7aTaFDJ5ly1X11c1CLVvZcquJ02xMMjQu1imDWBFfJBQrHknxLqYJthHf0as+yiDbvCQv/XpGrmYJ90sNUbF3LtsPcS5rXHySimhMCsMoMdbNvfiNskAujjB5lbVM5iBQu+5Zkov8S3KKVVmBMcQfgQNt8RbfSpa1mbaLJduZZeSU2wxlUqPac9g47lt4mKjUWX6X6oIcw/K7qJ49dcQ8X4Cg15lqaeGFaGxbpr9oiKRIghBafCZgN8QYjNRoxyg9QbRXtLFc13C1m0c45l8RFqVLiKM/KddREfM7itcHFTkt4mJD3GAlAzzL5UOBr68jZcqWw6mGD+TFo8aAlqHpwG9mZUjhcBW5gF408xmXvcpCRr6D0T+zqOporJ/cVKWFguE3IbvEunJj7RjuOPaXt0yRVd5FndSjQzMWI9Bz9oVYa95hi/QH0PLRDpcmFpDnBolQXZaMPIF3/4meCmCVvtHKLn6iFpY4GDRs8A1UKrN3HrzhiZJZRnMba+pcehULxLh48RNtkHlCAyDZuO+EQSFW4EwIgd0mPZUVWF3MwkrsvqCZaF6lhgoJTSwjUGli263GFNXn+EtVpXcqItMn9y8cl3Em7i24ytUn9R7XW9wHXoboxwQiwVurfQS2Cn2GOS0USuSV/hx0Q0f+uWoXKm5tT8M3WPBLxJwg3bpjl6ECGmdkW30I8AVnaUlmZ+JQt6LLBK6c/Mq5qufEMqGwfmIVF+uqE5WaA45hd6ly0bViE2ZOCb9uM244mRQxAmRi+9EzKle3qFKwaQoRmFhfwxvXby33HIw6S8DiXwr/CxZCrVaFRoNr5iA8XePaFiqNczBbDrmGs5U16AvbfY5X2gizTuL3Uu63BdMTb14362k5xvxHPmKjmZxpiqsjUPFzsmU+pA1icR62pV06hpY7PSsVGGy4fMMvspOZd4rXxLkF0mJTK24jF+gvpOoQfEvHqbmOSXkjtgHacyjsp1zzE63BHBNJHUuqjqclco8Zj0Edkt7rP4l+Ovv8xCPEYn0YPxAFZdHUW36yVJX48kaFa06lXmzuAbQqQ6uaxsOI5YNV+Z0MIM4lfiJj7XV2ZaVv6CpcUzcmFTJvMrms3MVuc8xXT5l79CZ9F9KlQHh0xNA+MYgOprD4QTjIJhlvz0qGZHgmCr1FfTUFFz9F49DwG4G00NLlpsgEoll6jULFV3GVcWo5ivUriCdVK2gUfeOd4fMBpnxPMciJKYJRVgKhyy11dgzPJUhm8ssYIQt+QqN/WCwgnXtNM/CDeWOJfGMxv3LnojBqbX+JLJ9KNMRRaC6u47X1cy1YAqgFTbnmaMeIswmiPP7jlieJTiuYvqJ1N5MosRLtZbTZrMti2wMZtHZPvCIZVjPxEUoyNQalhtNRrWVnSadQxWITsOo1ZQZ+cL79afWpE6G4KpjxqTPlIziA1HC8QI1XcDrJQFYu4l2V+oooDUDvd7iZ5BDYkdUHMPCKVOMA/c34dxhCazcxa3GHKIn0eR1T4w8qSt+YYpfPEXaGl4n5IERCpf6R5ZTnfg+/lg8gOcxW/wClDu3M7WS5O1fETp76rftMdMV0z95Y4mU+0Hq/wB4lywWF179QGpmK5+8LGvfNxUtRRjAPkQWzyCTu0w3mNVHYwtfn+oMDDaKB9xPfBcqeltnmIYbbxMDKhHaeYs/QNRfQGDDpSWiGVzh9BqLEqK+iailTlm+J8S8umSVqwDWcbKKw35NTCIhjsCohVruJmQcJ2HO63MDlcN4coFI+JVO/ErNTuMK5lqxmZ9BRxMOhT/aAAF0/KaiLnFairxCK8SxrpMQSoQPsmv4fYh5VRc7/ifsvm+nygF6wNHxH6UlcYcMXthd/wCJdv8ATKs0cYENXKRspKSmmKFYgmpxgvLcMUHNRKbA8bhF3DF53A7IHlXxHQ5YV3LhY8MNgxi8y/Zvthd/GCUQrjHhiv8AZEPPvkr/ACVdOXEGfruWJYHcKgNsybgancJcxL1qZpAUGosamCA2QUC1hbo59CKwVfEQywiCNzucjnuK1TqXsdzJKv2irDuMS3WzjzHPbDKw7cOlemLfoBTJCYU5Ch9/UccnK0nmdY/9DEvb7QsU2TdANS8imH2gIGtx33RVAfDDFVM3cfqGjQwtDJblPnBSmfmLdYwbqXzS+zB9Bw0VneDUydZoOe5lDMyjFeGGK0MDqeXuYxIOOl9TPq47vmYp45Zyxmjx5lAW66ax5gGmf6QdRRdKjGgbXx4ioEuOImHd4qPuIXA0NEM93kZhwXkoOOJbrcX6zsNQ87iU3MiG1LlmMBnTCVRExDBPjAmgGB4cMSwBxDOaEnUQpDJAg9zNt3dwipyJcHLtgyXTZLM2Gz4lR0W3Mr6xc8lcsBR2wlfr1Jw/QyuIVq8mcFcdpUfQAX9kbjk5UMoEHAcfaElD3cGJQ8fUxBzAvwLXUHstt138QvYo9hyhQs9UeXyTu8OpW9WKvhb5YqYOYl0vcCCLQAHMA1VG1aUhaNE9nEUgmlq3fUvduVzLTVvvcq0XQBlqqR3zLu2wrVx1NaHJzGFFGb5ZQfuW3NPMxDqCre40p7SmVXpX0OvfhmTW4q0Jnud7hTBxKlxLS4My+sHDUrq7dEuVcQztiaUouoOghUB0xFoJW1Uy8GoKJ5ECVKi1Jy3GatWjVTE6MEd+lxfqCYo4gWzZKuU9zKJ9IRkLh3qcNbfjzECsf3T4mVCobwzTp95e7qRpv/5DO4CudvvN5hjn9RdAM4+ZUvtCIdpt+2IAag2M9wQtvjiHel5cTqRvqVr0X2mBQQ4IIS9rlCWuH3ibcovoy2tyoemUc74TUGrAuFbVMG19iLzUr0kQcYXWn4iI+mDHxeo9kglCvEQpMdHMpccZqVlitVuAYYzJ5m6ka5qGc3ASMzSJLaUBzdQAgY3XiKi1lvczdg9pQovhcWN/WjqyJMgl0Ur4iieZdRi+A1/9mxDX+Tcqy5piWNyOIjxrKk/IoVH6K7Viw8NLa4RC7TG0uIvw5a5xKeBhagpX+JS4pFXpftKtMy/mYzZaDluIUsthXEzTWmZx3aEBscnepU4blL1RwTEyudWpzLijTYis7+kZgajvLdQrcY8JpFbtwEIDlcbfmVYlVALxZN+kqG5atSptULkMLDi5WFXELu4dvE8EsSgcShqU8S9qMzczCN5zFOswBU0RuF4vMCzuAJ3weitrGr7gZ2yoFxzGur6rIdcnmFotuIrxaHd+Io6wVfPEPvLvOY3EFwjLMmovy/EtYo7LMrNRVtZxFsVEp9MsVbHMv7uN3FPSr7D9wg4xVRnKr53OfEcOpTCIt0w3gZxzT/YmPeILUvcDpWlqDAhxc5DePtKdq1G1vw4lb7SirzcFrjMqJdVFb5r6htF5mGK27WEthydxgc3aNAjXvArUqoo2r1MZwOq5qIXK0nA4i8VVkmdUqu4P4p6Iq8wCcpUali8ekE0g2kh4WN8Rs2suuADeZgNxhW3cApYoLZgtsxdvxLP1iG3UuL+bmF2Gazmb+Xq7iOb6uziN3KFfoG9ojXlhmCXeK6laa+7HfoF0sytkqwojuIDsX5gys9Y6lxbxyTE49NHQaeYWs2RYf2QNFphHErxDZW45eyv1OXjEMKrGOxCzuLlu5hqZsO5dFxP6I7+hUzKGQKdWxJdwH2hd3WN/c5msYwQJf+WXD/rVDHzHJCSvtCY+ScBma2mAwWcTK9RZniZrcYYh0MaQGbjbVMypoPQ3zCZO48I7eahWMYJujXn6hLXVyyoUgl7wVXcQmBxZRKQJXqphgvhGIZPVhAAx5lc4Be5um77v0Wm7QS+rwajqNdegVuHX93xHhVZAyhysxsM2SkrE6YVi8FjUGACUGgiHHMXrwyyyo2xObVe8pfeJhlhWKluX7SxWZzlLx9TxHMaaN+YIWV8R0N82dQKmLuKCTskUFmUExc1qf9/Gg64Sz3yrL0ErsqYDVRrxDtcuahOJkKzBUkwrDZiWy4sFsqNmD5YviL9QTNNBcOEAggzMwB/bDbG/W4qTVzedGX1ojq15e5hoHEJR6C0MZi+Kf7HcNLB2RIpZCz7ILFi/9hEK7v3xHbZmbO2UXMKvshjqzb2lq2ND4IbtbovqJ8pnNQYcodairVezXEp0xRMe/khLMrtE/Po/QYnFy+GhzB+ed8x3sad3KP8ACKDTWo+5qGqzjTrqZzg9dy5fnkhcDmUGqIMpHTFXEvLhLrQlSGFEhUDUDjDLC1MrTLl+ltkoUbl/eUY/QCN1Cpx7e8FfhVSq4T5ha+nBKOFDWcxVVGxWp2oTMpeRwzIWZcDUf5HIUQ2hhZwBFdhbFvHrFH7ty3AdriSyiLUkJTLvo7gRU3uagBSrLFqxzUYsJzC+gvli4WixxBppcL4BCEaZJjCLE6cbISihH2QFrA/dK5MwtnOGWr2lG+JQXg5eYZKlGGberaohfO8HEppV68zG0jW7hrs2hzWOTLiJEamwyMtpXE7MvUtaHUxDoylWKYczhGYSBMxJXLviFSusLG+Z2JiX6XioDVKxCe+I+motGVFZ4fmBRLhrDqOF9cxwArm5i59vEEqLaUWCj8fMN7hz7O4IYm4DqXFRyNpCc18d5lOUcxmFh3H0xVf4ET2Ci7hai37fMqMrrb/MqssschELmXt6hVXBGQfuLMCmnvL1N9PEoaApbWItptnUYb4Gu5eaw8ksa3CGamBovPM5AFuHrdOYuHCtxp4ht8TimS31KlscoWvUokCLLDdJ1Ek3DmjqXjYZlMZDbLp7MLhWuIUVsRfbmyZlDM9cpFtRi73LzPPHhtl30VQ3nNQOXxUZ9uY65xxNE/eitY4gcjKbxE0C1y1oKmRuD7QPAYMDL+0x9/eUtyO4tgLKBrMEs2Ru8BG8m1WBK9FctzeRfWsayc+JTnT5JTnoYqCe7W2vEzirx8RfRHMy6IJrxAsHCglvmk795TbVeig+JeaNre0rW+X7cR6VrnxGt+8di3Fley7l8YrH9niNVleDct3RiGnG0ajlhshFWyW137ZiKiVNRlNnIhr5jMYXNZyPiblNn3iF/UROPlBcxRL4OJghyuo5DOIqohjxLFtupX9FpJaqohNwXhA9DLCyuUZcxlvpdM7cMB1z3LMcxjH6mUbsUxrtqIDkxmZmQKj2WawwNIes5lYfr8Ox3WuZbvtCVXQTffmPh7eglZcv6hR1gnHGoRltiBPfAur943DiH36ineXHCqq4LxZMYTzYT03+Y9X+cKPswqK941iUNpXHoGxphH2lGhUPA/2CgDtpmCzTcVKkXylYZmM/1MBWbN7leEvqWP8A3cw3gKaLmQeZVVOJHaF4e0vj8SgOnERoVdSGSXiUn3nEwHk1fERtmYBSNoKRtMWZXmIFc+lo7Ik7alDo9xViJ9BKiQcxqT6BLChnzqBnSWw2KRNze0qRjMsCVKGWpcejsl7MvC8yk7sdv+oRGRYGfvGzqwYI7rbLnyj09b/iSkjQEECupuLOcGmPmYeTMWnLJzT1FYEMJF+A5hdWm6mYLou4MBD4qt9vEuPuSoLP7FxAPz0h6lS6iXYpswXay43BLMq/EXQjinzhZUvkaN4gde3GOItj7AoBFBAvF8SpMY3MBUr0ozMQKqceYS0S98RKCAy8f3KbUr+xgqzICZdRKjDcye7hMy57lEyiaJgpMS7U2noY1AeY2sq+kPUlTj1qHPppZqGwCO8x5zNd/iEUr3gVcg0QljUCW2vwOJlFwaInKGnUaxhyiHiCaBjrMdf+BWnPlwcs4za7BGgXFggXeIB5C8LLL3XscMQbd0uz8RnhhxN+K4JY9pV0X/3CagPQid3AWh7QHo2ZV/EFww7p+oQLe+WKxMMiVc48Eum1vDAFe5GbAbTqaXhUwS3up+JUChniOnRe1zFmRmuoXEXvcQXJ8wqVAb5JnJkA+IAA2iVWVMDErNPiCgi0gAbgQIaKgDMajI2OXpIJor5lqIWYI2MiURIkK9AWzFbHUVorp2xRCVEDUdrCxiW5RvvTIHHEyHBjNS19rzHFtxxH5eCo1/4G0rGCkO8TTDFxsYYb6AHW0OVZiNwqVeBxGCQnE2gllsMnEfoFtQ0uVYe5WKlrjz8wRe4z0zj6KXPwmOFnJqJUKmCosOrmFK13aBkbdnc59thhO23UaC7zcsigtMEqITcREqKRDcNTLmYVgwo2ywFqmyCM+gajNzPHiIL7ZlOVfEoIEco9ohVZDOPWMw0SkUdMxL8Rnc8/6lFOcJ/tEtL7XJK+6cNMdrw3UNmwcRNONsRALVlZjwPmZP3F/wADwrJ95W68UwcP2tqVYNQtlgxyeIdnlC+8yNwwCaFTSWl0wzRLX0iKbiwdkyXLNFX95ymqiXohd3ucmGK8yu8uxGGZBEK5oofWx3Aufm5j1DzyTkicu5nBbCVvUunBDVMJx4mn3mS0OJdbbdSoXTiYjAjozmLMqLYrnUpc/M3u1Zl9JScVED2HUc+KhD7rPEYgS3oEI79Fnungu2U0vK4tziFnajXluGzWxHuVymRxFZVsiFmNSrRZwP4AlqlfWqEpSoNth4VrcSatVQ5uC7MNDu4C3FWoeYs1cGrxGRtbsr7R7iaY5zKIXpogTsIi+TbNQ4MXBOquSZLWyOzVKEyGnvKYcmUgTIwbrl6rZGK35EAhnXghgUuXzo5iptBqaUTKFOJvGHXmG+YHZsljcHMCGucy5Bwal23Q9zsNm1Y5hckW1qBepT0K+hJi4ysNRMdEwx9xMJZVSkDvVMXcbsgmZnUJSosuP8AuoZc8Rj9YpRXdrUERasKocFTKbzWc78wGW0srJFh9WIxVU1KnvKqIsxYWYsCBkYO5fs44IDhXXTDgbvc6UalItrtAn2Lm+4EBXLYyx3QqqTVclBW2MuOFtHSFVqNGrYhgomSLPoLJ3DzfpVNcCF5RBa8xYyziLqRTlDqLNw4E8EV1GMkuY0eZuVnW4mHOTlK7jluZgVpjKbFa4lv48ICuxp8xf4CYlcCyYZ3JELgFvdprTKMqwr16QpNdVFSmbeYbD5g0JA41LlUI669Evoo1YcyrHM5BXEeqYzx5lmZrT7w8pMEv2nQj7QfrEcZI5I/msoxDVoDrmWZLzH0ERHyTF3icZqZQRlGSPe5l9FRJCblGBIgbIZoi4gW7EuWwlZzXJqY8rbORHS0W/ZMBDctTFIDmMd8hizF66kRipnG/tKEOEjuXESiy65qUxX8F6r+Egjk4A2HiLHiSGae5Sq6bF8OIuhmMpRmHbKzjE81Vg+0cVMjzqOsmUhLh9RlCMY43H0bmMDEWY7zSe5CykdrLVmUHFthuak1C6CHPEu4/MX6BEV9CUMOqETwg9S4EYALYOhfkbiXiqo0Y3DcKxtxHuLlBkuUG7g0AxQlSDUQ57rnNxMFhQzAx6SXtlDWfJal6xzXUM5kwpNQy5Y9gAWiZfMZiUwjO608xm4WKi1KswvJE+olieD+IwjSaZlm7B/pzBY6WdA9p8LAuord6cMRtPmKdzYPoPqLTElNa2v4jeY/MoIyOIMc3fshdviPyRwFF4D1MF2eYo3zF/DfqnbUyfWi6he9Zgw395Zg2hi4/F7Hl8Tol6lOUyTRjMDinMdNI+4QcM/ISuNKIjYAZmC5gnHcVcPcnGHqsKt1Di/EttnilLN/FU48XZeGAVUxXQimuUbqXEOR6VGnu4DuqlZl/wGM8viLlSvTiaV/GswEuaJTg75lLgO4sX1Ez6UIhiTguDwYse8FSA1aygvxBjt8DicIsf4+IGPS7GerubaGXDYYJTL2PPp0WeUQURdczZXqG4Q4Tv7xO+LupbVbpWJd7zwh7iqXxAbZNBGzGZc/ch6a9Ypau2jpKut2E3ECHTGvzLnMt6wsUMFupeqXhqACq8/zrjl0EWHxURE0+0fBLxaOfeI/Uei18aiwaid5Fu3zLmmkLyM75llsuX6v8LNnoXUOf2tOsw5XtA9pxzDBgZpuP/eSKjEWVRBnhFBHVjrqOQtOo7nOQhvP3nHgZZmahF3idfRqD3sxaD3V6hjQu2A5Lblripx9AQIwxdS8TG+Ij6v8AHXpZQiUrxDwNcH5MSV4QYDia3J3xBuVqOUUlegvNdbxcNZulMTj0EIwXkN5jCzv6ycyt4+kLSFR0ngYrjYioL04YFGwz+IMZMUEzYBAYhIVmYTdIzRcSqmJWFAyy/ABgIreYROlvQbvriO3EfwnLNRrOGon6ZeZb9DVUv6SXr+ITdZjuKxSrJkylioxyeWNIJDW/LuXcSrMUWlrMrN4jcv7zplZhkwtpp6jtfRct6Lj9BKO/pHJqYJXpHmIIsGDj3hZje+yCNDOfwahQXm0qxGDTKj8BuHgA56QjbIx+ymJyySmAtwx0KL8nNxRYxcuYAo9m45m33TMSswoUlvRh/hUaIZiFrx1/EYepHtrPOk8k7D4Xo8wU+45xvqUcwCkKv4mIZjNdx0irT7QBZjeo6Ui6xFb/AJ1L0SselRu1auf/AHvURYIVseepouRV7ibEIPZMNvYjWAbJ4giVQES7g5HqZGHAw2HVlivepsu2YPzdMO42P0a5QkQSUrTG/wDx3AAAp6HipDJ/ofPopTEA7qQzyV1DbNSCvE1GK+tdQakwNF4OTzBQYP33LQ0o24B7kbemAES5aPcrKSn0hSBlZSUlIthCWW6wVj5mIodZl0amiUjeyUsywN14lvZXmLYIVHizlTTzGfObaiilB8R63kwhCrLYzbadlR3SvglDFjyhDoIcSvkhqXxaqVhqpn1KsYUlIw//xAAoEAEAAwADAQACAwACAwEBAQABABEhMUFRYRBxIIGRobEwwdHh8PH/2gAIAQEAAT8QJkgUQV9qeQ8If5nDTJRCh2Mdq6afRB2MtyXg3cGorhAD2StARLuKOKg16VrMS/pKyEezH5GaFV9A8eRIIbRNb1Lj/bLGplIcVU7ZfBSqQh+2ErVBj9/TAmmrLz9kNHqSP2hkJcMSrjN2XaAktRSvcpomNuJWuUUgEXmFxDJsDBzA6roX31ErGi7Xf1g74lhyEXUSoMX5ORBWh8ljc/GcDJcMvB4/B/8ADoQrfOIWTFKvDH0L4EvjpqJX+FRgSjEAgbtdJAJY29sY0KFUPfsARQ/24KidSiY1BXJ3N/ilPw9QNNgxWj3EruzZ6xVa17HcDiwbaiH5D1ArFBFr4bh6IcQvkLwkOmoSxcAx7b2pR8+SterM7OZSxnLmB2QnLaV8phCZXZb9Qrtpd0soASeeM4nfqHI6+A9ZyZW1o/3jrES3LX9iqg0WAMCwUpgBRb+/IQFC3JLPkRWCr3sLmfdza6tlhhDnrUGKaeSKk6u4woFvdyzDguuECH+4DfEqoI5d28RU+ZGg3AGWovZV/Ze9HdBh/pOJ8VCaRpg2GfqKcXFuSoY2RraIAi1xERj/ACCEm8IN/aI4A4PcaoG3jsiWKUwR/iC4Y5lEX+jDrmr/AJcyDEG5rAKKmKDAsVbQt06GMUvKf5Hq/Tknnb8vB+EKu2WDpfOIAU0HF3Ylxt5R0lgsxmTT4tCqFBte04sUIBExXaiKQ1Na+0ytYlfkq2gqP78lycmJcEuKHY/GV2gUj0DGzeQkLlVHVZBnsAEKYhEiBw6KSYkNQo2D2XPU+AXpOz5E5bpxDkIt3V9U1VesAxsLlocCPMuy2W/SJxggr0WZjOfydcF7BfqYwNG+S7NrsA3Ye2DryIcABh4VyfDDMUXsp0y/KtZZydAHjeJnMnhnNUwSgR5NZ1G513/TmPqKWmXXUQaAvjbqNMclndRkVoqC34P8CBLK+yiwSCnTJdT2FUVsqrhAGP8AEqiocfY7RoWWFGKRXJF3gXkUT51tr0y9tPUdd2ycv4UURUxSWJ4CNSjYwgu/8BCAa2kYa8d/YK7Py4CEponj7Ur77AvY4WQAJk6cYjIa/UIk/qwET/34PAFaF/VxLJ1ZIdyswjxfeGKBUFk6Ujakoibwn9jDHOBK1XN/svXLMLKfJfWAoLu+RU2OmA+xLLoEpqwR6uD7DnNRwf1D5taDYVww7SzXLrycqRs7S5V2hQScQ4vLTXyBCgvh1BVIrW8ksIVErqvYFGmwaH0YSIEIwtOhgBw5H/aBbf24QINkv1gPyB3jsLKGhgtESNUhP2GQpURu7BWt2idWJtBOTVGV+Qv8MRqKNhRF4jVXk0y7JaMBCVrnfxURlSoQQuIeXFWu3Ln7AsDTdkAHi07HyBWp/c24/wACA3gUsAWHuBEXsVUNG6Qf6ib8ddx1+X/uGigqEItLsv8AjEDJb/ICel9Jfhz5EnEDn3QMlWg1YHkfUALjdsDDtd22dk4shIP9h3GUZmgw4uVnZIsDmY84YbHlJrJGgQYPuAqxRC8SnlSbi+DCtJX4dbdJUnQsHDTK+PP/AFOVNwMTVbDjplQ66InLcFKUihm8UEcpqjkRrZjoB9gZW0xntTKVa6m66GUrGpoqx2+MQkgf3iaBRj5HnfqUO1p6/qF2Tren/wDJ21v+6VARxclhJjAWHD25YF4f2l5VHSrhhLty9cRPyEJQjUx3Fyl7lfj8AtrG5Q/hdDJRoHqAQRbgqALCvZTkoCN36Tb4pvxXpAG3QVWewxqgUVQoADgLuJTGIRP4XdqxRreLbtbZGhVocLX5H9r4pMiaXf0X8jQpvYTKndHyPl3XsfoYRe5ooYjQQQPh9RmDClGzyhKWIYFUAmdPC0tf6gVrlqUzyV6aWmD37L88GPHnyKDwIOdp0qT4BUEpdiApzu5jiataFsanAQUNb7ImFpClCsOhsqlnBq9y46G9jDSxVgXYnYjFXklMuRQ4gL0O0R7UyC4sKAH1QP4TK+CkOGKNJVW8R2WuPZX2FS5C7XDxG2A9uoqGkFXdM6m7bGxk6EzDEAerLGMQlizsV5Do1Ac/SK3LRAfO2AVzINK2al0l1BGyKlQSnn4lsuC2XoQoUtI6CCXKkojo2ckcQaTdiUFFROZuyjg+TVDmULVpesJx1X2lQryqrXsaDrd+xNRKtVSyICZXX0lKinAFiCQU2dUvFEYlsEAW+RwQH5qS49Ayk1ydkmnJp5n9SqZQKvx9jtWrtGlkd9IKbxLIs7EeCOoig4pYAwOKAOkPMphoisf2hhbwE+QvUeSw6LBNKOen9RyoRqxGK0I3bioa21qgOxioEdFVfZLzXemvHCQDsQjlUq4pJcK2n65IH9Q0QF9jsib7jXdc34y9bEYI3Fq6ILvjCNu43cbCBcvSjuUgLvZ1LAAyRcZR05Bhw1o5D5KBSFGf0jDC6pNoJn+heVGraUVXtBf26INqNrwKcDMgNWI6j6KMZfRcFHL8h9Y0qtuP8Qh1DcSeww/6IqqIhrjAQJ74YgEt8bP0xMVCs/qOmW5QtGzF+Cfl1BCLbhkSDUYag47zjiD7HFwvd+Cc6L1T5UowUq6h9QQ/QnaQuzkNhFhbamnTkOCps4kbiyP4YFouzpxApqNHs+D3KW1ZPqyxTXdNBCJU5TsIqXMqYCTX3RVkVoRZuwmMbWzdjX1QijW/YEUhqWaEsUBBxgFEJDv/ACVC7bHE8WuxGiOQeKtDcK0vaf8A2cA0LcEO4L9UXV8lrelZSy11rQOoLK3yaoWxOJsaxUAa1adwi9LStjDZjmsWu5L5A0mibgNlHfURAFbn03yHHSyQPiSyqBuZTMCjY+MZ1OO9QaR/b58uQiLL2tU1FEbiuH9Md1A0uL0cpRQ3ecUjJe6pXDDdNHXAxJIIflMKGwlEvxF2Pp2QU3E9ho1aT+xR+WFBw/8AsZFW2Cg4Q7jBDBQY/phQtsmrY6DQBpLI6x6EOniKyc3gLh+KWNJUGXSfEBCAMKARS3+kW6u+6mtlLmQrAjfSOUQomlVy0ZytcVOubjA78CwqHDWNrLTR6WgGJ9YaDZBA3UP9m7u0SKUYx0o217FqUVlOuiLUMbauhX2CPTH20RWqCyx+47QhSwaDDW1SqOEAVaAtYsSgKtxyeMKAIZbLRm3s6l75jQulN0fYDAIqjuBSAUC0hvoElhqFJLFNXFkrDwU7Y11dEpSV0nG2ZoG04Qq3zdrUEljkr3EPb2LAxAAZl17LG1XF2GBdL2yugwDZxXgloAHF7tmIqTHkEBV6lFkC9JAbV4nkQD33LxnxBvAc/pBMXQPZ+4WGd2nX0ilFuhzRFWBn09Cr+Re4zFCv24i08S2eRI7kq4UAa2LZTfsftZQB9IHhoNA5EZfFiyqlrjglX6G0mg9VNYEBoA+R6RUq4ro+SvENbmq6JXRVWNcwOzoovuLBRfNIi1ev/Uar9ixgpuDL/BakvU5R/ACNCchQRoD3LLh1aMAwy8gueOY4YnC7Jouy8U8cw1mYapUVTeQF31KsS6V1/TCAR8DFr0V9lez5K6oQAuXfwQ7WUhxYFQIch/1HblC3IxnqErrPQxGc/Ys5CKiACun4w9o2ikUYaXAkNKuf8oajF9iKosxH0EAyNhR+mxX9DvT7CUfMWrPSu5cTTvqHdU8iIiSS9Bwc0TKcswDwUHPaok2LhWUG7FTKJaU0SyKrxb3MbRXz5G2q6o/8McUSAhfzpinAReo4IwXZWG7ZCuR4l+xlNUzZgAG2qO4FSNy08gRxcOi90sQmHoAdw1ArpAp8lY6LiUx9iOXBsD9RTihUuISq8sYLZyjam9ypwW5pdgUFktVI4lLmOmSi0irbc1GoWrOAuq6giO0JZaC9ADtmJyRgzUcZWoKRoBphpZoiC5N3xXzRgpr4bhp5h9JUnM9DlfUGXvIK+si4UJyMblS0ASF1F/h8ZlYgXRU1RHx5EsVPUs7TsEf6ZgNKzLgjdKQKGkG5LGnC+K+wYFO+35BGwCeY04ljKzBo2ZOd2kAA0439mErgaC2EuMVxmWTpeD7cRAITiKqsKvouVp2GgOCKtNrfSvKuNEv4JK0LCCLPRvUqrTF9R9isEqhCPbi9FxZBKJCqj4PYvcoVMWCEEu/tg4tvrUPasFcqyGqwWleDzxKxVRZO39ohZFKapOQnOhZIwwQ5hBYXsF+X+DEKxgBx09wUAKqWlISrvYm/thCrbZR9hM9wBx+zP+QuLg+E04kWqQyOfI+kbiyKCBUv+oNkACRvZ9mxSYaF/wDcQBW/QvbKCzzF+zAEpvQc28sGHZt1vlQkq3HjI0sUua2/fkHk5gsMvfRacW4lvIJSfD9ii6ncMoMIc6tz5UplTRBpQ8X7JZkdLp/zDQ4q7FXBqlY4HQL6wo3A16xNwAiqAe2xYssUqc7O6gmqrK9Fz+iW6wi0lO1AV4wg2w/7MRNMkXZ5OAI2S/27gtznBvUQI+hc1O52/wBAlJkpEqMDtoIl091FIWpUZzD3IWr5BgFP18ZFQlLcAQsAojTsQBrW9LHqFDLAAR6qomdG3jP6jUEBYiv1nNhGU6J3AgAqsOxlQaF39jWT4R1HIJQ0YoyVFsLiMaIj9hNkWNl+wAAgRBK9PGcuWaF8jKyGKkvz1+oEBTHojjM3tQXcVEqlLPba5JGJtA8VCxFR5RC1eiuBXIeY0dCva8pCxrDcDhT0jSqVlRk8vkXLSTQr7uLs2KvqWFXWYuZnaoXuFYYkHs0b4B1ncJf3B0VF7j1PL+Q58WZwxVREKJ2qGrAteKGEWrBDno8VBpLmqV/qHK0HmqpBvEpaR++hEhMGxf6JpF/fU2NuWnsl/FaXaz7O86HhkVpFggvntgnDlLKO5TmXqUuz1cCrCLd35GGeE97E9kyklARlkFVtpB+E1QbRNo+SzMkd1Xr9WCYWKLlfSOEGSDHBeLgHYZoU0PfqVuhcBodZHTzUYj99Ik6aFhCIOfkBTW/9wYplbyNSDYgASvPsYabnVygiK5Yv53oeOu6gCldeRwNysfnIg+RG6gWuk4E5HWuse/rYmj2PyBeEYbLHAsd0GXXo5ZXa5IWP6iAaw7DTu5bdRbV/6zQNmVB5TxmadfwQXQhdqpEgjeFtgX0K9flGs1GukS0N/ucuw/nC8i8LqxIGBcFH1gDeBT19uNwNU53wh2dhX1CSHlsdiBTQO09/cd0aFw5PsGkuYnxfkcmKkKCkYwVWzpZKUzBkXwmeEWV0dwSGz8lUS2Xw5gK2S14o7CX6LDoSwqmpzVtNUUqk7IgEtDWIOCvIqQ1A8ADlXGsTaxqiOgBbDnT8Q86e/smvkZa0Lq39jtWURQOC5ipmwMZY7r2EGQ9v0Eewoy0rpTtPJSsDJQ64jAhOCgXbZZAWFXOigm3XRtsQqNqlD/mc1HPAsVVvUiyNq18ONOYlN9L9VLKzYGVK8FG4ar0/CAaq7oaqGQYU1AqHhCAiIvKbjGK1gp4IKmhoWxV3Wf0WXbubTuD6cmI4nSUpcAnZC4TlMEobIcKzuvkboGtxQdSDOMtrvAgm412ywPZQBGId6KToRByVwAl81S3woKNWq8ysgq7yIEi9q3kSpwr+IptLdfwcucwxQ8cxCbX4C0lKaOI+mKkWHa9QtQuclgOpUAjAtpdjS/Vy69ksyFT6X3fkFTSsfRJaoAc/QwVaymv+e4d92zYd06fIOPYtM07jFKqPt9qVSAGjyj5c4uCQad6uYQoXI/h2CKoNYslq5impex38lAf833DKGEqAmzsdQfYMamv+9QZDVrgrortPY8iE2EtVjXR5UyKhaOoQpYjQ5KHyGrII90ffJcYLWlCcEtSNPH9w2AOTzj4uqhIaNEpLc+2wLtTiHxNCYWfZrmelEeAS8LMCNxSF6qOTUhNCnN4gmli4EpXR/qy79gxuXda3LGpdLRUWltz/ACXCsD/UDge06EsgIUFG5UljwdAGxgbuPY8lWiWjzUQkcVXCdESGziYroj9jCzhLQPsvyqm8HBpC3hCFjZAvULb6PCwUryyQhdF/w7wIqgAc/wC2ArqqtkSvB3XxjLDayEPFR+ooXYFz38GzKbtqXXdXA4KnLAqjJcOClNWSjiroJdoBf9wFtS5bCdVBTaw0u0LYQu7RUWhD4c1peQltxPkfYzowtGr/AKgBais7YcKm2vZLIN1P37LDa0DNQ/g/gZv5TCoLtjOgpW8L2He/u4W7uCKFOBxwLNryPFHJHxY3gF9gEKi6ADBbYdYFFi19zLmlVr9jxDdKdBlMQiaszCK8OmCUlEWwz/Y3u3pZRv3ApEXo4Q8UKNAE6DyQLHkblx9OgPZ6HtiVyshuw5BPYLY426eiTEWHGrYWrZij2WKC54CEtlrab9jA4KqAHKsN0Z8fCYXq84pEtblnNGx4gSO1s5+n2Fhiw1CH15pFrHBGBjt2reAjKuFOpKffQuSNi8ClvRAIjsD12kT60lyFUNUo6u3AbZkTSZT0D7N0n/8AqCUeMm2K2S7Y2gv8Vy6h3UpCEQgrtpVKDQjW9BO53rF6BmD2UO618uBw1G0tBLcMGq02EbFjMgYtsVgAsHt7GqVY1pQV6t/iWFB2JYlXjixtlpFhdtnL8sIYwn5IDFqazbzUaSaXZZ+yxXpFWyq9GW5oNe7L4CVoxXQXyEstwMLdFndzZQIVY9UOSYogVYWHl9jkmp5j20CsAL96v0xgVGcIL49xbfxVuks0QrMUwK3HdkS55UoKCGkNIe4W9bgif8reYiAbKSKhQwwbalAPZ5igvYPL0XNfDg42zuUWVRvftwpVYDfFtypgsg16q5UgEUbq3yonNcQqKpFyKq+A/qVEubtLlYyItZ6mWo3Xs5bciEpeZc3ve6f3G4QjhDG0UAPcIpt0vNQ6k2+Y1DLhRWEd/hxaEPTLIBt+SrnjOZw6gFVWkY1VKEuS0vepsBHl6h5Iyjbc0fGXt+HDXMb3cPn6hNDk8yiiRyVhM6sJZBwY8FNr62XBGBSiUr7ejGg2rcERbX8EYQnE/oin4FxUKnFMQGI6kQKJwXLnsWtK13kEiS68lwIClp3/AMgJ0cDzHPXUVbjoF+idRWKOhY6L9QS6VBXEHiBrQCZEAkkZZapwyyMlN5Tpj0AtWYtGjJKir9R003hDY9J9csDI1vwj1NGq1NRl/j71TgM2+koN2ZT0ynCPsLQJtDiv4B3NVFx5DDmlul5hkff5TmvcNhAgiHsQ6qOCzq2qdImwjV/4Kl/YXrcCjgr/AHH+x6jJQFERasX8MoODiVQI8JWhA76+LBQ99bkBsa3Yi3bOpwSUswGVsMLcI6jNTE03pscrtMu6MoI35HC6Ux5H9IYAU5glLeCWB6Nsx4ukHSWDasqZaE6dJoNKsO6gmPQhdpDsHaqkl+FyY1UvqbPcZcVSr38H8oCwLJwyx4ID6wthOpVG7Ps3WkXv1RhDTZbny9FlUpQ0n0/AJdTDDCmdincqVKuQ1sFBjf8A2o/tQH0PFCL6MO2LKAqkYsSVGwCqN6lKtk2l4bzLUMEO8FEUKuonDOmICBpOz6ZnS1iPonggsbYFJrVBa9gEdrBdqsFhsfoiAGNCtXAoB4iqSa8FWVCU1R5nTFQurGPZm+7IZcgtHrBvmvZfWDp9DgIwvOFR6Fh1HRw0FKXhFNcRrwMooaC6i4KWRSRFZaxRkUr84lgxYKJYAqxXz+5TYA8r56hrpvctcYFKi6XmBuyCQ0g+SjcmMFVQo9TTaJsGdzac6BCA0uDNlnk+S/aZkGxCsFj2Dylgy1Q3YivB17gekrEjgckaoFu5wpGratexr0NqNVXSR3uNi1RdTEosbHZfxf5ILai/UFpfIOrnpFO7iUFeiUfauM6KwtA4M5Jj3rPXFvSKaQZqb1f51pP8eGWD8p6AOzyyzwagb6gI2AWGHBAIhZqc6Nxs0QrxnMKNYCWS6B3Cy8jUnrNNwGGuBsLE2CjrAF7yxpu2XhKzirELb6DRjoWcA/vhKQCytNlChlunlYSo/txUcZrNOtNyVDnljzfkrBPA6Ps1jDl9fyjCvbYDBiT2y8aFewhQcFzyzA68WIaxxVgzd8F9ywNaLS1h+kq/sPoTk5bBC+JQDo6ytiQTkKlisXKrp9Y4SqLVEvLtb5YmdpW4FBdWxHAAGvCUQs0jfParm6XgDhg5wq8GKJY6RgI6y5WO98olVnHRijV9RQi/1L7DholNov6Pol2axvQp9lwEHySDa39ups3gEI9wVDjaMSBimvuX0CNmnR4fh/gR72Fm1cBuqVq2h4bUC6kb1hFtnJRPCKTEbajIDr8H7MijRVNF+tdkNIj+BSniFoetoAuNIgKEJMddUUkKt1aeFcsLe/Vcge4mZtLltkJpZoZhSxKIsFrPjBgHEVA/uFTUWq+EEYU5uMddZB6sYV2nMoZf+FeRYtwLTIK+OVYcXfU4jRywEnn2cb7gEvjJer2xIfExC/xtxFQOS9dhjmzAV86/ogL7Nt3xwk3R8OUGiFuCoOA4kumgAVxU5AHVjycIOxi5cNS1ATdjPn+iAYEU907SOw6UYfHcpi52G2yQFo3LItoCEVk0Uil3BatG69ilh79ER+0LyGiU8/ZXwiLXkA2f+RDFA76JYdwMfe6iNFIgRq3IjljAFiK+0KYh2RAqoKXRZ3KWkcRQMQZoF0ckFfFo7SeRxh7U0jdgrRofl/hzHjJRoVLygGpgIOnkZUauf2tz9kX4SvhAalndQaDy+ISlBvovlC3a0v0x+Nl8XGdw/Adj94HEc/UrCniedxh17bp9LX5DzbUqUwSFkgtbOIohReeDNNErEBRpXHkQUanMDhGViOHp+pR6uEcur4lq42soaxsxKlsB5f3HWttlEU5OoOV1W7ZdNCWCAhioFaIv/UqUwErIYQ1VYGUDE31TlS6+Mq5jFj+4/i4PCJgA5oVxfCn7FKKEs2/oleULnQP2IxpvgH0eyJwTYowp6jXmQmwSNKVN31cG09dcjAg3Uu4LGOG4ra8BCtNRwwDscVA4JfmztlpZSqhIBwmGaBUKt2ISYBe4vpUG7MrBl9FSzpVwOF9gp0BPLH6DauA9MqODs9j/ADDZBxoC+IrU2B3Cvmy1qj5K9KwOM9jMVwWr3tNUQPhrOOUBx7CygPW80oRGSiatMf1OPwP4A8KQ9zlDNBKZ52vhdwge1b0daSUJavPsoHYQtCLZByI4V5LspKKPbFwD0qu37S9o7FHmUeoSVVIK2whwT06jo/i7CWoIcISzJQZBN5WoVB6Ok9uLUit8tPhjMBB3Ta+pWEs3lcEUUC/IVf8AuLHfwuzllkdirvJxeBVGR+0Np5v4+S0AUjqHRBgxqF8tP1LXg8+3AcC8EqpL13hKByNKHMSMDCo9xRSpFRt1dRPgogI0YKAcZdNX+Ml9o5Xfy+S3oy3lCJ8IZcaPXVlfPsJssabxLv0NH9f+BaZMWEHvS8zN6giK6OSe8sDwdwcczjzHPGKtcpVCWQuriWZrfEbTR30W/EIjI0buyFBuqLQMiv5PDlBxgLEtWpUM4CyyS1C3XzuITU98UwEQVt8tkHeTzq59FtXHVsVAFNFE12JcGnfyWI7NjCVAJTKm3KjTlpiJq0aDTh8lKQK69xxHJ1T2bscS2tcVInDZWgVB3nFpDcSWQjeGxjvIxhoPxf5VzYxL6QpciwnA1G2wqBqtWS2BWckZ0gAHpM0aMTbgCKeyWlH4ZQUWBUCwXMVxoCi3i/FdQrFrWw6iMqLQz2F3FD5JSXVXNBfEAhdfHh+EC1dSgBcedEyI/wAxHS+QyACnBSHPyMBoMmKgagRctp8iROsV4ym8iM8/ZS3Bq+fVwuGx+OGPof5ttH68sx86aWi6ZZm+Lecj+fSKEqK7z8KhAPBHqNlyp00VZVc8zClso+VFaplDZFTNG4OiTLRAwbocwAtgncC595ncwq5UI5wNreYXb9iwDN2Oh0uXxKbNLbSOGlRAzCu4zpvUXN/YilFdXcWCxDKKgMTxApLF+GBEQJEpXwjlKqsSIoF/JZ4IEGTmVs0jvuER47CCip8deQ0YOAu5fJTB8YS1/RDiHqi6xbGFaO+EWSyNLEHct/l2wUHDCKGEO3eZPlsqc0P7BRGV1dIMLCKKAqoLSpv8byiLfwmQaWahTFgNtyzAoBatLe50wRwDswb2oWNdOmWtl1AmkI0H32bU9rdkyjwi3jIKDj+NaQyyZfEV0xuz5AclR1EaJyRKDstg8sobFr5T9lasiZcA4A2qCo9phNtlFgWpSb4Os6NRUr0WwjjPFHPoQ40tC/D2Ebz/AAaN9q7nMMRaVftQo4U9IuSfIpSOLoslvCXx8iqxKzdIulIgzgQQi0oAO7Loy1wrYWnnsV70Uuf71XX4sl3Ur8DBGthaHfCMCKxKgsJXFRrOD8Kc+Lh7laNRs5TuL0hPW35H41b4lrGDSwMAfrK4xLiyXzEIFZzKKgpNXg7cAGVDW5kMysyt6v1EEtm8SX0C2W7BFi3hIRZIRTdaRSjOcP4A5gX92UuUvHU9WOAwGCpULFix+wrNkGgcsgo1c1cRj+isAvvpgR1d/wAP8REgJif7PrkWZNwhpWXn4fyQ/Bs0rgR+4Be6Wbz/AON7j8FgyCl3XAviKUMhcX3SGq+RR+yFFdnrGzqZtC3pa8DGloLsL1xjMRZp+w0fNSzwdgVCglf8EILCjVVvcTKqyKF2XMfsunGjjcYZFFUmN8QkqFN5YEr2/S8p6RuMSWSm62EalaPPqCDRAzr7cP1MFcypBLaxlv8AARLm/wAUaXkGJuZOXl9VAXY1jFBAuEWbFxyNwd+hsEduxB1YGgETAQaVBY01ai1MFSN1zWsAYT/1LtAutQdAR7ZSJWLPIJ1trGg2PUYNcxEue9aZn8BxCse33B/omPfD3eX/APY29VbL5qJl2vkPyhI2JxI7T7a1CUlfwSVSNjCqJ70CUE8YkqwPQHlxScOun9IHdFYick0e/THiFFvsUcXy9vb8Iv1UYbc+uglyHtNV+EVWz+4v5f4kavwpFQmIiKhiZUICC+RIkgVkTVY8r0vUp2vgH/aS12G+XP8As8ccJDRshbGv6lY7fZlzKiyRFR2nlY6b5zHVvj4X6qVvRpKa4PrLVqj5P2kOrUpS3laHbCKz3iS5QalsdaQ4G47cnwgRhqBsIJu7UCv7O42GttdyxtIEpYfOYShost4ewP7nf4qP4fwzHeUSvjlDQKOY0puvI0VhlmfbO5oLtBG6sDqfEAkVWlzleIA0ncawVBYn9KjAqwCAiUsJQ1CMQHUpHfDGpFhqLVIfOXRDKwkbMjvAoLsHkEs22HNQaVxVHr9dRt7Gl/TF+p3HKGkEw2CedB3ERp/AWlxzPEIoVVdJafMQuZRjqVSsaFLGKhBdt6/UOQ6EbtpDeTzis/ex52xdVewlo5EfxP4QIO2mgl//AHUFN1UwthwpXBTi4WsVAEc1eRosqoDd6hXmNxZJ4nMZC/IppLwgCMi0I44uuUO4OW3YrefZes6r4DchkbGRV5IhMehbXbUDqV7hhwX7O+KTNs8/pEC0eQJ2bdxezBa2/aArxJik+8ykXkD0HlBcCCXYx1vh1i7Z0Sqd9nyO0luTS+aiRW9mFmP8wC0Cs9hKaW9Ze83n46fy/gt6RAQ9NIsg6ouiHILXcTDwObhsGEoZSSJRzONc71JScwlIZOibMniNmcOCCdhSHDCOVEORFS+7iPXOIl/GcS7YClOVrj0ItZ8DsZBFzePwfIldn3zc2hfU+Kf38EcU/B3/ALpi0Rc1T/v5spppfR6SB1Coor9pgv1wLESuRtdQ8pp5SUhZIkB5A6NCHAU6cMH+hS90R/iHlqol99nkHTLFBxUtesb/AMj2/h12BOfepKyleIrZBGVmHq9mheBCBfS+HEtIYm62DQLQv4rHsaCT95zJGIcDnyoHrv45toYaCREPIEARNgbEdHbeCPcUezxS96S8LkW8fBjPEKGFfIR2AHRpF90Vcw8goIDyj7P2WFV2u4acphlStI3LitRRUSI2WRSuUfgkfwbXxN5hwEVlEYsPeYMoDl0xgr5QxfpjWbihaB5k3TBvMgwSKLYqUw5hKrbdUyzf3CUUY0sCt08F9ysBruYav3LiAR3hSCodP7uWIULcXyDbRlLi9nB1hqv98iA1329kVr8ApmjcXH8vEvaexTCUWtITsEEilUPqMdlj5+FJkv8AF0s1I2xR7+wRBWBz2zpZbHX/AGbar9mTFGHxLbsV4hNythLm5f8AqUXWxV27Vcv6RalwhC9PZqFGxq5FGj8huUpN74r7FJSNHo9RlXIi8lg2FajDYg2Ky3kYHPVu/tAipsZAbSnK4wodFBYM7C9nq9iVutt27JpB5i4nGtUU80GEnDykODrdpHdoweUuWA7kgNMMVWVFq8PMcCInIypYEaSLSF4bEBLTlJVGDDkc4bgQERxPWkEsGxtUEsjpjUJ2XyAoEcfIOhsKjTVi/kuJMdlNv7YdIK4g9y3yQpVZyRq3+LPAkBaEvdQ2svVmzbg8Q7B0hyCJShE7C4KGz8i/gZkW/wADACvbLgOLx9XAo7B/sO+Bp47lXn4itTWPc8p0/Uo6yJRx1MJiUvvxlzwjsJ2n6iAXF1Z/2lov53TQIMcFRaFf+4x5JWPDZlHKeuE9vWCdQsBeeGV61dsGyrdxg2JCHCyEgHKFj2EZekHg4835BMCAuwyco7lrU9RfMAfF3GuIVcqdMpChYaMEmZSO3sIonOsCA0BdhRCF/knFPIoKG4v5v8XcLmJW/O7hpv2BLq6SrHybsVTkB5HwR5nLN7EVquVm88v5HoSrgFNI87yTENwvSITtoGzYyij1FYqtlb3VywjoCWW7HBLuoU0RxzRTEB8QS6jIWSyEMoSM+nSEKr4jg2+Q1EH8Fpyi2REB+Cgsh7EddZhqfaEO7nlYNGPkbHjB/j+kyoSjDHc4LieTX6emGmWAY24TFLv14VdQrmkYDZ+HU54lr+gPBL5+8IfpjfYAwb/cXr3SoQf8fZXysjsP4NygBfIbbMU2HQ9EoqpbhvMVhDdE3+xEjVItwUREPlhaj2yqXL3xzcpZs8Y2hwTSHDExsyitpLOLRadaCPqh4iJICpfsGf8AKksuVhZ8KwgGWXsXGK0qItaYsFFyL/3KGi0VHGwGiXzUtajg3dDGGKFah/zHn+BC7anBG/6GK2YsQL2uBwCRW0q6N6eqgfuKCz/cRPTVf6sCSDtlj5MPvBi2jHiMbpQlgL1NJ1sRwS5XrpfZnFAWEoqPVBAAdt3EJFyOFiGo4mT94htf6J9qotLKuotihUHNxShGdRXgBasyQ9ooQiAKJ+qiKopaG3S9AqNSlfSoA6fw/wADsDHsfY1QrtbqIhFSyp/sBoLzL7YBCgPVHo+QT11YZH8EAtAF+4fqWK7dSC1oysVE1f6LHT+EREFFXh3CsrSNwEuwlu/yV4RiKCP1ivluGMqA1gOp1o2XkaO+v3FsUZF1DGJeavBEAUtNgtSYm0oawcB9h0yAnw7tixAAIPL0uW53bi9yqEjqXlYFjhggPipR3GzktN31NlmKYItDbEfmxiv4ODK2HQ0FoqUcKvkI4U9WLD/4hROoi30icE2Emj5GwAwHAOSVRzQ0UKaSkGC5/wC097ahogUNv0g3H6E2AkOGQEzUDu3aOXKvIaAq9lAFTSNqPEGyW7F3OCACsZyEgPmgjUl39irYPsbHWWso6n0Hg3iJRyHIYx3A3BW/h/iMAWPDxxHTQkxoCCppQGX03zCHBDHPpDa8CkAFZi9VKbn5LeyHxylojx1oaw3BailTX4ANbndPMM6g2P31DA0GKgYe9lbKslwvHqQRxWPvcQ6cQBowjVQBvWQgNOMqVbQtnbfgxsEunXCnCqYhFYNL4SvaoXHfyZay1ZoIqluv60y9Bovz0vTC5uRpSBiLPFSwh57YCaWEbr+NMKvGWa9S73nAcPREHLgVR+RPGUAabw1cFV8Y/DM9FR/tRzu4VbDZpElAwF4TZcmNQT5FJHIbbQ2KWEUnVPERpnwgRCqpY2jD2ZKCYuK0rMHiNUlRpZhWK9YjNeYY2HlEyIYKX7BE/wDoRAcWtjHW+4/xuhoKOeXuFNkO7M/qLhvpXmodUDg3T+7h0i9LdTGpaArkDUINqs8nTUILbRfp+AnRmR89HwiFc7rd9IYAf0V+BuFLK+Q4olS8PDzF/JNn6/AKQwXAepqWIVb5aB+R6gCqL6WDtUSW0/4vv7l92HgwYJWHEurSBQO4q7AQ8U3YSVzB756GYNm1BFjaHrG/p5kMkbjMUjJ4heAfZRYDB2UVE9KdTBpnUbJRfNwwrlH+xcbMcEowRu9nI9RPwb7qJYh3w8SwF0b1fkq0HJxj9RuW9jawDhG9jneItKjAVl8yhR+MWbLY0pgFgXFahMFgyFkuUsNKy4WUn2OAasUoazegTf19FTsgMOgDFB1mso0+DE51SiJsTsHHUvIBhYvlwiVZbTVRyZ3g6ZoOB/BUX8K9Rzgbwh7luJ4ITWEVCzUGqAaF5fuEwpXbn39EGqW1LI35NK4izXvYdFCsGsdgtbzL0XLTHIRf25lU1yoA7V8sG2prA6x4hGAeQ1zGV6MCdx2mjSvcF+kBG0dEe+r5cWxd9QdO5fCGGSlWra19YRQsF/wpEBAApc5Cr0lVwqCQWGLRHyq1wt42WA7TBPCgzdINMInct0Tim3Iz6VSVuJUDpd5f/I2tbnXJUYaSkqAVpBOXgmEQhpODpcXBiOW/RNHptMVWVw1+4i9cH4N3DYFF1B1gtaLVctw9o3svI8gC+woSSsu4+UuN9qJUYqsegrwhsTDfcUm0bC8wlFXqHWK1KAihw/bKXGwoNUZAqOWA5wgdHNnkp71zHgFkpIL2oK3nBh1k5qLXkGM8BmvZwoWUjfvyB62WB7X4CYs51GC3DloLFjbC3ajer/uXLNvb+ywqVb/0ijpGZS4Co+F1SHcLggcFJO/Ud7FBVERcdxfCPY4Qgxo6Ikc2iWO4plFqXZ95ihXb/wCD8iVpC68LkjtQGArLeYNhn6KCl42d/tdzMEGEGvEsPYDsTzZEkst4DWE40KvxBvtK7AqyrOkKaBqYioOQ6tg9sNXh5aYS+BZjSgSqrd2cS646h14fhG/RFPNwUxQElpai5eHkGlyYiChVzYWkTZY0l7nUsipzzmK3V/v8CWomB2+O4Bs0AFsqga3EfEj0q+u2W2ordHcNJQNdshBi0W5uXqmSSx2lJetrThOviPhMdq9nKqiUBMa0N3DZUubjF5IXWOa5qp2mQQoAIqIMp91Cdh/C5zUJ1NdZ5npSmo608MnULP8AoL/updALI0UPGHWvJAfoIfIAVDLL1qORMNMfZwrRisI0arcUQNLtbHQyzVpVaecE57tCFnA8gK7TbXR5Uzf5beA+VE5rrDk4RD2Kr3Qp3xGBQaGEQ7iwS4BtW8W/hX8BsjoLLXc8e/Qf2chKDjLV16fk20gLhY5AXTDii6K3rsHlI/tvB68uIo/OswltmhiSvbGPXUqhH9aXUqtDAGpTQ8YXJHA3UuobWi6HUIKQ8KJwRFXXSuJfuSdoyvAZkUD6QvTWLGlJbsXKZXG6P+4phONJehonf9uKxEXkrHpjcJlHdRQi9XqlS8AAdgrHbD8zgUpz9IkJVg0fdKlxGI3w7VBdWxoRYQgd/wD8YWrqUvSVCr+osuuiGzxayxF2S4UU7hlc7+xLCng9wjuUAPbG7UfQTI0tlMBncMnmQD+7L4WJ0dy1wQwXBjpsX8EWKKRBtLJ1kXdG7ZbqYHFbfsIgFcb4QCQjoVSZA5wcDxEFiVP27p8jqImu22AmcaxIOhXkf1C/00JSP2TaZWIcDViZgaVl+yxqwc+VBsO3WKNefSVbzu7iC1NFjDCkfzcF3xLBY0m+MMkxwHdjo6o3R6xZuUMKve0AH50HjshltSMjsrl8gYOC6U3l+y3gXGtK7GV6SNOyba/eS2BEQLn8h+w4OAgKodCWrqmL78NlXFsWJ/rt8w1yeEjtTm4p0Aw2eacTvmFuBXwjxr+i3hERqdhTt6y7voDiP0huEs+5UcyjjYTkRe30j/tbTghcFhdyhy/qBaxahnpuFqQ+G30uO1ABZ3KHyU2tEhU4yOXz7EfiznFiPgsAaoRI2hnohYFBzEJYL2WNVOnUYorlW7YKOQPuVe+ozhFgBp1YnaPbhjhGRB/gRYSwyhYqiu22iDTXIHEWktqw4p+ypBBSBjBT6UBgD1GpLMLDSBtUCFnhYKywqvqIlxBwCkEk9yXpPBNtptzPfhjejjcf0R1/h5AbcujqaqaWKly8/Bfw/wARgwaghrVegIiaYJ6XeBZdY2JwWNJE6BBPAdEtAt3cWSr2aKGjUci/kV8wpReuvDi2ZXD4Sdi3zhqGe4i3a6tLeUU5N1L7UtDcuXYngjh/ZEHgDmxr/wCwDEwrTfz4Q5NCHEy+ADfySibNKcIAbgMr7WVADqDhsQKde7hbiVqimMdR9jqWhKgeSkbZQtIMa5sklhc0w2i+vqODOFUaNIgQij7Hg78R1eKHg0XlYDSwqda+1NEkh8YlG0bolAgjSE+bmyb7XQxlktBsrvCV9NYiPEJO0OQ5Rbal7UbWM4vMMSlzIC2EYiSoRbBkTYg7M4uZbf62alQywqq5g4BzdgOUt4Mv82h8IAiK48a7YLJ0L9Bwlh9SnN/ub8b4BW5dtAIKwiZ9kvm+LbZqosGLL/Ky/wCZtR4MtPDz+2MFGWC55GUoCB1bB7rfg7HKglzDBkMClFQlu2PJOJ4C0+yLFYYmxQHEekQU5bpS09Yzi7rb9giuu4lOENG0+vR2j9TU2F+yDQOJsfIYeCBciHJLqs1C3PshtuJeRJicUtrVicY2gA9iCkoaauPVQAylENtF3q1TpMUy3iEKfVvpXqWbXQ+KxXPHeVeR2xRekOyUqAVW1py/WWishFKSCxeyquWJk4zZi3lOCahwF5hPlHPpNi5ClkrM6AY9aPJbNPEpQqEtjR4EeIBfPJY/ljkvY3DlD+BF0kIqMMhZ+xgFwua6Ic3t+R6G07t/ctiujern+jYT7FTwV1j8lbEFS51u7+wDu5pTCo2DsDqGg17NdnpDkmkCZOUWP/nFk9aiEIUIK5c83G4Fkjy3qHdZZd37DKaRyHW1nR5Gt3s3PUhxzrWtSB2vMEY8C6S+XSPwpOrbzV5J2XzGIlRm9E43CyNWt06o8M+h4OyIdysfGEq/NJ+XqLCl22Dwn96mK+xeomSNzWEL+FahK4YYmhVdnhKjQuLQ+dQ0hvYuybOY/plPLNC+HyFTC/RlvbvRAjHoJMxK7kMaiMSPQ6a3qBbxKHmF6qGNx8IYuDuXuVlChl3QlmQUIhxZ1ewcXeAexQGa/HssDAUdQ+pgKU1llaCmBCElDh3cMsYR0sVZ9Aw0AWW/7CREXlf8g0x3R3HcxXKVF9HpcUbUtCp5Uk/6ZcGnBAIUimuqX+0DDdXHX1eRf/Ns4KOS8VCJJ39tHjkhQBisj9/ZRGb3NAQ3hg2A0YRinV+kuTbILXgsLF07ov8AWTeLINNX3nco7PtRhmiG/J1ORusFBzDW9glE5uARrYJwj7Eq9x8ToX5NeaqLD1E0bF+lO4UCED+qpmeYkaMNDhC6H2NEFSg8fJlQS6ansFXm3w7ld7ZTVXKC9MurigqrWo1i1ti94DQjojHruscQbAH+xKoUuSFmJdxbWTFTDWJXsJFFK7uCPOlQxgFgPFvcdWrtNLsmWiWIIr5Adx1yNhUhEX7Cdg/FKo9wXYZo8Pd1D6ybaCOIuF1C+BPn4qHjogaHm5ZrU+ZKOKabiElctNFdO4TRWr/bF5/jX4R6hYYj+VxkHIiTSJSikq2UPBY5Ls3PAB3GISQSts2Kn5KxqF5jKXuPzFjEtvBBk1ewHsR1a7MTIw/u2YMNhVSsMzC0nnn2JCmwaNu/YGgLARGxFGEXA2fI142AeBlGCi6b+xOH59EfJx8dQKz9zMBwow6ScoRrwuWZaFNjnZQU/cpdJRba0GLPdNCVaSVaIcFl/wCiyjf9TTfKbsolZCxDEBNhWsFruH7IcIarbbBPQONbK7n1iUm+UqQp9lsFtqo3oqFKkAMusbqIxJaA7Dd+E2VXOAlrZZSto7KLGuJdhY3ax+wtcPQP9IM9AYKkgE5HWUyLf5kuAJZQatzAmVFPf5hiRxcUq5h6yyJI6RYPBT2BuLwa9rXBybQn+m4iXD3OUYYsIzy5dS6pLz9uiMKaQiFvMljIuS+YP00NK7TfQnh5QRatqy/6McbVb8I7HWwilebhxzwBdBNOmqT3tl6mURdn/wAhLQmc4PtwvFWAXLRkDQCeMqBbROollp++II4gq/pOQ8yOFINT3cdhhA25WVO7pL+RCxnW1B8kHDDIanSFDVI3HciuGcANEEN0Ygd7LRY6wnFJn0Q/KjEoCgJpdSs1ORiX7C+wGrUL0RN4Bp0xBBSF7ZCioN2FJ9IGwcQDHBnk1xly/wAv8SIBXJXPWgq/rFVY/wA0vN7sAlNk1GcMCLf/ABGSTeDW8HMs/hXpkEE+i84USltQq7WU3UZ/wC5Y5g8I2pVJ7GN1TfLEPHkuYQr5lophlKhfvyUiwKfVw2qbnYhEqAHoiFrKnzsOgDGtB8Y5t1dwLGgFPsrLW68LnENzxbR2jqwtstcWMYz4zS7hGW1QylbfEX0lR2xLBOoRkrIq6qKPxWAeJZau4eo4C4bnYXAr2MNzZYQWQKSLaYRVTBItqjJ1GWW8Ef1kG6Tbtg3FHmgoioNrmXpwPLj/APY7L63R+BESNRSjbLz5Ve/6RT1QiJSTEaoqcDbU8naRJ4gOT+RCFn1F/Ny/4KAjFBVDcdnUuFBJqcSTucik2CrSdNR1hE/M+eSAtJsXV9su6tsSWEVoqB5nsRHQ7fyl8XE1E4j9xruc0UpYpfLHqnmCkLXY4SEuq0HZ1H4042v19l4ILRYlgOgB+sBWms0XhF+Q6/IjFiwYAg8xXLFiqCGX7F9SU/YlsAoOj1j9W6YXwJT68FZ3FgRMPEJyLlkrrZcPkunM/wATn5Z9gyDTNrxAg+II2kZ3EKCtCmtwujWg6fIqcqEWldOfIdVxbyKuXKav2bWU6aqAMyvGPWUyq5VAOwgZJlpoqWTazcFxHB9MfL1Hzg0jO64dHhZeWgl1mzqwAyghCinp+xx/mW4Ds+x5/D/Nt6BBpH0jmQ0Vrp5TylnCuwwOBetQTflbSvimLMUJCiqerqYh/wCxm7IsQYwSBs/dMELpvOIas+cw9XAa5dFcAlcYVX75Ibyyj0owBiClbsij9Uvg9XC4QCqYi0VXcP2LGP8AEgiCDx1LTqLA0XfKZS4iEHaj7kA0OleIXlQEYq4pOD1aCW8Jo9X1LaADZRSzFRrrMAsXx6lnu4v0KHR7EoHg6semKEb7OA+xtqNtL2pe8uKvz2VOVVebAwgUCNMdLQr5ojA1wnh9m7StLf0/qUTe6pSQPzGl+iFNmksdpaPMd5jF3cK2jWuMVo4iYIC8FtboEMtbUY4D+KDlzLlC08/+IYg9pTF6guYLqdAeq4+yrG8t4r2JUVWX/IUeNg3gtxci55O0sXS8CLpVVHIFNGljXUMNwVJxTkiIzShzEuuDqB0/k/zIPH/cfqaGyOipB6aLl4g2WuZYikoxfHAFmTAwz3tnccvqG1ANWCVRykyG15n9nn0/GFGtUbnYQm8roUQtszYJ8VNnFtAadc7NA0GShcIDTAtyo508vJC5bNVzjREjV6ZqA3VK9YOu7+EJpwFWD7CEwPrlLIxyH0gqLZZlgpSokx7KlXEVbqnq4aabQ6g2D8WkX/xmArfYsas9AG303WUweKpgX6R6jVVMoWPzIZlSon4phY+lvr7HkcrFMX5xtS8O3C3XfA6H2USkSSQBVx1BaLZ7HUbH8QXEfwn4IDuRSkctHFuIh06vcsrllQ3uxwHqDT4xFB/uLQDB5ZUXDZ2KnD0JZmK3N8SgqxXZVgQaMfo9l7leEgTVXtwIV6Y/IebA7gejfq4NcWW7IfE1dR5ieNAisPUY8taOLTMW0zDnbljNAFupgpy/K8TgZwC4Y1TRKgbbqApRsGNrBUz/AMSgGsYNQrnQAt3nc3Ssj+XX7yYTFo3xAebzGS2+Src6tvIUNqEI5p5ilM5y5eGi4iQRFsLow9YIRXnw1LrpBjphHEmted9CUUrb5Y3LXF5pyV8/DFmxBDRAPKX+Ai5HEGrRAEwe0qsuJA9Mvb/xCIgbC8QLOBQP/IlNaCRh+5dEnCN05D3L4BsHU5+BxERjeptKoIjLzj5Lo3vSa6V1lxgb2qU7jdFTiCUEf0wa5+JUKs1v2WBp0PkTbNe3DUQguWx1nIxS9i7+EGzG1RZb+CC7joBY/wDhtFrgltDQIAQNnsWAIh0jZEK5GUYE9OCF/wBYlThbyblUFT2Jx0EWtUA6AhmOgysWK1NrpVRHdV3AUu0liBjhUeCKm1WS9XdvP4JcEcT6wV7C3EtGL+EXMoRGK38HMNAuWp5CboFCHsigDIqf2ja3lsfodJDiohNVeEVAPKXmvhCifcsGxgvgAdW+yl2ke1SpQzJtnCSWm6Thv9o73P6ZekhtX2bFtPuTnlkY5R41Cr614w2V1ByWXG3eb4jxCNCncvYif+IAwndTVBvTqj/4aOG+x/AVCFAvCs2X8IFTxwjm/wBsjZFIK4HkGinNS2hCFQe36iqvFVw4mLSWBBeDEc4KusiAP6BOYNi/wfzctQY/x2wAtXiOzfcqDScdKKNBZ/nncXlFBuqbvRS7BFuutjQVyeCruViZ7gaWUDlO4JrIGuX1lRIUS4ddKVJ7Zr5bE8JaBRXSwqGEhfJ0wUxoaUssMduxnL/HYlF50JaVvs4H/LPJP1lPJTyfpG/U/T8P0n6T9Z+k/SfrP0n6z9J+sr5H5n6T9JTyMCjhhaD+gk+U1AP2hPkFTamAEx0oJ8I5PRAKiisZstXJJQXHSUeAByxuLcyuOq5Tzsc/WC7ta7tiM6GIKso37EFSw3bLgtVbPhPlPlA+SsrK+T4Q3I1HoH+ACaVjkLhLhS4sdqJaaxaKnKEOH9x5zYFB4DZeGkp1U4xidgaF4WDcwsW97hCgQNQOe13E6Ab9LMpgv9IUxUYK/cKFa+BURd4qtEIQpeiXDBqL0QNGVcg9r4lYjhXkDcXoloXlvTsedj+I+8J9Cf/EACgRAAICAgEEAgMBAQADAAAAAAECAAMEERIFEBMhIjEGIEEUIwcVM//aAAgBAgEBBQBK2srsZXJGpXuvCsfbljKKE5XB/FQ9DC6sKroDHrIij3mEeO1jzx294+/EXE5+0YH9SwEsG4kXuxIB0YftCxgEJ2TGXYYKArVR7uJZxyTEBoyXWxGCo+LS1tp8dJybmaYeZRRdkW822TCAQVAnUslRBYWehZS+qr7mVEyjK8puSHa9v424inXHRXu0ufglVnI1jv8Az/R8iymAaF2+VOO1iXXo5qoPJqDrphqCo9lruWcgaAJjH5bEzswBbrrHOOtnFF4RbDqyrdbqedNNomOxNcYwCajNqKeQ9w2WoeULoDbWtkNBpaplCgowEtcIlNvO5fuvcclpSXOJWNMMkrMcHi1w3j2istaHmjvgYwljerMC3IZfx/NLVdM8SZNZlFZ29LGvHxVayzHdER4viJ0O2pwE9CN5WIYg8+KLeXvbJIbHcOmYXRcfJYSqwPXkk8KgUFNgJrJ442NbbmMcdKuSNLECjelYe/uDQDORKV5i5GV3Q80TwVBavBVbjCP/AJHa7EpENVnD4mJtomMCPCNtR79zUMMcxd76heEqGS7WUfNaE4yyrZGON1AKuRYFGRY7nGrYFQALcuyvCHlRagxRqwC7tolSoOpyi7sdLhWEFAo/58nreZ1xstCgGgDV1lQSsAHIrp5IhUV6Z7KuIFgVsp6GQQUerFrEuqG7GWuvLey+2tTzpApTFVzD9og7XJzZ8caSvUb7p5GilVNpyK0r9NaygAdtdgIjskFmpYBZWzhopUnHPBno2eDat3u0jaM4INe7T7lFfIkgh6WC8UmRh1ZNV/T7qXxccmytleLqai/TH0g3C1InCsraQq4VxSytdRq25V2aNrfL9iTLeRXbaoAYF9GjJKy/LZ2W90h5MwDmBzCfaKWZU0Ne8l2La2zEaBIOb5BMVXCIYOzIzAAqWRRMdzvJwnuKOFqqcmEfHYVayWMHsqpJuwHrRlZe3GJxL9QpRbV2i2vbK+ThaQqKvx1EvtqtJAgmNryjQjFY7tzEbtYgJduTVj0J8dDIbaOGl+uWOwAFzA0E11JW6K1u6rXFj9hMWlieWpyqaWf/AEgdQb8iiwMLAWUGV8mGk8S/ZOye25hD/raQqtaBLbCw3N9jjhg3S1Ws0MglxtFvgYFJnWMbMepkrTRN1QGOG2bmYFEVV32Wf6LQiZFrUrtR/bKGRIYNML+Aoq+iByY/I+yTAIqkzGIrptYFUYb33/pdnKuUhJMH0bGGQLGIHuZaFLa7lsVF915SWANB7fuglg5sRpSRrGoQzKymtfu7natNhgqjc12VgFquUJdkeQAAL3MAhVhCDOLCZg/50Z7cqLgR1O8GdNt+APrpuGa8MJB3UEkWaIsBB3uqtrHuv5jtubl2913ByDOepXSzAYabbGUCyoqV2QOOwBHK/o1gRa8hmj3gqjOGvqDJfSFtwLmsbNWstguFspt2mPj1LglC6uoE/pXagkG7U5ERW9X2slaAa7O6qLfybolVlOZj31eFdmpRKlqQY3LjzUjykS1vkx2BqKpZTr9LEDoH8dnD5S3ZXNx2V+muVvy1XlSrkpyC0XE1KSRkuTkDuNx0UkBILH2mtTc691LItyrfw/GNOAtldOG1nAxCCchwpI3E1uz2X+4dziAVpsYHHtHZxtWp91XanNYx2vUmr8OG4GXbWoKKWlKCUFQ7PsN7/QePj+Z9TysKr8ev/JLwK+t10dG6q2ZRMq4qMTBxKiVVF6HdfZjUH0V3C/tX2PXEb0TN96jsq6Bizsr6BybeKjM1cy+0rsER25ZlRenp2Nkf6iItAVqqdFfTjRPfcsYz8yxlym/GCi9PmdbXh/kWIxNFubvNRK2HVM2vDwOiZSHFx/oaJusOkt2A03D99jF+kNS2LboWlrHyKyVxsJfIeIVw/kZQIhOgVjVehUBB6CkkwMO5hn5U2TXTi5jdJZOv9HbH6Pfm9b63ioyU5Gv9dJUH8s6jjBsDHrRahpQ2gU2KRwZTOU37n9MO9ghQ+SdeR2WpyZcrAV1tvR3WdvanvTBqgwGpdsVomox1FPstOZ2wOisNYI/L/wAW65kZuF/436xbnYPS6ccAT8pX8gRsfE/L6cnp3Q7kvox0Rcixa68XKqd1JZ7Rpab1dTagCvsjc0RNe2BEBLB6vkFEXUIBnAqNbFXIN6nEd2GwGJR5jISoqCPj0o9PlqWmpSFIEKQLAO7VqZ1jqWNgUZmPm5lz4adPrwes2pXg5Plr+5UnEoiFiSGBYwtyNdRaOiCWlUAyfIHYcVs0wbsIVGheQ6tsdmnlQt6LVJxD2HktzGt3Jg/cy7/R1nr1NDb6z0xsjFxempkLh1GquuNKWCt4K2K1VrCpAOmS52dnMs4LLixOJkCEicyJ51Bzeq1VjAzzzqbYg+/s5GNVbP8AFVUtYMsQkqpnv9NfpYu06d098XIxWW2rFqAZcW2gp6FY9BzyUbmP8R5rSQxIY6jn3YSqKXLFNstKcgp06xlLTqGM+8TEY14m0QMe9yPWzEEuTyLcp6/UKOB/T8kxrkycOu3HxaLUAzevYGZjYKsyIugw+CepQ6qpGjzOnY6c7Ya02Ms8ehqegCBpqwY1Q02Ogigcrsiqlf8A3KmzHzVtLZNZlNZc3UbiFtt9BwT2EH630ixM7EtN3UOjZd2N0z8CqroxMRMeuCKIvsIQwZwTZaxHb3317AHHQ1ocbFJjEIuYWsethxN5VwKXIuIVTpmHy9wAE6UoV1P7v9ur47vXi5IZFA12EHqIeQD6haH9tgS5/grET7XXt6hY5wMPx2dMxSh6V8t6NljtPmB/IhEJhO4P3sUsni8GXjXLbWSsH2FBM3ORhY/sFYkLaJk2cn5MYrAj4rNgt5NnkYQYWcq42fev5ozRmjNGDYjEsdGaM0Zoz3CDL8bPdMTG6hVbQ12vcaaM1NGaM1NGaMAMOxKndGvyL3VqSS1bCfPhxvBVbjYA2lBmp//EADMRAAEEAQMDAwIFAwQDAAAAAAEAAhEhMQMSQRAgUQRhcSKBEzBCkdEFMrEjYqHBFDNT/9oACAECAQY/AHP1XQIMAumzQmEIa0CBx5PKAkmheFoQYklzjzZQIuG55CNBEuAtpgGeRmlDNEQPqP01ABT2vY0Fwp9nb7gSg4OMHEiDHnJ7Mp7TQkfdGfYKazEc/kz3Ssq+o6BW1NbugAZlO2149gmarnO+vUIgNkwMmU1rXFrQKGaCA3bquJo+EGgJzdNm8gkF/wD0EMyfmIT2AlwLAC8jE5AQgCCZuP0pxJkkkk9JUSvtQUwRPCcRyIKblG0AOUO2+6VPbEACCq6N5KD3ODdPdBM2TEwByUSGBrcAHgAwAqJ8kY+6Y0AQ9x2/9lPENDtpBOZ9lIJI3HaPaf4QkzEtH78KOwta4AlcEUTKkSS4hbj5sIwMoiPcIARKDg10H2TZBBjn8gzY6WV/fAA/ymwZHBVlS109CUfEH4R4BWVJuVrjj8Rh+9oH9LCT8xS1CSSXD6ovgrThsUQBwmS2agj2R/3EY4hOIaACa+AvPWAi0RYOVLi0AYE/xKaXFpJ4FrC2qRlthB2pDW7q90DILQPsFmfY2huBb5IvtwvAUIuKxIPKOAoJCbBpCFJFoBPfPCHJQXqNAfV+Fqva5xoATkp7Gy8brdEAx4CEMDeBCLTktBA9iFQ4ICChADoTuiFBzSpRl5yi8tJLjU8hWJrkkf4R/wBAGCOSEHMZtnjhEgV54Q5hNEmETvBA8IS6P8r6DP8Awe/aCJJQuLiB7KY6XysdBQJK2lkCDBTaHTSZptA/ELnOIySBRMfMJjd0mpcUCfHhQ6vpkSLB4R9vHujJJdx1gUJyURou/DjDotajyZDCKi5KBg17QiGmf8qQdrA0NAQlVjyhDgCQOUCf0lGKTyU3ixaaSZpQYhTBJOD0BLgamBlAFkXkGZUtktIRceE45FxfhU3aC0SPK3GS52OVufns8rA+OjU2bLCbUOwBJhagkh7nEMcMtmbvwjJmYAIoV4RqJofI7qJCMobg0N8qIiQm0M8lS4UCFMGc3xC9/Ka0EknC2oQnHb9RiSh0J8IbZvlNLjk/unzxJTgdzKr3+ZUuaSOSMKTcLHPdBUtKkokAGBMHBhQSSSYJNm1BozSGMQmyPJ76K9wKRLgcoTKAA5+LlbXOoKG5ESF9Nl3KLnGyZJUBpMDgSiBXQBEAw2sqA20ADYV9JBgp9mXEknlSeygoTpOUFTxC1HjIgfuUUPJxhT5ReRnHx1gBNO4EwNw8E8KCOoBCluEGkQc/YqW/S0ZKhlCLfcn4QDakWrPRxFgo9Apmwj8XCvthuB1MuRQnob4USnyyfxAA2fYzKg8FMYBgnjzCLWxtGewP4CJmYjmKRjT3REHmxhOx4ge1dJ2SfmE0/hOLhxOUXkyTk/Kl8uGSDgFOPgUgXCSCKBtZQvsnwF94lAcByDagdkOeGiLTns1A4D2VgZ6bWmiUXTR6FrTJUudMqVvBlxcA1vsFJ9kGsNkixxCgDsLBUp7JjdzNj7hRuJnk9Gu8jrBVAl24/ARHQjnnsoIXZcnTFQnHMvcewKSpaYPWXCAZhD6qQQeFLTI56AggiADBBjpPArt8RwApNgKRlP1NT/16efc8BHxMAYHZmesdoHuob90AMDusdTUra+oMSplQ08SSiNsBBbBYMFwq4+OFjsgZPYGiPngDkrYw/wCmzFf3Hl3a2jF9f8QpNBD6pVBS0yvcZX3QVdnyiXcdM0VmEQDARaRQRsiTgFFu40K9lRTyI3EENCaCI2tn2u+sg/ZStwEA59igOg0mG3gHUd7ZDewlxgJzH+raCFu0tVrgRTgZCkk5WETFxS3OqzE2o5MowBExKcd2bjq68Cu0eZRb5Q6/URGQnNbBaTAKc659kTtAk1KAnCiZ/nCFRINleoFbS6GQeOZjtmSK8rJKmeSezQ9F6fTL3apO48NaMkpz2w/VEuEjPtKH4TGNa85a6CfmBSh/kx8cdGg/JtAAYqE2fNIAmYHbAMomFO3plTyEWu/uHVk+VLf7JRcG2psIcpwGC0HHKCHYZcQYMFaTdJ4Dnsc5sRcfOIX/AN2xWq90NHtMWnGGP1AJEU0onV0vwtVji17JnaR02NBLnfsAnOF6jv7nnJRMJpLAAbn5uujYygFM/kNG7OVti1HQAzBUgSSpLlCdtFqHsgNJJroSiYpT7do6ek3NvSEtjneRIn7IMGZJ6AMc0O9VpF7hJmWQAfhNWqx7NrWQA7O6UC0rW1nfpaYHk8BaLMOa0CIjqfAPhBV3h0T8o+4I+JRdAvgUsJz34GFRCmaRdyh1HQHuK9O/T0TqkahbEwLH8r1HrPXes/D0GEGCZjd+mE/WHrdINYxrny8AtDhI3DiQvU/1LVZs04Gn6dsQQwHKYDmE9xYXDcKAQAcA7lq9P6Kd2rqHeW5hoqT8lAbADzSHU+CfM9Ah2UJlE9IlQ5Q2lM9NsKljqfMdMJ/+10dIFKZrz0giU0eiAPpnkPe2QDu5Bn9K09b+o+o9O7SETpaM2G4BkBNAGBjppn+nen/EbqDa+CA5pJyJIWozS9O/Qdqakv1nOGpXyZWr6j1ev+Pr6kb3ERgQAFQW4u2gZKft1g8towZhZpGMgUgbCyqB/aOyVZo9uEaR7gYQtEZ3PJC1Gvy1xB9oytR4oNJAEZMTSd+oPFtJquCgD32FJc38R1abCckmJ+Ai7W9Zqu2kSwHa0AHgBahOpquDNNtk0XX5I9oR36Y0g10OfpNAEkxBWk/cSHYrofmli0QBFooAfYSpuuVRj2RcZAAQhuECFB7RzfbANcKk2OAiXHJlBhEtncAeDESvJmZ5P5PqtUvmXFjGkyGtbUL6rnPumarJedMglnkc8hEkO2tNAUI9otBv3jpKbJ5QgiP2Kpgwh9JB+KRIUwKNFFcIkGxhS9ongdm1tlfW4Q4n7KjPZoh2mG/hhwEVm7VYAxJlFpMkVPlCeJ/5/KcPIWtGszS1GOveCWiag+6BJa4xbm4KPKe3a6JJBjiU2rMdC2Mjo0m0YiBQM2h7co3A6EhS6YKpAwp6ASnOa0kqXiZtBsdkU5hBgrSkfrH8IGT97Vjnuce1jmmNPUI3Hhpr/KMDVb+rabzgE2pJAqTK1NL0vqiHhzQXbSKm7KZ9W7pEYtcJoQuihBVYnJRRBC8jvFBBFzig1ukSPMwo2wZQuQaRJa7bBP7WmlmvMiuRJViDHGELtRNxP2/JI54Wmx+oPpG4Oi/HKd/4/qRp6jhRd9QTx6jXdq6moCNR4kTKa1oAAAAHsOwK8+Iklf3Ex5RE13veTQOxo8ugEn7A9JrPRx8BOcSSAQCfc2pP7ppBjOEA7TYIw8MEg+aWqyBIlpjwf5RaGyMR7ImBJJdQiz0FJ2Z4Q/IZqMeWOYc+xTN8NceJ+0dxu1J/J02Thzj+6CBOUE1pNcpzdjQHmTtqxytNrdMgMJIgouLpPAik3Mps55Psg6vzXAUSEGvNl7BRJIj6uZqU13W5H5VNn7gKRpvECZjAQk5RE3CaOABFeETKzkgE+JRqIoDq1pwD+SCQJiJjtx01p9LuJMC7IPBn5U7NSLp0ZMWC3hfXpx+XhS3OMfynNDjB4lTsJg1KkMcaIhN+kgjBicoYIJ902WuABmYWD1//xAAoEQADAAMAAQQCAgIDAQAAAAABAgMABBESBRATISAxFCIjMjAzQQb/2gAIAQMBAQUArslMga8lQsu8fk29aXFSebe4ZpPaqbbWzsyzX2Vcq2Kww5AddP04+tmk0qAf+BTh/EfXt9ZzuAABf0TwqWOFaYmuHXWiQld5I3WoNo0FU2brrwe9bNEr3YhfahrzZHko8AMJ4NWZzx4GOeox8wg6Sgwp0D/jA65XmHB7H6wzbF7wnJOgFdyccPyFnqoENkd9XazraazXUiCJz4rRU5EED9ZGJZpoBjAY33lF7gPi3yDx+eeEjvfyPM4jAZ1sVyCr+Qct0Oe4QSapyeHJxUZvqis/CrQJwgDNeRYeo6jsdLWaajmeajARg/f8yEZn1zSBHq0auKAhmHHIJ3d0zzX2jSsQ4z5rrg+x0e3cHcAXGX6IwpxBPHHDMeWMnc4ysn+9D5Fl4Prs9qK6NnpZ2iVyQJM4hskqjKIDnc+Qdt6lNKaV1oqsPHe3Regs5pW9iJbWyE0/U7E7G1NJqEJWMpk76Kf5q+GvvIw8vssMDHA2KcJxB1/AAMMc9xGAwvn30BmaUwuOw4TwNpA3bwZy32veaygsFYPQf1opC1exUabnA2xKr02vieiA6sgkq/QcknVDl6EPOE9hVvbyR1ZBr2BH8cumi+0KnmNvryexsHIWLAnuIwmB9gjyNfEHO9xjwT+lWhxmxv1vzCUoD8QhQvroyzl3zTD+3QFfgGCA7XWk4sg4Kol0IAqTlRkqqCKJkKBHRgzPGbGcHB1E63iBm7seKl/Eptjp3rAz3rrRLBs7xSrLn/uDH/ZYKoNiUtTyXpPqcVrrBU8GdPIgeGnxnTo9+4MIyydy0hN0oPKh5hYEeHnkJoqjW+Ux1hOWxsyiVp5rpg+N6CcnoXNnPlroCJ6o+PWiVLxR11QoWzAn2Gea+VWBVD3LLwR2kQbV/J5qct/2EnunHwlzCeAuoSfq8ntOyPgOWX62EHxw8+Rda5SU1M5t4tTraq+JP+u5prRtaYCTTxT1T6hZ+4VJbTkhH/kx7KxUJhOHGqe/EOUVlGv3wuCWMVzbf5LRZfjdeX0YeeAe/qe2s0R+mZvzULGfOjY9NZyfRNwYNGc8RJI9n7ni/wAk0/xfQDTGQkA3c9WqPiILCGq9G0dP42C4o5h/VfUkTIesrSs7zfGI4gmUFQQ/OaigJRyzny54n+XAeM0ga0RFUez/AOvqKdusV+WE1IHQJ7qGuczYj5Ysdg3pLFAVdVvkTnAwxRwUoiZ6i4faVjmihxFzntdWM01QpXVkzLNRj9zwHxqo64/rrkNIIVJbNvVEqAcOrMj8LPxXh/bgnkfLN7bM5+mw4B+jh7joEc8YtIESAnLv0o+y2bpLVvCgfS0HdkmFz6GAHoxh3GQDEZOea4GVjFuMYjlQVGnNi2yn+QD73941vGi9SoIDA+zt4pSvkFH2gQi1pRnBH2LxkEA96oGWqMhA5nyfbbspl/WKHB6ltljsfLhZlC7Fs+RzkgxxV4CeYMfru8QCkP7OgAi/GRuptgKmr0CydV041rUN4VEqa9Q4VDz5CrnKxMqBeYCRjF9rY1Yqie6wqRVXB4CXWAGzsDlC1GP9c+M81E6BqgY0Tj2r8sA3jg9h5LsMhZUf+nBnOGTqV21BnrliHKhXIxNdKI6eLemSf4v/AA96P0wDD+LIs+spSXp0kUD314oQN77uFLEDN+hBt0iSO4TXC4U+tVfAyH9fjBz+OMVyFpuwmZ+oarnox/pxQENPhAPOZq+XlsIPhiThbmVYnIQYKkQWjMK3sSALbVVb0msdprjWCn4C1pCZzncajkczZmi4c9Rm/mAC6IueJ6JqDOQ805zKHi3sQKu7HXCK+sxKKOlpdmKffyqQQvJMFpsvMzXGp3HfoC8xAQV/XtstxXqy5/8APoErv9NsgjV12HCs+zyUjSm3EhmyrBUpQvWXsEPUUclJEOUH1sAjP493A0CxgElObr5Ws2KgJRVCLjDD0YlO4TnMUBgqEYAfZ3AFKeRr489IqPkbl0bWurMia2rQgtP/AKiDnp0HNNh2JbLsBL6LRJWiHoBwPgpiN3H/AFcfc5hmSQB+NAaoFyPizM6jO4w+kbo4MbhfB+5nmG/DLZRo12wMfYBC0BYJ3JT43pm9BEb1fWVK7L0OaX8XrU9PZKbSBKUZiPs+pmxnBD0a6+LJ44xXqN0KDgeYF9yYwV+R/EIJU6vTjjoQsoFPLC2NziYQcVfY/padDknGZ0050aiXp4UWNnvKQCLPAv5RjSrpJJoR8mW0ULPoyV/AAOFVdnaCrK9GIvxWp4Clj2JZjJm8XsYZCgcFQVZcQjjr0cbETq+xOd+oN0BS2by8RURUbTQ01ddFxVAH56wEYMw8Z2KUevMq3WbN1/FKIXRaOg+Z2wOGxkIfTiqATXiRDrKQRbRIwA4UBzwYZLWo+Wh9N+xjYM12dQmxt/I4NorEEiX3JBz3LAYD+AqGShZTZ+j5kZG/eb80dQvFuvWSMwqIBk16YoeKoNOKM7wGjeII6M+wddl47jtwCfsZz2k06ZMMja+24acwQFwfhZmFFHPw06LxnRmop7HTtN9gjpOVmPN0YCysXU/aT8skoDxX+jISFucLOcD9wH7DYG4RQgipxjiqWLS4pAGJCpaoCTgLI0HRhbYKOm0jMD7sV/HvMlVQJbSK9fVXJpVnOOMrM+NU49Jsua8CElroGUe3B04yAllPLbDjZ8jk3d6K2E5rkcZOsI/Vp1hiE0MwWSQADxDYusqM7WBS/XBzx77D8JMFZ0APfdj9/vNuHDOHnk0AVRz8Tn6FBzfpfmabBh363LGU03do1ntbQKb7jKqCdbURXWag+GD9OGOCeCajDgPRg/EEOllpJ1qcFCRQuQi/RUHPgAPhzB78+8rWc8OxrubH/K79Hp2wFw3QLt3L5rRAVYrngMWDGkk4f6d6uB1zzXPJc81wspCCa55rnmuea55rgdc81ydIjKVg62ivUBxOA+a55LnkueS4GHfJc8lwU6TUdsoqJylFBKnj8NfIadQ3x2IMiVkCMUjnkM//xAAyEQACAgEDAwQABQIGAwAAAAABEQACIRAxQRIgUQMiYXEwMoGRoQQTM0JiscHRQFKi/9oACAEDAQY/ABSpZY4mLW3mQpcHIqBUD9HLPGYCzECepiO3q/AzyZS3UwDkIMzZHQa1ggq8kP8A8HHZ9wwZht0vO30YGPuf2hUMUZLQENrBknMKqR4fMNyYLXt0jfphOJS6XTd9LfUouo4/5lR4A1egDEr5qXHofxFF2GNknWyKBgCdzUkVA4CE91ybbkjknM906mQagM/8ShZNGCvEzgoObJo6MDMR0BOn1FqYQbB/c3/ACJB0xNnmGYERC0AgPyNfE/pzyrD9MQjkgD6lQs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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"CkwM5Mrnd8U.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Score: 1.000\\n\",\n      \"4f4e3hRnwKs.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"f3hDGOHptrM.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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7dBKJICmG9nR9T6Sd3ZVYaSQpCywoc+ZZ1c3JeUVh2JlNxfhILb5Hja9MPpTpT89Ib62a64luSdjkKUDjrqK+iUQ57MGjZj6npjOOA57otuio67ClaxJa3XxrR2SWmVejlHykZsY7avRLJUFUvW6KGWFnXqMBd+GQ7ox55DytWInWcrDDKhLXk07aZsp8tIbaEwjyI80TmI1D9eWPUxmnUDHQEn2tPmPWZUcCoXNzhIGtg6HtuoefFuRA8vSCrjd32Ib4lGG3ZZfLA2yivoP6TLXYK8vOtqCBYAhDYAcYqmFX4xTw3zHRhI6ZGaEdFEHp9kYpZ6yxdkdDbJnYIzlu2eOud7NTOT4u7LF+dAgKYvTs/dUeBd7PzzgxazkmFMLaoVZQJtlZtCQH99MGdlYtDMupoyZ57CkXW5IQSrZu52U59h1rrfusb8aemF2kzSdw3yMVsytzdWTopK+0oASXdG7dogyLoaOf4XzDKsLAUzKyEM1jbLN71CMyYQbFEo+qTAng4WqN9lfmuq0XCVmRhmbkZ0dXK9452aRZlMb+dlCNdr0mnYSNP1q7BW8VC24fYyrAtrliN5bUgM8rheukNjAaLJmRo3xEAfdV1fO7EoZ6N1+yM3sUmi8jA04Y3ybhZ1hJsfuzoHXzjTFJVcrZuSNWGW3Dy0vhJVciTMPhxCzn/AJ3izbBBZPcYUjQ9ni9NsKMdHKZQ7MSrXErIGYHhwNs3Rv1L2OnYSYxhPY6N4QRs0dULLbzYtHU5TMaFSdlhJcdwAyFi4fa47N0dD5vlTTEWG0iZyT7Hb1fc1+z9SXZeaIBsHeok1yBgO356PBWGceZH257Tk4lYNiwbP5LwvWoE49GNq6DtikosrolYRvoYvTn9uJtFq89zZPp4sJibV0ntd6wEFrHVRzQSLVDCdn5N1pH2kcWlhtEGP5oJbWxY0OGDSGe38cwVjV2jNe0EL3q6uZf2Tjc4uLWmkbHy+kmrQfeWvtjPL3imBW0wrORCdfFLHFLp+xgtPaWueTE1/NZVPH77XuijSGellExW9fJOQkaYlbqyifGFqaxdF8oNC8XME7TTlvcmRJ0MwVs2zeX1mTYi5OGbxbKFf663mFg5mFY36n5WEcsaXE/E4N15b5i9DwPFvda34ZdhCv5ptK8aOSVqeG+2yGo9W22x5p+CoeZtsZUhyxnYllfngJNOA0ThuaALJFDjGZLOYa7urMSt6SbDBUtWhh+hlIpHBGzIZSJSriVZztdQZt4t0KnUvDLRjnMtxPGPiofKqY8mQkl1cHdjJC56EOcXaEcATiuSoYGfJhjuyp1HpkdN0Ns3oPnZNgWjsvBzqKiJwfSH2So8OXEmMIcVIbiF+18Apf7LfrwP2FXsmS1ety5EjiTjVWzndaRR4Y8Q143ZXsc0DiquO6bZHQ04vU1U3s/MSTIrbktmWOooolQqPaL3YCSR9UZRJx0KKdZ7yN2hsa/T8iWA+ZLiTthDW0F4esqYghIMeNCFMpWM6GEpsgDfK1HufbbJzYT7GTeah13JteY3VFCD0DRFUFJTkRycSSTnaiD83WBX4ittt519vq5A+++z8ZJ44YSKlGZVjyJ8J0JVkJ6347IyTFpof0aftQlrSeuzoxVJPyp9XpJMMBI1S7Wiu5YWE5oWnEhK0FzLo9AnMxKs8Gm1fKdec6u0aspudoyahyaDevYLNrRlj3a0WfcvNJDZZ89aglhisJFGy7AM6mSOiWdA58dTtbYSTQ0XWSprFvpCvBE9gOTYtpzdx1knRPa6QNSuRr0Tv0TRptvKyRUeGdlLMI5EZtVauuhG3zXJ0UUJ/KVIZVZRdtMxcrtc6gvaxeLo5qYxAGbli2aU1//EABwBAAIDAQEBAQAAAAAAAAAAAAMEAQIFAAYHCP/aAAgBAhAAAADQTfSF1nns5X581p97/HF3dMdPTJKdfptxYK0LOeSFE3Yv47a8ZjU+m7uV0z3d3cQ3VirqvXk7/jGWYseyqOXltx6ENfXYgutbu7p4p+6feMeStOh7P4gt6PzKGvpdTyauzmJavkPsF8y8bGwj57Q1stj2T2WX011KZjTvwpbGPi+20i1QXzMkGw+z6dSk+62Seb2nq2ZgdrBvIZB+ddPzzJDb79/M5eappGrh6n0XRZ2N0d9CHBSuK47UNWifyRI+fQPp7+CJ6fy6oPS09DlavqLv689rArZtel+DPCgPxnSrlR7a2d2Hhuxl7odzOS+hMtaRjHzzEAi45HEXEK3yosQBnZrQeOAkaZ85TT9I4bT5oCrI6UdPboXDFfn6ermJGOzA8/bzzykUV9zT0Xxu5VDn6D1PwhjivzxvL0lu0+ABNw8r4W8GGNvQbh9aSEBaZvUNgxb5+EKpkQ+7woHrVYCxTgeiu0e9YvflyXraKdSkeGumJ4GfqFGHTECZ2X2bHICKltUVWrUiLRSOwuZQzjMxTH0GK1ufTcMIvCoQfTeLW6OiIpPnGdKcnOLfOjVlejOq6S9osNIsz162gV791JpF65U5cUyX3Lypdza45JpylT9PR1r1jujqY6TuTmzpLsQcNGJ2NJa1pty8VPcUFFVm1Vy9HlYKlKThW5PIz9psi4giXVmh+x9IilNCa5rt+8jqD5PO3WAEmUhRtPmD3EIgIpZx34zHXZouVjvlPsnqoLbueiDqq+tvbWKCtWJTAa6S3Uk8tUEyWfmu7qComfIyV6+vHoaPaJ6DhugQVqhbgFmjJoKXvPORQSSDGaLXa7Raht2i5GQrWGFLprBh2ZoyXsu1R2AFOzTnWueoti4bHhCLqpCYoYfEvRhqMotAmBVldu1R3ZohtRxy8ouyklFi3AWaXI4PHOSpKrtANevQxyLtxyZxUdRIFuPxes3mV9CXzfesrIqK5L2nDROra4xMjGrscPMkTVvGWxHiNq6OhfeGuBFBJW+5pvWoW6BGuUCxpL5l7HgGBkzXVVNtuf/EABsBAAIDAQEBAAAAAAAAAAAAAAIDAAEEBQYH/9oACAEDEAAAAEX0c4SKVAdkXWjaUkkkkglBuqsTgec7p6hqCF4OgnONs3SSSSSKqyLFpOpXH5PpMnTuHpXmpTVFiPpFJJJKsc8ufOeV74bwfLPrfey9IdbHEocuKiQOreFee832PWcvi9rJ885HayeYHot7mLjfX+5xTd2zO0pvnkW/ij1mq+VeQye64PKznjLWh8rQxe/6f6fgK6N6Uiq9uE1aefn0bcfmvFKnOVi0TRsx0bnPe76x1eWlPSUnP0NutfONLM+NquF5fOPDLTnzP1AomxunR9W6fHRW60OzdfYWFSW88ADj8DBlx9bIjb0ebilzQ3TPrOjkmgdqrr0JY80gIDnK5nDVzdWjK5tYFWJO0mz6ieRNgRUfoOCegABS8E4/MDl9mkrik1VNHZG/VceVkBiTd0+QxmZewBw4sOScPSwMz02kmMBrXfSuYmWm9KdXa5ZJjc2fNiy5kTMQU+0ALRbbI36BmEoJDW7bixhGYMOFeMGvtIu25MgR1y2MLuZnaHmsT7+bHVJy83LlFU2DbmsygdjaWQ7LqJW3c6D1dPKsEFgw5wxle/M6wOERsEVFAIwaWrczR6Hz+coCA5iYg66WM25nr0jI2ICrI5bxf2e7w+Ycl3y8J1IXX5m0cQ6GwiyMMFHWyyoVe0RwI9V5RxIhFd6jTpzZeiA6AwnqPEybXENNLnvJ9bNbvP8AnmEUNjIp+HqoTqDLD0IlZ+lo1LwZ+51nXgrIAectly4YMgdNNEA5z0LXMnW0QM2/2HWdfiOMTJwAbcA2zZh0MGzBWVrgEembMiF32fYN89zMhy+OlrIgmANb7sDFVXYyunRtRk0+ivJlGs0rjA5tJJsznpU6mqq1OCq3Eh8QHS15QtkyFy856Vwm5w0WBGxDYnUKYWmg1rfWpSbh55hzqcRDpzSEyXnNwA6c3T0pTN+zr8zl2tMuhzYgbK0xFEOhiBZRVoyuXtk37du/QjzMwgtg5AYKrtoKbelKdVYNd5Q3u//EAC8QAAICAgEDBAEEAgMBAAMAAAECAAMEERIFEyEQFCIxQQYgIzIVMyRAQjAlNEP/2gAIAQEAAQUCQqV7iTMxqbKqXcHDxsf2KWVPWgXXHx6n1duMzQKrMe1Xxl6hyb3WNXMjPalCRfV1WvIXG6HTQ2Nb3anfVr0dMfv9da3nVg8LvbC2nLxr6aP03TRwOP7fJxWL4/8A8eU3+zc8zx6FZrU2JyEYQiBZrU34HIzU5ATkJy9NmeZozU1NQzU16ET6hMJMTq2ZkU9LXqC2XFva4SbOPXj4+LRkPcXftJWdp+62tbEzK8g1dm3jUuUtVYGW9vT/AOO7tY+H1TP72Ljb9mwutszq0LYPVEoHV3ovdhWz3dtVz6rG6b+k3oGKc3pHdoKmn/57ghPpubgniHUOp8Zsem5xnjUM4ziJoTUA/ZynKaM1CTNzRhAhCzQihZ0X9SvVVkZQbpeLa4NeJ1POowc/EFP/ADBdi3bSd2vf7TfjC22lq6r8StqMTpwXMesJi5VQU9SOMasCsPgYOHi2Y3X61qzMd7e472GzGf8A4gOlyMyzs9Pe7spn+xqpbWLi5hub/rj7LTlOQm/28pubm5qaE367nmFYBDKlUvX/AGa3Go6N05OVjpRkP7w42bg9RbJtupHPtzQ0E16Gwb5NDl3JkItXuTkliXtycTE5rdZTzq6rj8D1KtBR0TdlN2snFyE4XOWDNkuKqrgig22TqDbwemnu004y5OTRkC3B6X2hmf8Ac2YPXxP1H1LJp6lg2PdiTzNTiJpYrJ69Wyfb9Px+rj/BYHVjf1jFRWbBux8Z+t5XT8jF6b26h0/I7gvrNmTbj5PHprccdep9MqP+UQh+pXFktfIQY4UGhdH4rRdkYzZIsyEqtem/EzaHcWKy9T7yTqaIcPodp0udXVVbbrItVWe5VC4y8H7lwHVLAauj0csTDxbKjXUi4lLpRkVWLZX/AN/FykyJ11S3U+mdarwcXp3WKf8AHq4Zcy/s4vSc5cnGOp0fqFV901P1be3uqchq66Lnru5aWpCBb3KWwKjZk4/UuqCjAy7rcqrqPTeSuuRbjZDDIVFAsPBa828X1dTsusemqyzNf5VNflW11XVTK73IWMmRXk5iCzLuZ+8LF6QN5LKj1VYhe7MXuH533HG7tPTX55HWzxwsHMp7FBrEz8xb5iPxyqn5L/0b7RVT6gg+vXOo+yx7MitMbpuX7vB6bnDJPp1HIFON0jqDVO9hdrOz3LmfsfpLOdh+q8l68T9MZDL1Xq78OmfpOzj1TquScfAruVsbqmW2Tmg6JngD3XOZLs6dHUAYleqMDArF9LcEtxMbIl9OCjY/XreY6sSco4kyqqivSqsxTl44eU1Msx77BXnCx6M/G9xh9ztILK1OQmHdOkLvJuKbyHTglePZNpqu2+5a6K2zuuo9a4fBcBMhVoxMex6mTdvTe126b0tHqt1bNCQBKcqqzH/VPWb8YfpjqxzsHD64l3VrrVqpRw6S+1aqcbIryKP1Rag6b07LGRiRnAToOX7nGdlRL8ymun9SZpyOot1S72fT+q3Ya9J6imPkt1DDWrF/UdF/VP1NnbSlitpOrPMM6TktRl9eyzbk1WNXZ1nrHc6T0e0VdU/VWUqYlGXWP0/ZrnDONM1pvJnTkIxaurF2ra6rEttVEq6nn2R82lU7VXfNGRj1120Kjqk7hqyLVL2CoC/KpXu5bLwv6XkKmVYWurHTuWXkFT0yssMjhj3dyk14yJZXj001TvsT2NP1q5LMjGWj22XkDHmE2XeGw+omdO6lfUcG1q7wQRLbxrprgWTrNvDp/VerN7Rsy1On9SzL8tuj9Rvw7sfLenqPVetUt0Xo1yvgbG/1F1Sq5f0x1agYP6zc66V1XtdRszK3wautMnS/0tcldn6qzu1hNm2HEY8nXw2SFUvaWXuPwQlTbZZaQmofvRhMr3zf+/4Zjquxkf8AUuatyW5ie1n5MpSxmtXUqYiYzZdjU+1ExcvCNluVQs7+E9nVuRGJYBDek/vULTjt7trBTkihcdA4yRZWlVj7y87zm20Xmm7FXFycc1dO6GK+PUqPfSvo1ymm7GxKmuvuY2CPbM7/APZtq4TGprNmNjdrKaxTZlUM8q6riK+N1Gm3GqfnVk6NmBvvbE65Zs3f2uIjgNAvnjsWXu9HROpEPkdRNfVOt5NLPh3ivI63a2Xjb8/5Gz/FMYt5SdVzjksfoz8QD0XXqNb8gg7mvO5+IPpnZm/PriFUXqiqURflSmun2U7Shwq9z49wGw8nupvygTnWV4vfzDLMu5scW2tZj4ll8qFqZDtW11K6x8jGUv1PHWlKsqinDzcw/wCP6SeGC+IC+Pkruu2/jmK1ti9PZ5SE7mUN9V6nklUrqzhWnWbabsTLS6XZGPVKL6bFbHxgel2Ey1bO5j2LSmPyWdWfbXFjLvC2ffEwHx9JUfldc5BJiytmIIjH+M+Z+Uaf+zB9CuxoKbIaGWcQoP3qFEEKmCflvQxYfTcJ9BYK1y9sK7Ku5lOv+Hrr2nLFrJZSa9ixBXkqVtRum5CcFxSZ1LLCTNzEssxeo3VXUZgaztgvjHgtlya6hjfC3Gx+xnmtMTo1TGnIsbHfFvrMZhSluq2WyNW/c5u2T2ODVZFTi56zbTeyRMior0+zFWzZU1ZIW22y0t3BxfKsQX3u8b6ZXMcfIclPJmK7YL4LfR3OPisalg9QPNXxC+W9ObCs2aHOB9xgBN6UieR6BWMM8Qwem/RvqE7ZmfSDb5YCYPeLAOpCh7kuxxU3scitBVm3THS3Gs5nMo6hilJXcDONfDByDXY3WnrN3W+EyuqO0OdY0teq2rJyO5T0xxXg5ltVk73FkDWW5jXAdplDOjrmDhk4OVfPcNh5hPF7FyWnzU3130TCvyWgd9rYHAOpcI0eOZZuOxMBGqzPlGr4o/HXnSjaq2m9F8Q/1XejPwDCF3vcXW9w+S/Hj3KwvkkOUDnZAHD9p+parVsg8Yw+XUiTKbCiIx40NQ9j5mPfHyL6xjvfYc2rnZjU6GV3Lw+EWxTj51cYZPd7dwJw8Y45FFaLZ2yxrbIyiNVM7YgoQTt1M6i3IxbBfXZ3a+WJRYpv3kZXyC5jk042Rd2PdZWbSiW1RHyclcRu3kGI7cEI1ZH8TzLTpbORn0GZ2lXKBn7p5lTyg+qTN/LxOB4fStqD6MU6lh0pn/j1ZpXx1w0SYH+OxPzNbmp+W+tTijFB5wa9v1PsJlU9OtyKsXDdZmVdmV+39qca9rKhmVuy6Xs5HO1eGP06so4oPu8mqphkngV5tUy21pYlrr07DuOTnrrKysZRiVLk2297Ax7asjLvN1hN3LVo7nDD5m63ijuMd0qdsTL71LrXiFRzxe3Rdi1ZKdVqe1Xn45+Hbwfuz6OopXieM5kh287Om1vYlfExq31Uq6tt2V00O9iNE1shYXmh2x9igmKYINyzQnkT8Jto0HiDXDk29zUMrTnMimypqS5gw7GtGVmUV0ZFaoMurtoldkuTKBxLMqLRWp1qeDMvgK78z/8AH2XKuH7HF49Rx+2O3ckU0F8bLpm+/wBRfK/52Zmd+Y9Vl1t69sMnAVZdImRloKMHWu+hqsRazi4/fhrZRiZB9ll4bzCpx8p1wfmv9RrXAEWBQIfLsAYVGq0BBUgn+3nexoEgUcds3GI5Ifww+IJMKvxWkuq13Q17g0HsMYfLnprAnpVos24Z5iNtT6MBC3muEkmJW7C9rS2Au7s3McgCy0e31dicr7TbimU5VtcxsyymvEzBeD6OFZM6t6hSjW3A/HIXm+ZhulOX/HdReRd0qrnlWh57Q2U4/U8uqjGzKmsvxxVe62PM9l5pyVOTiKju69LzxXa1NDBWqtbheq3du1b7q7K3DgNCSI7edAl9GO3Gb5StGC9ttMB3PiDym/BRkBR2VRqyxyxB1POq+TJcVrndPbLfyPw53b2W+BMfXL8oflYZoQRN9uDyTszYgfQ3D4VXXjYRxxbUQbpW7qb0i1mNhOGFNPJJdjXgVvdSmF1asnmjiCdVoFk50peesY0OZjoczJoeu9q7HxOKnpOT22rw8+/IZMChslqBLcOzVV1yJ1Bw19SCzLFNt5txTXVX1M48fqGRbKcF7BemOSn1l17lOLZl42E9px9z5EvrZ+hsmycdzYFem9FM0Aaz/K6uXF6iO4aaG2GigKL8eV7kxLH42Fi3M7f+2mmvPj03N+N+hU9szUbzPzA4EcqSOOrqgtY3ytozrmvwGDpWaKqciylcTOFcNVXayGbWEON1nVKKzbf/AA051aIWRxmYHEdsracm8O2S1tlNRNuVSKK/0+MajFzuvZWQKyxlnEDmKqySy2t5xeAKZt75Vt19otx+xbzL5a99hZYzTGWpce626YdvOokgbimNvblYNyzcHmfHb2Enfyi7dq8dkjMoZvANvxJVow89xlIbYtaO0fTOU8eJvxufk6m/WpfLmeIo2m9eujCkXFpNVlm8fHXlkHIyVfGvrsw7Lmsu4WZUx27NbqHV1sXHTqCC3qdr8PeWul9y6q6gUe7PW+u1WV2bypNbcq+71O02W5jWV0HaxTDWlzEGqYzFEy2r2Qq1Jj+Dm37y2WwLZpqspknBuNAIGW6hMbPo1zE5mK1/AB5YwgljeQjM7VFJ2+MsBglNxE5MV4rK69C+qoKgO7HRDz2/yMBOmOwtnGElp+fwNw616Azl5VwYSZuLGK6G4Yv141m5KLhWNsYx4xcgPRgZOZwx609xWcSu/Nu55OMm7MlMqtP8bZ3KMDHZOC9p8XuZBrIPL5d5e3zitGJY8+9ldR7XvMi57G6a6Ki2WqGLgcoo52jhyJ0jMit3dWB5UEWq9q3sFd4s7Op2zK7dU+5uqOLduvJ8qBzY/wB79SpwB3SxdbIxbQ8lG0Sf41G4znlyDKQurF7ipKvo+I5ngjRgMRpuohvB9DPG/oNvXpYF7I5Rpub8AszXBgmPQWHNVOBkD3GH7gRTdVMM3XZVVRsmTiW053Tkx70Bja5W1v38ujg9o0a8e2yPgsq6KynZfpi88rPfXU76xpHPAUD291LhX1Km0aaGNvUMZccqv8ftD3aaRzKXIRg37sW+tsehrKmFiilUtrNCNHBSfBhplcdtTkLS68fnWSqsG4NKk1ONYLWjfM6bjx7g3z+RdgzvsVuNNohj5+PagMEJm/2KuydRtTRgEYvxV4/3PworFNW+eIjDHzsbKL9s1ytFrNGOgl+XjGVZtNlQwqGbt3YdOJmC5dQ9kSyisxsHVl/cSA2O702d+pGR8LHey111bXb5LY7HuaL3OZVW9jpgIl9lKKe2b2qw/iEXvNfk9lrzWi5GWtFtlzPXZ2ksVoqlrcjv1xfnShRFssTm7KzWbMUNy5BVe5dL8nHIRdic3NnzZm5rATNEs6aEqIn9oV4qT6iGbghirFI01g2fouTKymiRPy3n03uN8iibaq4rVVb8HtbuXNkcsbJtl+U6Wq9nNcq6o5eV3nwrq0tXLrtZKWGQD4s5FL7KgFr+Vm7HU2zpeuT61ubPN3LHU6VTiUx8VLb7sKoLXTWkDBVpQVzPwjY1WNbtMSmmhzddHW4NTyuprprWM6xLdK1ymPtVPmOdRXacv4rOMrPFneEgDvcY7jiTs8htdRmnEQVQ7hbcYfsPrr0DeNmEkQwGFoyzTQVM01o1feJfYEotAazJFldOOhW/p2pdZctQs2lw7b9xSwcbT4Ly424fDnzXuX7IykcvbZxVCeWlC9NTSXoqALyLtK0Z2xVqqqHTgwxep9lWzUe2nOd7XZFRzXxuz9zDKlnI0aqeNBPMKEmwRx8AnTkRbDDYNF+Urr0LH5B/tDst4HI87be4zJ8fr0BEBE8gJyeFX5WbEP1NxeGmGiAsC7YjRm5zhbc1BoAEbBaB49ikGD6oXHNd1zXJQgslXILl2cq2x7FrrA5sau6o+NXMv3LO81FqGtrDW2fYIuRfabMtzZvcpL1zJatqMOq5MXIqdoz6TUr4JXyIiX/Gxat2dsSrJNTHqF1xBLvXy7+IWNZ8Ri2+JBKoYG8JaaxbeWn9j8hOYJJ2y6UPV47bPZoCH7PHQ3smE7irAygV+HFStO2oAcxvLGfU5RR4s+wV4p292Bm9PMA88Z9TcEbifT5QmUsFnzWW8FFOO2hTlc7ntsub3RJqfmgp7RW+09P7YPeRa/5XRBxoIAt3uC1p+UsbhYhWBbfa5GTsQbScvTkwUsSQI5+KeRvSV10kK4CkwsSW4j0YanPwzQ/YsOnQqE+ySQ3iNe3HZJcATgJx1Cu/UL4S1VXuATu7n3PO+JjDzF3CIkHHZU8eXgR2/j5RoNT6hnMxj6LVZ2qfkey6sjCbltXMW+9NluLkTXGcxG42jhxlqc8QYtwq9uJk6VQh4P8AdCs55Brc63wIu+Q8xwebeJvxFVSq4JIStBbVWHKoq1H6DESw+UI5d3U5oT8C+htz8wum2YvxINagsNsng8hPyPtVHJmMZNKKjAizR9OPy48S++H/AJ0dkedH0Jirs2QfUHb9DuKvj4xl8T8anadZWqhdefkGJIAYz7nDcyUrrrKqqUMTdjfOVb4uARc9krpNmRSuq83CUq69nGx1Jd2LORMfjyyMfa7JhECPoBlmO1arZnZF0xnFUQDZYzlqMTtPokAkpObQNwjXbiqxLWryezxlHnhEllCqsdzF2zHiWB1A2wCrTzDsFjo/c7TiDkxFYAAjaLfEQxeOiIRFhY+m/RdCGKQYId/sXKdFFl9q8rw9QbbfX1ORlf3k/wCp62FFTFHbIVWx8hRUMrHJvsqBSyiq+7qRVqhk5b5BBu4ccYV8o32n3VbV2zreq4SFFYs3cHMVNGitJtDN6PcXbkFi8O5yMUaj7gVRDp03H/r0vsX1P/HZWoMvLTe5VXqOPRdTXx7RMaqEKC4coBxCEk/Y4mcSSyHSBDD2YZ59DNRazGOm8zUI/b2dDztVEE5fIt4B8o85TIBZWVtt9cthuW+PlUbktVndy3GPQqMXroSWCrhBKrGVGO4DNvuuzRB+VNfyqo7cFZMcTXnfyI0xn1DuF4LIXJja9Ok0dy/qNDY2alyit3LREm/k++XGJ4h3PkpLRh42pp/Cb2dbJ2Tyg+UAQzt7m9gKCuvlBC0cCL/blN/t5nQOoDv016A+RCTPxdVt7VPIIZf8Sql2wq1Rkxq0SysEYtNdZvzVrOVeHfj4RtTj84Pth54uYtaiugorJZYzi7+N9Tawa3qH034/PH11MU/xdWrqswfOkq5JaCtJ5Feek1Bz15C6868rOPgVo0sC7YJ6F9ryjNtubeg+jok7m5oktuKDsj0H7DPyBNzfgEw3/GsPvvIJWyuWCk21IbH4oLHNhAXVC9pr8m2x6Lucyfk3B2hpAnHxw3MelmW0RwN0p87LUDHQCsdAO1a7I5zQ5NqEwwkzl6V70yzj4mNVzXNqsx+j1fZtYE2XGEPrtkjtEKLDrzryS1Z0NzlA6FSh0PJA0W5ReW+Jmp8wSRqMzGKPLWHfJjNzYP7uXxU8mH0yE1AzQiLQ9SOCirS7U7lnBYKF12tTsE2vWEN6urXpoU+IX+Axi5yMbQsX+TsmJbSoeumd5BHtBivHfipXUxfvU5SvzCCVKicRxVRComvAOidwtPudGwrLLOpLk2IjEBU+NaF4VvM46ezkYVCz8HnC+p+SvFaPlHssSNzEXlFdyK1WfHUY+Jr5qAYVUQDbbMsq4+gh/Z449xOHD48vAsaUE8rLeDVvWaa01DbbTYjqz9+1b2vpI90BMStO5ZkXWZDB2PB9BrNWXOzd0qlZLWs68jYwBt+HITl5XRJaa3ESqwa4A6myIDuMfjyJH3N+PwSfTQijkce+nGXrTimnHhPICyHKPDdTSzjyXtkM+oDN+eI7tjjlW5lj6jWHjeQoVRGZTGDAkvvZgPiCH60d1LydivcaCff7L6mUkCEfLlOLhVtRWP8AKo/vY6he7akTLBmRZUyZB/krQFacfiM69bJy/ltr/h7DztmExUMtr4LyDnzATtqvNFO0y6xXbVzMqUhSfjZ9bisdkT6hMPMLufY/POUjb4VBPUusXNZnVnweQbi0IGhU1lLFt6jV/GsQ+I/ALyHP8eWUwrWR44/1VW5Qjc16b1NzyJ85QDyLhrC2oYVP7MgqS6hWHMwWKztZ4WleLVqYr0GcU4gqjC5lsKX96uqopxXHpsyMi5UX+In+ep1MuZ9szENvdbaL8Gr4lXVAQlB2tZICKqWVrZEqrSbOz4lp8iam4zTxDrt+nmE7mHWznox425bc3H3VjpYtqODwgH8fZJioGY82PICa3LNhJU2oayZWFMtQCJGXxXxEZwVPL0YeIIASHASnZDEzUO/2fROyeRE8T4FKfmi48qI01jWPQYeW0HcrNwqrWu65jxQ5B/k+pyXYZ98OIMUr269TOX+MO8oyGCpRf2+K7rWiWNjLLalsQsYVWLHf0BPpoaGodTfp01filhXHfyV+wbAKqnaXFDHJ1QzbtqvUITGijctI4kNqmcdxSBOfJz5BVpwieJv5BNxvlOMBEr7mmLEH7W4Rh6D1y8e7mtAi4vkKksXzWKzDbeZ9FDuYtavMOm+yWdivHURGaFZYoWM3GOZV8TbkdyrR3wPENqWFiasX441+PQi5ShL8qpkNnJlxwYciiXqA34PiH7MAhA0YGmp4hWYjFad66d47h/sm+K32JER3ncVJvdh3s60S2xrdn+uLsxNmfAStayOdc0IXM2DDow+PTUK6j2WcVBKigcmHFvsfsWwvHs7y44Y1qId8k+K+eFbeaaEDM7vPdWidjjYV8DWnbzbZpDyZkxb3gxLkL49vb7Ns7doXHxLr2xsHVpRuGTkVyzI8m3cW+1YXba2sr1lrKgY5OzD/AFBEInifGBdzUJlTapsPHp48uPsN8VO4FTdhKlNid35cX5FNTWhYfSnjzBBD853PiSwZm8oVI8TkDNebl4gRQzF6Qsd0EbkzHw37DEZ+TN88Gw8a6rLK+bgrKgOXxWVV5FrXW9tnP8iZdla98ELkKrIaBKrrOAy7FiZzWSqm5FvFqVe6v7mL0/U6rh+0Rc6oHuUqM2ovX9n9mM7JYZbr0/E5bA4z8lpv0s127m/4v50ZX9p5bfFl+cIIgq8N4Gl4k/Hez9Mp1Km+HIEcF4uNEAQqqquxApi0rHCMPo0AM7ijm/bE4kGeJ+AfVdgBQRWicBkEYYPnYg2ZVTWEazztVleVaqjXLmZW7VjGsVgBlkY+A5uQCWZHBPbWu47gDXM061dYZVVZa381LV5eWQlnFr2xLDD6KzbJDNZ49PwfQHR9G+wPNxBF/jHX+xPkHzV/ZgdhbKxxOtFWJXV7BQLTqaCgSogRtReOjsxNKW2y/Ha/yOnLtfKOmovEELyLhYF5FjWfUzUMp5R8hqmst2x3D9/Z5eXM3xlSgkdspbiouP2XEykas41pL0ZLcKOqY1ZOYbYlORa/s7NvjpMi4Vr1TOS6I1wWnk1poqlwcN6fn0rbmjKfTXggfuT+zzLA7X5b0rbjW9nKcuMHc21R2diWfIN4YHTn7ivuAiMVmxw4EtsgENEXTAbjBYw8Y66s7vzsIiE64fsHp3G1Z22h9AYW3F2CjMruotNDcCLPljP8GYc8oaONnCm6rqzmzCODkBRxmRcajbl3NM1rgiWZHtssNYteTwT3HOU5gQ5GV3B+3GA4neyZ54n0HqZX9vveYQE+4RBWY30Wi63zAdt7fzXUOUcjb6J2GXxOR0a9Dcqq7hsXi/masC1LuWWBZ43QUCtcpjvWQ40E48XAh9NzYmxCSYh0T9+v1K6+4E8QaIfjvE2r5DuJXYbpXjh6nwmDJfk4lg6/YaUzr7IP6e8IY5G6+PKs0VxqykQ1gsvBz9+JxM1PhqliKSfEU+D6D7Jn5ieBk3Y7zN/r43+Eln22uKf3fW2bwPNVaHmBsN/WtTZLQolP2jDQZdowSNZWwO5h64UqvO3YsE4aCp8SfJXdh8DzCIYB62Ez8+fXieMDEGAQ8iFuITvFZi8JbmL20yEIGDj5S5eFZjnGRtNbjujqiN/GF7jRLauVbMJk0hWP9tT8sxPp+aatV2VCMNQQ/f7BC3wUzMJ4+i/ZJi/EDW5rZdjXAwL+FdKgWsVUX4zysU6UIna8Q8pSQ0VeKvZ4t0YviIzFtVJNVtDqWHwBPxuDRmoftlh9Nn05DjXUXiY7NHHGV/YDFE8BLShcaZUQMvt9e5QO7UGfOsO6GC0w70T5nJjKOLVZfiyeNQCU+LHvJHNieIhGoYf2f+XUdwVcBlr8IdxYBs7WDet7CMRLASQvl/B8EM38nBRGbboDuz+vGfiqa+LcUjEwAyolYO6xIIZi6wz6m9j879PMIM8zlPz22EdflogqLELrqJw2nDiygHkqv/Gxu0bAQJ37Sm9IQ9i/c0YAWNq6m4NSlytjpVlq6lX4L2jAPC8g/FQ1PHt2WqWb5Tzog+mvEEqfjkOD7/ORlR6+JMWf+bGYzkfSvQYsOS1s5ZCrbDpyZY/NgtG1XURC838TorXjMZthLvv4KeRY8gYhh4dx96Ibf5XkZr1EJjb3NQFiEOoxJD64eJ4lZUGvm0tRuG9KhXR47xKrbLDgKq5HdossrYDflG1N/spssDWA21kkkQDUVl7tScVbIDSzYIMDGb8Oi64fErEBLKCXoWivN/UXbFbfcXxPnx7fks0H0qq0ZdJ3jp92S7kpZ1sieTy8aZSPt+aTSkfCtrf7WAlPOj91/day1vPJp+RA7T4zUSlnhrsECpuzR9QWAWxlitHZvVG01VtyWuxsV1AIi6mPlOsGQvLL3cAxEYaaD69QZj2BGvrCOgmwFBYtzPMLyb7cwefRfsKZbvalkfDGOeog93I6pcj5R+4oijySRCZ2xwVuJ8stg868M+4q+T5nI6YIkTfJMCxqMnBx+WXU6DlyNgQxa7HnkylWDeBB0rkmRjNQ6jlNzFpW1VpqFwxESNWATVWLfiYFDTRQ+C30WbcUjXH07baHg/IlfgSuyQQQICdJZpdjtofNuOGT10fWuwpAwannC5MrbixZIjAmvwWpUThDuJ4JPIlhHK7xH1bhNgi7JXDdzoGbIA5Q7MSvk3bTtrTqxUn1NskatXlq6K6g5mOuziYXMrjLWuqGjkMaelK1ZramxMz3D24C8bvbhxRiM46gHsymL0tsEYjslbcHxiAzVpx7rqSxYbndab9DNTiRABYsellniVq87W0Sjxeux5m5z2RkBUNhKVbJuq4t6czC5Pp+E3y15EA3POvAi32ceYJ5any2jeRqWExgVWtWE38j/axXVpxh8weZQOMs5cH53WLSjSwuG0yMd7bwZjn+arIoRWtrSnJsNpxqcvIvx6raWyqT3rcFapRbXyXql1hszBXUM0lvmZTSsyxj87v4z7XFSzMzeVtbhn5ju2eC48TXgQemhGbklZOyizt/AVbqSlkFdDNL6TyNA4+1+KY/hcJHQVlpUpS2zY/fSf5XQ9z0QEwJNERaCQ2iRuHQaziETZb4z8sxYnZnV66hhzfkWSr/AGeGFdm5WpDryWw8DL+ILvv1AUzBFD29StqQV5qoMRMhL76rGpuRErS4kirGrZs9Ii1tMiqoNauQBc7hWttlFoVmyuU+4b21zPEAtE8oR59AR6cYE3F7cekCZCVbrqAApWKjtUgHNXUm5gI3Zi5LrabvncyWM6q0MHr40ASOnPWt2Y/y+4IviA8hz4nbziWPyCr8m48W8AMBrl8efIpvnmZXPGm/TGZWg5A8O2EYAuONjFmUv42NRWM5xHbmxJZLHqW3qT2mtcz2z0U2UM+PS2R27FxFSJx9xfkaDtTY/a3WaUstGHjxUoC2OpubfP8AH/qv6uUaP1B9iVjcbxKADfsnI/C/VZMR25FF1iuxTJJ4X+MnMGrk828mD2kx/Rv7fk/2lP8As+6qK0IyKkVcUAnIADqolnlx9/kH41nxsz/+f2V/tVLPPqJjfQHKnI/17Ot7Vv8AQP7KBw/J+64fDnzXoaTyudurFPjozM3ubfJu8UX32gB2c2u3tsWtC1IEX/fmKN2gA4tVbwfSz//EAEEQAAEDAgQEAwUHAwMDBAMBAAEAAhEhMQMSQVEQImFxEzKBBCBCkaEjMFKxwdHwYnLxFDPhQFCCQ1OSsiRjosL/2gAIAQEABj8CbGqHMK2qnFzatBIOqhuuqwC3EyPaJBn80HvAg6ogW0+4CxMWZFy06AdEx+Zxf4nlAgAbrnwTiDfWlKheHM4Zij2lQ1/iYD2mK87f3WH/AKTLiBtDnsAm+Jc4mnRDxbB3z7IzTJbL1sgcZhdNJPXVNaPY2OiKZo7LDafYcPDo5tH7oHJlNcwLp9Qm4PjYklw15b6rFlsA4W2oWdzZ5x6Sh4bsjsME9DPN8lhvIALhmMdf+tv/ANHjz7Y1ppLnUJb+BsWWA8nxGBg/nosUn8Dvy4YbntaBGYv27rNgHkyNmlu3VMLS3LImeuyb7+Uk+nROZFMp5puNkMojmqDp0XtB8Jv2gJGkJ0EjLlAb1bZZiWl4Ml4H0WJi4Tzh4/8A9+jl7NhZcpwz6dwVh5c1HSYTCMRgwwCa+Wn6rCbJvO0T+i9maKyKybqQ/DOT4TfqhmdIdlfmN1gtaA05ZzE0I7LHdnz5QfRY+fRwXinHmW0ZUmOwTMrCwRRpER6f9xbgOws+Voyd17Q+n+y80M6cMN2NiuHs4s3dDCZVzKZWVRnCYGunLLvL8lleYxG+YHhGYe9kzAGE+DLnJznjNlCxW1yj6uT2UitE8PzSBD66LD8KfO5NEzGY5O2qe9+AAC1lHU/uXs7MJ7Oak/ug17HfFfruquDmnzITiBlZa3vqeybIH92ye1zv90EdDFk5gOVmYF+9LQnNwvZw3EIEvmXV1qsMunyAndEFkVp/2+HvyDeJVfVe0tYMVrywDYOBN0E3AbhOLGNHiNFObYpoZh1DattITQWfG4TNOwTcQVhwogWmmo0K/RU+XCLnZczY+qy4gawHcoudiS4eRqc1zcgIofzlPGEaER1TmuuIn5JwIlFrnzNyB6ppY7MM6wconI/m7FYeF7OA0t/3CZ5YNPUqr7VmNeyA8PKXiYuntzi07oYkufNjeyl2I1jDfssSkQ4fPonZyL69AsNzJo4Zh5p3KMTyS12p5UQ2XAkwf+xYPhuIGFlfl3lYGI+Mz2AmLV9y/AwQYvxx3zXLT1RxPGacVmFXusLmlrsDKe4Qz21Oye04IfIjN/hDwW82YfJHExCA1t1jYrMEziYxidlhF/tWQknKw1tsvEDj5Ww1vL+SMjDDWVljpHqoHtA3gVX2fs+PidQyPzWUey4zfxOLJj0CLv8A8nEbMRTDHqpb7MWzSfGhHxPZs0X+1JKIw2kTy89RXfrsseXZvCsDsnPaOYtsNYUmAWxnylPcYzU9VIITmOgscc07b11lNh+aQR6grHZXy5h6Ic/WRtsZXj54Dnd7rxByZBmktymt0YZSOX1WV40PL+h7oeKwCnlIEfJZMg5YExFViumMpnujjB/hkODehlNa4czhmI8pqsTGDi7n8oNwmvbY/wDYMTL8LoXtJkPE3aKdj1TGHExXFwoxw5WdlgOxX1yv6+RAgyCsbE/C0kSsOTL/AAw53rw9tYHyRikjq3izCzUDLLFZEh4jssJzfhdIWWia4czTSJXKYzUPosImoBn5Iz4Y5yaOiZ0hZ2Mc7LFPNG6D35g7LRxw/wBliF+IRgh9MN3K5+kwmtl+QYhyxDXJsURdllYjgyXDzR8Q0n91yYfIdxUdExxu3qg81woyuhOBDYw/IT+HaUSMSC95App1TocRWMxFJ3Cy1mJmyxPtQWu11QY7EzlwP87rYAOo6B8k5u7HIgYb3YhFBplj917NhkZJMeaWrFa55PhHK2P6dXKIIDjE612WKS2eWdqwi3FMy2GTuvZwbnzEi5TMHI8y70+aY7O7JMPB+0Eb0WHhMmHEEkVMXssVzCcs2jKJ2qridY/6J7z8I9/COrsVvy1TsaeUMzLBxoq5tR1XtA/BiEenF9YJBjuvbQ3EDJE5zWunyWbFOfO6bmEMgWCIAbBjqsT2d3w1b06JmH8OKSHfomj8TY9AvaTMciLM1HMKxsQXDaJuLpkzLFfmkScvbiKgz9EwPHlbAinZYMkdoTjsEw4h8XITkMfknYjoH9KqRUiPWyDsQB9IUD2gsDJvo4df0QbiQO9Flfh0NMzUXso4COyaWZudvNrnj/8A0FP+oABcKR5llZiVdIe1xvROztLssZXNvH/CcS/DyzUz9V4jHw3xNrwsaMYZvimp/wAJgdiuApVYdnlhBqL/ALJ2RrGeYuGX8k+sfZuWfBxBiEjSDlUOf9rcARAPUqThsl8gO2O/VMJDeUnKbQQiBZ2Gcz7QG79lhETD6z+sLABfNTSSfzWDWrppoU7DIHhuMwFhvdisLQyG80O+ax25cRxzanoqMyugSiRo4j5e4Wh1eBJ4NxQeUp2BhPa0uwpzTDhXRZX/AO5hQ09RuvafZ55RGXvsnvNmtJ+Sa4WcAfnwxHmzWkpmKwy1wlHDJ/3CP/5qvZ3HzOZJHBztgU8zPOfqnONgJTXz5ssf+RhYoDuRhyt9EcHMeYBf6eZBgepWK5/Lh+Jfq+6znGblzRK8EeR3K07lFjXa5Y6hNIAPQ2U8szbTgEXNvkMdOqwHS6RhtkHQpuILtIKG+JiR8t17KT+Ma7rwp53VHVDLUNGWTyzunbTxywf7pVTTQpklYhj4F4GGBhxRpKYCZe4kCumqyux3snmylsxGyZDzh6Gn5LEBwjL4nMZg7wuZnjt0NQYRyziD6x3TGXrLuWIQazFiNNk1oB8J182hP6FMA+DUXronENbavdSGtPMM+2U/qobgkgmZiixMgnljLMXTW6Mig6fzREsIxnuiWvdkQwP9A1gynMTU9x0XtMf+2ix+CMUt/Fp0EJmVhG40TvhrdZ8drpy+U0zf8LwwWsY+TDWx9Ux4aJHmG8JmWY0Xs1iQP4FcztvKYD7dkaRNNOkkXWLl9uDmtLZz4QqvaMF8eIIIyimTcIAO87rDVSODxs6FB05fXhi/1cqwRhu87OYrwLAPzJjsRrc0eYahPyFvO2DNl4zq83N1hMxBfGpG26wqzlEKEGguGUvFP1WFgYmJz+JDeuZezN/uPqvZanIGZD6p+I3Yr2vDeJccQ1/vUOeBNa6yjgg82LfssNmbyO/WUepTTOqGU9fmmt0CyTSZhZgYItBUl0nqiZ+XGyAFCdUaz14RomvbdpkL2QAzyB861C8EucQMIRzWd7ghFvi5miY9UFlOM9uG0TAWdwl0wmw+Axup1csZoElozFv4kxxxLYdPX9Vhk+05iPLTm6ymuxAf6Sm8wFfksUHms7Q0Kc5s4mH18w7LFb4c5oDJN5TsNxEskTuU52bNJqmRiCmIRJ6LCjH8QRzANUENdhvictXUTTy2kSbDQUWJhu9nzNOXMXaBYr8L2x8eCHHDJkV0qsc4gflgTkEkVTGYOPhOwgKS4AyvtcbCZP4TK+xa7EdriubypzziVd/Vf0UsbDs05f2RzNOWd4KyzMarAeMTI5pgD0CfjvGZgf4fUAeY+qy53RS1OtQVi9bF2iZiYbw3GwjyO07HoU44p8B8RkP6FHJjYZpADXZssbprtwsRmuRf0iK9eDMIfgJsoPwo6ry8JWFh6M/VYAxMaG5sob6XWfKXBmF5RrmOixG4bXYWZ32mHM+qwX+GTkItqmY8jzHNFp/dDdOwv6gcyMoxFon9lgHNmy4Qb7gR96/v1PumcV0tbOVYGIIbmkEcMUxsiWvEXg9EzE/Gdx+SZiNNWGT0CaG4UTc5s103nFQYJ6IAPqDCGMwNGUhpr6VXisbh1FTELDkNdm+EOyOouZ+UElzWC7fXZYj3vc6XEOg1pa6ZhN9rOWB528zeybhOJlls+vopr2JonYgLmlzctOqxHZXuz4og9LrHIJcXNjusbAdiZ3MyNDopGy9ph4BdDbowzlNZCFwcPywL9FLnAEHeKLE1MzAb+Shzz1Ka3El2XynboU8ERLxRBtKeSG+Yprn4ZLcKczQdDehTWhha1ojJiNnl0lEhOzPjKJNFcVasJ2GPtgeYgeZpFins2VesHpqsUurUwFhV86fLrUoq3iFIV5Vl2U7ptaLDGYgsmN+FkQTTbgONBVDjRpK8t0c1OJVDP3rpJrGUysN4FFzEp0OjmaEyQfDB53/oEcgzEWdlXMxzGkE9AdIQBdTcVWHhsHMOoHqnC94xNHIUEONW6f5TsvKztREMyyygJGbMhkwwxmWuWjqdU9xGcGh3RcCDA0sU6RTRFte8rLmuYJHwps+Sv9WkD1WHheXI4kz1TsNr3eZkgoZWs5nEOL7AQjgl+lwKED9VOE2zYd6902X8pNu6zgNqIM/yycx55ga7BcrwSG6rMYBzJ2NiczqGbR2WapHLMO3pXoi9mGG5hDWg/mslb2WOXyXZDmaVrP4zSmy2XQ6dVVx+aghYNbDREFxibcPNC86uqhCndHqpnoonj29w0v7lNkOEIFRHA8KD7rNMmbJpJkWXqsITGZ1ewWUTlFpOi8jp3lMY97GlxDeYFADEbmLtP3TXufhk/wDtvET6o4uUMw21LZ8/zT8SA3m8rqURGKRW2VNcXRTzJjspdcesL2cD4pL1HwupS8JuGTLgbkR803Tl+u4WaZzCLLL/AKlkCt0W5jy1Lwg34RiSKQbITEOcZnYJsSGuEQ0yUxmZuVp5ab79UxrGQdDf1X2N5yvJFT16KXVDp9Fh4RIeWt0tVS1ZsR160Utnwca4/NfiuBSLoPOAWiaG106Xw36x0TZaWtj6oPDnPNW3m+qGaKKY900X58XU4VvsqBCqodUeqPCfdNZ414BCndWrHCjvuqlvojX0QWAwNmGFxWIIbzCJOiJGE4MI5ZMwsviGNA+kFYWB4Ia1pceUTNKFYeCchy85jUd0ycoA5hWTAQxBlJFBJWYM7VoE1rJjN5CsItHxx1pP5pzspbQXQzP5gZn1RJxQ4k/P1WfxTm+ceixCw5ZHz9E0HLmNvhqnOZiZCfhik99Fh8sHmJrK9nZkcG80umAZWXO13hzaia4tnrqm4eE1oOU1tGnzQw8x5RtoizLyQADEV7LEeXR8QIuANUcoTBGkoA6H5LMy+Hf919oTAdSN00fi/REkjS9Jy2TMzTM8o2M2VQpPuFCLrf0QKFl5dVZOr71kOqifcmOE9eI4V92fdoOAaCO6KCwnSHZWfipOyOLkAFmtndBmHUs8/fYKmE0ySS+8VhNGG7JiuJ+0ubWPRAtwXZcszI+abibRM7aJrngZtMuqbmv5oBkeqfiNH2gbM9VhteOYSsTEzUIqOi9pxW38Vonsml7SBUCVenwiQKqcwy0NqiU0g9q6rmuZFa1RZ+GB8lhOa85sMNDq+XX6pmTnaP8A1CIXIM+IfMfMB2GqdhNxfDPmeYyyhmd4lIJbSyIjLrqfmnkkuaJkCBbXsiWgE7FQ/DdpmdmTjmBiCe3bdUHKYvsUWMbkzOqYiY6qWZHkHePlKxWPysc3S4PUSneIzNcNjbqgMsZhy6qPdgyUeaFCoEHVRqqieMAwpy0CmJ966NJVuJqp4xPHsPevwc52H2iiaTHMNFCyBpcemixWlzg61RJ9OixHNc9pGrj8R7IHITiULnh0yRqsc+JWQQbSNY6rkzOmKCCvDfhFuIGXfUR0hTzE9/y45ybX7GixXh16D0QwtHOgn60WdzaxJJqVhuyRmusO7uUE600osQ5mhprmj8k0Mm/N3RMRmxLLEcA2Ky11nhEgw2GljNG9IC+znN/T8KZhsfm/F/Uf2Rc05D2v0hHxS4E7Cb6J2HhzFvQbp/LJIonsa6ZIMnfVOAINqCv1WLiP+fZHIfszr5gixwzPmmqL8R32YfXOd1AxSzKOVsJpoQ4znaKT24FXhUlFc3y4OV15+BVBwJJIXmHdEGyArxlE/LqoykKp+FQRaqB+SqjVX953Ec3C08TEQ28lNz6CEE7Db7OOU8rw6reqd4uMxhLvMT9E3DloLa5jb/CdSX7NpmTm5HATy838qjkJBqJGy8R+JiYk0cIt80ZcyZ8oM8SHCixBAym7BoNFV1oI2Teywukp3hXiM37Lw83LRDIZJdQR9VO0lEjCyueyHGOt1i+0Zpex4aW5aORPgs8NzuYx9Ew+A0ZT8L8v5pz3HEw95GYV6hNHj4LgNc8fOU0AtMCpG/dDy03pBT68xM2qnNqco0upxcQYGG7S5+Se3AeSCIJm6GZzRzAzO/5IeK8YZ+EN077okR3spa1uWnb5oOm+3G/G6ciRqu3VAUWq3UdUCfkoUIe42iqhWdZR5Z96eB4O4CyorcWr+nXdRQ1UzVOwm4seJifacuh6rwy8vyxGkdF2svDZm8S40IT3+TQHzH+dVndOI0/HpVN8XK7BdSgkA6JjDh4bY8zrIFrgRuOLDlPL8j3WEWNJjzs6puWv8/NMJdyuFHaIjNmb8Qm47o4hhtOVYmJHkwyR60Tg3Afi4p8ob+qyYuFlb8cOzGfSydhYzmP2w227nr1RZi+zhtfNhnm/Yrxo8TC/9wW/4TQ1tzZ1VJvSUxukp5AmKrNi0cbNRGG1rewqqszTqVLntAnyi6bhizayLIWa1kRl5rp+Kx+Z0/5MJsOAyCMsQEA8Q5tDwpxKqjCgIkqZQophCPxUQjRQRClBRKGdgMpsCmyJUQdlOiGyFZVvuK+/dUkO7LDcPiv3QWHmDRhl17mOqczDLcQMuU9z8NpmjZ67EJ+Y4ubNWtKfqhmOESKAAy6P2Utx24eW0GkG4XgYUODJc7KMoI6LmwSezZPdEAAjK0sjWVtI10QD3fzZXBpKdiMsMIiNUeXdMLXSBWooosDsE4ZbT9E+sOxCBk2AXtPtGJERlqnDBdkGm6JcTJpVYfO6vmCaWGhrE0O4KY8VbnvNv7k/M8Fw+qdiPsPmUMTO4QfKLQuRpiYzGywwXZ/KSAvsmvbWg1roi1zIk0dQQe6a17hSkd14bsV3NXlsUHtcS1pMHLA6dFMAExManjZHgduBjdUQAFVbhAuhWDqqS6VmzAqE1AaDVUNOA5dVIFFeKLzDgVb3qoRpxsp4+ixXMwngNrzfksJvUpgQa7xRtWnyR8IDlbBFlmAB8MtnZzv5qsfGzQ9tC0jRYsAOFP4VikYYk5SMknuUfM2T2mP2XiDC5i2gm6D2sy2zU3qmkjmd/TcKskjrZYLotp0Qbh4zW/icfyWHJpH+FzCjr8M9ovCw/wC2f/lVYGFmmRnj6KoKMTb5IluIJpendNDwDmunubR30I2KAGCGHWDI9E2v8hEu9G7ymAYYcMNtF4jmw6GRFU4AmeicC6aUF2unToU9r5Ld+u6BY4h23Q3lHK0Cknan4VEDDHdGvB8CUcyuoRJ1RhGmq810dhxqqH9ETRykTOyHdeVFX4Vapi6vxj3jxv7zGN8Q59XCKJkWaEXLGdi85LhlvTsn+GweGJkZgI+a/wBQcNzWhoieb1osGMUPdBgt1/pojPs5w5FtT6I58zX+Vh6rw8SZaKs0HWVhNyNOerTm/ZHxPZMj9ayChhtMRT0Tg0wIKKsgBeL9+Gy66hEnUqD8OHHqhmNmgDssUubmBEevdYhDhDqE9kWzSZW6AT3HzfCE15y5iO6cXZKkGlx2QLQKWkKPz/NA5W/iLgea6c9hIk1aP5ZMFswtNSE12ajppeEYaXftumQT5hJKhzhUm6mT8oUj1UI7DgTvCA3PCOEOt0VBohmVEc7gegUHRduJRojNOJqoiEfdhX4s0V/c7WCaDqomMqGI3Ec4tfJw3CPVZmtAe89I/wDFYvh4s5XTB/qTsUFgxK8oGaZTcR7cxYI5h+adP2ejmx+6diB7eaY/DP4Sg7Jlc0dfpxLgTCbkEnUdlBFZQjUgIGRXrZFDomd17S14nmIAROiy6JjM0TWDabFCm/AprRvCpZwHL11VXTWIuoy1gwB0THPAbeuh1TWzkyiAdx1PRAhtBf8Amyrdhp0T/wDbub3TRmb5BIuIuvKzLOlipyg7cKqCPVVKouwRQ4ArNqteiqaqbcP3XLThVSOEa+5f7qNAoi6tbiD3lB2gRfHmrHRZsMgjVp1RD8PzCrss5SUxvixsctXAp/lInQIyDmw+aNeVZs8SLE1CPOcXxCL2+aNGtNYcPL2M7oCIdFRNfkpJhZpgK2keisAPohlmAP4VA1MwskVlVbcGUAHEdViaw4iSndVBcBQVyoc8xW1PqjW+ia1oqVhYbz5yE7K00cAD9VmdL6nIHdN01+QxP8qFi5ASGsMuioMoxQSa4jYlqOF5s0O5XU7hANDv7pANE2cMRsFepBu3yoHNAc2Y69U8YJBjYxmTfh5t56priYKsJhW4XRojVW4XUoV1RMdFBF+AhXRR4d/vAcvuXU8PRBiDU0txDrQ1FES8W6fkpwmySMsOomNxTh4bdxoomQxtTp80DiNBLSdLeoTiw9fms7T5qmuqwyTGVtwnUY55dmkiya1+IMK8m47LFyuZiAOpX+V4UbKcTOabboYwNBp2WZtyLJzjQQVmR1MzKhSeObxBPW6GLIMW1QGWheO9UYvvwxY1KOIJLstGpzfDwy9rKHadNk6zSf8AyE9FLWspSAYAWYTNpTm4hqQI3U5YoEOnGadUeBXMbqy0ULy1Q5AJVFKspHuXUffimiCsqcCYuiG4AfvWqxIzMe4eQis7puG5uaHH6pubEnQJ+J4ri7Sq8PNIbU7AlCd4uoDtLhc6sOilvw16jRNMz1UnzRUz/JWXe3VABwHWVJ12Cyt8k2WXfZY2Z1eqfX4SsoM1meEAINaKlYlnYhEBF7TlHW1UcM4bWhlKakJmbEy0t1TGzm1oEcx8oQcDRBop+IarGd4ZYZ+iCy5BAtCxJw2tE8sKjSNpRGa6o1GWxwPGZQGwTkAGoxClNEQqacRwlSoj3a68aKPehV4+XgRpGidBdT5oC5FZTiOXoFXG5XO83X9Flwyczpu7ZZ8sZb62TXOFHG+gKM/5Xc2RgiEx7fMzUCy8XOM03uQeqzB09dUOYuHwoc8fkubg17JkGsLCDTNTdOexs0WkkyTsBuixttevA3zcBhl0jWqAPLPqrTssw9UATRU/FfqsOtz9VDzJUX7qjLqtF/uHhOpVldX4UAUaqiIj1UD58e3uWHCeF1PuTxpRSfdvxn3DPxUCLYrqmZR1WbO5r9/33UgYZOuk9wmN8ANMmgQnCOSlIBRax0u2jKR812FRqShEAZZARD2ltPMiTBqYIrKdmltz3XluB9FmCm37rLA4TFhXssNv9M/Nc2OWYZuN1kZ5dd3d+E6kLqqoQPVX4Cml0RusFwMUj5JjgLKqCvCPPmV1fjRGyJmUFQoIACPcjiQrqyvRUhXrCKt7l0eFDxDY9VZW98Oa6Rfshao2TeVprpThKBFHtsUMN9e1Ao8MQ3X+XWtTCaHsJ03ug1ogjqiDpuhBrp6px2kIFwm/0Cw2j1Uzeh/NFBk0Nz0CLgLmiYzYcTv1UIKI4N5ZNaIyaUWTDrW6OGRrRBs2UdfcopcJRyjhAVUeWh4ShJlRVSKqTxqgs0UV/RCy5rLZXlTogj9yJn7mW63CgKFtxhed3ZQBCZIv/ld1X4lXdGbKgEIsisla0c36lTh1GYponmxKnoP+eBJ14RqVSSRU8Rs7+Rwfi43Qx+yItrROeZcYiEHUaYCqZXVEqvEBGVAKmnHCxI5g7LO7dFUokodleEBxtEcbcAZ4VV1TjWUJsqfcV96ozLkAE6Qg0UKGYfOqpxKO8fmjPohFVgZPhuiXenVRNVVwovEL77KcMD5IguygcxMWRiwoFOpTbo8MbM6eUD0QV/VfiCmEHF00KbNQVBr9xJE8KrQcLp+BjTFwQbJ7diq1UwuqG/CFfhGqhzTKvKaZV+Dm8ApVXQoVB7tfuZyhNQ6cIVuB68AGhHpdNUVvwAdW9FlYJKa0tqd14DchM87x8R/4QA1TXYho2w09V4jD5Z4uFIOnH0QOy9aqTQSF1j70LzZY3TwaqlIRU6BBFdVUcAVtwjpThdXVuN4R3C7Ioj3Ah7/58Y42VuIY2ZJr1QE004MH4RPzV4pdZs0EJuLiOHiuH2ekf1L+ndNza/knRXYxCkC6lRuio40auoiRK/8Aqsxo0BXieNoRi33OMN23WDiA84aPpRUNFqvN6bKRogdY4WQoro8J07qYUhDLwAc2oVBw68SVH3dvepoYRlHVOhtvqqiXDZQHBGCDVFNcMPpdZsZlIDmt3WZ5kxCa21E8g5Q2g2V/qvMFcIoENsZUhCBQiirKOV3SEZIjRXQ5iSDRCtQrkzwPC5434X43AHVNbl8zYceAgo9UAm7qSqoGOE8LK9VMKmimUJM0RjjZQjSqj7u8cDOi8Qbxxnxgx3bRNsdKKh5tdj/yiBYLNt0T42GUoTvVOga0Qb8ejJ/NfaXKvWVmpTRFoitaqx/L81hwafNZQLUQ1GqDQbbCiaWafCnNDQZsIsobJ26L+UVLWWiIO1PcrxPuE8cMlvInMziGAXNlRZi6twpUZVaY0VgFeqohpwsgeqxBlE5KLQghTCcozFXMr+SihX3L8Ar9/fv6IRQlVdTumwYCa7LN5CcHFAUIrZEkhrm/yiJtvsV/STMRRP5Z3atB026KXX3CNY6Csrm9oaHO3qD/AMrnq1s+izBsibIye3qgCAfRAONlGc7qro3Q5p6q+q73VEdFMFdETsFsZUaI8Lo8LKEPcAGqwWXOR01Rax4DsTLT+lGidPyQ00UdaKprwmURodeFdeAtRWC/dZfEpSAE1moQWtxUI81AiVbieFkE73/Ma62QEtO66KG07rO6CnERehTsQuZ6mv0QpojkfmG1qoZuYQPTqnMyk6UFVEQ7MT1WUdJRc6kRMfRAkcvmIjUrkww1g21RjVA5ZgAEIog1MLVGqYYuFbiD80O6cBai9ChX3jwB390QsKdpKxTPxIhBGnDDIhG1deB6cLq/CiPC8HgRuiDuqe7yuTuy0op3VvePN4jtXkpnOEYE1XPo1XPyXnX7IBrYj5uTJy1dDt6bovyy11kHMBkaLyEFxmY3RNcUz9dgpGVsulw1Ra2jR9UHdp9FI3VcQzUCqg9Y7KL8QRomjQ2ThNR9UaSIFUJ0VFOytNFH3AEq/CeBhY7nt0iyL4gF1OHmMz9FU0/NfmjDoqqAd/ct7nLopKJ0QOhKcR5dFVEN24nhIRgEqAebVbIe8eBaFMrso5aeifNAQsrpvRPzvuVBGalNE3mInZZchyh05jf/AAhGUEbXU41tGyqgI5BGa6KcqFVGnB1KyjKwuyB+SjJPbROe406KC/6FawV5RZF7MOI0G33rzssYk1IuhwygwDspnsgMMWubcMt5XNCgK3CPqhwitK8MuitSwCk8BRSiqcc0+m6/bhUe80XlNDgQVimZDDCP9ykCAiCR3RlxPVeZXWVz41Ep+Gx1NR/lQAfF8rwa1VVCus1zChUUojKBwngMxWbEDwDYDZEMM+l+68uF6OylcvqIQaxgPRNa4ZPVETXpogRZ33hTes8D3WYOii8kjZeqy5pQjzTsuYkqgvbhbhfhVNoES6kr/cXLUIUpqoooAV468QhDqREK65nQFSPegz11RDub9E8STLjMXR/uKAM5U/WbHgSRogHNmkoGE/k58wheYOMS6NCeETwM1UwVy4ZKh+G4eibGE/rylf7b/wD4qcpA1ouUUF3aBTmw3lthp6p73NEzqUOQdYREE9yvKuQ5eylZkRfJVH3evGnEjoVh8TC0CmZUyETI4aWV0Dxkoj+BeWm6yu9FEKbcKNUQoW/DdAbiyhuivdRM+9YNnRZpsbp8CuY1Clo1Jqnb2PCHC6kGoKLgaHcwshY2h8wKtICgbobn5IsymVJOcmwFkMrWx0ELm9m5NCyHBR7P7G91fNlUUJ6Uhbmd1ldhc51Do+YNkTiVzfiMn5J2IxnhEus11D6IHL6LNmIpmNkcVrQG9PzR90Xgo+9bieDf7Vh9vcqShAVUeZA37oGL7K2tfVQDCAut0aJ6DTpRD4ijmIKpPZQRzK6ogTQbKn5cAJhN51Myfoj19++qZlHzXtLtnUbMJjIg1g9OFOGZ7p6AwqSGjRU1RAsdwunCY5jZEy3PpTl/yuV7R/cKfRZsbLiRrFv7UZNUfDwy982lHExX925rSuVpGGPijm+qxMuM3o0GEzmBAOnbdQ1pKqIIqmjDZYVgXVW82a+qJaMh7UPuCCul/ux2Q9yygoV+SApdHmQGwTW7ogq9+IBCkIWV1upIFUJ+aoTQfkm9DIUizr91W/CbLdbbBWVPdrfqi0V7pzmiMw5vdCsqujdFskaWTX+HNb994QNh0VG8pFEK/SUWMfzDakep1Tm4vtWK4z1QyEkEevyF19q9rmNP8oo8RpZpAiFVuNidM/5oZcNgMeZzqLKDMa0hHLmi9FUZhUwdkx+FLOXm+LVGQa6n/oB74ogpyiyupd2CbHAGEeHRVUK2qAlAToiZlA6Jzs1yrr1WaKBOkCSbqid1V/e/25pREwZ7+4KnhaUcojogXAEIgDVYjWsDs950TBimwimiNG5GwpaGx2Tszcw9K91mbg4Rfs39EKFn9IFEAHVNl58MOn6fuo8Yl+gzIZw19ay6boZMJsdBFlRzz6x8lmfFBYCJ7oFrQE4BtCZg6Hp7xpX7+nAcd0/oiYsgYUN1XMYIXRZUOymiaJgzdDlMqt+GWaJ1vRWii5g35aKGCgurFRGt1b3xzaLce7unVsiiECBCzOcQN1UybiTonN0KBkNmO/oj4ZPZ1CnNOZh1QnzbgVVRytMnMZcVnyNyHr+pRcJzfOFERKBzNGkdN0QHQVWxRnKrU04XVuAon/1Hb7orDyMuPyQ78CqcArxx2R7LqvVHk/u6LK3T6ngZ+SjKpE3RkDvCCeaT1W1EZCCHPE6I7X78CLqhU/dz7sot+HZAgwQnFzjN8oueqE0Oik4l/NNV54jQiHeizNdmZo7907FdUN03U6k/Ebei5Wm9S5V+iJmE7MCZ6r1sVLbGnY+5U8Cu2qkO+5aPVYa9TwKG3CqmIU8GjZAgIn80Gu1tCyzmhZnenXhCmyqj2UHb5JqNYKkKUNUc0hQ1UPcrr7/m93WUY0RAFrzoiOFNE/qKJwyNLtoXOL1lfaCRHaAm5S1jh6ym15pvEwqOAmZOXfosjDpIcaU6LymUBsonjdZTcI7jSPdDomEA6OyB9FYV+4hqZLhmzRGyJ9/pKLoohIuqaoRomGw0C9VmPyuiZWnqq0hGLLVNhw6IHN3hOgCd7o8wPCbISmBr5WXjb3QpNeNeGyMtneqtCEo0lHKSQgYLaBTVyozJRfiKyxLQh/VotyLD3OvEGVLngv8AxD9UQbhFxPZDh6IqtrtR4Ee6Ex2zwUG//sJ+aINIVTrxB4ALonfhUkURy02CbO6gQCOild7rlFY14UpRGqsgiIsOApZE5l0VEUIUcL+6KI6caqcsoSm5SevG3oi1jdKocsIQaqq1TQwjqTYIw57naiyu4U1QdvdVR93lonYl3N83Xqr8JQmqLnDMNlMxsNFBQVF1XVT1XVGLwgi94nwxY/i0TAC3PPMNpR49+JCvCrsgJp22U/F3QrO6tEcC1pnYDVQdFl3QBEcG38qlZpVr8KCUeX3f0V+FNkJF9OEzxMFUUF0e4EXspCOeZPN0XmB7cckU06Lna4yg7YwuYU+4tmGipZ1v24FShUoQY3ciqcLKpHEOBqFgn4JBP7L+/Fl3Ze1f3hHjrxBPCg1Q+aIvSaLmuqmAoFllEhXkoUlPJyl2n+ERh4jWk1U5UCaxChqMNJQCLTTfogLqZd5TFIrsix1SBWLI8HgyDodFkJleILWVgGuoCAnDKQW3m62X0UI8YPz4zwJQg9wjAUEcKmqqTSyb4RgmLoyzliykUj7gtdtI78ZQMU6KSY2R8LmduvNJ4U4CJVQgVpBROLiOoZAi/qsZwxSOaQImVeeAUlVQaNUyQSI+qE2KJA6Igs7LSiaR8lRVMrohlaYta5TS4kNNMw0KwszxmuO6Z+O/KJRzgYjdIEFO+0ibE0jvKOG5raVmf1TBBL2O5aU+iL24beepn8uidlylxAlQwAZTV/7Lwg4NDMMkT/Smtw82V0ealdlldopimqr/AIQPh+ndeIMRtJ5Z0TG4jCYE30KJi/y+4Np4Csg6hFNeDFVyVzGp1VHxlqf+F5QOuteMlFpbRUa4KK0R4j3B7kcA0GAjoqGETK9FsFAMo0WWCZsqokmQuZscJW6AWJSrbd0aHdMVMWDCApW+ya2aaI5y5QTwYIzCfLKbhty0sAc31X2WG3IXW0DgmPBgt5k85XSTUgWWJhugtb5TrKjMat+v7LPmjmofMOyc/DlhnQ6jbospw3uzeYH805rXZjIDpH5Kk1NVzvpfy17BYY+IttM/kmtvG7fMmkCoFtO6gmLTmpcJsWbY7qlJpEqoo1XidAVT3roaVTgLb7LULzdggTiNc0XbJbCDXMHLBaJ+tFlJAFfooLhomgN5q0NjKma7KTN6rEdhvl40tRHMICOHYxGcot1Hvs7p3c8TwgLmIARGygKLIQhCCa758LL2H8QYAfddA0UHREi3dGii237KY5Sr8apofiFg3Cww3EzNgADL+ajMG7awOi8bO7wz5TMGqzznrJH4vXdOeXPboA6s9kWkGggstARcH+Hhxza/JM8IeWzjeDSF+Kx6oNdm83mi56JpOLnw8MwIO6HhvLPxQboHMSZQL+cTULEmGg2ET6BZioXfhH3BBbp2Qy4k5ulkzyuMVIKtc6odFmBPKgMsiV/tChr3K66qrhESZ/RcsV0A3WJI9EwtbOVorsnRp7p3RRzC4+SaeW2nGyvCIaQVVcvHfg0zohvlVUDsmfZtBJv7nYURa6kibonfTostK8CaKLo8afVEoaBYfjsa9gFjBnspoKyOiYXtgP8A/UBmEcPMSQ3nOWR/ws2V3PSL1UYbQItB16rAD8LW5/IrFdkHNRrRo5BoMtadUwwYjmbf5Iua7W2w6rDpJvS1VnJ1EtinzWKyBHNlJuiaLN1R4j3mwmT+JRpsj/cvRBGvwOTeqBmsL5Km6p0WG02N04A/FwPuHg1YqqNEICHdNj8KZ34FO4Hhhr/xPFv9vuOUm4ATeB6RHqh/b7wjZfJeiceoQazlGRtBRNxQSHzEgptTdqBgbWTY/H+iMOI/4K5vwLBKMt+Ao9wnVNDRYlNV6lHM2eXj/8QAKRABAAICAgIBBAMBAQEBAQAAAQARITFBUWFxgRCRobHB0eHw8SAwQP/aAAgBAQABPyFSoUwSvOt12PiAEohgIcJqaeLp6X1Ca6ZOujs7lV5AI17JVcA1TXxCgDglP19JUpjp2VeTl9SuPnzA49pr+AoRr26lUEThorVb9wVjxgCLrDs8wll0Fu0zofeF1Ndat97mMpQrShj7RvqXdZHJCys861OLpjsO2xWfJvLuYrHbDoM7znuWENBuxS+D4mcuBQBNJikSGVISwJeDkzdy6IQUoX5isgAv4BJmLoG7lvhqCwHwLipX0yS2ZgRZZ9FPpZ9GkWKhyTJKRRxLfprF5ISQWnpEccw6hPFLy/oV9BYlniBIfoKymHHwj3HkKw1l/jg9TSjAFFOcnYi6gbq3ylDjdTIZIBmG1+okVcMYVPurxCFzJLAcvKXLx/8ANEYoELG1SKvEtM2VZRur32zfON4LJbzGTZZMLNG/mZE8otO56JpAIPD1NLFa+U85ZQ0/uClYBOWPYGX1rMjqiDCz2MKrbvsyqnVS6Bb5RxxLiLHO449NxnR7YJgiGXopTkJkK4xqYi9peCexzMOKwbpfPTL500bzdkdROihIKozXcXaDyMddP/tZbKlfS1S1xOJTFS8RUYHaeWHlLuZgY5Ubi6ywPJFvUD9PmnVH6WpqXGkUwRiSBcEs8MZdr6BgK1ll2SrlDv1UJOeAOPpDRRVYYkMfBT+vMaYKI/vxjMHQBrOuR8vxExYlin35PP0yIrlzH0xHCN/xjzG9UYwZeLl19jNXWePMTGJsXgprxGQ4Q0vDyVqYPkyQpnZhalsMLhboQqiJo7Fgabp1HYpLWSi2ODZH5lWrQeBMgrAqIiuuicS0XCnzwvZcovlKbfa3XKJalUlvkVzcxemlbDo+DiIKIlW+rzhWd/3KfM+JdpIy+Fu5tMW3AXny3/8AjUqV9b+lSiMYkqV9EloVSkKMTJ3HyxYIEIiIlSFvorjCy/M9oinkmW+J0hy4f0MTKumluofQbh3FGUXeSE69U5NB4Ms3fs1z499TBvFaCmKt0SuxmKjZVMQ4p6GhllKK1BPJD7CZhSW3i59+oDwux/KPhkhqvQj0wYEuSuMWPfEeLY2DSHwe4I55lTomJyV3d/2hWIrF97JaUTdBng0VUrwgtd2n6nPFOmqk9TYJbhpAvEHraq77XeXvMfAtybL5plOjVQeCZ1UufQDgQGCucbmB1XVzU2f1MYF/ms2w+VbjPD35OiBdjAFYaH/qhjaPLBO3b35iBfBTR+f/AN8dRfoxj9KlfRlSpmLTCWQL5lGHoj0Hal/UGwB/J0uEYV39RIqgqpmnplF3FJWdCz2wua0OtjxPcPS2dGy35miGtA08WkIVpY2Av3ahQ1RHPm7goK6mZJlsJYAItyrWliopRigRhq+1csd3PDVby5iipSl7z4L1M0N4L9ZiL/4OTMLHIuhhwz8S3KpRC5n/AGjLqUtZ/oBvHZCkmOxXOecXKUtKir5ZWeV4HnmUwMRWuJUuvGabxiYSYYaW6fgQIcBIYbmf0SjkYUNNu8R91HArJtiqHam3G8cnuJMK4LYt5L1GRBh4F4NeF5YxmE2eU3P4G4Wdsb6gb6VGgIujyX46lm1VBa4FDq49Zytb+L758zJFiEMaue41BKgtG2upfhTiyv8A+NiSpUqVKlSpUr6nWXeyCep6wfJxl1I9CVNXvS7mF9Wt2p192AmAInIzNJfHFhggiI1l80N+ogXwS5BSqrMH25lREYDEKfLeYRxZl6ZxG6yeXA3B2il/nubdQxXPiAVouP8AqDkYI6vLMx8heTbbwPxLN+roHnMZJRIw7rQhwiYhehXxcSlXlqOH7TMUAUX+4A+AzW6inWLR9txfUGxVsJCBai9kOJa0PLV1uYIuXiPfpmflDEUYdlxtyoLTplf51Fklks7fggJ0WC1eqqVRTk4+/EwuAl9e9QPHMSzanXlWL1iJ34FVRlujPCFCBYhf6bi4pQAb+i4VFpMtWskG41PTuerzHb6lrFNfEUMncG/fQcQCMnaKK4zDukVyibFMXMmpQgA2fB+45pqMCIMuEEnwjsP/AOKvKrG2pj6VLCm6a+0qVDBaB+LcvfI38VZL0rY8Scujr3bX2lSonJDN+z4hMOmNDW51CbdEACuWYrAALai9l8TBQYvJcv8AET1QC8doJwPiGswunF9eM0JPdL9xOmW3lPHcRT9zMJFDbGu5a1XW4tGsJwiM+I59oWghdETXJjI7eFE9xO0Ctpc0BghrPJOJbupbop3jkh2AKx4P5IgDXGMUxHZoAsFwjNxSJqDHB+M1UDJK0ji8YSNuo2Nl+2thKr+SmFGc/a7mFZJRgnC9cQawg23fK4UCaNPrjzFD4Vuwb9uyKqUVKYLzm3qU4gyxmE0H2VCxow2zQFn8TXVRBFfK/tHuvHMfx6hXiBVWiqhqpgXxXq+uYhAVSPLXw+oy5nXldv7TN0sC1gChWfEQBphwzLH5eJ+EIJ+iemv0Txo+pswv2zkzg5gQfQGOHqF2N9wWNYh4EgPhYt3/AFHtCAq/fqczs/UoFsupD6MxQFqxQLUDuBlDaV81LVxFiO05qfqpqMf2m7ND96fhLh7TXhc1XF9C/psTT8Si2Y+eJT8aXdK1SvoP0awxm5gzGdQdOJf6fEYGlJ8EpBRHleBLmvjHZlNMcm6q8f3GA4BzzWeoSKuS8z7VGhhDty5/mViT5M79MLCI1+Z4/mP5B0WvfiN3Q1MPiXbiebjM4Wilxjn2DUJ4P6CF2RfaCexuUMbc9aAtPmaIqnTpl6lfV9CDfzLhJzxq8fF4jVWLKP8AyP8AH02WAzfi9TH+Kbl3kdy0xLcXKIALVfGYzI0mdi19pUdIy55BR14hVWHBWy8IP4ljzFjYKtWGLYgF0F9ni4YZ2wrG3Aq06nKqQUr+HP2iVI8StHrcrUiiGOp/wMaAb56Cv9QkwDTsZ5yeTmP2mn8i48KU253Ky74Nb5MoiuuhrquTG4eVsWoE4OagmF16tynEV5zcPlCW4QZxKl1Ye5VsA2ZfN46hjdHTrORf8iaadbIlH2Qz+225oclgnBTY5fJvMFaDdUrdD+YQFBtDSbt/silqu8DLyAOzuU3cwlYU3V0lx8SQuaSNTXFkcLODSOoCJoKLpBiCOn6HW04GsMW0WPZXf0EuLNB5uUX5APtOfRSvfHiV6g1Tpov1HY1jmwdtZx0Q+tzluG4lHfPPTqE4VYrWOnmOyzV/EXRgOqJg+W+JmBWaVyYOi9zWtV6An8SqtW8GS18sR7FFXkf7iNqFpWz8kQtjkqeiBpY+7H+uL8H2isex+cx6lR+KlhGi/LSUkDjO3lnKbjosxczCK1QidQCrkVKCekc1w4hl9GONee5ZQYFmg9x6ajHlGN9crrzECAFheT3L1v4BfhnASlYtvOsfS7cWWZCVz4JcAAR5r+URGWtDBaHag+Gpn21owDj8PUJipQqfm8EFAMUGD08zGk82gNXHCUDYmAZ4fxEC+PDnjzMEIRZmi8tSwlQBVsb9jzG3OZf/AGT8xqIKLX9Z39+8fKbtgeqcNVZq+5T9Crjnh4WXcyLYqg/YhtGACq8tYjbqiortaXl3A3W1Kyay7a4qGSIRVPQyCWw6vuRXRLN3ZAdbeWH6VUI1xeieVzWldQrtgF2vwah+4rMHnDd1/wB3L7swZfS+6ivRijwdR2iGwtQC8eWLtZBehQ42mL5NOS8OqnUBnTORQ8TK2htr3V8ky+8kpL+BHsmTAJakbR3D81Q5Zd011qFXrFmKwwwTTEMKvLHvwzLi4YyQTbbjuEY0d3xKRV34zGpSsfmIzW17g3YAeAMVcTUqtmTh81juxbgLMmHOYXU2B1jnL5jmsxMh0vrp7myafuNcHat5h2LUo4jPKeHJf4TwJqqk4mv3Kl/BNvE/gxKy1AsZaXuLFshpIqKUWjhvFwujruWqpqF8xaQha0VbuLcVzNMdw+uEDV3qAXdK1Y7+ZSB3RD3mh8XncvYkc0xlUTgtmch1yiFphdZJ+32l6F42bP6QWBUE0HRZRQWDi/nUCPFLq8IRJhVwXsU/ErC6igeVuqggB0lAvw9idH91FY4x8Vkul1+Jqr3rufD7TZHjfcOPUe6hH6Kwe5jGApXHDrWCV+rLts5uCr8A0Dl4uWjqOIXay+zYobExjhJojF1c3p0xQdppAs4rQwY06BkrA4K/MIouWMY1XqCx4eFy5OI+KSo3V1zMLZWuSytuYL8GTZkT7NzCNzCtmw6vDCG0+Nfmbihu4M2WdA5LgWxOG2Xd2eZcXRo4gaZYXLwExBArNt8y7e1G3vEGsphPPzCc7o0NHrc0Dk4upncfZ0fEuBLY0cRk421cuym1Vc8AedXMfVn5N4gnlzz3Pk+amhZGjhdalSEREdMbSO0oashFxX4m1dzsli0G6jcXy5x+5QlY2P8AkwKZ20wWPMaov5mwlXUwJjbLq0wfeZ7mhj6EsKCFqjBGAAU0xWN3/EeBD5s7eoWgL5DHqJF2urdMy2Z3dOfm81HI0ZgWb+/EqoZT/wAJHSNFmmdhCpUlvF8nEtc2HY4OnmVfAbEV/iCAerGu1jRyxf8ARLPEG878xltvLqI8SI8jlO6NysjecgcteSYNq/nf8xcszhWamfVboNjbA3Hlbsthf/EoK+EV4YeTUaobkXw0whS94Gv4g2nJ2W4qArtbvl3elVKOKptRXYZ+ZrJQQlaLo5RkRwReS++plennfT4ZgVN0qgb66mCE6mN3h0RoCjuKMisQOkfLjOXP/JdAN1TnXk4ltCZ9W11uVIwF5T6LphgciXox6105ltUcQfLHzCQpZXS/5hLFJs4JnDXu1NPKziUVZb7gkhvQV+Jm9gfCZ3Rw9R+dp6iRtPMJZq2XgiLb0GNVWMF3NkRJco7kwwqPHMxbmPMCAONL1HFd4i+eYmT1Kg+YOsLRl2cmMwCsVZ1MURXK+i5RZa7qU2KylLH6CVbQcS5BzHhLEbKYcVxDkrso+SN4uCm0Jr11WrlV36MB2Y8Q4gLazsqJpLAbo5tioYqhjK7/AMsmSH5gKc7wappiq9jwTD4xFq+OmAcDKOu6mTqtQVnhiO91UilR0QPS7KKgOtWeJuw4jDwdRSFaNVrbVGyEV2LAsO6uUOT8lmOOyIJFUlhz/wARRdlHc0fU4eFCyglkN5/Y0EA1zk43b/xMW6T8izE66O3gzRyWjXNO26Ty9w14kTQcE9lTEQXSG9YhCsnD38O4ouN23hcPY5Ip8+wVo3puUFRPIpWYNxg1sV6IckQBeHn4fcpUVwgZGfITvcujJ+Zqfbi597siVZQMosyvxuUUE+fMeCY8iVF1Z1K3HG+Z7TriD5C38My7MK4NswCjz3K5Q3V6j5DAsvEWxVWliUoI/iGjt1FV71MiixeZy5OJVw6W6SAVt41LcKGUtUQhjzE1jeKlQFHH2TsLwb18S6VWsol+c9QLA3Mo7fxMrVykxESLj6UZbqUhrW2Jj1EvTh2c9z79CvgbOLgAbUy/MYfvIyeXi4cJcvhl4q8TAJwpZgHR+49IowmgwPQOpcjfC1RV4le6exLvs6gK4C/TZsOIHBH51fqV2q0OTwVABpNIbdf8ynneprF9PiLfbpbKm77QQCDezB30hnsq8rZ4GggJDTRBeF6mOQlTxbw7Tne04VdlcQ02V4fKbgFqzIWfIQuSctw4PecNwFKv2C+BpTPa3GLtb35jh6xGjs7VCAhVPI/ImpuAw3rmYSbADPWH7zMs2aoXUfvdzVZMoqazRzY0+JpxoH3X8Q4gxVZtFvcRFSaKe0trEbbgjl2Yhs4bbsrqIs6Ivl1Kynyiar8tppcNvHTMi8puDLh4h2gaeZdq6LJczXolF+ty1Gi4tkqIqtuvEpBUOroqPKhuPAdThTAKXijAfTVnpSXQwcS26XctNr3EObmN/ND+CZg4gUN1uIOMnqWYSoRFs1UKZdRo8ZVeAhhiY0jeeHxcVMFrrxMj1cWKpp+4VCDZloByc5qaQoq8BzRhx3DAZzRGpZx6nibSW5UcLuHpUZIxjSqIIcU6A2l67jBfid2qWaF3ZXGUrRE0YKG07nG3PX2gLxNZoGqlJgxUugZr5jJGQ7g7Q4lkuHJVPSZGgIZFxzDzV7f8sZlSwNjLzDuNNNLTadwwyiK6NK/abUi8GeF4mI2BT/sNy3L6C58BeueIvYF0KuFLSfaLIBqmaStUrUI0q+OWjcHaFcFfELb4yGmc5wZ6IzjVd0WPk+Ut6UKhvMWQTIK4ha18pyH9p1TSlsEoCNi1yYe4LoSoaHbHMtjAWu26V6I1WPmZdqrMeVx3AUDcDj2bmB2O9EIdCsO8fEA0Ld51Eas73FtzvIsGw2dcyjdYu4rOuoWF95l1snRW4B29kYnccBUCujwE2zDTUIumDqUBbfgnhMW1Dub2xCvAz4lhwgvW6hzDXmYppCLtrUrp8y7QsAFl8xuuD+EtNwtVJEqE6jm67ljKIWQq5gI0DPuBvGpZOCuQHkqUHFn/AFK3Pol7Yq+z5hK7hUb3wPKWBgMu+y1ty2THKg2K7+YFT1rVMgcQ/FdrUtuNTmuAp2BfrBCaKXhQ8DgiCViYqdJDgAxXyP3DbgIbwual2s+3vJ+KUlblDJUx+Ra8luNS5c8YLbeGNQqMVcqdOGVrPBtlprfEf42DMQMmCzR4a14hUt9XTT5jDQr3OiP6Ju2b9GA+eieQw2327kZzzydtFGKgNBuKZ2fKDIbu+nt79S//AEEDCsnGYVTROpzX+YatGPENKv8AuWzBIh08taZeteDjLe2jEc1IUApXOuYIybD73+yDVzuWle+KY2looAoVCs+4khRysX3XmPNMBrvqPM6PsjaYPT+I9OrN6Y44v3qHTOtRm1dXLuAZO4gMC7HMu1bsmsxg7j5WDrXUYzbjEYACx/MBgLTFJUuXfMJSYq/MsBWDJ26gFtOMQgUXQvz1CvJWz1xEaigWhmKF0xNJYucBHhzOd5uXF6lZd8xDdMKLQYhhTRctOJiC3c4IEVasmbPqZt3NctYQGuZX6sI4o88z5jH/AJJywcq5lho7dfkBxAOhbeFZuKnZuvyZ4IvU2DJDpigf7kFw+cVpBfVPLuVD7Ktg8z35ghB0NMm4dry2SNajA1t14wTadIIjNlrTq/zNMWE3jXpA5r1mcZgiNZQMHKItbQXuIrMx1j0dxuXemt7swXKWHIdp4VUvD8aytbHeEOK0/lb+oxlBStz0qx22Y7vy5e4jWqT+Avvli/ABuGl9Mqo9Bsg49RxsCst7aa9sAj4Iw8/MxR5MA/laXwsO8Ucvjjt9igdamOYwzTHN2wY3DsORexvp6lON+JbO6hI1/mLCuObiV9M2fxKhmZcuJrCOLiFisMrGzGtQpYGx6YAsAyz3KODlA4Mu2fmaGLzTKq919pYQLmK6CsRw1Tl1OQMGCtwPl4pwEFu6ea/EvpOOiYn5PcoopgrHMbCgMe5p8O4+i+Ytwx+iWOK8/QcosjVxa43qByhLnpUbmoxIb5l7X3D7mWVQdbGjXmUoSpnko16npwI3AcxDWjbUfNuoHzQ4isKcAePEMhfSt90asyfM2wftB6IGWDje3J8e5REu2JDJy2+IxItqIcUQZRaSyXi1lKmW1WA3uK5SgStYVhix8yyeEXOitenUKGWuf8wYhGhpZydI4GIDusYviGrbAN4/9IAXGhXltHYOAAHGVQmJQSImqyqvRQ4ixsg6Uch5h6mhWpvT28MBGq2B673UtA2p6BSeJY7L8dxrTtpePevUyDql9V0v9TBIc2iubZblmy2ZlTwwTlnAS+gyrtt7tl7RWdNr5rzrTGfKDBbWA4EdQKD0G8J/MZGnPW/iHrcqBQq3qY0tpzAFdh5rcZbwv3ABXw8MLwzTuYVVweYiUOEG7WyRxBXua1blGbCpwSwZRosuYxWucXLL73xLLJ0agKPa+a9zBlM74ERSqYMsM29fMsjXBnMcs0MxinDmUHnqWwl+0MQaSm58wNM20cyktSOD1EQZTFbVGomcHEuBFi3Al17B4seiJNizBITlgtU6p7FMzgsIaPLxPOLIFwrBx1KeipcC8sWeUCWQF2OHivMsq45DyImx6NRAoV+hHC3JNKGbSSuF8RrQCxVgjNyu9onhhVf0hwh5JQjSOd6YdkwkXa7/ADETtSRdIXETX9ILvEywbJUK/qZC0MHiLnNALytrzc1u30OajG0QrViuepfQbLJey4V+UW2KciLBjb3Lq0GWgqe7eimnzzDeJhCwGOMSzDwg0jwRzAGnqnZ9oCXfOHFu/cK/yDLu81XMvxTDkPJfcpL5CGx94FRr81Lu7/mICRC2czn+tQeSCM06fcJOdaXDg21r5lSTEc5bdo0YmOIIMfMzpKtcot8xi0XlCuS9+59lojkvJ7glueYGExfHOctV5rmMxEksxcIAs4xx8TgMjMLv5l6r5KWhC2ZThYjGd8uJTTQ5bmHBTy/qJWghlcH5ntqdphQr7oNgdTLgqcMS8R2eiC3D6Id2eniPSpeXwy3Qw47KXHEE0TVSYyiYariXUbqwsboGA7mUuosaoTksH513DLpAMg/DGXVILvpScy3coYavNWzUvIYNMpoa4dRuPQOfm/C1K39AW2Fa57Ic8So3NGf5gkTwtPF5luGkC8kb+IUMMH9J4ljR0a1wmSEbHN3pM24wMxXMJ4wg+yNBXm7Kc1TNjiFHmDoQ8GLgw1VurKsj2sW1eW4dUNVZxpLkEL4dZ7iB1qZrxZ3GCnzU9HUsjIaTm20sxTh1p5XKaj6VlN0fqBTKjdA507YNpZVrPdl66ilOXlrbUrkwyk3KQWh6P3LrHq77irUKbvTrUUjzuLwAFXk934ltCw+Y8NFcwDMmsjC4KrxmPuL4ebz9oARyD+4B46zMspwmfNUZxMuN0Pq8RJDwtt0cTPoMZHbF1ousrgX7gVvzfmosfk5Fe5UE4YZpoeE3BPtyNXxMCifN1UbWrObzkhBsiXArhNxp3DGRNqvmNIlqLFWYMvOpRsu4i7VQBIHUbxG1RYRVZjSGPiKmrCKCnaBKsjIeTlPUDOYpfe1juvRhghBgLb+iFO0IbF+5lxjkqLreVjApXXtksoy+EYV1cU1O3UOpeKIAv502GgDuU2ICxxRm+krMLAGd5HmOBIl+T5Sx0Xbzg1fuKBrjPHcaX/KUl4O9HKW053DcumucwSvIPZCoqdHrEVtgj3wLEGZ7OpYfzC9pVSqphgeZ8K16C+43NOnnUxM10sxFWeS/jcN4tJVkt79RnmApuy+OJc0bDBHYJYB2sFfV3zLHR21ll8OY1GAF2mgH4dTVtVA071hUH3Pwnh3E9Gaoq424ohYEQ6oYOXGS8gnSdwW0qWUc3jL6m1Kc+DpgD3eVSrTVEJvECmIX4mj6KW/xANMw3kShL7qAS5hcEwJeWILZ2fEoZ8dQVPsleASlMsolHc8VrMRq3nqbr4iOCJuKhvF5E5h5UzM2vHEw6nY1KzKEpaeqfzMFuncvEL/2KdkVC09B1O43EIgn+MQHQmHV+Jclr55mV5OZYXBgLWKmXFBk7XzMfSdZ+kvEmHg5MtPmUaGUpoO3UsSnJlo4wWdbg9ktRzquL9x0pw2S/rXUAd7GVOXV+ZZoBkpSct48TZLMOz8TNW4wUYKt+WV4FVCESoFcwjwnuIXEuvIjf2jUXkeIlFG4/aZQmZXHjoHJMaXbdZP8hslJXXOogN1bhkg2uiH3vMqoEfJBZyiX1cBEzge4SB50oDKYyCba2PUUyvuALm6GydVDHMu6aUtuvByliyjnku6ar7GOqhTrk5CTKdPJvWy4DdMWQcr5lIqz0firePMHLHGmojvbioY144SD0phYq2ZnEGNxuCrojBWTB3LCuFWZrdHqBYecR0hL3i/UZTRP/UFIiNExFp+YVLfsQvgEM1eUdtfbmEwYqESUGW/MPTcXKOVsbrN1FlhwzvT9LqWxZZtYJwbqKMV8Qatps1FWeAiUEL2h0w0folU5q2czry98VBcXZiLjuX4afcRYKtfBzu4vIoDIEvErpYFduwNV7iYMG6MnB0TZeCBRcj4YOpKtAD1DgzSj28viGn1p0ma1joxfAsg2fSLpIJTaLKbfiZd5lW1bPmCY7itWzn8y9cgLYXj8DqHbA/opYWWr/szqw/CXmmsNks9g5hx75gZx3vncHUUrJqugIt1zcWLX4ihtBXTASwJj8U4n9Zgb+HiUK7Z7MvuRrw8o+ZSE3WjTyGIXbfdMkV/EAJLehYwtPUv8UDc37HXqDWCOWDecJBXYBp81uFhWWyW0Uc+5npx0IHTQthtfdIjV+Jh1Daqo8MRWUurP4m0uxLiHbefFy94zVQkIOoXKqwYIvkdRir+0OxogGs/EVYa95haHAAA7XuIUvg5Z+BO28eZZ4eJm5JbGDmN4wgK/p4lwFEYVNCYlfRtFeZbl17ma4nCqR1oGPPEsL2EcXVdHEW7NGO2UxG5+H2hRONwCFrjF39ogyoKqXCnklGIdLUr02Tmr4MHZhiaOsEVhy1dSlQuV7vFYZlk0hculcD1F6Orar0mFrGjCmM+Zo1GSs+DTOkCUx6qNrLs5jseSWMUVbHsh0WU/eFmZ0wS6N1IOsQaV2StMfEd8KeWLPctMMgXBT0/jMaZbD6HibnluDWOKXeuYAXgqDfb+JY58qqcDPzK2Cp6tzL95BW75gtGbn/mo8zXgIrQA2XbUTAALqPzDmQOTt8k0VeshbFOYyb/io7odw26oK9i8r58S0daLp9+SC1soUK1HKrOjuW3URDUNRhrlBZCEpguKmmd/OIUFN7YiTDdZlnlmVbYCIzDeoIezzznLCSnEO4ito7Jbi2kz7mBp2TsdhK6QFXWKjfJG4PczC+oKzjDcSUh+I1i/UzVV/qBZ5+03YoVLA8KTBU3N2WNw66fLFsJTUeQujAXg3TN8TCMChKON7lqBmDVveoDq0tFxXGeSIxKzqz5uERmgs5DURSXK3pxMFEpQJ8w1RM6w3/ssSq6o6KgbMU2rNuWXYy1QpVeXmHLiqUDXBG5aQPiYSJLsjJxKGjRDk81EUNRdu/mV4bdHW/8AI72kB97++ILHHLWeKifCZJVlVWY+Lq74A5ZiuFbb3LHiUT57mb4mQtGDeSgmSdNlYGXiUQAyDjpmElZWyb89EUC2ef8AmUKLDL5jsDkf0+KlqYrnAjVQTNC5F/ieRt0S4geBntqV/wChPRB3tbONR59oyjB4MaxuXmimHMhvhhLhT4gpu5gBSGsyTVr/ACNoAu4O8c8zAWa/U7BCXkz7RDaFW5hHK/XEpqbl2Fb1AwOPvLxMfPUGBM/mo3dO4OYK5rP/AFFXmI2VfJxMN2jstm/p5kpVGIYKKrULsFJVsDkoqsQbuqxDwVgMywAMTY9Q3cfAzK0lbbQHkZWL9Alu2tXS/hqV+ubXQ7gxZxHWdvcqB4Om+XiGSVXWx4P+JeaIXjtMxfcP74hEWb2UV4jnC7Fvpi+/MVLIrX1B34j0VAC23qEHsS5w3+JYRtVKZJ57i9oO8Ztrn+4p1jLRBTKpgKP+5iCA6WcPMu8cQWjPMDStqtDfgS0dNy5r3/U2qXDkPFepxWm/kbuWObVpQb8vMNs/PLMrOfCz1DNPDTP/AJMbc8c+4PK24XvpmEDe9m8v9iG88hUrhwvJGFK+MMpKSyaE4TcoWc+YlDg768Skdvx8RXgM1ZVyQ8FByz8Qc+r4xGo0+YhtO+Ae41SxWfGPPijExe4XfFDcqSl1n6K+1lPumJYyiDnqpVo66iaL3ZHcsP4lnglQHkieCcg4ZeXkZyFvcUS1i+5xf2jZpzUspTHhTKkTnmNWn2lPUaNRIAbNPmgXSF0uyUY72Tr5ireApn1wEL2KWk/IX5lMXDA3Zlz33MsFuVJxh1DXGXKQt9KH/UwQKKFeCwxfuZsB6Y+b1Uxa0U/D7l37CHGHP9S4LFhfPT+5QaryZx2yuDAsvXwlXtN2Z+8dsf8AkogEai7Uu5LQ643niXQvCIzJ3OTvtG4DAp0IsL1wl5sriC6rflC+2A63xMOe9epqqdDupYUzS2LRA2V57JeG2vzPdHG5cZPuP+rcpC2FnFQFeUcFQK2eYhVRGUXCgxVFVxG2JpltwPUJSuaqvMTQIJ4Y1rbccTkltniAvtaJ8QAtUm/7iZD8wWvRAz8PvMxsrd+pSUF25Qaj+oUOIS9RFW8wEzHAmI+zXMzhRx6lL28SleeGOVdG+50QVhMykfEfKA+EyP7Q9OIUOUmC5hB0M/QA7QLyicISzKcy5IbX1eeGArVcQ1yuFkE168Phhf0bp/fScUFdH83C2oUoJgTqAmwBdUtbWpRofI0L1o1BtzeXYrGyPZ8MPPCNvV4XVFV+bhRagpDSRO90oMr3a+Iy5hVYZ7mP5/VkWI4BgeOJfbxmPLKG5ZbOOoytsxA8oJJ687iSPEvccMwzgNyorJg49yqAYy/s/iOuBX9A7PM4nB6Lcuksh6+YnBDMG3nTDZRSx+8AFHmiGcgLq5mYgOjf7jW/Yxpszs/iBrzZ30wTkNbvf0GMi2DeonwKp2Nnc5DmEGb89EzKcBEYfLF8E8fN5S9rkY33HHboQduGy5SzMwEDZzMNDvNQvqlLuUXATMHNBNxBVU5rM+5EVu/iLY/SphMG5T3MxRzNKJvV9HOn0CCmuXj4hrAHEHXlxKqULyhCAxbvEtKtMGnRVZQQeuaDn+IQM03ZXh7uZBukwXzB8Df7l45Fv9go2zady4VBVP4qIXdXzU2VVt/BcxisGqx1qM3kJdej5QA8Bb8QcspsgWy67YVMkQF3g4JUtrW6ifacDqoYpE8J/EWzopldEFaw0BjEdp1U963LtOjdSrVDq6gRVMZwbOOoraWdqqINv25gwDmOKHLvsi3zYfbQe4hYvLNDi7hVn2lOXqCWruZEXorzFlrqmJwPsswooERPzAT8RTNkLYL4zUDC7tucsuVQYoT4MFWi1/cNWN7MzKhcrVS0LEKN+5tVkF9FmeJ4wHyjT3FryxWA6is0KzRHd+ILlsYjEd6W/pWIaJgxbljhT4LYnn/jffNzPd9iBeCpkG4X4Jn8ctrUIK/aUia5NGt4j3zDVdRcW2Plbi/NrsbdENBFOeJZi2ObzEti3lh7gYDq661UuvdHy7z+iHt+Y3RC3rl9VMYFFBfK1iAC6WVLP6uKWisrEGoOOoMmZnPl6ll+JKqoAi9IhRm4jkrZyjLJgF91DmBaDxsiHYNdRsc9WRYJh5IQRW9xU8zdLcBoKlV2Uv3euWZXJ8MfEN+YFWiVdTklIW3aKEAeWMW7r+4GaQuvMvNB1y1DRRlLKTLi4OrLzf8AUybRnjTGxDE5MvoNsoaAKYYSw8ovG2u2BZtxUN3eO9Qen449R4OI2DmANKzP4z3ACg05vzFatnxFs4mcZgL3L3NgY/cuqzqKonHiZdSsQhglXE6kwKo4vMOWPBZw6gh2rzKUxbgfxKE6jyz7gmSnL16hVeVwAs5LWLyhwJYN+Ly4hhzyUpKjMzdZinS5Qv31EKhL9heoytqgXT3pcxYgA+D83z9NVrEEbgqualK7vEULN3Kl8pVoFvllj+XpzKQH6Zw/ucpLUvwd1KzxuYdw0Z5lEXATmUp9y+EXdhUdzRicZEpcYsKs2qK1uPuJVx5lhAhRUyDTtqeXzY3HJ43ifu5b1BcuXcs1ogWbPuLk01RLrLmALf7Li5N64mRmYr4iDv0l6lLnCsrs54nDUODtYNHOTFYxLb+H5mRckaK7mnUp2zUDzC3LyZgsJs3iLZxqVU4i9S/Bq9PPMs33DjF2aqKvcx7io+Evx+UXUVX+DzKgLPcRdeAr0mli8GYKjOhoBXGt7Fr7S1hWqzW4L4i7WZtVuuo5AHibzNbNr8IM/hB9RMsKXcE4L+IybVpK0XMFqAQHMq+JBbdjcXLQlrJOcTJKz4W/E+JB4PcBDZcfB3HwvPzUoTnmBe1iO7DtFiNRm5TB0+CJ5mMRGMVcw0LwfKZ6SONlFmCq7H2mQXbrH3i0OOawmaBEpXxS1DmU7IckcSze0cIcQpCo4nWGYzakO8Bre5zj07hdthmmEAnJ3cwoHBn4jXD8z2cH5lHOHqKuVToa/mVAnG5Q3bKGAKHcAnWIs1LMX6LiZF7y9IhNkhX1iDxGuAVNO5kLbg6nkg6uXwBo/wBJSgXfyxnzKAFH3r/sSwKWIkO9YmBzIuDj+Zb2sU4vr4OZisqB0B1Mhu+WcMVhCGS6HL88SzrnVw2WTfOmKR3auNSOOIOZamdpw+JYm5zVdy5fzrKdJOKxfA3GCrAqY9zYlumc/eYwFVLB+yI5JkFebiXaEGWd44gqDTBir8zch8R1VJ3OuVLVUzcMUvN33qNz7YmqlqO5eXnuTc28bSNnEthWLl/XpMfEbCUeEwI13KzXKLKZNSoF6jkOPUTksAL5WgiJLmK8TJSgwEXc6iLPNDpJfUOAN11qYw7lXT3Uy27TMwFWeexmLd4gU18kpVVeCMDuBITkEWXeZQ1E8w1uUXPEcETbcafM4V1gDmO0oe2JarFF8wqm54C9xM7tpyHhENUqxh+JqJoEEffAl1TPTjXuMX3Y/aO5OBwI5+8AhrTLTEETkU3llLhNADFcxhZ8f+8QKlu7qoGuRN2i2IrZ2xMRq6r745+iq2HnJK3SqYFfebGjS4T1rl5PHbKi3Ly8XxMEgI+gzfuNPEFvuogVXb8w2cN9OFN5lESi3R3Ku8KZa8xVMSOIumfEeXPiMMP3iAb2SzBBbuBq+JWoepfZz+YAcxVL3GReXdZouIfBRoG193K0tXc0BgD/AHBKed6/EErXOdcYh2vfh/7OS9+/0AFQXaOeJVwtLlVdhMNIvwPDv1Daxu0NxS2hLfqVTkN+WKivRkuWZyV4uBvJXg1xK4Qt94cviFXcXgOoGNahWbjlzzHG3mWFZSgZZQ3K3JM/KZIbFuJSJ6lxMwLXFOm4OFlBd0VMVU6B/SJL42wW4Ky0BfWHkjuZG+H1AoyZNdspKAhYXf7RlWu7tp6V5lJuxcH48zlmtsa/EbhbHhQHOHiUheHBXqDGDBQbI1nogGh+TeeeIzRa4GBNagD+0p3RkVj5MGCNmH3uOcp0l2EMSs4BjMHb15Ys3CAZarWviLuyrV1Bex8zfmcJfvGzVlUt9xPNcR6Dl53WMy4DXJDlFWVYsqYGCIgqpnI5l5vKswauXUrSjnMLzHrctJ1TAz3B2PMGuqf4ijsqiDDb2WL1UyWVAtxxfuCl9u6gCwo0/cGubADH3hl7uUtbMPWPEeRsDk19pkVM6iPDBzrYSmrYv1G2hjFeoqtbaublY2VqpUNPZoxmYiyrJWIQ34YVV1DnOhk5lpWw/B6meN7j4HqIa4g23HZwuIxethcro0rPqDZ71FhTXEFGDc8pkYhcb+gOsjY/SKzGhpA3TwMQGincZEMrwhAyVmwbrxLAcWtH2RqZff8AaJgAioV2ZUFGCt+qZsS95XWSDztDlxWOI+4vRWZjX3U2+FGdwhoywt9lyuG4r9kE5FYexxmGjyCcVzLDB2/iFxGxrh+YLWRWJadaC84uBYLsY3GNBg8RoZ1x8w1AiYDTpqmZrk5aghaK97hRA5utS0UaQuGZVf3iKt5uCGA4Q3N8RLDNVFBqp1BGvcwgupVDMa6mcKrNzY/UviLdvD0RyC6CfEz5a5epe2ZeeZyh2m846JXFpv2mBlMS2nDT/wAg08d3LPaJCO6XX6mzmFXV1FQq8fabYydRDkJjkfEMNubqailR5jU2LYvmUqs3qKFLuF16lAt18QDjiYX5SXYPR33Ghg5ZXQ7gYSh9ylZqXC5cRrJX8CHEt8WnIoFy6aeyZ+ZdiFlPddzEDMZuMkgQuoBWHNj05x3Db6Kzyc3AnYtorZ2mVwvvWI1UV/5jKFGMEPahVTF9j+YU4Yoz6X44m85V/wB4gOBY0dWzLkWMviaweIPUuafRT9krp2u74I8jzKZ86l3qsm81CwOZPmJaitXwiWvYA4mAtBbJZdVV9x4q2KSE1f7m48Rr7RGHG4LrURdB953qPnOK/mJ5zYGP1DC5S9+ZqqdSdcC18EoyEJHSsyqyn0xHsruZxklbv/1EZtXv9IW+ITZKNaxL2gbtuHeAS24m7pWUa33cKcWLiqaPDObLM0QPhG77s61HdeM+amVQWirlRUtFlbA/UsAeWeXiO6q56vEaS6gb1UFel6iifiCwZEp5lhIoX5ia7bIxUH6yl5S49mZKgS2ozLy83nzMW3l4zBdgC8mH5mV/og5C2Goc15i23nMupXihr3KckmXr1cs1MzZ1q6mE2Ipg/wBspR5ZEYb1xTX3mFCw6KKWi7Ds+YkbVa7NQW8YzvCQugzf8QHwonxKU268XLpZtnh8nzM/iVBwBGBJ6YZmH0IVQHyN3BSQfn/iDCK1YoN67gNUjukrxBr/ADY4OrjzxxAf4l5O1QAc5jLc3WCHXiNq5ZMjU3PmRZzySgV3HPpmU8bPcuN2S2YqfRKcZeYq12hC9QyLm+Y01DE3145iwAWEUuA4vMUoVUof4gcqN71LRHrx3D4qOD+ai2ueKCLWZLReXkvf9S4Drd5lr9LRxmMG4zowTxVtwcymazzGy2WO1V1uuojoOI1SCNSoYDiBgaO6RnK4xx4KJ5dxx9Cy5R9U4rmHF7e8X6mYAi/aysXjC46mdDiZIFXvWOJsqVe1S2qziXy8xumMNb4Mo7TecL8k4uXk7Pb1Mjyqbb7wnDgwyt8D13LrTiHRbZnuMomqrMvLVoMxDScC9RbY2VMvmCnxLaQypa8l6jm7Gzk9sy61PVkeDvuD888alNb4jrQ6Au/ESsze8Wuw1DtMeLFWi9HgeTmUYbT6CtQ68xJTbuDGH7wqCORecQOSf3AGp5j/AInH52S9pz+owZPCVMa4MwyEPamV3nPxMXJrDsH5g7PLhAN0FvHNSvRUU/ubwr+YdtsuGATVFNVLxGuXl43D0+h1UQre24JgqVxrkjw2oQrN3/MtUVGQ0597l55B4U+rgZB2qGoQ8qxPAKwM3K1ij1MhHnrc2WPiU5hYHiJFG6qty7pS0ltkrmLkt+Yl19MSoTgFeANXLLpqisNOSXdFJsTSsAbKOTuFOll9sqwCioAF5ZQJU5S0FMh3/URuq969QAKLsmH3ZGoXq2DjXNq7JSNL4h4n5gVGX/YIXdnZHzJ3gM4nB512tm8oU0IrVWN8pZIzZQRGd5fkZTs9dqDpgyfgur9VH0MIANB78y2kc835h8HzmGpS+DF22t7lWVfqCpott08wbQGBpmy9/ebalH0jq4ZTdsVl7lWieruCOZweZ5klU+aa+Z4HO5kbYyFvHxMC6P6l7lGK4hOwuyGrCxa3FZXk8a9RoLQNjzNwvX/YmWnmYMld+ZfNRsJWHENA4aqLLtdCV8wRlU7wyMO+/cZpvD70SkruANH9x6EN4r19oYNBc5i12YGe5eVAFeJWzkFTywoAwPd+Y/yRhW+RHczM39LQNKwNvvCxZYhjPczMz1jXzK+BzFVi7PUR7jY5xAHbFLA08SmFo1sEA5hs8F4nvzLN1C0I+YmV9CtS6FjkdEUF0JRWZEZwtWr4lDU9WvzlArbtIB7jNYGcAabsGLaNEADzTUHN5ia/csQovCwoeq3OHh2dXdiBth2UvvHhMYh8Sq/lEDlWdy/9ZRB+PatPDdQL+DjtduffmI0i/Xj6FzN7m+YQFkpO/EKluHmA6DXE5+l3LZOJabX7gOEaqMDEV9kJTQQtfUG0SzG3FopWVfsR7BzbuZ0y6ozGSDOPcp2nNMf+SzgwzwgxMsLXVcJiWBy5gqjDFM1A4aqCrfZEy1byu4YB6K6lbrk4f7lgsC6v8xq660YjpYO7M8YiLpuJ9sW+Yi+geFoy5WaMpQjcNhO7bgkz7NzVWKvpFD7FeYZZtieEr39L4ifSrlu2bGl3kMuMzRkMbljFmTtbxA2mLHMPNWIYzGKqr5l5NQOHnE3C1sX+Y9N4qBliLyvMsoqCAAQBzG4CS/I7xzBB9nv2Eg/q6x8Ro+ZgQM9f1K/kRVPyzOsOMDweINNHkwg1UEpnPpTJDSoRVkH8jLrkLo3Ko9uZT3OEEZDzzMzfkboGOm3Vl9jX0Y1GyB4zXiXAq1UDuUSVL6ghmXN4ZajfeJb1GqCUi4HbBIMFCE2NFRgr+hYt3GmFoLmRDDXFi2LKLNgSt9sQAGpwptvXuDR0bRw3LjXf3+8tyNBc41BRS3XiXtLqHGc58MGqAOHUSto5+CDIC8Hllm1y145lMWaVLrK62OjiVRE4St+EBy37ynu4Z2uTDEAsrXUQ3edS5TbN0QFLXACAOvkZjmPnqFLkTXM21Dwg8RPYLVlHwsU8hI7g6hePiAbJXX+plnNdy3lUwCn9wydh3D6wKPSMpiiw7uU9i2Tl2w0hQ6TRo+rgFbYeJg1eL4q6O51IF/0yMnbFrB8HUB06ZrHndAi9l5q/Yzj3ALMjTT+O/MNSzWFiQACBWI9AQUZcNAYY4ywC7LKmu6lDgrMpaFcTCL5UjjkNVXKYzWcZkjoAFY+J1eNysVLzhZlhxELnqVFjHBqHPgJU06qc/cWYWQsdIrWMwTYealbMNeYXzGB17uHKWMDnbNRrH+jHSBd1jv5llKrOofSMERp4ahsYG2TWY7SvLNRxp9RqDpk9yr8eWoU1eHAdXDqWYyc3Dx9mi3Sdx+K03dfzmWQBWdf3ABlcrePiV+SzZEgZQp/M549zHvC+SNTIvqVXiXBzmbuZcHJn2BWuYm0IsQ0/EAXn7S8X9Gvw+FxKB77mpDyOot4o7XDrt6T8S5oXhjR46lWMPLwlaOYUzylk8UV93cogi6StsopxUUsOUmbg3Mjo+5mLfEXyXmCHeXVFd6zDQvhuyutX/SUNZdDPqbYbuCTh8TCDYHCOjcwVaVbQeARHhXffSLGRuuPH2gIBmC/gfqXNxHEor6fc43GlV1MsvN9NyzmLW4CxZlpJ13UA8yxSp1EtC8jMCGIlnxcDxr1VxvKCs3XMHmbJRWwGLl43Q7wfeIFkZuWgXx8XHpQONn9y00YtzDEOFzCWNXb1ALYWODvuECAS+EU2BvdrG4ZXRPXUTL158ym2IbXxPNJQ4XXcug4lmpQdLe3pUuGmWzGm/iD2kCLls58y1i33ELFL1DwmTU8EutsA31DoohslFX9PEE2qx9pxQnXiUpspiDOY7rrhrlOfcW3liXLBVqykgiYFyZKIrT1JzrkTVuPAd9S5AhW99Iw+W6VeGP8A2AmhBUdc1PyLo2mbZXjGV3o8al7QFkOb5YDqyR9yK42w6xAhrwo2RgC93mCrXkHJ6ZS+jMoOfwjSNg84laz3qJgK6zcACsB2x5ilOXf01PMUKpuOLmPCczKV1nyyq0VW3yq/MpZe1c8nMU9Etd7TIgt1Bf5qNoC2zEtsxcHRg4g3UM5T+SUQcWvm5blWGIxK5VcUrj8D7oEI1tcNa658feABCHSyoFsVQ1KZcO3MczObCte5tmcdROtxcsPiPdvaJSvzHUIhhNSy0ydxN/AtGvdyk7oNq30LgGoZ0Zlp5ha/x6hNpWoqRMoN5lvpVkiRbTqUsVaZT6GZ04JZxLsKPCRFzvlriXUwiF+T+Y0rUj7RTxUY6GaYGTi3FSwinAs+7LZew2/8hU0hH/KXTM4i4MJ6R7GE2b3/AFMUNbafARNyVspIFy6/Zju4oGEcbMy48CO0eApHaoT5h4c1sY6LhBmCmsQaviZveZTtkwue9xzV3VSqOCL2WZFwvClXB5X3NVuDSP0Ms5nfqJ7S/eoh8r/MxPTQy7nvG0fdKWrzUqaBXXiC4WVDOmmL1Pid0bcldYgIy6K5+IjZvrT5hO5Fr/mouVnn1Ezsrh/KPRSlnp7ljbe2W6HLabfcoH4Y38wpry19Rm9rm4tW4PeHrfn1L6OZ8Tod3iNwIV9petO8FRrhbo5yTJXVuTPxMN5daMvcFs5FlzDd4Ji2Go9JzCpUwF1K2lZdL6hTZLaYTxKRwOOpkowXLV+pvpGY26Ivu5hXHfXcqIoyVllBnIEDfmNHQWC2dJMjQgobZdSa2MoENZCuxri+YWi48O/mMYbNq3o6RsAxsx8EtLsc3t/qNMWGMXuI3YU4g+h5lnBUtmeq+Iig6M5vMwGsCqfaWkMncHFfaXMsBzaftMYO7Br79xaS9DMvWrO2X4iJis9fUcw5gZe5QXIUfiCL2W7S97zUSmYsxI/aDkuq4lDeV4uIcqlwdCkIDJZ7+Z3iq8/EvunasbqXIHG8y9A05C+u41r3acz80seWXSm3mf8AUEou3DM75hoU8Rc6A08zHMvY/ctcBR7M6j9lX26hhZGHxB7G/tMYVHPMsyuzl4h/PDUvVXn/AGK3r1LLZvqGO/I4mDKGUzv6LQC3h7lUzUz/AOxuJXLAwCLikppuV2XozYTOT81Hsq8Iq1t5iJJzed+o9k/GfmBJYQd5ll0zBVHqZYend1yzn/LdB6maHABg6anLwhJqniLu+I5/HcyaqiFQywKN6Fn0Km25WEU2LNhrw034fzB2paZdQnh3K1SNZ5q4beRMGNscd3NgvBTDX7ipblvVStXVdxsQILH0ae00SuNeWW6GQvW47CpIGi1wQaIz7goHZwzKW1rzN5k+4euJSYxKeYNxrXKMLfKJylizxCW1a7ZYNXKtsbABaOXv+5YyLidSu1nVQPL68O6hqjRWnzAk8C9eZkbS8HlOZaKeSyZzzQVr3iN/tQOM5gQI2fevDDUbyt5i25o8Y9RoWNNTX2xTjESpw3/1rLKHKBFCnEtEY9zZ0Isu/piogLmJ0e87epTYNuJW5Z1NqUczKDp3BYtudRjIG6/qZu35gWbZacjOUOS70ZxBtg2YlfiL/uZanffNRFpY4mA8LyLP58R642U/ghqFoNLN64hhrDThhmUwiuaxFPMsgEs6gNXky5OCJ4RlkFUL5lTA4qMTBkfT1KZsoUzNSUxTgGpXDwNX3CLUP5jVy9EAjFhhxVP7Sps4HmXf2h8cE0dHMBDKspGTTBaat4hf6lFzTct830wXMMeBVU776gHljn+pW3ZFmR9E1N9y0pvatxIvBvJtjMoNBdHw6gyu2nddx8sVcS+HV9zPOF0LV2wwBf4R3qulMGdm/vMh3iv5lF9Bes9x2qLXNwAR1jxFOWjbOwxDehpsqajUxnqDwcn5iztvuL24jL1cVrB0jb+E2azG62sl811Kzl15Y8SsslxAvGeZTC63UyAXuXdvZH2KalHNJ+45ZmWOo3NtqyVFHe2Ay7olaBd8pTNwNz9tTIsfTPlAIBW12eyV5zpu8/1KgUBWdepbnHHqNQZdn1GZqWiVilfhTzDHneEaLmTV4lRcaia/ahc8Zm8vXmIg2r8swcpnAf8A2K80NPuIwwNZuMeK8n6jx8TlBBL9VUukLcvMoLvQeDiJoNtfisTN75fodPqJSwcYmE/nMvd4lCFC35jWAJenMw7jtfzKuB28S1m9B0Q/qaFNNaiZo2dXcvluWV/bA8M5yZ9pBKzuuJ3xeu4sYKzbc5rkwrSAqXQcHhYHdbNub7fvzDL4oo8TEtq4Nqse5Zo6zU+6UHuBpS0ucO5aU0qt3cO9x/JUs+XiHZSKvT77i8AdwAJXuNRTuu1XEYPpyYjddpe5qmiDV3UNNQ9MWy29zJypwFUad+YJLY+46DDM6I/EKi6xd3F89HMCcJi6GKh6l2hvxLbe8CV4bmYu1rqLECcMRZa3nCAQq7hzcVZKh7YttPxCzanaz8x6dvtqXf1G1E8TEMa5nC8Fr/mYdEhoSkHUxFPHljzAdeddeYKCV3o/HXmUtYtvJnqBqshtTiZQbVS+jMsUgF+5ih3X9Rr7pN8YcYeGYxODZZ8KIoXbjAfJ1CuqM+Ppi7xBX2URtyWszs4o9x1wNg8uJWBS84z/AJMbmNrw34mcnD14nVtj4R5IiBp+XmWC7DdFVAs+hMmsXpY7b3BIMu5VOHH5lQUPKNDuWFwMqYLzqF5PKwvIB11Me7cyov7niaaxg2dIP1DppLGyssZrvN6avzREXIpt8Z4xGwS8cPryjYFRcORXbDFe7oe13XcL8NtJKpNFF1WZeAbxyj9kstTNrfaIeNdl9ItV4OGnPzLIsDNbcY8R6cwBs1VMuqrB8y1Ro7los4uVlQ64xNYSuOoXc5hkJhRH/u4doFi9ViFoQSswE4LjWpoP4YTtV7W8rlx+UaYaq68SmtUQ5a9QWZ7eq/yXl65Z7lXNHPv6XGoaBupU2fQo8paO86/8mEekFviFkHm5338MwCeWjfzKMYYLZmMbt5gVHz4l7yGihxPBhikOHxklFh463OXTgEaq2mK6EfmUlG5Cqx9BtWxfMv2tteJkDb26lJKUMtkWKZb0whzLQ7oEqgqH3U2p7OZTnRltf8S0kJvpfia5F0Fblk+ZKbepyn7gD8uJaNtoR3eJ8ylVld3IuLlvJWaUEZrEtLbj1LyTcAWMG29iGlTk9pjGCwGC+nUr4rPEvFXIoWe35GuhDzdmh5kaG1eI3zR+omMTR/7nuWrXONq+XQSDZXrLPXbEhQYdQh/2pnKAwCm4H83BxSPRhi2Ng2yLAO25gUcj1WPzGlYGQBomWjBzOY7ptLLALe5Ui4QLFLbHc3MRmt07lcbDGFsfUb4DA7M+pW6QMlPOSmZaVSUb4+kXcoEDRlcxI1buD3EKH5E4wyzokO2Fhhio5n0UOazuJeOZuriqbOAO5YXKtvcdy/8A5qwOmmoQ0PE2fETddS26JhD1Cvl81O0lwak3XLN4AtdThNyit5TYt8+ZTQ3wkaZVZhLlUK+fDHMY2Ubz+4qDZ1AYteO7lWyvCJeW9zSpYYp18zBtncvNd+pQVUGE4ZZttqr7jEzK31L96F29b2vEoxbi880xfFU9EHOSGXgarzL4ifAGcHL4lkdQAffGyLVQXAp2KVPzA14fMFmrGbXOECyB0Qua0qmCQc5sGytQilyiWvg2uVBlyAtXJfUsQDKmjK8gZhCAW0uhV26l23+843EKiKFnvN7hZ3VS5sMnmvMc2GL/AOMTZUutV3Mz5PvEqlt+9ToussS7wRobr6yo3buMC8+oSsNdrH9+pY8Fg5JUShiF4xGZnq2fzMReeHzzU3WCN4KPzNcsZrT5gJrERy4NdeIrdhbA5DiV30A/Hy8QGIuOgRgnvQTAkpJLF6t88MBT+fPqGC4SoVJ9JUfGYNGilufaWUklHg9MbX0dVmzWYNOjvzL4hedH+ytXehzxALkmZefhNVC/siqc5ZJk6PI6j+xcbgRaHR5Ze/PxBQBWueZSbCw3jChwQU1GuuqZhpOOJYCFuW5viF7yc/ujh6dziOJlcvHUWxKXZdLEJt+JmN9pgCuJcsdQNmz2NQI9p1zDSgNC4vu4grG38TDmU0LajGEW2BjLE5L46gJ48Udl6MPWQ4j2l79Q0a5C/LeUZmVFhhp4dxByFuIHHqIni/N3T5gpMU028/fF51ywMvb+IOURRpfh/RHBY5qC8fCOxV4B/cvjTVGg1UzA1VL6g3juniVheobUOwQ1AzVAWwg2dzDotzAQCViQ9t0xKCnuRNc6wlJ9jHi4afia50c+Li9tZn0TkN1fmXrSGNXxUDiYN8zeSWHcuoDh6jtuqPvNh1cOIS0YH3GETLZctkxFc3Mo7M/xLQIpVUZOsuUTkzqJp+JawSntjXXqLCXhMxX734YFS7/RP2TScn6tCP5khDnoH5n28YVWX9amZ+ahES+azdfTiqgg4zONoYf+jiAWMlEaeuytFcq1zBmerQUO63BmVPJ3Vx21mdGrP7hD4CrjByUlYzQMBCvJ6/UzBTnWOa4lfj/ZURZMpLLFejFtAOCuoEAF9fBBNdH2ZgBRJfZNhAV8z//EACYQAQEAAwEBAQEBAAMBAQEAAwERACExQVFhcYGRobEQwdEg8PH/2gAIAQEAAT8QlWkug78AxCxhaEbc+nGXn+WtGZWFEm9iFt/WAwRsgUpVU4w8B5hT0KhXjxMGzUBgE/xBw2joNu9YfIws/wDh9wZQyJP/AE7RPrfM2cXTmiBDRjzWEU02T0LWoInJeb5aC+1rru4uZ/uqJCOLK7jACFZmgYfmZhiEkD1w3X2gac2SpsFoH68L3Ad7VZAHZflNG11PgwXEF9l+FIATCDTkC1zkBoRV/wC/cQsJNNFobsNyAL3YUeAkse9hpgGAUnThpYr7/wD3BMyc7Ycg1cAscxtYIwmBLMKGNoN6TGnGDTkVy+2UNGJVX/DGFwDEjbgF2Zdn3/4eGUy6ZV+YTqOAAHBquPk3g4uL5JnwbiXmXYeYybH+5AIfBcIwKSpi+6x5GssLY5XH5ZZ44Frhzr/cELK4VYZO9VxqplTsMkxgdMfQGMhMpNrnzRsBObuJPUjFjUN+k5glKmMBQ25PoZi49kndm1H5hWWv2Z/+tyGOK9ceFHp8wBBOdiOtcd//AOCDgOd47BHlwCvHCnedeYa20KYiomqFCMOVebHN2ACkjWq0jKbAvkgA4AoH3Lk+1W/jRDtf8wG7pkkCijvuhgZJjVdBHQ8djhSVfGMHdwKBwsajVF6+cykfvKqQ6kC+tZqkKrXSNdIrJNGSMgveeZaNnkI4tmNsJEU9/LBnQmS6Isd/aNtB29MPClPB4T1cUJMUk0codGLfv5d7+Pz/AObzzHCSZocXzFHFOOAzlw81DOIYVF/4zp4Y11h90uJ1XJFyi9OI7oywuL0GM9C4YIacIRYx4B/81vWYR3hrhrlu0x0lDBIBv7j8mfBlqZ6KYF9cgVXAW8kFdYxjgTzFDqZSGxJXQP6Y/JxCJJ+AuY2xmy1AVzyLEDYmNB7uie0On1hlp0f5DY+q9yJophSAJQW2lwOICA4ULxPjBoIiPEbcSkEQd6r5eXKysXFxrzOR9j5v9CHSYHbxWhYgGK1+DtfH1hiLbporxG0DJWyyRp2B394YTkAoCosqlOuUZFxiUIaGd9yz5L1WVBjQnMdA8tEhBpJDH5WGuSbQIfNZrdEJ3GgFYNON6QciunBTqOsCMUYSXUFHI5MjzgljNR4kXL7se4ZI7PRdxZoqLubnLc5Ne2o2zZdKBjk+5tIVTauFpIclUhQ7ADJk/wD8JiZMS44f/hTATKLiYYTO5cwf/Fw4RwcHZixveK9UPhksQAYkJkriQgOdJiIvXCMuV7XDiVxRxc3IkwDyuac/XNC5jf8A8OAK4d4KNYRY7LMYKZWiNeHa4xVahBlxk/6y10OlLpDmnBUGgmWsJCh7AAH7ayiJo+FoFAT1ZAeARTvBWArCiWCm/S0MU6JrIa5z+nfcHyUqRo/JgqNAC8vhlTDAIGUFqdXwfXJbSQ1QvDQxApFNpOud2umI++i80w3YpXDBzUi0Oybr1mzwPwCUcKAB/wD+s9ZabVLpnCavTDl1YiyzLZlGXJpQbQPGsijT2U9c6i6xLNVMBCqdoLzEaqg5Nz2sJo93j/ayMxtBnKpX27lf9DzLcEjDbxYGnDE4joEdTxvI6YxRC1JsIVlH4TFZzy61af0+9c6qyEMKl7z5jj3fc4jdQ0jxmhkLaANXT+F1/wDJk/8AsyZMmTE/+zKcO4//AADBiY4TiHpgHzHLnSTCpcYt7/8Ag/yMd3EovAjKF/RZwm3EoAsGwZc0GG89udO8afcoAOwU7o4x5ix0yTWNooGgmnt8uJNqmMyn7YW+gTQEdvTIVuolodRsY0q6AoVugP8Ag4I/6N7I0gY+RU/C8Dqvwwj+9TrPScMCSKY73oVHjkGVdsFjTK2Oz3J8m2JDaTpjOUPGN0mhw8iVq/zVmMTvot4LKfrrChbZYXtSV+ee4E0ME0WApXCkMi4Q8CKvgOE8Mg5I7Wh3ReOO5UDDRBxVP7NZr/mQdkE4foPMBICLiiE6qp5haoWvQGg8/wB4ZSObWx/jpij7hNmUToNesNdWzv6rJg5aa7IWx9mMXYHX66Fa8VjjFIQtNELzAwBlYJaIMZGsY+GjbwJvgjc+q3bujgH2g4qyAYFatkeD8yX6lKgedIAHjcuElK3WUIJ1cXoA+RhZJf4GQWyVi2zZWbyD0KLziZbjOuKwmNC0xo4f/wCb/wD5OOOOOD/4OHDhw5cv/wAdf/kcSavWAOXHs105RFdI6xKlyTujJVVY0rV9m3fpJjfTuoCiZTBpCJlP64UtNgHwFddYuWgVfwx0TrzCMH1EwlO4M7XKu2Ee7mSej2GzbCtYgwAO/wAXuf39R1+/04ODG3Ubw16Z2Z7WFYKh2cOF+0U+R/FMY9neW+wl86MY3HQQk2V32GIE7GGqGXC697IWgMab6YYEoACwoU9VmFwJkXJyrlxAPJH3jZmtfIp0A1Ro80e9sqcAc5PBxGtkFI8w2z4WPFNecLxxxYVy8dbFOLi8aIVpq9eLgBk8T3OrjsP3IfhSfgcF/wDTGOdmKLfUD6TGVtRNKBeFvJnb22hBDW1Hw3lLQdSQLvZrDnXcEiRUSqrgAS29bJdh9YN0UmHTdC5OYNTirNDPN+PuG9tYmpjbCaHFI0wK4lamy5I/6xsukzUDCMMVre+s1ljp1ugEkwCdOmMnVfYKLRjbgOeYQ4Ca35jccmhZeX3+8v8A8H//AAX/APwf/j/9ccc8J0gyh1xrYiOxOI4mOB0YRJvfRj/8Pd+xNfAyIZ6L/wCxjxbBHOk/Hpg9oUQdAT7/APW+TnNEdfU6fmPOiK0RNLZrk45Gv81iX77hABOYP3vF+4Kqqn6zvrIjHd+yQ4PqvcUaD+xP+4uJCrc0X/8AgDNSj/U11EbhCenUa6IO4h+VWu8J6zNT0SscH5MnQxO8YmviY94HLKoWh4H/AKwPQhh6CN/K7mDsIR0krfX9y7JKAE9PTFQ2TqFoYqh3ECFgFAg2CnuDBIUjqlD43msjvC+57dmsSN3r8LVjqY4RCHXH0A7MMJgrgSki386GXt5txrF2gvGdxJ0FS7MAS9ExFMSXAmn2kU+Lld6eBRXOg2TVmbFusOggdo7YnwxDLiyz8NvTF+Kgp0gdpuOmsfQQi/hAV/DF0pBQgY9Vece4cDX8MDuv6MWb1cNZWvb78cnF24OtXEDzyb3FFR4i4+iZHRqNEeDeCZ8SlWTWm16uWSjEmupgd/WnPi3XCvbXfSrGf9BqlGPF03UcFMOHuG2TZPrAFrreAv6BrLIRdwbEepXWPs/1RFNY7AjromXoZKWQGiJSfuEAStQYQF41qYtugj2qX+P/ANdJANuCwKqH52fy/wDwYLyEAOriQIKpgHa4mFATxdmRLK6uYaFYKTER80/v5hUBmfahqeIVXNO7EVRIP1x3VSX4Bjn/AClIBsw9CcPIqjxMdGPBpEfDkCQ6iYQCrAK4d3kClNgGGTVkJrbRWYNu4XALmtMJ6Hkq4oupEzvKulEE0K2jfjC/qApz29fA5favvFr9BkMTYpdAgc/A5R+hRuufYON9tJE9vtAz4MMtn/hU0v1hYiDaaLqtJ8MBghSNwlPbtfH5htlx9bZPaI+54+euoxNkoHkQoeawwWIFytA++OOJu8kD+5rAOKpoukAnN9Y22SFpFWMKm9x1CHGYXR4zkDUxyNmsB7bj0RxnUfTEnNhBRoUUzZBdK3Rmx+ekkT4YEj5uA9IYPmDVUptEKTVOK4pT3FZDveQZudI6ZR7Exb4vFMdxG3Vwk+Gg6L1xI0+ZeP7/AHaiYID04Viri3VDcPtOc247YY6QnJg6KDRbU+J9hhdwyRhfg8mxcLd8LpMo0vamBHKVSW7OPw9nc5aB4nvw14OeKIa7SltmIzdF8wrQKgTFS28pU0/7NcFfmCZv5YYvJJh1ZhiKXqwDYH+E+4S8VLauzTk44U5tEZSDGxJPpjiKWnm4V6v9GWRw+kifApz3DtyHQF3RtYUvMuAbSZII/AmMLIlndP6oJiRV2PkA4XRrNvVZVKHzcaMTn37mgG7g0qjfMtKp6mEfF8bVO8Y4JFqLpPplwSgDTscf+R04aQFYbbv61t/+V5v0n1mGa0GDskR5h47Png2TgwjE4AlCfoMpU9NP7Bb06OFud3hbe/RmFkhtu5t9OSr/AHtPgSQGrgwiNz7DF/hcc3O5NGzs4G0bwIh3SUnyeMOCM3+kEP1wbfPFUVv8OQKSnp2AL9eZswOlhNmIIY1fJJwkYqAAx5//AGmP9NGu9LzdJclwLFuFVg9f4hUK3C9pG1ENXur88wuXievf9vPwyyHe5skR9DCTSVnEKOZub/ZwW/4Y92Zqu32+GQpKu/uMQreawWQYBp2CKvrjWGAiG6XxJ246C2BOiel8emXP9xPL7fCJTHxGgE2jNGYYXhiBA7QqGIBMTAKBAJvPu1w2gNbwyMSPww+2RVGD3f3J9salglPF8/MScj+CuVcK1acoO4ALEyj5Rr6Rir4raMY/GGo3BKivomK3BmybWePgZs6uum0P2YffI1re9sFa5hFmRxbFCow5gc2qOZmuAYIpi1HFQIgbf8b/AKcVTkySMSXv2XmA4UaiCq50ddzpc2GQN5ENXpiM+LCCgx49Dw5iB6ArmLoRwMgItq0kX78wVFrcZuFF19c+DPFEWrJELZc1uAChoKQPHHIWtFIeT+mDSMpWKFAfxwXG17hgNunuHjckY+qn1MQFRGN47hYsph8gQTUFf8eOmKCVsen0twNxNK936CzXmFskKLHgqkOAYky1uq4YkIPiYFtTAA3jqU90HAklR0JBaHFx9EJwE6LWDqqfG6Nvw2wAVAYqNreCeaGPxz2YAL2LX344I33jRf8A4A9xdBU7PM2XbUb4JsYlxpaBqmBui/VwWnxegP7zK0RSDZ6kMRFPIDBbyQAkUbbmteb+I1Jy5bwjQLIhh6TScDLDqbmMSKGq/JK4MdSGrB0Bu8ZRpAvXxfKP4AEyQtIN+htyCVQW1K3iydPxaJ1dBPuTA3v3seKRio4PEFqtwqHIAHTggns/wDBGujonNfMsAPAb44huCM+1y5bQA82582j0hZiCnzzIhwDGq3/WYYDvG+YUlNi25CUKlxtUopTIAusgb2dTPI/36Yps7QsHKvzHOOoHJowhau3BrkNUMGPq2RmxHYbfpjXyM6uL9BnLQTt7vTjZtu5tFH+DKnTAYFVbBD01jX/Qk24BpA9MTfYJHdKh/wADh3Rhz7pIDwDIVLeyeLm+XWOD1hSiKqgn3AheGmFgwh2mVdk6ElYgj7gtbxqzUgxOusosHWA3oDcDXMSMDRTOHR+OWzbtuU+Hnxy8GxtofhHvru9wZLnSJ5UVfA3FxBN2oENB8WZrVLCzugdb3cxfgFaiHT9XLeTxEEDKNLj5jujlwpMdfkMvcUu27FL6L3F1f9gRRoNW6uuYdxUI3CBRqimKxIhEQtDRW+48QeiXPTT+sJOi0sD+b2LznMprLAA0ANJHIhaYqxR2BhsW4rJSbuwcjjprF9kpQ5gQA3qE9A2X+zAkYKpE/MWpY0jPyI6PZ0xduZNIMIApTgxU0gOB4VwyCQIar8Ng0wmjYuWaIYSY9N12/Ycbijcip6rWe59IBDQvT9d5T7J0QH1mdfW1Nj5h1OtmcL6iJVbPmEENSWn645SqobA6xHAQ1AERfB5icda0P4W5JwlJGS/uNFAh8hCjVDGQIhP8xCET/XuPWxh/xjkLvuRLT37+fzLtS1Bd5d+krrEDKhZk2yFD7jHRwRYfuhgIU6gdv7hnp6NAPCZTBH/hjKQUwCParpzzENeBY8MM0G8wR7j19MQc07vxctL6MTBJkUR5reJX24mK2HnuQB+Z+zUxQ53L9bGIWsV0OHw111W5spnDWU5F6w/+MdgOyUe/mKctGufhuvRiAryFuhYNjcPRxUukiwdO/obh8zywQmxvZscn549hdCC1jHK57RaNUiqeOKukzhNKk10M+F9ACf6MOC2vpgN/JHRkArbqsA8DSJnyqfeTzKk4UinIJ4IWehxxEMToumuziaExJAIXkBoV+cwD6IgWqvB4Li3M8OFJhoXVmHNP4SyBEQ4cRsphoM/JRoYSDLyR7X1SB3HOUIBgEb7/AO4R3xnWzgUeDp8w+odA6XRPwOSxlAKnpGgw4YKHJ5hS6lmTwhYpspt2R0zVcoflB4/GAFfSkN0bP+Vzbg1hXcAeNcOOUOebR3Ioze9DFQ9VqX59nUzVwhaUC7pDqY3VMoIdKIT9w29r917rHwsJAFo4utrkaqq6oONqu0pFW9fJh1U6sDR34w8Zi34c9woEfy5WjjZMAw1lFPoA+mUTgQAIv7gByO9EOuAuahtsfl+Y1SWM7Pi/mXsgakNdW4tMDuAHL3t3v6OR0WzuI4g/Auc6uJFgohm0h1+a1kXWsmJKhYpsA8zaASkdfcTq91+4oC9xiRQrWvTKPlpu9/7jVaui474wHizBreSmo4VaYqfdJvBgIG364jMNIxzICXmzWBZb0TrKLeRbnYoGmFcMn6BMp6OGFNRxUOExThh0X+mfFrzWTmSG7b4cuMq9XQdovp6Y4Q06ZdYYmDJnC71jb03GbEpP8MhrNAQ2NpaNON3i7Q9K3ffzAmMOj5JLN0HjrDJRfts2abAAwqKXn3DzOC3/ABaLa+4Q8oPAS6jr9cXhxYoE2gXn+uITk4RJAfA2HcZCfplO8ScSOdOwn3KNaL1rKvTH0iB1Ju+4nIFBXQtpgQoDb84/J17g+t7beF1+WJZnpU2k26YrncHWkuWNXanBkatkt+oI6rlayuv7E3k7NFTaGV0TfHxlJZfx+zEHBVSgSEah4J51zxllXy0DbWJsPeGNHaAwmNnnBFW9qYPQLRBZ5uQ/NYIxUF+ZPF46dDUXEpsEPcP1zIoWwdkPc1faofodan44Juv1OOJajThcUWhNkULyRQcFIWqr78i4FSCTsw9cGGErRdDyYIKGQtf8+XEE2J5gJDDA9Fx00fjeUgLdNwnyZNsNoGv+bitYeqRvE33EuhLqP9B+4yCJdcw2XpOEf6dDGYs3ZVj+4NEhtgPIzYHG7HEodQf3IxM2zAOw+AXjhpAiD3t9/wAzQqj7kIO2rQ/fxwqA0ag1i7psw7IJA03/APmKEYtNFMuNIJTAKIcmASHb33DcRgft4fzLhjSevC4BtqCUfpXuBIatTJNIUREnz7MWSCr5txLA2dZpyYATVe4bB48Mal9eZsayzZgdborigu8XVMAVwl9kxwdEEGxSGO51ykodD/4YLEhiT3zXmTUWUA+aEP7/ADPb41sAlqXm8pK0MgiGLO4s9ZBv8k6yCI5hpVtXEmVIXvdY4wensonNeL4DaDUQsS8Dgxao21Y6X33CoJtwpFPpa/MX6prGZYD/AF/1iI0dSpgBgJfGOH1lNNbGPDcxWwCSJ2Ft8iYB0J03yaCMYU6pgwTGmkDX3BVVv4iRRRXBnMlRwghPcAIOYVcqZkaHZE2YTQ6h2SgOn0dYdB0ZW3gdn2LjWzIKVqiMGf6pkAg9JFqjtbdrcANBg0Qq2a1hviGKiqIjIPriAG49iY/09TDXeL86CtOIzK586FtIwOe3cCJm64h+4gok9bUL6C4kMGhKjCCbo865HbYDo2Gn07LkJITCqVCSH1tcEwbWIDZsd9M1MrqHcw86UQX+8xi+ofGTzQK0uKQt1d+5AoVX+vI/MXUkUiZ+w8wiraer/wCGayqoSGBlrdREZ0vmO8OWoebwrhiCyn2vMW2mqaJgOUBRTuRajV9byTAEJ0ccSKvPzAgVfNtbUyo6Q7+/b8wx0j1Yp8cFPtOvT+ZaICITuvZjuot1q4iaqQaBeYidd5cnWid53Ag7kY1shPcHJigPtynPIl7M1OIXbfDESRH20PZhBkRzAwaKEGmEUC3Tx/ZjcmDvC/mMT9XDEGn9ty4SjZDudW2/7Mpv+/T+uSOzeuDiXcU7rHe4aooCiv5gpYMVcThosEVm2/0xZeigq9at0dxe1w1N2KldpeK+ThyoIFt6yctazKNnDrCEK8aJT0I8HeCCMbt1ONfXGsXiwH/IAYp8mjFOp1URFa6fnrlekZqMnKjLdqVZZRRfmSsn5Qn48xpSSEjayEcIb2EZSLsL6mBNIdAE4Gk8xHqyA1So1S5v4ggA3oIzTzy490HG+H+nzC1UlYwXwJUcVBSs/wCC6uvvCqkNHjaNJf8AvBRpy0ffEd4s6KMeskdqCpmHpoAcn1BrTAmVKrSoreADp5gkldNDSCUtN3AjVdig11tPwxN2pM2E4INqUxDjPIEQNNiOg8MFoiZk/oY4uWJFe4oba1k9hJ17GQD1Uw31WQ/LKR4YOeCs+So0J+izCG+CK1eCf63Fhir+CYIdjsfwwwm+64NZLU++ZSiOz4pcQkIhHBPpg26Dq/6+MamKQvq4syQfxc4JooU5hiJ09Pi5dUQBEh0EzW5t04VWpwHy4rQe6v41jlFQ0u3PhT40+XCkAcHCbri+DHEr8wSHh/ZlDNmtGTNqwsZ5iSy+p0fOeYwXha0hy57HBqJDIC1AnRZULqXAsIj0e+l8xtReCUudUeqcwIDGVQDqeHmbIPNU8csrLkVmqb1fzJBVPfl5gzy8O4RVVJe8vSHJ5cQin/OLQhQRK/DNiH5LlOeFgf0K1rmBKrROvphuiZo/cQrikVH0kWZXSB89jaKdFcgTRi76zRFFGOMe8SU4CgmhwOYzDMZslukWHmN1AUBS/s0LgaPlTaA3YPcnHwGg2o9fmYMSFXXf7fXG9mgT6OcfsW0FhN3AHE0vkXyJnFfZVaC/Fk/LTwRHb1mjAdNA62i+kCzDbm7zJeqg28Y4jQXSxaWXJ/gwaeXaU6yVbq9QzMSscSakxaTbzGh6ZQVXofo4mPva5DGge+DXSAKwwCqcPTuOrCJr0xVB8kClwnMGHyWIijsS4OxwGJiK4H533IfTJgDaBsS4B2VElOu8eTwxQcGBZFo0fMG+S0pFotxnuE4NUQnSkuGnGAxYo6h0KNmLrALwR9m/5Ms+4JsmlVFXeAwHEIUFvrcmnAvCpBTWjw/MsSngl7+4GHYl2z8M0qDs6j/MUAT/AFGB3palomIa3jsPgcRLV2h8OPcu/nbAD/zHLdJqmnuzDFC/05g/LG7XKN6OsxyCjglbjfkMTZ/cn7B76fjN4NoxeQ5mqkf/ABkyUWwXsZhRIr0GQgeawfsyPfkhp4s19ceSbVpf9xKYQg0jf9YRNnMn6U1HEpEmabqY3O9U8/z8xYVeKko/THIzAstvo5GFjVPgYKBIv9cIWAqSf9Biofc6zGFR042P4ftmW3XHcawIYuounmsJg3W8O0uv8xwovNhA/wAx5FdMPGAD46m0/ZjOyYxAl0L67ka8xeosJKQBH8wnSYPYKRdrXHUBbBdCafj3ItvCT0wmgh/blfYgfUVN+AMZJhUi+tHE6dw3ZG/68xHj45FD/wBD2/f5n4EMXNlx7DUCv8N7xKgwCEUhpP1u85Gaw1ZMQXTHeyorvzDzRD2YB25BYUE5xykAaJVcGwkok6VEq79x8AyUneM//fcJjIf0Cm3ExiN+MQUWFcGAuTkQdNby9vhWTQYxPZ1xVFfdnpFLiLWQqwaou37jeT56aVdi3n0foW6fD5hMwVELQ1o3oBhduYBPU9CPmRMcZeTj0YFz6eAUeSO8IjjFg5ART8cyMCWgwNWUGtY94Nm3gFGJr0cT+dngKSCKCee5xJJRtujgalMAtk1O9B34zo6LrwP7m8J6R5hRSffPq4mBl8PwCYhBym9c1gp+nP8A2YhSAxwbwUA2GyH4fmBnQjBX/PzKyradB8h9cAXZwMHTDBiOGuP5g+IRCda8wglMstv/ABxyAnOl18vHF/eKPfTOBgQX+g42CXb9f6YQSQAfChk+EMbHy/P9uLvGRb+Bvcc2bd0SeP8A1xnR6KBrOP8A7nvMBSQX24dtiDQemYU74KbWK696MuJsCh051GxycEDi0b9/mIdcWCYIJYjrDF4BgEQICr/+Y42JssPpO7aa3Ma9Dhfz5mgHAxkGPS7PmG8BrCsrdS/eY9NHoj/lvXNruZjrH7Bkca2E/wC8pkJbCWIRM05rfKI1brBRjpkUwHbmCF0Pry2V8OB1kdtHaZYnJvo5mw16CO6mkRsYHNo+h3zcD0Vh0dY+PiHeb3xFpP0xIwAdwbhMCU/d7QwEr5MSjazAMVdH3jgg0MkH9znpjZKPT+GDicuoKEZPrlziAB96Ev4ybTRw9B9ccMwcBxnAZtZcDlGwH6q3swjr5sNFIwFaOYPkgNs3TAO4FxMPUKhoLumPpnSLCJKwVmqrwwd8qumgDhdzEqkYoSDZ/wCDDj+YIbaCGt4Cwg1Mmhxh8GBPso5w2mVvuRVUg1e3fDHABBa2kg5rncLm9sQJCcj7uOMPiGLJr1BdeusYcUUAeZ9OGGRW7VZVNX2KZY0Yhr+AhMFWMnmPsn6cP6ZvAhg5isV5TgSquDIGsdmFmYf9MWUDlTS/jjJC0v0fA8wTgr8KN4qE6Gqq/wC40FrcMA5DDY1drH/JiKCO4Wq8ckRygKjrR2mNsabLfSuckH1KftxbMVCiFnmISF/3cFYQQVpvruQ6orqqaimxyjZgrrmtGVJg4WfBwYvpqAB9MBGp+r8yS1Xgntnwr/TKJPTeAqKqYmkZ5cltre5a7GEF9e8ciyV/1l5rBbIK/wC4zjMDNU1x69TERAcB1JtuMaP2YAinPmAFu4YrcD4uEtyQQA5B3fbl+UQyg6GuGdlSP+XIuOwJofKMdRCm/GlUQs7hMzbDuV1UbpEcfA+KqDSVHz4zeqG8q7/7DAwifRttEQPF2cxUlyk8BKI15XAqA/ObK9sM1+1qgeRN5uKocP7Dq8FwhVBRja/CH/OXtEfECCfMXajBRBO/cWsHupGF5gmI0HGhaN4/TWCBYoBA8ZgqmQpFBXwFwpiQLtKdNHTNDclNFKB6ubPzkXrvLxFsrspTY03NzKGGhqhEwSRYUBPCw4/6YrhCCXCkA3w5GKCJJ8PWpzlZikbTeKe47jytbW4cbUyj0QSDdKGg2/6xQI6pqQC8/e4v8m5urgzUYNBum6pNw24+44lDcaK8x1sYaLCfm6NkCkYCCt0oCkqp+A42ihNIJBKvE2wQqnhubxXSx3Z3C0pA5j9cmZItF9HBAjReu9majaBfYzDWjFpXQ7wI0C/jXmM70RHo7p0ZOFolEzeNSQJJ6fmfzhAORy9aEfTFyLiLfnomH+lGdjuSIZdJVJ38CvmBuRbbK/zELbA+N4WyJkhP/bjTSOuT4PuVkVqJ/U/cNKALs7fMM4Apufw9mWGC2+v4ZaB6B0h9yyJsCAeZu3w3cNwlfXcW1OVJz/cS2B8uQAJMVxZjhff/AAw0RLNa45FZhFn6uGHQHC3eAxNdPydydjRW4oPYgt7mFGwPzNaEjVwk5g7euI1wtINUKKHiI5GN96Q2AYIDDWfMppBASYUfGNNqAOvRxBp3kwaDYdVt5g2zzklvhHxn5hQpiZPQpR2M65+XuoshipE1hS7xViF3OweMfjQABbDKB3sHFiowR6jugpvpcnDFIBmq5faGJswzeeZp/bkSMQdR1712TuF57aFTYvN9XNQz1KUQA2p24bEGmhWoc15lTTQTsyPyzCn8ABRU/DxpgePAPF8fhMbjRPV79DDNkFiG+jT8cJZHSFiNv59xp3dJzQQu8NMMIiafjHzzF9IK9Pv0q1/MEo6kzdjSn8uTIEgBlX3gaw6VDZAuEmj51wz9QlktVVnYyLJ4C1Vo9WhMdFKEbUS7ruCcOaxCBwWhOkwH+x4fg0g8VheUQOA8Qmms6nnjsIgymj3H1rNqm/wDyujEFJCdT3ItJd/RmplLZ3ph7cSm9IJ1sb/7i7hPP/5jaJiUmwXBw4NG189YVMCoNCk/7x42Iqa59xg3JLTJTmSTRs3Cw9RNu8AiKwJp6ODOxJKl4GBgCQD+B7w0onA840wJYxb3PcFZx6hR+YGRAFSJMvuULZwyndX0f/mIPAmQ/D+4/Ovci6v3AU4pUp+5p0fGhgQut4YGm5x64SB9BVw6DYlXKaPMl0n8uV6cFKChwx6IACP/AHMi9BX5cRbUx6ZOg8uNsk2Wl1MoRIuDHWNU3du38mKTrHq9wy4bM0KRNxa8uIqdD9cYOyUdU3gwRRG8UIH4MHsWkE1eT+9wSnC5reqmmgmsEKnZJL1IPKXOctmoSy1HL7hQOjcU28xQH0MrZDKdEMRp1CCsA7Qdw5spWCbz/h2OfPa8m0h1U1rHPNYPwo5fMCb2Xa1X+JjCa2CK1wA91vRp/s5c0WTarRxRlB1FvRBxhkQF3WDPV+5pNEnw0B/AxopzSIHqSAomMGhOaBqh6u3CyXiIgkuG0TJbTUB2RKXDwllTpJsfvjhdTmhRLzNLxJvzbAqWwSre9QeHuCwQWUCU1J8eYhqvOJ0HD93HEjd2BIQgbBhgt0C4Nh8MVtsoH2DdNh+sAX6wI3drW+d6YJqONYolOoQPcHfRrqtKhYF9MIYEttjROqrn6alxsJw6brCUA7ap9KFmBqQF2f14XELYmkE8UehhCRsM4YVbDuIeYEt+n3WVR9CI+fWH2GsiwXKw9bvSh/cboBF+6w4LrBcMUALRV/V5kcIAKhU7rbh2mAsF2c3iNYkghr+mF0Dc+B0OezGuw6bYaR0zczcWmnUpwyBX4N7brESWED6au81pTrG/w7MAKMbgx+ncC51ZKoEmaqsF1m5G8UK47ADX1TBok33/ADruNLCg07iTTTihp/cG06Bit2uiH3WIhfbPuaAB8dDg0HD5iOun8xPhL81kyJadc1C/t4yoj/8AuE7bVTAzvnYqaC+XAuph6DJBskD4OEwIMr8QMrRMWDxw+kFz9WSI8JgqiBu0zTN8Uugg/WUxpyFBN9CgbAbMeFUtmWgtLXYqeOSnp0UIXaWeYG+p/RQ9p7SYsa8cInRGdbTaZKI9kgYJ1KZNVRUr0s8T/rJWTRsF3DGgrr/Xqz5i8ZGBdCr24YSdZXpqiZ3WpQcIQElX9bisKuDZDr5gDI+NWO/fjfMAKddnY2/oawn6yGDP8EJ+4jqmE4NH+jeIGXS8r8MorXYumLixb605AZsXG/gImLqOn8xHeRiLSQbm95okRVlSQ++jc3NIKRHd7E6f+sr5dEKhJ9J+kx8f2Nk7OvcM3WxXWvpCObCAq0GxmBcRZ8PbS1pLE98w2wbwqbNlCe4nuVKTT0dI/cglkqWq/wD8yzvwiL7/AOn5iKdtSB8J/wCGJKDmaQ/MDCX4AE/bi+25HQjhjKEJF1uMXI0XZNt9wrIJoFwG55cmCU2ijT9aZuSUbx2R/GGaCLENd1nt73wXn7jEYN2jVxx3G6DG+5YOlQor8Mr8NLNn9PuN6Q/9bkcykP8AwZ6BD20XDwkV6CsI4SK+GAQbMB9d2YxNgu8Er2Yfg/twJBcQvzEZ4PO/zEhbXS6TOIf9zQelgYB0t+5udRaXf44+WAgJhgJYoNFwkcDWiH+nDPdcFp+H1rN1iG27PN+ZzHqpXgJwdMV2lGOuwOHxke3weJ3zDMsL27KUXpWFwxa66LWV8DBQQ0CySd/TmfrUxEFrBzdzpqqhpnXlKu1vTqEP9sIC9Z/hohMeC4VXPyjAHWE+3OhANrzBOPC4R8CE6Q2k5gvhfCelM3tjtccuaJU32VVyJslv1O/g+Y+IrgGNxPTncoNf/rDBIVqjDZVVUtwJKlHYTbmX9cM1aHUXrhW3BI+9BLxMPcm90CCB9MrzAK6IU/A9cb6SCoStl544XXerbv6yOnKPpHaa6z5zHhUTdHK9Dw/4cFER7ZMbehxjf1RENAQH1MYDtBd4btDZ1iSlh2R7UgfjhiXuvPYR7U4OKxMw1A0GI/GsQ7b660aOjcdqQIpYIFqS4ae3LnvUA2OJYCow3609yoGOEf1jzLhAG1anSuMlKBRpLLg0hKs0ujNgpU5mygEoa/4YQSPVXT7gI6TSGv5lwJei6cZBoBQA/wCcosYjwC/+ZenJOQfPlM8gAJ/obwxG6wNgxofF3M3B0Btjt2RzRf0SZVGgh+vcYCXYAVbruPwWldWOQe4yhp6aclJcUyVwAwxU/P8AjGXe8HFOJKCzzHWhvpgJUk3xLgKBPw//AFywDJXx/wCcANCKU048HXh4ZYzsTg/7l/Y8EwHeHTFdBV3jv3EobAP5oYksKV8DCtOCNrwn04v6YhZTz+OC8pQeuATdGvpjBTz2Le+CXJRHDomklV85cQ9dTPcNQ/GBis3OcSCTVqOeYoRsuD3fmGwpkltpDNMWbksJuotET0waK0X9NxMg8OJHdj2m4xGYrFDsmsjGg26DgpDVuATqN8zoUuxXpVh5guDsGxMD6wb1KZDoLl5MBJwWh+kPvM5YKVhwwGjODZVf6uC2Bf8AokD+GG2A+G8Y2sTt2ofXEfHb/B1Q8wl1PeEqR+VoPMXriJj/AA13Pk7PgFqbwpeZ2aaJKwNHhDJrFdAK/hhfElKPFf8AWYpj6EUdKYnYmYo7SwP+NswdAHwcqvp/Shpznu3nAyG3X5iAswBHUcs/Xuf90CEkHgTFMjUGDRrzAgOkBH6fMJSCIBp/2YS90PxxOLSbKD8yixiirsSdcTB36X/g5kOikkI+ZfLAfHfOOBI8MS1/Mi0KdABE+5RioENJTLU0kDT3pgEzqp2ZFuPuLxffuGtInLjywJodn8zXrC0jQ5T+YUImGb7jRf8AMmFgkPRN0x8p1AZQKz1+41f5g0jwzuj7m1LBNJvAqNYou+5tFqOCipoeuaxk2Lxypu11qrKhK+CaGsSTIXHgByHA2P8Am4G00/7wmNXwxrDdhByF8VMa6Ovwx6BUI/2dy3bAJSKsNNOD6QlBJQKeZGnUatyhXwXCsIulk+ijXAAMGfsjQV5uuAkmyJfAdH9fMWz5rrCw+x0uGxoPQJhtERbcB0yU/Z2j/cQsyZi7oN0hzBg5jUQAB+TGp2rxO0LHy8yJL/wvb+fzJIJBzosDbPMi79AAYDoM+iEHBsa4XhjK6HQOv7PjCbpvbGivqYxJl6VQPA9d4VkSJcgJidQbrjqR4GC7RNPQOnmab/ll/q8DI3tkPSBDw/HHeAwJIB5oVuPYL2+6Oxpy7o7Wja4MQfVsgciNeC5L4qf+mj6wDGyk/BPv5kLJ4DGkCME3W4y49ScWBojtmJrUE1vTXlw1oJoOrbP17iGbAOinV64u7G0kE9WWH5iwGhCWP7jkHdkZ+/r4ZNZ36PFWQbabPmPLIk1J+zI56N8AcAzUECjCpj3tXtEnjjLYGyApixQktdp4MPv0ej+4IlTaNqublpl/R5icCMoKH1cHf4aBq5Ci05cRhqZqKE0LaMYEIXbv/cLcinXd/wBw/FPAbYyW2oTCiQTFCQyuAL42uIx3DKGBrgd8/wAYe8HucbAps/jGRlNKkyMlZtiMqfxTJqX0AczQeU3vQTmEJASNE/mPMO/4GLajq3eMR0WiteXDZQSsFIoCnbjVAoI8/dY1TbsVcnh39Sfhj2uhO5w3T6ZpQiCqzVdt50w6fNsk/RQcurJ++8abeBO5B+GibKhYvgzfmkSJNX8f9OC5yA6KtCfyOBDAVugvn/uEGBAaFOk9fozbpJJR5XH+bwo+2U+YA0xhloCX1EPPpRuEu9SlC7WxnAyM+NgHQX9XLzAvey4nRMZQxeiCNPSmFLAgnzeb4FEmxmx75hGtDAvpD0uELMiC9p/MFaIXBQs8pLmkAnn4PyHmKB0/MvqmizT4em+4JbwK80BfuO9xxEylB/3gViVkrslen7rLeoPg/SF779wkKenqBJxDdhgCh9Aj8q690YT9RZ7DhrV/O4IzdClaY/0bxMiXTj8Z6Gs3Q/iSnp8wCNSA2/wcOXa16YkWjCl/iZqWzjZv8wuvE+PTiLwfAA/x5isErStxHjs0bE+nzGliCsJZhIsERYf3GKL46j8cgeUtQavh1yRMNc5vRhuvj8vjLVAQw3u8X8wn2F6l0f38xj3E7ayQVCe44HqnPn3PSLrQ/wDvuH0q8Lc3hIouD3CIW7U6R/8A3BXPWtqG65ufR+4j3Af7lbUxAl/iZtjOuX/nNjQBdTDsQETdphSYXE6yAAOgJ8zPhqwD/wDJBNw/hhsiJpSTFxGM9MVXQ3BCo/iYj4XxS48Bb5gEhB3s7/8AFaGVDumXjBghzZ+GGaUrqQnfq4umUABOywGkkT2aNSB5ggpW0ltAPrCLZEpOiJBVMZ2rVUbVF5jZtLmIVZBsu6/ceOD17YHL+GWSZHQjHyHhcE6cXUGoOj8wdjna91DsYfjEc0hYrKE+gbxbq6aFa2DgSSKk0XdPU1m1JbSryegMNSvXvcH1ZeaYz9LiDAl32RU6ptwobFwhcf8A8PcuG5dATbyE0cMD5mvaQ8Drdy8LA0KBO7yTdZUsomt/mPQ2ZVWufzNPIIzTrBOlNyGF6r5TGi7lqJU/1vpiloSDbN/80y5pgt3bbx9xuK1I50/9txkuPaP8OGlec9Q+/cYoHSGzCGqcdEPo3KDQbt4Y/G72Xj8MSSNesBAE2vv/ADhUvoI4cTIG7s+4pBnX66uAjCBqjhRCQA3/ALO4ItMnv6o8DFOsCKKezEjNafuWnewOqmV6wRUustKNUOxE5kB/A9HAsJt1t/xMGRd/+PME3qCBn+Mnnhi7PnfjjtqBaKv545RlWmu0+HGFBRRQD/64caKmGwskgcN/mEXezDzVx8T+ZxLdG6A8wkrymBtmKOh/5xGYGvJ+OXo0f/7loYWw9zWXOR3tueOPhcix/wAKy14RtwlYgfcCLb9+4Krv/Lj568xXHoqs8RlIm6FE0tuxvLMIvsPXoneHoBNJCZRJIPuNqWN6nv09DNGxhNF1Fmw9fZr6oqy8w4vSdt7+YV62TpCQyvzmOsStbQJoi/uPYwZO7oT6unCYDIUrpv8A3LcpBar0vrDNHq69L+dB99zWiLT9ANiLjdmewSPjom8gFCo17haWsNm1v4bwH3I8Dr/pjW7XTRtGfZkN8cxmBCFoH+FxsKyq/OlxldKCxw9w7LojvSbyWoIFN3tHAeD/AO/hh2F6EYmj15goGQPRRT9Xc0qBgkkX1/QacbGTckS1/pjn2kEn9egytuRc9h9cdkEsj0vcLagL07/MUUyMxsTrpRC/+GTIWuIhxj5jHsjp/uFPZO/ExWkxP3E3KAvB3+uMESJF2uqw+gIQCfpMJrY1df8AHhgSCYS2f8ZcURhkKd9mKkBJt5/PMhJBBTjRUwqgk2H/AIY5MRbto7cJAnh0hbgo2NA0vmMqdF/GeE3j93JKUk0D2mO74UalVHeVbQDNDf8ATPcBU2QxGD/wZNBCIONueUvQ+cZPMt/cDd1ifpafJkMfzv3GxaQ0/cQE9bZHGVXNpinTAiemaiOzsTWUfb4wKlr0h/o+4ox2P9LguyFjchNBgreN2XIb5+3NQpg0QRW5ty4YKDdtXr8Ycjw4RAegpvCvENmsyeHB7f8AhMtL/FxFlCJMOLik5v8Ay8w5ZQpq/dq+vuHVVlgh/DZhJpYz60Tn8wC8HB9WlxWoqnwaoP3ePUErhtcthAIxFSH45/LRHftj87m7B/W15H9DuO6SxQIG305sqzfQH9Ar+GJju2amDM2g8/MIYiHo6xyfTvCY67cfp9vDXf3BV1oeiOFSgOiW4C47Gh+q/wBMaEBf93jGEVVi9RxfmXcqzyFAXsPPrixiAElR8GUAAIaCdOvc8cxBA/zFIVPB85Bw0k5VrCLCtFc0x2OCd9Kp6HP5ieQrI1j5jXp4vUPDKoFQprnBwRKFWC+mAWggq6PDLCtwjnOTEd8sgNB/VDAtQAHTfkMpJ7i/jGqqsleH7j3AJOCfIZYA4A0jggzZ4jM4NodiS67ll8SGl/bkcg4aX8wDMJTo/ofMETc/fmNQd3yb5g+F6pJ+b9yppCF3iEZq7CTy5I1E0qC3X5+4kgFfNFeH5l46pVo/zDeB+EHD6h4EMMd0ipwfHJQYn3WGiMN6/c1XThnowBrZ6rjFcTASw0/S4oW/pU8x6Qdh6k1gjuxrglA8z8XBUhc2p8yOt9bVDiBwvLl3+JqB1PV/MjjZCGuyMMBuuwFSTNOAIfyeZGhXNzO4v06YhgQFFwLRqFBNP6Mtls3gdhArm3YHewu4+hFUdNDAOScH0w2/hbDqbMVkIwKcNOfYaBs/G8qhAN8HbbDQj2EbVpr6O3DFrirxgz3FktIeRzjzZQPaCOuC3cQ/YzFqkPsNfTKcAfTdP+2GCaKjBH8n7hgO1Vk+HbAQltJK9KPPmS3KAI47x1jeHsYkuocXAJAIDdkmsTJYtNh2KfPrgRjb/wD7MJgg7gMoAbcf3IyTLYYxAAJzyZQ+LhGSg2+YXxpWgP8AcYhxoK7/ADL7vU8PyYFrdYkC665qhT9N3+585Q829mcxhmezLc0oZ3euvzBk94tArxOBlNPSVNDS5IFkoup+1wXNQvkX/wBcodi/QjhX0ACazSqdBd3PRIne7wlT79COg3rNa1QL31TDTUdI5/RwZwq6N6HWCGdRXhfuNlt9qgm2GXJgEY19pwgNX4PMhTSnZcsCBCKLmtYjqbH9Mu91D2NOnzAnorpkD1wCMuRWoV+4TWj8ykhnkw4fR5iBRRvzm8dd4qA3+sUGxW4p2zZDWF/2wCNYIAg7hiIAvXohp1xMDgR3qM6329+mKlLSY2hj82YYoz5ds4kET6QncDpCpsd2emWEAyIH4+uQ6u88vP8AlcAwcpvX8yPUCFk5QxVhkRDR+vzA1uIaAuQm2KtPZgdBVBBZVtBnEW/cdDzxL7gkf7EuTkkHJG36K7DGT58Nqc6UuT1yhNcJZ3LRx7LzHE0aD/D4YGRN2AAYIjUR1Z9cjnptOhxt1gfrZBb2KYQlodjXh/gMqRB1IL4e30c0tEqsM1D90ijzLMFG38MmQcsGyZor1oc0R6N4krjpSDhaYSDQttxAEr5lzpX/ACYgJp+W4IWco4hnhyFOyv1yc6SqaYGtBVuHXLYDDkn8zsjo6K+YAnbk+hOf3ChjuR+s5j9wDj6J/wC5FXWFHMGjUCMwY0l08D9P3GdAWmjik1BzvMJwM7Lopv8AplXkQFe/zLBAUE6t5b5E/GLQaIfPwTJhSLyaQ4/24DBeOLcBVhMVUf8AR9wJq2Oj0XCkMJS+KXKRHBnd9ctnYi4qA/5c5Js+hk4Bto9uAoS0M89Mij1yW7rUMrIDPcI01vI/pHN46Q/uMisiuz8vxwEM2V/uOb9wts8Hz5MAxSjubwQSNfGY4ACfxjC/fCXoPnBx7L7sw9xAK7tgPwK4RDHTxPn0+OO7BRf03uO4SgBT4fduOZ2qUGumu3mDmxtlo2+CQzjgFMYgrtH1zbc4xf4odcMNrNlvW/j7gX7sY/i+j9wLyV2VDdC/85y6E0RcKkYV530fMFbxa/8Asn/WB9GXm9cMBSMDcDb3waGDzByBd+q/PuFedTWeFx+YqthIXRoXYFMZ2ZocPiYdxZUO1VSQeOGNzDqI/T+ZuV46lncfpIajEWHZevcH+vjM1c2ZqX5dccKUd8cu+FMKK8MwI9Ll6VQ65owd5IA1/uPEWPZJWOhRzf6qnn4/3CliLmw4Fe4oRAj0g466LmpKSva/M2IECa0oNwYDSB3Ypc1W1Hro15iEIxR2L+/cLgB8+XzGFzkLcSGQMU5QpYEQGKaNmQEHS24UKt0jAH8yBDiCbJ8wHiMNNfXJgrSPcLaFKIP8MSEhQreuBoFJ3O59crfVHe+8MhT3daj+OejT/C4mocNPMA36QP1w4KDTW95uUjSnrlnM2+ZRgVrceEyOphbIXvuF0rOY8K+w/wBwdA39xNovRmnEX8rgk+w0Tw/UuUiG3RBOXOrrxGu2LT0zUEQsRPzBRwzcItG9h5j5gF6FfP3wZC1agmpBMre6gHgeTESRPE/Kk/rKgEihSur6Yo9K340ZMwCgaqz3BqxxAZU4tYCbpX2Hr+YLCEWv6iEn5ij2Hkh/3Jg60xwr/d4pESNJBh0Rkdbq1Tdn8yvAD63gJHtM3osXH3ESF0gGcAnnzmEtFbPRh644FagEAvZvNMpD2rv6xx8JCn29/wA/8wtJ9NQ6P8YWW5mixy80rwdoZpLLbUMFREugfrPzKEt/2n+YDQ1/4fMRaCPMUdsEC/1+YA2VtmNWRHEP+cI9pI4rVBGw5AgPfM1g7fB9P8ImOB/sKXKHgT7kmnM3IRZByLceWXwO59xC2hO+eP8AxjE76Put5vyoAm3IryQLX/mBQYHzhjMCgErruuYCHY6zoiAkopjbaMu/kfrhYXtU1hHVJ/ywRvD+IamAaRIIK1N+jiSAaUAbiUTYCFs/pgJUEWmte4KSoo9YHBaJY1XGgoRo5HE0wEATEFZRp2T3EBm3cD+Yik5tf/38xb0fcaTtcNvH5MD0ZjwuNDCAxaajlRHifHEBhW0F/wD5JkdaSrA+V/cDBYkR/oyDcENYpugB3uC4I63bpOYSF2IqPX4/cdBuPEDXAveEwKRoV8wzlTYc0RAfbjRAUJ1bTytZUECLgWd8C4kd0RaoSa2PcSr+dWJoap+Yb+cLYqFuzjfgHn7kwgzcoWYs9c4XiV3POYXDwCBQ8TAXICFwRLp0fwynNJ3cHp3gNDsaKDxBuFO9N7pXZWB1+4prGCyR2G0JtMR6ziXcTn04YQAUQo+jvDEOASH2Do38w8MSEW6UldXNCEAN01v4PmKwPhd9BO33AO0Xgcwg9xO1v2YrinaI3PubYgiHeAAxtH3cm5e4/wDMuNJbrWNjQeJ0xnjaxOWb/wAYwWUe/wDSZ4RrPEiwtY7DN7k6Ry0t/rVbxVh2hFcHY4EIABwncBSmqlY4H+vcIXlFgBnrw+THRpXkRyDcDQNGroPBcZQLCCGtO5jGDbn9e4bBRAwlxlcdT4msVyHTS8vzJiSgbuQp/GPWy+DuIn7moKMai8a4mI0iVhn9PuG9FhEvuctAJ/1P44ewJKN1VX7jzrTioOCeLzGgIAgip1/MlKQBuuj0y8bUNpJk5w+j89xPfgVI4YmPBLnolq3AyneZDAGIeYKaXL4x8/cARyLfrhiMoN419FiTP4nHJTAOR0n4vrmzbOyut7GAcwKhm6emJGHMg8DPP0xpNgrNnhgpbzqEY32D45e55JI56cWRlAFjX/ATHZYnoTaLzSYKQ5Rmu4wU/Lj9bFACaPINYaqgJFB1OrSXE5zrYMatav8AcnR72LZJ1y1MNG2jtOrizeJVAefxifNHVxFHRrCEABEQXY/93B2bj/hH4eYIPFEQ133JowCSL1swQygqqdVXtxKitSInUUDriCLR89CC3mtBBdtCTJirQB4fF/cSBj4l8P0cU1REfXB/UMF9aF04+ZU+f3J0J3eNoagln83ic28JrB8idBtrkikSpD9wRi6dd/uVckY9c/8AMSR4wwjSIxfrP/cXasuUUv65hj2CCbXIWiNpP+WWglL9csxQIFpp564PhNZykfN5rAnLVubbJG1Yeg0/HL2gCWJeiEcvkPdUJqf7jesG2u+xEY+euKTFaUNNaXDHNFsKNR5vJKSCD/ma9y580/uCQ0WvYcPI2h1r2vuBEBKQDon24cBKiACfn7mp8FENNY0XXCP9Zsws7TPvgp2OO2rx6W8ckClGgPrfP5lfSUBSVCxve8H39PJ/EcuCdanu5UdKb3lsOiDO9+ZJ2FX+mzFpokUDEWWXiNHM8aiUMWeYjVlEMNHuJKP1lAeC4McDkO/7gBzE0OD64AsP2L59yxkSkqUus0H4ppXxcp+k6x+zA5uVav8AATOUbMPp20n7g1Jl2JwCMIECssWx2g7rE9blA3s0Hn7if7poz7wKe5TkWKQ2vwxHdS9ghfwOv1yOZdNrTcHJsC2dkBpDsvPDD55eI3Xrud+ZAQAlL4bdANYJTOBFg0HxxC42yiiE5vNj0lzc9RxXu3InzXT+Y1aRV2f5jOVZ2VoDLACg/bggleuF6X4OUtEv8T4/MNHXnLvEr3WkX4BjOn6kfxfBzWJBGjEwdEbXgFUfyYha6VjTYIXvuKxEqd2M1soE9hhDc8HXMHJXTe8ggqCGEbLCHRXDBhh6kDClYAkaxO/mTZr1LiTixPNYwtvW/MawCXDKFI2W4Sa0RGMw0RBtwYGJd3aH44KxIiO6nszRjzvEGFtfmaEyHwCWGHNGw1jk0cm8C1+huPT4YsdJQnEcaLsXcFTeECq0AcXtxCKCldcy4zJwj5Rdmbx24Fu/dfuMNq7atPUy9pdUTbm/o4Hi8WJz7iih6awfrG9QiFUib8xHb2aRDcLzfXAjDYosn71MZx0hdrmw+KWx1hdrD/UyQhpNRc3dBey40ERpSN6w+4iqnI1vjGHob8b4TNhiafBrmNJ/gembt18SOAqHru8cqDrMS9ZjW8qomkmDAM5pEClcG4SKf8BwgyNC0IQe5Tmiim/06/uSEtt38J+4FtQdEJae8QkQimnQ4C+Exr+dGygJaHH0EbJK8Bsi7MhsUSiunjjvf0xJLGonSJoAxDQLDF3U2nf+OOrTFbxB6/TQYzWw+6VD8xx/IStdPzuVg3fgvNKpQ2EmjdBkQpdpStmxufMQJTTZAxV1Rv8AzWbFEBUWhuf7hcVKKRVk/L3GfCgkBEuVxoA/oH7hBdJp0VxU1ECM139JjoKYaIsW28Tmyn+5oEWg8HZikiYPwfMZdFwkkwNtHz79xYhX3bmSLQf3Fn4S5U3AQwNrtvw2/wC4k/YR2LGzWEZ4ShMN1dfW5cBCEPXlxRsUCuA0jQMmxl9xt+liIfWxxxzEgUHv+e5t1Oo7cZIPZAl80V9wYiky9lJpguCPeHEAEWmj7kE9EVB7O3fMpcrcGj8W5WaDh+usCvD4rr9Mcl0nepfcOECW7qmsID1B7+4eiGmgjr6X7g47aASG2U70QRxANSwVPt5NYxSKStw7UwKLLshH/m4qOhTYjxM0GBU078MF7iaPMLo+h+5cun+p/HCc+5NEHp+9T9wUKeDT+PmGf6fF+b246qGqGAZOu1P/ABxYfTGNnmR3S5oYlY49oQ2R265HvSoKX8xxEUro9rkxKKl2K7jMG1Ap+D8rhJxOiDwrzGS1yf4IO4kmiIUfF4/MBQw3wuqh0MOHkVUB1fC8c1j2KC+dFa81gRSwAqQS9HC4lDwAMytukQW9Jwx/Mbd9acDgxQQrZrApRsKb1tTDxVFDq/E+4twtiq+CHzBmIi8dA/CMSf1ZRFgQ0cR/MKGLdIE23IxgAf07Phjax30cOmWMkgGgzfbjhVeKvilcCN8Uoj2oA5rJoR2WXw7jFQtQlHSpAxNWkakthK0yRH/6DzC9bemDB3x/uHVJnAwTT6FZk2yw6qC6+YpceqYA2UNsPQy4pFNUxsuIX9x9awMEHTfQ6wHBya2ElwiZAO/u8Id6UK4jAEX1wdhMVsBlYrpAeT99yovIZdFvrcoFkG3GfL0zQaEf3APDaIgTsxYdv9n3FS2vVxVpAQsQZWx3qYbUHjjylFfSHFgKRYA5B63DSoiFAD5rX1zjQV4D4rFgifQ5/TEob1PUPe6GW5IvUAnCgLshjwqNPpMNSDteB4YSR6Pn9mUCBKDr9TEgRIB9Dl/XIT8/m8ED7+/+YxjcvsOd5pz7+Ep3+fzL2wNWShgO4Hxxwqg513LXXPV9z9dYhyTZC9d88VlSX5b89O5FtUCkVGPTDG0jT4VxIdghA/AwOGo/1QAbX7hyCQZVB981k4diiw/5x0quo6dZnVRaXX99+hvDxMVTroRrf+40myM67XEYApVdHmPFoOgMEPH5h7EKvusKI1RUBOnCxAjFdN4s/wBwEZAdOvRyGbSpdHujpgyzpltdt8PcTAhqa9cihC0nj8cLIJYy48Mk4aJNZYGBBHYDf41iXjUJQllVHs25LNSKkvT0f0yY27Oe906AS5u5YMnqWf8AGCa8IU6opp/mRkmZRsgnj9xsQ0gQaIDg9DLqwTv0/DNjbfxwEHBw3box1imIB2l6WGTVDVkXBPdc8waIjSOWIQTR00xn0rNWGuVxYOFYeyuHKzb9YGG4FQZcarFMYjiuK3+fjd5SckWabXt7mgaDVQD9f5kShaNf0p446EEBINPoYbcNKSOAPmbEVHqrtI+YznXRfH5+4sG0FuwvfMbHslK68HOEXx/mGG4BvcCbLadQE9yDFfeh+6unB4Wk6b+mmemOBKZCHKlk/rmaJGkIv16OCgo6f2LDEUBfFxDpbWH9fhnGAoT/ANP35lV2kBg8uHXPC6p8MmSUmrxPzAIyIGT+v7mx4K6evOGJh4jr+XJlCoH/ANBxNkR2dK4wWEHZ1z95KbFfExM8h5c+k564xfCErYEvbihWyk1ag0/MCwQoKQOVxYqhXkdwbgHISbUHKX5Kr3NOiA9qQy6lCiUcJhDqR63XXwH2dy7xQudPAF0mPuEDWO/szGJ7Hh2dmOWbdn/Rcu1PBCOLQphe83PRwDNtRLfeGcaJrQ9idwBtsF0QUwqJhyRdee9zbk3G0/4xRmAIDdCpDHRm/V9/6Th1zbGw0nU9fhwe4yLLQ9m20WGUlAlW7UFKuE5VMq3oXpAMYbuAbXr4vMZha/yTuIFRsvpnrGVEo38c3rqAAmFTuDAqFY6ybuKdfNsh0gyK+qmL06GHi4UZ9txPqpt5cKJc0CoNI4cx/YQrPmXmhGsMP2Fj/mFWb/B9Y/DpNQ0Y3gl3+GEeghp4rbgAIBWkB6uImMRtX/PcCKTYXn3HNc7GCkBNjhlPwN1/KxKii9IPni4QHLv5bjcJES3u5vOZU38fxg0XQTn/AOmG+gIhYaNY6dZBCguvf6ZK+6BD/hlriVevnnPtyUmtkrX/AAxfcfB8Az7McXvXw9N/cATuGLtLJqcxbZXuh16/WOoXcDg+4cigAaUdPSYV9EdYxZ+HBOrj/wB29dET/wAx3k1l1R9eZHz5UoFxbDc/qemNFDEWzAwKsDeANvcoUkaf0I3vZhohqM+BemfcCYmBUZUmGZIeJuPB8OOEvegGiHzBvAeGslBZ2eg9/MKOaiBr/l5gWApfa1eS5GcxgOm3jgrzUe3j/MU1ksqt5OTNXeZurYrr+Y1XXgh0H59yi3EJT1mv+OQu/wChlNBP3eEwRbQToSL8N5YWfASmxZ+uLzsAvyRDD93n1edB0AUrEEJQI4alIXs25I00gm95TIo0lu5ITIMTzMqfUl7NmEvKovUpQug7lII40MzpoLs8WsOWmrC66c1MlJg2fO8rshrzNcKCoXp/Xcks/wAFmrimooU8eYK7OQwkwiNsRU6+FyGfT8P9vuWYge4MCEGmCN6QL1PzFZr3v9w6asf8dcBuLPf9wipveAECOb7T+IGg/rlzI0Tq/XHITGsfrpg2uZdt/wAOmDO2aeT8MUVELqXUY+j3ACFAifX/AF6Yq7+AARGbbQLCBG4AEqo1P744kBCwlUASfWHnkpYp6DnICaE6XRH3uVNgdVH9V/zld6kpl9GPwQEMc1v7cWeQKSdEeo43tcfZjpFUWgwaf5+5s6k0jSIO0eGHlVipXavVfMSBLFhmlmYIXVxxB6YJvNmIpGKNQZx663imBA+D1SYzbNBtxB1/lwGkI4FRcJfmIQUxEAqaov8A+GRADAAGvm+Zv9u1UK9a8oYJv08njHcz+e3IriEU/wDZhrCqVWLMLvZAjHadt8yiStim+KQX2YCY8XCs+PzNYXqZ/wBTKbK7OCbX/XH4CPGX46+Z2FFJvd3l9/MZwo7EV2st6gZ5WUHIzhDgaQx/7cuz2nJbpCsGDSq7B2mczUcw+gB/JnTOFkdONKfN4mBeEGV1Xq/d5uQ5rfk0n1cKX3SPe8qssUdP9TCCR0A8Gm4/jhPKLDQxbnvhNKvPk+ibw9Tu1o8Kiwg4uvYGjDqy8tZ+V3WMp68BTYfg4NBMHnjvBA+MoIuOAwVBqmK1PF14m8G0o7344vnDiTTVOYxXhkJQ/wDL3BtaOfXd55mXeMLdLr+Z6kBEfcKgJg344+K6e0j7l77B/uR9THNEkEOs6aN44Q8sBJ0csdDz+nhuMiRxFBpadzXF/wBGdf8A9Z8YbSJpnQFjZt9MCkx1d5yg1VroxYJStNvP8wZpiRYS6v1wztwO2/8AzNW2MFE91rWFSDfeL1A9wVGOUs4LH1kAabseM2Dj5JaiI3wcfblLZlEZTe2wcKJJqoQ+jPcL52g98y2X64J4HmRiICs19X7i7ZLHeCys4Y/YAyHf2pgZV+PZhEav5gVzRcp3jC8xuUtFPToeaydZIAqXxxtBNtS9yyCIc/Mdpoc1/wCM50IqtbziHRCYKiAbB/4YoMhEU91TEHohFbO/z8wu+IIEaBXdDOJUqTHgn0ZPiikNHaL5lZiUKV+49KWE0G3xVh+hVeksKDbR7ml7xb5EZ/BgulKSHFDT8J+4ExLkUa3mv11m6p6YHCLVep24x5hVPxXj1Mk58QOx+nyvXNZZQBOxFH65OqnSH0roP3Rmv26SNV0n+fuGWsRKMVNynTLjF2gX55MlJ3Kt9uScfMZXbDRgoONDVoVL+X45dLZ4eZLLvues9zUMvswRrYe4yje/ciycUBdtuCBC4hQVikLo4beAP+u3BjdDxjJfof8AybiRklP2uXBMI0kxGkWwEF+ie/uMoYthl5dLlCxQxXczVpgvwZrAVstqvXMG6sX8ZAHdIWLxLgHQ/wDAcJB3NI1qa7CTfmaKWoNWcKHMVsBRt1cFPzSfW9/uSSN0Ek7xizCm3U9FVehe5ec0JT1Kdbl+JwWfNG38wcmpHyNs5/Thly43ON70NP8AXeGA0IOSaBnh71pNaf7cO2ZBqlAJk8QMgJCc3gB2BXaG/wDLigD1X+sdm645/WWjC0qwApiqDwsgVAkf9cjGRhHpvGuBfDjH2f0xACaWvuTSuzIjymSrQpRpy6e73MetWvy3Bxg7oSqGkf39wl9VDqDz1pltICCF09XEjV5bhAaE+TENoBLCmg+bv91gpmK58FtlygJRCroEj1hGrc7VNoTf0cGGtFjzohWOIJ1puilK83gve3sGI3/1vAO+WYQtDsa7VxFEDc6NJ9Xusjoua9T9ErTIkopWjpBhfXLe8Eypu8kDBIPZa5oz4HmIBEgItCgQ7j9GOi01jqbcs2xxNYXbhvQnxOQz+bH8HmUBOJkKbGmfWELd56kfMV7X/M3dA+ub4LDIBCuNK58frggVOtk5lA0N1hxtD247RqibRzTRIHPfe4J5NAnXBAaHpBcRlKG6fBcoqjDsmvFcaZCN+k+fDF2wjRf99Y5RUXFnDDuDE2HwFnbjAABCkIH9HMGiaUVUPBTGVgiB9MMiKWqK624oiQ7ZB2PVwV2PV5u/BwmtG2ibc61tAT9F/cZQkFaQUsxChskNuouT5rfwQd/pw1GrEf1UxaTpRRXbXbjz7Npryj4eRwmRUdCa8vdZuIf/AOwLuGBlI2LHbvzWGDVag5lEm3EDUwxoW4cQr3GG6cZAF3YtM3i1/mO/6YYv1c2638y4Vf1jxoku2/nDl38+z8/mUvA3dLPiYN0AC2EsU+uQCd2vIbaxuJydmv4dc35RaiPoO348xFtA2rP/AAuJchcWLfAincCnRUt43XjCqB9tCXbT8TDxtESdB7G4EWN7/PQCjx8w1MYA6j9ajomsaeICx4gI1+4QOrPPtJ24bobf2I/1fMdJ8A0r9aaxrPMzHynMPJ0LNIbIcHEVa6dqUg8LhVkFcIH8MbUR5MUhDZYH+YDV6Gmqe7ykDS1S+TD/AFU2YlJ4zk8NPkx9+4Sk6RrDTWBoG5Fbxhw0B+GSr+4umkfhNGDEqjVCN/kWYGxX+Mimaa9YBHeGYLrv4OIoM3+avuTAVbL3uNPUCtw9xcDrRk4aHGIasMrApS3zi4IaPI0U0HNuOG1ntV4D7l4hBDZ9FxHISNbiaaqj0MijdY6eh8DlwIoJ2AP9XHLZS6NmD9LqED96LiwOC+qNM+HXEqodYhKb9zQBAQtOLMy2hL00evjg4Ur4GMBQR8cHtgKIEhymE4MKrrqKuV4ZKCrhuVUIYQD4MSxgGk1cIk+G4z/hjoMSKV11y6hfm6/ExSUU4X91nonTuEJd3IIf8uC0gdHzCRiaMiUHIJgIIyn1MQATU3hEz2iJlDbqKFPuIydNpfmADZiCpULk+44SDUMnFG7wbdqAUVemueuXaMR1n4MMYGP3N+bX8THrQxUTrFyQaNf5wHH95je1O5IgUeh89wahs6m9IKXh8w34YV+UOX/ciJBTyVQlu/DF+waQY8cTegWUP06xXExGposP+ONYCAoJ4XTCONSNRmqZ4VG1dYNCo7W408/LvRgjFqKsEBbQ9IusjADC31IHcZuFXOkIdwE1XNOOSIBImSse5q4YMONyRWKC4ALfM6tP+jFF8h83viFbAP8AXCDrb7ia0Tyf+55CD+F+4kKlS+8kuC6R9Kj3PCgI9f7iadXf9TDy7Eqht+XzBNDbfrNfTFBYp2F9qYIHkjYe/GTKURtru9sZCyVj0GV90PM1wWXa0eq6HEvYX5cEfpinT7jgb1+5uvgE1CSuZWqH1r42Pc0rBRNHGsS6TBNCQJ/2e5d5vo27U0OvK4KpbRNMTd8fzAlaFLz8wysJFD+oI7wsKIGxvpi5whHv/wABmLGAfEj9Ho519Hp0LtmjiIPfr+44xqCeKPsyJgAxZrGHZM3Rl63ThWJbNyiJL5gi1pH2ZLHE/PcmC6wQx1xxOjAQRe6Qe6zRiqlEefS3Rmy/gLf4dU9cageIfTxxRRoxM/RkdadM1yILDdAC4KYVX62Xv3BJbI2L4YPPpDBuN3F/mH/x1HvGmrO42vpHQO1sX6bxqjFdMVLku7FV+GnvmINtlXR964B5yUVsur8uMewLQe4yX+At4ojMftwA8Oj48yCMBiE3ftPD3EKm4K24sfP3eeJjka9GsJbGuBEl3wxPUbQG7jXuAsABxD+9R9cNDLwAQrizE27p9/jAKIPj3X3IPLJcHpnc1F+Ymfxjv0QYyVh3aoLz9x/R2FaIj573E2D8+qyme6FcB1Qeb7Mnl6/rJEAeF2ZbFikN77zmHyIVr8cFV8B7c309V+toeH/3LUGxEEHUbpwnsAfgcDAQFEbsPt/8xCrq5qkdIBusEVhC/S+3rciXQPkPoM68xW56xU/ZjdKehCj9wAGpaNqyh/LgSg3bKtFDUPuEO85aIe43fcXYK6heOTERhaSdbrvPcXFcfGINHQ3/AIxLIMC2P7iCDbA3+t3PIlnBeUzQpgJa4/xMOFLsJs7X+mBIdViLe36wLshVRq4MQUtRq/kzp2tE6+I+YP4fzE738M0VPcKguvMDQi//APRjqD/4Dd4gkKl/HzFYKus1wizuOxfEf6ZfqdO43+TmOdSCeztp7fxxiGID6Ptu8EKR3eB5gihCqA+q+mRqsiyB8/RkwSHEH0+Dkaop/caeI454xErXUPri4CBDeD0P/wC4mBNroXbEjf0xQfUpFR09hi42pX6NPZs/cMJ02NlxNwbC/mMcohcskJoTuC44N6Ps5/M1ZknUTiX0xn0Y0I0l0fcFzRF3s/8ARwa+xD6xn0brMFsUlDHxEKDzy/5m5OOArTmsJYxIRbpf/WHLcL+9j/8AiYrCj+GFyNbSd+kxd6O5sZsmPR8UmNX9cNSdp9xVSABYAz+Zf1H1CKZPRinqrrNBwkZh93bR0GVuee5AsYWglMYxANA5kgCDxiIejf5fc2imO8YczVuzOvp/wdP3B8BJtrVInsLik3CJANcZt+YAjQI401z8rLNy66G/o+52yUg9P+M2B7sgTrSK8xoQL+g+vzACPSrQkKZrQCR16gnmQ3EtvnqYiqKXtxSujCuiiaPwyHtxNSk6/pT3LVgjJNt85rChASm7z+MhXUSk/tmCpVGJGKnc3Ynhet06gYQLaAQK/mIAC0eQHIWLmN5CF5A8xuCT3twQusdmOOvDACIEdmh4xldQ08d4iRgrTAgX4+n9xn57RovHBSaGq58X+oEfXuV9NT/ThuEc/U8wexKv0M1cGXvRua4Y50gXpTlV8xdAMaDl078wvtAdmvRj0gdjTkGpk4Ooe/GOYDl2FChx9zWqToCUOhrKDSod+j/vuK8ilO4BDsr0fpi205+GILgXa/PMNKuJwF644Wgp2YacnHHyisXHZpF/zLHEqn9y+MfDan8BnGcBs3tHwnuSxA80NAx74JRQG23/APMKBDNJWPaE4GU4Cb57lWN0cX9XF07QHmKXbDyJP7iIXqJjsYHSKB2q4K+2IjB7hcCwbI1vIG2iEe67cUuPcM3Y1wbdnfac45el7PjAHZzmKmd3/uMKqV44gfTGkJIXpow0aISHMONr0lop/wBqZNxUMt9PwjjxWGALo0P3+4ghTZGQnFU8yXkkIKa2cDHERRKO32YcKBKRDB1uHj/QnRwPhKWGfP8ADisoFjS1zTTiC7ZXDDVpID5jxXDzHUEfcn2gGh/uEBwr2hiVuUKRTme6ChKrvN6QxTKblNWtOE1k6H/i4olbqdswRWc5lbQX4ExkuuvGLZWBX3R7iAzRqINn0vDEWLIW3U43mvyvgu57/cWkFUG5reG5l3kbHTMFlEkeY+HiIjRuOIcKxZfmHI2BwKPtMrhmmKaNJrxx1NzOH6PTInvXw0eQ+4mEgjUrPc81rPZNKVs5a9wGVDZcEeg+stoOsaBumV+p4smQqQsJ4+uSMdrfq5nSn8wVxdD+TEfph+ubN5Tc3c66IS7B9CbDY9xeJKVt+p/LkK0Fj7MpG+P+Pca9CIxpS1D0fS41W6gDjRr+jO1tFKw1S4W+/j9J+YbWOtjKvM22aMiIPN9ctahCwH+5SrFFP+xZHey6Zhghh3Yp5PR9MDpRqKfvQYIYSaPfg/MHI2lNCM/6xB1WD93hlzRZSHV+mChV2Pvg46/g7Q/4xwGgzRqYnPqD0T/9zw+gQGExZQoB9ZtjI1dTqYVgUIX2FlBeYyREwgdA+e/zGB1Q2v4McRRtNL+HuO1UVgPigsxGTXxD9L7gAigkWezKoZiaR5v1mQYBngilpkXQ24lGjvTgwoxDj6HL8cEdTAFZeGvwmPM9o9DX6Q8N4DM1/wBpSbxoTn+VFH5kuCKwLainM8R2RhF2iJ7iT8tCn6NP3FBTe+ZBL2s23VaRuucZnxXyRfmNh+I/8hD7iLLGS3QCwj8wczW7x/HfJzATqh91cH5N3S/WEEHbiDCQK2r3E/GeZsZEyGw+L7k2VQv5zKrIFXwYTxzpy9hpfhjjyoY/TDfo08UfAMfQU3ATaENms+CAJJXRitGiER/RyYNt1jxWRTtHj/mB8EUlZRgs8V34QcMTef7RnHN5BEpK6NzeLi//ACGcsu5iDta7cVGEpvt9E9MkJyxQFVTbGsYB0CYwdFF+swVQT4J8aOALv0UfxVgZ10cnS9fc3d26gOhfH1jrMCPR+h5i1f6AX3WDrp2m0fN5pFMMk87l0jlD8zUvq9hX9wvEHZvmNSm16dKGwusrcEKF1o7GGpMV6LOWO8hClP7MvDEghVs7hCrxIJcQRMgHmcuWTgxruT1ihb3UHxx6ug1p8Q/5Y6w0gGiS+oYRAJum3DGs/mfSAwnt09xb1KgXRK8ySJ4E/wCF8/cNPI6Rif8Apk+zcPD5XNX+KE9Q+v5gI3gxrRR6cMxFfYysJKr+MxsCQNrenZRKjqYS04wOKhr8Mxg00932wqMIkwKB1j1292cUCLk7CzveH7h6rsbn5iitTHj00ZP5tXp246h4r9/y2wp8REdGifCGG3QrUxlBAjh64WC5vA/cDmuljGkHonMILBH0HYiuBJxdd1tvwiOKdLNgQmmRC0zRAd7igHwGTmG50dRW0e5vUC7V5g6IAHKfuNZL/ByrrZwKdOu4kgOtzPeKZ/HABrUIUfMBe0Xp0f3JoRVUT+yZy0vtqPzA5H26UemOnNPJL6OykPvXGbSxQ0aS9d8crtRcnQOwnzJTblJ3b3GekgRNCZYeT2v1x3I5CG/4mtYCkGV19R/HDeio/s2NZTD8YsshAQvMMg0S+zK/MewsNmIjQn0iv5hCCJHP1RHHLUin3POOIP3WVAPLoe/uL+GSL9UFfzGFYUfn/qmBtDGp1kS411hnjj3Af+heQIeSew45PU1NF+n0w4LQVKMJAToj06LxZHFEYwUJvgLPMB4KBGP85BFBqpcS+YFQDr7jxyIq9DsMBOpPsXwxTyptj8H8MB/i4C6npr/nEwpCvJA7shgo1T0I4B9D0xnGk8Slo/8AMZCXLbxN+PuU2BZEp2J1gDrkKSo7V5vCuOyN0vRxZl09dafzElMFE790j64aIgALWHcE0VzJD1pQgr4Gh8yaVwAgAjo+QpgChmwb0uQvnhjY8xpiKb3TZdmDD1OH78n1xbQA1MbVx49uBN2UQiifQp9wrQeSUAEPvDmDVY5h1EHhhD3uIq11J5PjBNk9CwKKHQ8PM9RLQERGCA8TRlQRE+E6Ovg8DGMj1IiQa/vhwTD8Qth56L0aZboYotb/AGqHHmeDlyKVTrWO/To5p0C/ML9SoA8hzKtLb+h5rFquIbr/APIGSoGzNh6UMGf0/wBpsP5hyyNiWbUnhgUpN5jqzoZX7Q9Q2r87HCAQoWHbajtziVog8rYcprFCNwpY7FV02zJkSGBcGvd/Xuatm4RaPE+ZBEUMDqIF380YppAh7H1fJlBwAbpnb9w5aqNFBDZ0zSjgyCCk750TFJHSrKbYWQ7h29n0fMM/+CHmX6YDvXC53JkV9hfOnn3NLHoDo9Gk+OCSOX3n7lv+wYYIRpud4F2D/wBXDaHoZ/7gfX0JdfP74uSys26nwygJRTWh81/+4qUP1ocd+bathwkuk2I5IpMqTP8AnuKJz/wOR+mP4v8AnTwcK5TFIOxwUUa9G8hg03PcR22nTZ/XEwDdFH3GhalDYen4xkMhAAtdvu8fmNIdcVvjrKKLiX+jDsnRC0faZIHW1rfoevuQ4JFmjj6E+4BCSQHmtf8ALhXe5pso/wCYj0a5zmagDp9fT+GD8UtqRXa/BY2JzQjvZqOk8zlYktERkOKB7hJyY3tUQR0YcvclaTpTuvBjW+YntzgINqm3QmKPZrycPg9Mnvy3v6JT3GMmSWRvKVmtaQXxzfUAGyHqC+O3HYPjA9JAHp5gQkGAdEIKPuKjngegv/4Q1hwpESpcB/mAOvvX0ArEpYoCXY3Qp35mmQNT16v8xArHLDRn/wDO42b/ADMeSdw1XYgYT83gJDDv76OCFNfmbEsM0T9wDIp4XF3RU3v5hxQPL5h/IeA38y+RTRYPW2L31hw2uDHXouJnrmCqpJt6mJ51kIhs0pu5t8kxgEYq6DFNw9J9gRILlOTCaPuHxwqgeV0jY47Ga5oyou7h7jDX5lFVEf8AQZZxdxf7fX3DtiDVL6zQD3CLIQR4O+vhiyxA7S/bdwxAH/MVodjD7MjFUMQA7FZABoL7tmsIcOLZ3T8wyEBgmyh/mOhwfjrNLY2dAEVMArTNa2tpMCyOYdnQH/th3fdv16fuOaQEP3nc4YlB1eOTG2NrWGKDTpPzFrRFEHXQcUnb1onjWNx8FIHiHd9/cvuOs0IOu/MR3Bjrw7yzvlRXNB34Bj7i0oFf+mRjLUeL/M/TNsG1fvxxeCN3dLt6vzFSbUEpOmGK3SooA/XwwMkA2iaBTW8BiEbpoaiHMWLI072ahcSrBY1umCFmG1ldQwGwC6SBbo8f3EbBTfoeZKzVQA+pVV/cYGMiFdCR6/kx2OMFMyJPTwxFtJQ0jcB7EcobYGlirsrX3HpHcNIHdob/ABhgdRC6exsyd6x2DvEt/eaxopiQTeCOFPrCzRX5jNq2I/SD7/0xKiuSrV8FPTh6NwfstaXVweAeOl7xp9qZNF7Y48vPQ5sjy/Af8MxnQQBpj4fDARcERrCOZXm4YAEoK5DyvcKpjXAQ/TFInL/1mzreIjcUelygUMT9yarcgI/DhhII7Rpk5cvqURO5avc3Jsro4HD4fmJtY/gNMGQ4HY2H/wChiT1d9rQwx6lDtQ17jjIjSA0AzoyWU6K3fcFACaNc9euI10sOrQf8YONGDXj2ZGoRQZrR3f8A1gJAXecP6YTpw9YSSlU/xMITAkpyfMtl3SXY41qrqf6zf1p6nmBhlCz1rh9PS/W8VLoT/wDmHIwfHz5ixWswqDMCiVWn5dYsaWidzurrrfw7gA6refjRm7/rOjmwbBYc2quK/wDefcI5sceig/cDZIo8BHP4Y02OjPzbjm3ZiSy0XtGn9mCfip+YYJRS5pXRr8S4BB+40iQpgd9wBdWZqv7iuSLWotPU3gFpW2qroQr5+cwfS8udQxwZJEIB0nq47Y1S4yECPrmxrIW7kt+vuCoTuhWyMNm2XbYAepGH8wjcDqPQZchx6kNiF48Mnt46TmE08cLoSmptHjJqKw7JiOAf8AhCPDC2wjAdpPncABD3LqBiH+D0NL9xO5qrME0Nhmf/xAA4EQACAgEEAQMDBAEDAgQHAAABAgARAwQSITFBE1FhBRAiMnGBkRQjQrEgwRVi0eEwM1KCkqHw/9oACAECAQE/ABgJ7YRR/q+9VH3Pkyn2ayegLjA9/Mv74fjvkQjknmu/HsJqf8ggemwrhuQD5/7iarFhy+k5X/VQryO+ex+012HFqs+RfQC5cTbkfn8gRRJPgjxPpGqOlzI+bPmDr+OzcxF2RYr/AJn1f6kuXHsxu2LIXCq4e159+f358TQ/UNeq5cOQ49QVcBcikDiubHmM25xjAY2goAXZroRxTsKI5PB/6KlSpX/SHaq+1z8JxN1TeZ+Rl7eLhDHmKYHX/wCmL+QrsGZMa+swHXAmZ8aYdpFLusDyfkwMjheKsccH/vKWECbTUVTxzQ/5iZGbj/dMmT9K+BUw5VGvyLkfIrliFU/oIHRHjmLmxBWpAcwNICO65NftNW+qzIxxacrk5vIvB/I9ceJp8eo0+LGMhUoW28oWvdyfbmfTdOBr0Q0FLsLRh4PVH5Mx6zO+sy4F1AUF0XYLNgCzurmDCrDOSORZH2uX/wDABliBVmwe82ECbZpdK+oyFU8KTzGABqD94AsoCYUfJlRF7YgCf4ecrkciglj+pmfVIbTLtu69jMTuVDvk82TXtM+uwvkVfS3hdv5Br4Aq+J6fp73VTtfkuxoDn57mDLhfEHKNd1V1BqsCMq+mQSOD3BqXYXRHJ5tr/wCZlb1GUAHcQfyvqajDQV9n5ryDZon+PHvF+rBQw1C0yjjbyCI+tLZ/WQZCGAsNRqrIqa3TK+tJXKcblByODX7zTZ10uFEOUOm6g3sBxzV3G075MIs0SCb7o1MOjVAu+mYEEBQaUk/+0z4k/wDEUyNjQKvdmmIHbUO6mFyyZWPTXY/941biPuP+quIPtiR8jhVFkza/p764ur+Y6sjlT2DMaF8iqByTNBpDp9RqK64UDz7zL9JwZa5os1k8A9GYtCw+pLgajTc/KjmavRenr1wg/rK1/wDdNfpdv1D0k/3Fa/mfQsJOodyOEFfyY+NNpFdw7GRlIvzXmLY0w3Qpj9IEKfx5vz/Qj64jJRxNZquvMbM+TKPTzDigRR7PuO5jw6hVIdyaI/Igd/xEVNxb0wWN0SPHcULdnsiOhIsA2epq8B3lGRQGvoCvkzFp3TF6S5jwN4A6HvNRgL5wwBsACh5+DcOiz4kvHxTEkdd8GabXJpS+Ni9lb9PvafJM0+oGp12M43VkQkN3uB58TXtnP1PUBHcP6hUqp5IPXxPpzK2nXa2MBFC1uJ6Ndx9O7M7c/H2CWpPtEQs6qPJAmD6bmy4w3AtgB+3mN9KH+Bwv+qDc1n0x8Wowqqkq9f35jqVdl9jUyaLImmXKQeTRFQfTnyfTMeRRyN7TTaHLmFgdZApH7zLo2b6icK9M3fsJ9M+l/wCPkZ3NmiJk0WAr6e0UTu68iaj6KM2XfvK2eRMP0zDi1i5F/SFHB94NjE1ARcXTJ/l+r52VNRpceTPhynvGZqdOH+p6XJXG1v8A9TQ6f0Vy/wDncmEzIupXUCnQIQaAIN/vc1uTZpcjedpmi+sazHp8ZUrkQAIARzMv1jUDGXKJYP6T8exmPWKmqXUFKvoA3/zE+pJk6xOeAwNeIWG8Xj8Dkmv+JsyFNxA3MBPTISyezxMundgQz0D7CZsAxYAEBc/ittzQM1X1JcDlb+T7AzW/VtZiIBxABjRANGvcXNunxenkzZq3DdVEkf14n0vGi5ty5N42X1V8zTZQ+A5VUAkbVbIAP3PzPpufRadzg2HEcjErfTH94dTpTl9P1VDkHi+5mwUrMDfPtUQ/6Z/iaVK1CzE3AiH8RN4sFlsq34zN9Lx5M5ZSKZSCPaJpgMGxjdiifeaLEMWEY7vb1+0w6ZE37RW5iY2nQZFyAWygj+55E4W7IAhz4rreIhU8xmAjAQOYxhPAm6bwSRMGmCPjyUN474mq4wr81G0zKfxUjzf79zCMebG9AcWD5j6FMg5xOW7NKds+lZxhyZNO1hmJKbx0Pa4VyDItsaBN/vFegBYImTVIFI2Nx8dzJ9SzMrj0GTnh+6/gXNN/nZs2/LnyHY4ta2gjxNfqceTUnAce4bvz7s/t44mr0DtlpATjIshjtJr3mBML4B6mVWc0RT7j/Fz6K+zUPjYdqCPxrqaZ82bVZsGXIRlAIQg/gSOR/M9PWZT/APKb1EstkHFGaXB9RxIjbGpDa2P5PNTRa1tYrhsDJ+/I7ruIqhf01Uw40sGuYrTCxYV4jEgGhVTGygCzyTQEU8dRWIax4iTKd3HgkS/yM1ADKL8GBVHiKagaiPcxWJuxVRWLE+3iBrlwmEjeTBQU3U1HLIL95jTI4oDs0TFbZnKsgT9XgU0GXV4nH6nSueYNLqjqMmfJp2KNyqqQx5+D5mlTJ6Sep+ogG6qapGGnYoQrAXZ8cxtTqwofJnKeLNLZ9phI3IXzqU3VvJ8jrkiUQMO1tyEWGu74mfTjMuRlAU7j+X7eYpTGgJXIeABf6Rf98X7TJjxPmYKir2bB5J8NxPpunzDVZsmav0gChSgf/wAIuBMWcO1bg19T0kXFldSVOQg9UQTBocx1O7Ixqru+DPp+owYWfcxBc/prgV5jJY9pjRhPImJxsPHkTIaUDbwYw/JDQHUB/GB1Dm+Lj6klgqjruDLvIvgjmpu5MykbxHcgL+83qOTCw3CMaPfcFcRnHIhyUIuS5u5vuJ6h1KkZF2HtfNVE2nMQfboeZsKIQp2DxUzLqD+shvaxNG+JHU5MTLsJog8UeOl7mF8bopQjafaZFtTFf8tp+L/ianRYciAbK54rjvjxNZ9OU4GRBR3E3fPPN/JHiaTDl0y5gd21U/BT3Z7m/BkKou5dgFqw+aEODMXpl/0/bgxtLlUlXBI7Dg7WX4FiJaaBRTW/FE2f7hwsUDeqWAoCHC+TAi0F2jhf/WJrkXC2PJtQ4uEJPH4xtZnViraRWQ1fgm6mN92NSLogVfBiM192ItWZiU0TdDiM/wDqN+YqWCB+0Q8HiNsbIGLcHiVWTjoi4hom+Y2pdfxWt1x9RlyPdBdvtN+91PuIlleYl7RCTv8AsK3t+8yNzAeDL44gxKmTgnk/3FGRdQhQrZ7B8jiekS5YhrPiZNjEKaHxHxLj3ekwYkWACJotbS/6rVzXI5uf5OO/1UI6c7hDlyDyOTAxbkx3Q5ndrpaHt+nmLgdlfaBjv4s2fJmAZExqR+bAkE9RM+Zn25F/oH9ocQYoPaLjxY1FDkzLk1bAhAoAA8Ew6YvQOSjRq+r95p1GTMUYKPi+/n95ixlUALXXmJB+kmYyQkQmzQ/cmXYjZVRSGPJEVAwAb+IqnGI1uoAMRT6g9xMYBYmgIlXFJl/ZmCgmIxjGyfiCXMoQOKFRsW/LflF78i/aWX2mzY5J+ZqdPvQ0exRE9PYqsCQQR+37TFjyZCKYUGsw6Uo1btwPknmJuVSobicseRH3bhyRXmaZScmMN2AWP8zYOfgQJqjmYll9OxS+arnxNn53MjZOApA95iCqv4HzNr7+6EdXIpTZ94H1OJ9wIvyO7ETX/p3Yj8kciK9kChTeYSAK+LikjFYHPUBfgMQIOBMyDeOO427oNMepYKVYEzThdhP+7ozK/iotbfiAip6pHiA8TdHMuOeRLH2skknxPRcY1IAs8mHI2DMzEjkbQC1ARd/blQPFG+PeZ2QsiqVs+dw5vxU02TFjpCtE8A1/QMc4yygsBPSInJ4EyUMTkn/aZiKjMx/8lRGYcUTASRNl/wAzUuMOnyOVvaL7A6/eppScr2lg3bDxz8jjsR0QrQJHImUKlbF6HNyrxsSefiYc5OEN/jkj3Pm/cRs27EjAGz/EUs4FgixzMLFcZG6JbOSB57jngC5ss8m6mwXwRCqzFsNGZT+csECpcuboWhYlpcs7uoKBgMIBO0tUbNqcWYgE5EobQBNj6vGXdgKPKg/prnn5iYsmwVkchQRW73hwJwwW+KPHJEzHMWsZXViOKAIiOPXxLqSTZvftXuOynEQGJ8fMBYCge5kUjE98jgD+TU0a/wCpm59hOmjOFEGZSAa/iDUKWqor4d4F0RCVfKKBHvG0r5MnJGyuujcT6ft1CZBQq7BHPyIgQcVQ9uhPTQseJjDjipSqvMxiuYWG6/MPJFxSBDFahQhck8kQGXA0DCpf2HU3RmMUm4uQKvFEm7mLAz+5+bmTFqcTjYvDWDfZ44mzVfkr1ZJqgRwf7no7VHPgdn2h0yOVY0KHgWfmZNK/oqHYEhvKg8e0UIU65r+oiUepqDxjX3b/AImnBINeWM4ANTaeYuJgeDU9PxZgwKvUxYKG7z8RFgBPO4/1CgcfERQBwKiNbEHiajtR4m56FcwceZYgaHnsws1+0v3l1Ll8w+YG4m7qbjLlwmDR4yBuHQ5+ZjOkxbqzJz7sJsDr3x4h0rdnJZsxrVyPY9xNu+zH06ubscwJtpAKhWplYOzNf4qCo/7zBj2Y1WEQ19lVezcTGXbiY1KLXcAr8owBIMKV5P7XFNcmCywmTmr9+YSSRRlyzcsz8ie5fPJjNXmWDLly5fEswmc+/wBrj6RApZMhPwGNRNDiABZFJ/acgCMOJm0/bCFeREORa/LgdCNkymuRx8TUZyihVN5G4W/HzExM3p415AosfgSiIDwf2hBI7g+YpBPAmMDYPEoEXBQUfE3Qcm4y2RzPIj0XbnxdRbL3UZ/aA8i4e4C3vB4hHEHUJMok/rMFD7XCZZ+xMx4saAUsPx9v83Ec5xi7r+IdXgsoGG72hcbqlkkVMuQhSB2fHkw4XQl2Nsf6AmnLgbt9buTA494CLhj5CCABcw5CtnvmYdRlLdWB2BMeYlfyWoHJHEUwGbpdsKMyG2T3uZN1UvcwoVU7iOTN6gjmbjLEJbxAxJuFoDxARQqX9rM3EwGE/bV58mNjsLdjiNr9RaMK47W+xBr1Km1YGK/+sMgzCjxRFzNkyLkZkQV3we/iaTUZnLllFDsAi4+fvYpLXQExhwdzNuIHf/pCC68mbGB/GpjDgcnqOGaoiNRDMxgQAVFUKOppLAPHccWIGYcfMAajZlmWamMi5uY5Rx+0c/kQB55MPqHoCp/uXjxO5x7TJkClR7mAneRUBPtM7bV4mA2tfz9jL5Aj5CGAg++DKMq4y7c+xn6GsKDGW3uOigg8kfEGTCasE0a57jc5AVNC7q6uLnVVZa/IcMfn2Ew4GY72FeQIxUL1zBuIHUqFbPU2wYup6RJioFAEv8Z3yIDCQZ1MfcB/NvgARiqkk9TeDFIs2RAZcc/meZia1BM9Rd4WZ2ux4mJ9tmA2BLgIBl25Iidfdc2LarBgSR4iAOgZTc2ij3ArBe7NTLitCK4E2L+kmzxQmDQhFsivYTLwBzxDRqcVL4l/jUfPX6RZi6vUH8dtfMIzFrORx8XNLkbaFaz7XLJBEUALCaMswxOjPf5Mymmm0lyzEADqLlLCttCu4LCi6MZqQwdzE/4NGyKF3QZC1g8RADVx3oUO4HoRmsddw7R4id/c4l9QfhW3lSD5mLVYUdwRtC1u58mMwJsSpkzEvsUi65AmHGBmV1HQ6uDUKUN8EeJm1ienQU/uYNY18Iv/AOUf6kQP0Djzc/8AEiBzjHxRj6jVZcbviqqpVrm/maPMGyqMtcmgehfsIFUfZTREUiDzKNwnmG5iHBh4A/ePyY6m6B8RAAACeY1cAVMuUbSsHELEDiM4288cwVwagY+JvAJs3MLWsyOQ4EURJ5+zpkyZtqgX+/ExaUty/upr2oVUI4j7iAAauMBs+IubGpPHJMesmMVton3moT0/b+pmXLYJBquDVQtQ/Vz8TmxU0aZU0g4Ct4uarJiAVcuNGYit1WvPgi7i4MbsuUMQa7VuPviI94phMNGXMVVCepxuhJLHicqQSRzMjKVvdBz339geeZRl8Rb945mBozcmh4h6ifcY6FgciCFQTHqiT15hFLt8TNjG080Jj9T0wCCcYvmKukLuKN+b+Jn+nvYbGQyn5n+L6f6q7n+HuxKrDgMDfm/4mPTqcQxtyo8VNRpcD42BQsp/2jqYUxrjUIPxlSjMR/ExQI88ziog4j9CFjF/T+8Isi/aZFIScbu4SByZfFwEi/MBO7riE1DRYzjq4oHiMZj6+3iCuKnMbdxUfLjS7I+YDa2IQtVNooj38wpiA4Qm/Mxesjj9RB8VcKHI5Jvg8VFQ+8qhVQt3VXMTWikij9mNAmafI7MTVCY3BjQdwRI4/EQ9TdwBFmZiTXidmcsYpuN+ocxeTHNGIOvsDX+6A2biGiIfsDcAEJMezxxzFUhaJh/AkwpvpgaIgXxDkx43riz4EFHkdGC/sfgRaB4/qGvEYXYhZshCLdA8kRAoUEQ5CJ6gImNgYD3N1qLEaKQDBM20Nd8wlgeeog+LBhvoQxRVQndBRH2PJgFQdwMDDkTdW4X7RiFa2PUGS+uRV3KH8GELc3KOyIwEQ03dCXxBiUtdRfxBEv7VAvPf8TqDuZAQ5rj5iahCdv8AULC4wmLIeBUfMBkAA5Aim1BHU5sTzHyhamUoR8y7AiEdTiNlxohLGNrcpygrqGrkrtTgzB9VxFB6o2vYH421mZ9a+JSVx7123uBh+u4jVYm57+Jk+pZspAwKwrluLmlzPkx/nQfyAZkffjf03/Ie3MzazUMwUM6/jR+TMIzKv6iDVXcy40bsAyhXEHEazVH+YXO+ZM42ceTRsTJqaU/lYu/fiafVquMX5h1GIAm+pi1CMCeqgYMQQfEqc/8AQ3JlYcYvgXKhXkfMP4UIH35DxMZaobuUQDHZmcmOxZQAaoQDoRFIEYWpB8iajRBcpVXe2N8+T7xM/pYWBXYVBClu/wCImLd+StR5oRc5yp6bnIcnQ+QeYNPjD2+NgvBqzdzGEFbKTcOb7/gzBgbM65N5BttvgiLpc6Gt93wSBV3P8VQijabA7uJpgOSePsRRjcRnN1MrMuTgn9JJi7ggAY0JlOSuxwY+NWxhv4/uYMYITkg0T/UCq+JX8Fb+eOZgx+mgAJqop4+3Yhrbdc/Z2DZtvmu5jRd07jkxwyhTfmKFtjXMRicleBKuZf0GXb188xlo3Ern4MBHMNVNq2G2i6jaDTg2yg82AOBZ+J6CErkSlG9lHHRgB0z4ybZuDd8TBly58jgECyO+ezEx0E/EBuVsH3mZtosMbF9cdze49NS7EELRvqO64kDGyKqAVc//xAA2EQACAgIBAwMDAgMHBAMAAAABAgARAyESBDFBIlFhBRNxEDJCgZEGFCAjMKGxFWLB8SQl0f/aAAgBAwEBPwDFlORjSGvyIQWzKL8RyC5HKEef8DAzYA7wWZ/EbO6My7fjRBIBFedQBUFZGPKu+o2IF29V/wBJ9r16skRCFQMSo/JqDYH+oQP19U3ONzgBPSJVwEQicT7xcmRGJDRCWzr8qLqOyK+jpj7bJgYMo+f8BMNQKADUYkPVxyBkT5UTKGP7Vu1UfOoRwWye5/J3CHVwQCALAN96Ex41ILXXH4BO/aNlIbEAdHX+mf05GBpylzq+qXp8JyNsWBQmNuaq3ggEQ/iWYDMjIiMxOgCTB9U6ULg3vLxoWNWa/wBoxdW5K1To8jMeVAsfigIuRWdAtnt/71NA+nZMVi9kn/aoV2O5gA9oF1+2Nj/rOVFgfFzRZRRPx7XDTLj8EAjlMJZsZqiA3e6u4ciEvxrWhruILfAzE+T/AEE7ldXXsR3mVPXjA8EUYvYf6Ni/1zZExYmdzQUbn3Mf3Al+ory/lMbo6Bl7GZHCIzE6An1D6inU9FhB7lmJN6FamH631OBiBTKiUo7juIv1NMn0puqAIpe3se0+lfUPv9A2RhvHYPzxFz6T1xzdA+V69LPf/M/tD1SL9OVVO8pFfgbi5XNCyQBqNxYfyup9P5DGW8hDOnyrzPnU/vI5VRuZcjWCHHejqYvUTKit6YGFzLiV0Jbv4HvOGJBjHjX/AD7iIAMCk9hZv8x+oTky40XidmIAjLzbj8dzU+4jY2rVHtMqsNrr0Ae/icgVWlY/OvaLnUBB/X9C1ED3mRwiMx8AmdX9ZwdPlKkEhcZY176oRfr3/wBpZf8AySKn0/63hzdN1Lu4DYyx3r0+JjcPjVh5AMT6hibrWw2NLd35mX6viwfVsmNzQP20/mf/AHOq+pdP07IGb96MwP4mL6iifST1D16E2Pcz6x9e/veFMaDivpZv5DtMP1PqFrL9w2tJ38GdN/abL06FBiDitEmqMzf2i6nL0WXC49bn9w0AD4iZK0D8xvioOsyr0Jwj9rNc6Dr8uDHnxrdZV4nfafTes+z9K69L9XpoH/u0Z9Q64dRj6ZARWLGAfgzGDYi2xNUJiB+xkJJ0hOvOohZVDCq+YOocU3p7iDqFOUsVNHWviYMuL7gXlVi/zOYvbeYuVCaBn3ULsPYRs9YzQ7TF1JZqJHY9tR3QKiFSdDsfcmF8WI2mLfuTZjsA6kkktv5EDXjJAFHzVGHJjbIPAG6UTWM8RYtjqK9MACPeYsxJCmu0f96k/M6o/wCQ06vFZaPYYgTi6hwjkBlpvkd50v8AaDLi6QK4sqRTX3mXr3ydQc37dih7VPqXWHqOpOXjRYC93seZm6zNlOHmxPBAo/Ah6zM2BsV+h6v+UuwsRWZiACYcWUoW4GrAuoAA7e09PA034mSuA95u67xBuKvrYQId12iqdH3iBlogDXeI9dJm8env+Z90rXFBoXbe84hsfLjPtq2MFm9QqhVTAyjTk2vYCHOTzFDfafc3PuKpuPkZrHE/mdOrcz8fHip1WUB0Wtqq9o3q9K1Roe1n4joq9mtr97AmM07L7gGY8tFrNn3mXkRoNzAnDMEHoFqx7xM5WqsbuM578ruZ8mQ2t6mZNTqkVWJ83qKqlks3ezMmN25cV9IFk+1wki9xwDVk+qETHamx3AlaE6dipNHvOVgeQJkrloaMAJ86EKdqN3/tAo13vzEA3vtP4u8URP2AexgAsiZF/wDhPf8AEwETEOPce8Pp0WA9xXe4jZEY6Yp43Cq3qV69xwQpoxQxYG6BHnUR1TjfE1Yu9xHLlzxG/ImdLeuBLVxETFix5ByYctegbImZWGRwOKknezOAULuz2nBdEEXe9VOwYcqvvBasaN3MgQO1HuYjkTKw2Y4PEzqMd5RbC6MwqDksuSR/xEYVlW2I2Ye5hxscQI2BcxdIBjLse41GxcbrYNUYVPATCCFO5jAN34hUM1eYV1FBrtqEVUGM6+YEIbRgDKb76mMmjvzFVzkB5CjMqn+7gjvcJ1UbmQA1GrqxMOVl0VoCcwwBBuCMxv5qcQO2owIPzdzoVYgA9uQHbwJjfI/3F/iYEiY0xIh/zbdu92KEb7t1x5LeqNxtKNV8d4cilf22b771/KOiHEtpWvOor0aqq1uZTeVguOhXvcBEyBa7TKdfznUMhIBX1bi4/wDLT0G69zKYXZ8xgPeY+aYioX1DcDk4KP7lNTILUVqhE6VCodr4VMeDBiTywatGMnFGA7A1CgJFQi2aADjNAGNfFNeIiGMNrFQ2YqDZH85ncnCqjwZw8+TCUOoVCk8TuY3YJ6zLjrZurgYwmzOlRgiiwNEnzQMXqOmxWMY5HyTGdXPq1GxhSBcZAQLOpzIJ4ioGs3Vx0JuzUdgo1C1TMaUTIAXEzKGcWP8A9mTGKFmqFACEU3fUXCzuCg9NzI5VmZf57uFhkN+daiKqZWsfjzMrA4z7R7+2AWJ9o11vzCPaAQJuDHbARqsV4gUgfmMLqAJMANNfmZ1vGvvc3CrHzUVSdgVxgD2R4PeUwUAm4v5gUzc6ihgcg9yFEI0Pmd9XMbsUrwIzeBEyAgizOC2JRIqOjP57GfbyRheMMGJIHaUzG/F1GXllotobhCGyqkzIATYFTpnP2qvsIqpdlY/SjnyUgCZmP3V7cbuDCAobl3m777lHfmLjsHtApnEXUC0JxiAlW34lCxOBmMACo+VjkNHQhYKdmEqOxhbsAe8x0tAijDLKkyyYlF0F7JE6lq6ZAR/FcUt2IiKb3GfiKEDG56u/aKbGxODE9xUCBjRMyY8nN1LjXzMa07XVV53CVUmqNHUdA+WyKv2mYY1UDl47QCjcTKaAAqzCzAdr+ZzJEcMCRcTaVBYJnEcdiVOPmcRqVqBNwKQJfb9MhpDXcxlyAk1rjqA2DZgQ0CCZ9od6Nwhye5ucuVK6+q+83BfvOmUnOna7v+k642nTivBMCQsFEFMIpQN2mUtQgNDZhy0dzK6kiq/MblQqHM4XvHYNCxZxXaZzYrwABODBO+omrr+QmUMYqnvOCnZN6gx0ooHcK0fmUfaKu5wJ8zib3OI1AADKBMCmAGZ7LHuAKqHKAu+xlCgVZTNkH1AygRoxDR7bE4qTR7XGURROlS3Y12E6lQcidwFQCveM2pVkkw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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Score: 1.000\\n\",\n      \"LYycu62H2-8.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Score: 1.000\\n\",\n      \"RadJczno8RA.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"fmTDdLOEkl0.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Score: 1.000\\n\",\n      \"6VBgzF3H64c.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"mSL1shtsWFU.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Score: 1.000\\n\",\n      \"PySq7yX6hlw.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"JG_HfydoNqY.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Score: 1.000\\n\",\n      \"Aq3NQwdqOU8.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"JO_6maFFeoQ.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"for score, idx1, idx2 in duplicates[0:10]:\\n\",\n    \"    print(f\\\"\\\\nScore: {score:.3f}\\\")\\n\",\n    \"    print(img_names[idx1])\\n\",\n    \"    display(IPImage(os.path.join(img_folder, img_names[idx1]), width=200))\\n\",\n    \"    print(img_names[idx2])\\n\",\n    \"    display(IPImage(os.path.join(img_folder, img_names[idx2]), width=200))\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"id\": \"static-member\",\n   \"metadata\": {},\n   \"source\": [\n    \"## Near Duplicates\\n\",\n    \"We can also skip the duplicate images and find near duplicates.\\n\",\n    \"To achieve this, we only look at images pairs that have a cosine similarity below a certain threshold.\\n\",\n    \"In our example, we look at images with a cosine similarity lower than 0.99\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 9,\n   \"id\": \"nearby-kentucky\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Score: 0.989\\n\",\n      \"ht07CBODJVY.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"TVpMXc3Urzg.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Score: 0.989\\n\",\n      \"mOLet_-xn2M.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"-zEDq4sRxRE.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Score: 0.989\\n\",\n      \"474zbfqYDIA.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"dSB_QwlCpRs.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Score: 0.988\\n\",\n      \"2yqsIIFSN-Y.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"qcmhNEipNl0.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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A6dU1K5KChy1RUzmc6WmpaoINZahxSjVGqapZ//8QAGgEAAwEBAQEAAAAAAAAAAAAAAQIDAAQFBv/aAAgBAxAAAAD4gMzEMg1qQ4JbT7PQRaWzCazVtPOk+bsGxZqwV76fnRry27O6sBfYyMiBBnCR6DsKV00ehTzp24uvorRpWLtESxaSHRTodmTO2R3O83mpydXY7Vi9K6Qg+UKgEbXd5I9WVmVeKD8w7Ou4QWcIJDYxgwWlmdM9MW0K83E3Puzod2DkIEU5uaeCdRLjO7ZhFYDjU9dNfPTACY2MIsm6XXF7HbLGnNDmtO3VqNnbaenPERYz6mVWqzbBJdXPwcvVqPaqLaoVFiUzBmlUNiWzMUhROKNdXPWqWbCIkqvQsV2XMQ7ai8xnyTrndntqPPRM1XoJJMw+ViGzCLc3HQMWswvVohTEp0ZmbRGOz4NhNocjxNLUZOjoSabKrM7Cm5lfHOgYgTmkFz06H3ReMDNXRmozg8oJ2OzZSvK/JGlqdbC5jKoAi93Zg/AQ2COCxycIVK13R0CiwRmYxvZsQ3EAxE6bJaSJyGdapfqZl5zncarscByZgQpysZwfnnStk3QxEc7EsWfEDkdTmTYgKkzqGyIzvufUIcks+Uc+IbAqQs3B1CxmH2hqIzMHagk/HTY7Nhkjj0MysQuZYHY4tRipHJmxZTUKQA9ChK5ik0GJ1LEbLzIS2zOQUV3YKwwzyRZ2BerMuQc0nLujFgQKU09iuOVEBajuSVVOPMzYUzbZycCowYKkzq0LMFKjgLEnOTgzuMco2G01fMTqYLl4NnfF6Kys9EYAEYFdNtmzsMuX/8QAIBAAAgIDAQEBAQEBAAAAAAAAAQIAAwQQERIgEwUUMP/aAAgBAQABAgECJAtNbICIJ+kaNEqsUV5EVXHOIK5WEnhn92QmhranDnKvybK7Esqla4VFuJ+Qx8yqxKnrl1TShhEnlAF9z15slUyD6vNURst0xKkysqs4bmI11F+E1VyXIYIorUSws1LGOy2K7ymWztgYtK26gRK7UNLWLywfmtltjWd/oWZgrVJ/Ox6v5eFGU45xrKbBiUYlSUvT+XKYiqrTlgZZk0Cu4hLpTVaMl2vH9C6fz2qD41iVZGSXquGQAAqKCSxWenYVlOSktHDlpYYDSEAVJTCLJZO2pY94yTlW8WrEoW5MrCsx6TTaMm22tVxs3Ht7eWmO6AM08vAjhrPf+dIZZK8vOl0NKW4lyOluSa4RbLq8pPPlUjngDRpSzNyyUvDW6WME8hKRWTEamE2S9u2J+CpnVZYpqrqqq8YYofGzT/Qaf0EiwNjZdWQ7ucVFCoytAArJkT0b3NEyZWtwvazIqWqsp/pXKttXPuJtymiTzyytayFUkFYqmqyiquyXR4VC+aVEMVMdfyIunlj3v9CZxxoo/H80fBp9LrKmVVbfj5GIGHOUKsSceKI5uVVIQAO7TMfIDV0LUnnLWkWF5dY0slY89UwA6sCBRjzkAYXrajKBygEBFrxIyunlpYyQnPfKOJK4zF+fzbTWYuS1ti5VeAMatxRakZVghjKwWXRx+dsaGMv5vdY9iesKymzLX9acwvbXkM5qXkAE4U5+JreLEJis0sDhgiVpi1lKpzHJlseMHWoXn+ta0WynIpipkDErqyp685secwcplxggoKosMMBNhlld4INlxrj03y6Ux1QY5voyK2VX/S9LpXHZQggnhl7XY4BRg3OMLl8pEXFUrUpXlNzrets7WLh/RV1tAtxMy6oV4jNVVKqUp/oS2s00hMrFX86ADqwlfBrZnFWPahFTtMiq6uvDeqq+t2ybrKbst6ZcMkgdrPHXHaMHhRoCIrKemNU6VIqYqKpRZYgVjarR61DUZ9NleRGTz/OycqYqKMVGSxbqjUKLKcNKEimq3sedLM9iob7FbLlz1M1IxLr3iUtT6cAOryxsvQiwRoiAMIxeLFnK4J5lkCIlSJLW6tvOOLHcz3e2abYpRMd3H7UYqpbYL3sauxqmpxVVB5SBXLTz6sDx4491tZQoYiZpN9FzG1StQMcuMiVkRRTHVIG9WRQ4lUJrizhhr8ipR2ye+0h6zLanCxhkNni1ZjxXqQJjWm9rWpFYXIrrrxmqZZxgCSYbGeCZIMXHVK0COpldGfVVV7slENjC9rJYvFixj589NjPSXDmqWmkxC+lgi6cefNZ9E3RlVMixr8qZEAoBRL77MHPqyqLPJVbnoeutMSCM6l16YyIPRDq5SJWQ1rOaM5EpppScYfm0sWyGfnFnUPkhl4imWCsNKzBApQRJyoMrxSXSxy85kS6WS26xfzpGNjLiX142v59t49NKMjJRkxWSOyMqvCp0A0sDVvOItmKKrWzFXVq+2KkpbLUtnPIXyB6LWMLBaXMQfl+SjwF4y1Bp7JaCGDTlRfMlLT+dlHFbEdL7h5SELlJb3DliXpjERioqYsV8+PJlgUWQp+j2V3Xm+r/JVVcjDqjjCwZFdY8jXOdctOiKFWlXKwsrdIUNpiWDgc82gtfbfayWVstyKjShglVJxrFRUr80y6eKV4wrULwS+LkOUqvP65LV22vZ/R/0UtWjKK1AY1ivy4tSxE15MBjRiQlC4wREoNsQMABBGgdoxnalNfGpsjn8/wA8yrIDTlxQ4IqYi2la/wDIJaiKlynnK19EE2WEGAZTKlzBbb7nw3ryDZiDIr/LyF6qtU1VqKBowiMGEqgBhlLdMBi6MWNGM5QvLNXrapjuyXo1dUbHpRMi2+g21LAcqfqtZfBgiitWjRyW8M363oLVs855zZjKr4lmLY9trFYtfJYtiQTpYwwx9VxZxVdKCwEa5bNANHKwjGtaxiwtZo6VhlvrZ1SkXVXSizGzast5TZmUxmCYFYRRBLISR6EZcpvVDA/0amxsecMxdZVFMFQXwUNZoE4dnTjyAkI9WOr02PHmNZzyIZZBAKtubRYja85Zsap6B/RqsQU4iYbzFGSiA0flUFCaUsrL4ylqb9mDIKwMu20+vNdaI1RQUNWAoK88ic+W2pez2YZSzI0SVs0IaOvEgIDtx5aWPO5rWC1sPIszfzVcS6gA+RPzNT10mtqSYkIsQy61FpGSFrVXa8FfxqWmpa/DlCaiqr588h1z65F0FRXYBRj2NCrBw0SEUOzuxNy2wWl8mWSw0zLbEdm/no8WGyuxmLSsCURopewZFjMoiwzzy0ZLRqsWuuvw48UQtOCEch3wzjRYRWvGiziwQp2hvYjRgyJGFUeMWncvHQXS6zroqXCmwviNegDri3m7qLWEFQsbrRRYHirWlgMRHF0aA46JGNj1xEGjvk5rjacCMQwXIStSfSuYUULAsLGKrLULGtNpc2NHhW2tq6old9CLiLdjNLCWW7HU0/nXK1Ou8tgqadMcWWUM1f52Sp0u60Q8CcOuchnFJ0sZWHCKpfEDmA1llgPvrQAKK0ruqsSxWiS9LJc4iKQ7/wCqmYaO3bSQkx7PagVrphEltjvbAjFmItyXujogSESqV6Yc5vpghKjzGUQxQVdSEFZEB8qnJxZXFa52Yy4FQtrZMtP6Y9hbKuxrMejGq1YCtQRMVPyZQDH1ZLySVKktX5vr8eDV+YCD8ggIeAETg0WEMEEYxoACoM4urGV64umZNAobIxEvgnm+y2NV5WXXXz+ZQlKu9nHU10pWmMFZ08lXR1eOAz3W2VXWR4yMfPCQlZYeYmhDANE8GhO8IYVTyJxkBeKaxWweNFhVU9IeMPLVXvZGrujSsvWzYau7JQtieDVVXRXWogVlMdyXF1QVrm1jIb67HijxdKyIYAUVSIYBycAG+rOPFnFgjzkWVo0ErlgonQDU0SWVvWZeffrInAGnihMYOlVTJ58quAj1pGdnaxoYBeHlqspi25UWemspe+VoF8gKnNc+ObEE6+lIjMSdAKC9brLJXr0I8tYWtLpfkKLDY5FdYRFWYbVMtnGWIMCz2GYtDHCKkZHx3mQtVX594qmIPzrQJ4CeWVl5znB9ADTLwt+ws9PoStnCRA0rBQitmLFrahlxkUNHglVbgpUtdGMAiI9LIFxBxYVsLlm7UbbP1tjOaAGV08eVVUSvx5IjAjnOcHw0GhpoY8cq6uZwQRiDWPPlVtiSxHrYLde3MqeLZjha/Fy4r0W/6DZWSr1eKK/IL2MWPtittj1xoAWtnHHlVpq8KvNcII885s6ME5zRFkM4krBCh155o0IBcaYxsS2Knos7u5WiqqMuSlCm3/TjSuBjGFbF1lkcljHZTZAaYVZbYzCALWg5yH45OGH6E5znCLAV4ooj1rOGdoZ1rNhc4874tS1Xl082gBTS4OSqoUQYYSBgzSsMBClo6ZkGAg0h9e/PhKwioBoic5zRh2RyLAOc8kMrJ5EqDgCNrFghhN0qcHtgs07OCIi01gWkqQiY2RU1ZBMVvaR3cmGOvkKFqLP6oodEVFA0TOfTQ64dBVXnNc49fnlcbZnMcFutLNBpYWVgy2wL+apSv53YwqKCMP5x0DBAzwwjlisoi1QNUlbheCd73qk6GumdOxDOKOQHZjQhQk4QIR5qjPWXhCqtZYmxSrxkVOFahFllTq0847Y7kxYgOiDOkvK4oNgBlbdZ9k+gxME6fpdCAQwaEEaGcAUxgIoK1xxSWiR0aAQJcrV/kavArqBRx5etkQeqhrtb8sDxoYxLIItjCyxGeysArGYnve7OzDBB8nQ2VOuQRtJGWiXVLWAjMGRgJxlMAZPzVBUK2qatksrKdSxd1xTbHjTrArQuSUsa+qxa+qOFvWhB8GHRnYPsbJg0BCOIYgZhOugBUwqS6+Qvjx44pjApZXYOBahz8wBDHhUxoZWb3vFL02CyyUwgvBsbMMbZ2D6gh0paIxh0IBwqAVoJjwxWaKTd66ENfjwFg1yMDGDoa+V6TZlhd+NGgsd3FaiLYkWq0syldch0S2zDsQbOhtoYsrgAHnz5/MB1KiGM/lh7rghXzwiGBhDGTwazV4qCqF88K2Dk7adefSRRUwsusEAEE5Drp0YfnoPdicaEiVlAAAZ5EELGNGBCq4VFg1znCOcA169nQIlc8shW2cIeFfBFo9rEVFa0mpSFA30w/B33o+OxIYS7ArKzEhE9dM558+ONAFg1zRnerOPoQzqysKJ1i4I60OmDRoYldr9ArXyoHyfgw7EB13SQxwU4FpgUTpnn5OiOCD4LGdBQ9aGANDENZ5CXsGmj7aJPHgIFYVgQATnPgwwww/8AKuGHYiFW7rnyYT0QDkMMMMMEE9M/YYRKT3pjRyJZDGhiVjHtq767xQqj4MM4dGGGE65BsaUwgwTihYPs6MMEEUc5H+QzkwEE65VBCTGnHLQ7/QWV3tjziqqKJzmjo/J+DFg2IsWGGAcUQHoM5o6M4FAA4dMfjphi7Gk12GGNHE5rrRV8KvPs6Oz89gg1wQQQmAD5HzzzwADnIYY05wgwgKVnIRwRCdtDHJ1xgyiupEAEOuAfBhhhhh0dgL8CLADsaM4IPns4ABswzyEK+fBXs5w6E4Bshg5YAWAoUUVoi78hdnR2Zwg/AAg+F0YND4EH0JwADR1znOcIYcIGjoaHywKlfPj8zUEQaOhB8mGGcMMMPyPlZ0kQwf8AQQDRnOfBhh1yc0NCch0RCOc5zgHwIPk6Oj8gGD6B2NCAAf8ABf8AidGGHQnOEGCCCA6MOwCB8mE+hAddPwYfsa4Nc+BoQQfI0AB/0MbS7MIChebOjpdc13vpiIIPkw/B0YujFgg2uhBtYsHyNj/kYdmGGD5HyYdNDofDRtjSwQ/J0YdNP//EADcQAAICAQMDAgMGBQQDAQEAAAABAhEhEBIxAyJBUWETIHEEIzAyQIFCkaGxwRRQUtFg4fAkYv/aAAgBAQADPwGo0WOxCIWUWbT0yboltZxWkXT8kldvAmzA650WiTR2IwzbLBhEop/Uyh59kNzt8EN4nNmH/YpEmopxqyMZ+1jn1938LFGDYpEbkm1hmEhJN0OrFn/o6l3F3S4O/hp3yJdTpRr/ANEXFSR2+xGpuu2u07K/crjS4nadjZcGhcHdngW3BFQbrkr7R+7HfAtqRXTdeeD4VbpJp8kK4fszq9W4SXjkSW3daRCKdLiv5Ee7n/I5dNVatI6t99N3yQ6fUlSfBhPzRKdN5wNPjBBCbFTowZMiEhDpHcJIqVohs0VjMJCVmclaZ07iukiW6SR1NzxybopCOT7qTvJe71Jb4xG5pJYFtIueco6U5JK8IXUm0vBKMqonn2PjdDmn/c2O7RsXDN0TqS8tE9p2Uxbnb4fIt5fRVC2lTwuRLlcHoNtYEewmq04FXJ92TnSUqcbonCTHSzkl1OmnWSK6a9U8kN1yynRGE3GObVodPFYIqNebI52pNvwzf9qT2PudH3U98lbx/I6ScUn+Z2LqU7r3F05IjK88Il1f3EnXtgjaxk9H+521pbsoTRkxZUuBNFxKJWYY+Dgzk7sHkzpkdouNCj+Zc8FGDAm0O/od7R0k+F6ic6N8OBwTrA/RH3rR24Om+pUvJPo9So4rwSn0tyZ1tyzh+DGdNqfqNbvYj1M03TMR49qHGoWOSyLlEfAy4/Q7TNUZ/fTsR6iW13gptkpyy+LVG+iO2eaSdfU7o91mxLGCL+0bMW2Qv1JPz/I2z3f/ANeopdZra1Km0N9acHbSp5IpQm1TR0epBNO1XCJSp+ExbVtOn0/GX5OmurnjwRlHnz6UNSpGdGjJwJ6XIwYItiZSEpLNCe7RRPTV3YrIqJDHsXN3+x2F4R4McE/i8fub1Yr44FVHS+FJ/wA2VfcOUpSqyfnglvT9GfeNYsnCXVuP5fUXU6icXyVBKSyR3V4FLI0pSuvcniTwXJLyQj+xv6dXlENiT5L07XkaSMaY+hgSz4szwKKL6sc8D2NCSwOc5N8USwqx7H32VbXBGfQ7sGxqySlLt8jtN208r/2VN+6XJKS214/MfCUYJ8ndXpLu+h1otShSE+Xn0oupbjde6VUJrksz8tlXeuRFlNHDYl40yOzJkdmDItx2mWKrNwuS3yNfubo2dStuUmuR3L1PJF2iSWPDHOMpbXcSUt8JSw6/mJS7WS+Jyb55fBGMPLHPwJVzXoNda1B7Yqv5D6rRGPUTfggpxrgxpWib05VH8h3WfoRraPu9SXTTvlkdiv1IRk/RvyS8LJtbvNolLrJppO6ft9Rf6W4+OWSmpJftZXLd+xGk62+aJS7q4Z030ls8+vI+lTlLkjKWYe6fuPalVi3bmqJy4W1f3F6FuvGuCnrkxp2DM0xGRUNodFDwY0bZgVi3mK0dEX4Ixskrf9BS5dEYy/wS+E2vVD+JJuiLFGf5cIhJdiXuSi5Lc/ch0lFKn5ZCU5WRcbKmlnkae2rL3ewn0mXJpEV9qUPCtshKEqY08Sf0LgZH01BXd+g2uDA60ybeeRPK9Ccmz1OklyrJTft4R9zamkdSUe9GcNJPJs6PtykvP1It2/K4J73NEsfQne5VbxnKFHq7XwzpdSMZuNnV6O/Pn+50fhLdk6XUiqXnC9ye7mymUMwIW1PSmXfsZLZdVwUYTMGB3p2jyUi4GDu0VuxRkV1DA6KbHYpD3MVrB1NnsiXGTY0dNxV+mSDbpqj7NNV5IO5vG0kluivqWkpEJSWDpOFr8w3IUOmx7fcp2pMjKeybpt4ZJL1eu7aZPGlMyTLXJ3ckrVC2xnR1FNdvb6nao7bRv6Udyy+CKlLngcepat7T6/Q6klJbVj1Z1F/DbE44H1OpXBNKePobOpFRu5cnw7bzQ+ipPbmz7O4dvJJyuQqIwQ3Is8Moso7j0HdPgvIyvInEyjJZSLPQxpgjkTQl3HdRZhj2lR/Nk3QtcsUlz5JblFetMW92vJ/caSdij1Vul28Y5JvpNq1jGTq2oZaeKF/pPh3dE1lK6eCU6/kdaPWTy+U8cH5rQ8x2nKFOBJZXK/sRkjC0uVaLS7yUsD2mLY+4k+o0xfCqTRCVqPhjtiX2Zc/zI5XN4v1H05Uo5bI52rd7G2N+Rxjb55djxca/+5JQp85z+5KW7GDp1FtZ/uiM+o90U0sp+hXC5IJecitjR2jwdyEYEkXpSEtM6UMS0UjaWzJlsspncNxwba0pcDcsoS8GGvUdxZ1JdXdV3x6H5vq0hVdCcfS0T9CfW6Xw+o8VyhL7RhY4Q4r83IqVnS2Lt5FC3Vim/oXIW1qh1SiQh+45OnZRaNpHavLPXSxeB77Iyi3+wuSPkj/p3mvA079jryktvApqL3U0yXUjbWULqRavJteFkXS/ORdWdOavhr+p2NK/oJJLdk6b5f5inhEf3whbHjI7wf0LiSt3omixFaK9MGfmpFsqRkaGomeBJ2JotiVG6I+F6m4fJMajJb+c0bU7S9iT58jpR9Btqx9PbR8VJpfU6ThH4f7ryOUYtv6ocVjFDrKHvo7yDjg+G+fIvtDcaeGNTWC9VF2xbTBuO3j3O7wWi0NLki+lJN/QjH/H/ZFrKpV9RPquUfHBOuOaJ9OWORvpbqqx/En/AB2RUqsko/mteTb1MFP39ScufUksSTVGLsll2J5E5Pt0t6XaNrJPq2xF6OhopF6YFqn4HZWlPTJQ3TI0YeBRk2SQ2bWQfjJF4wZooTgrO6vBGnUsS/wdOHWzLl/yOpCCTWPUfKf7Dng6j6rf8jqfGV8C2jcmNWvLyTb7nwZeiM2Wi4iUSUX+bBy0N5O22excf72b5prOCcOpJP3JOT3LB09qzkl6Yob6Uo2yNb5rDeDpXsh6/wA/YnBZfJK6/qXHtWWLHbavyRbyhbvYxSRkv5JLgk3ZQ14JWYJcaNDHvRwUKtcmNWUzJSRgrD8kaboT8G2N4MnTjBt8+DdKUneB7mJ+Cq0hCKS/M0kydva+WS+G49WTeO0hPc5Y9CEurhn3nGCCusn3qT9RNOiK6mL9BQcqlxyX01k41UVyYNqdmLTs6qVv/wCRPLf7DpCS/chua2knxNJ8r9hSlc65wxfEuHECMfHkT2quWKeL4LezwbbpHU7r8jueKO6L4NzlGsUT21Y/2sw35Hk7RCMi2mC0KitFR665HaxrZgaZgxpHTI0Oi8jlIzQ9lHdlGZZ8YJyhVp16Ik3kQ7H1oSrFMjCNvLFBZ5slX0RwdP41Mkl2sfdR/wDog/Q6nV6jj6Dsb6nkg+mqXA9MFxtjGWqNq5wKciNejSPYuX+SULvnwdSUlu4IqNeWRvnK4E1jlE+hDFnV6k7txSJ7c1Ky5yW2qr9zbba5R2DLw+fUwOhjT/f5GVq6KZkt6O0OVG1mPlVaULTJgYzbPdYpS3WNdqFeWiO05pURfBtaJKVorrScp7VRK68C3ZIbVT55PXwbZ/2JvpLJnIpNsl/qFSLjkjhJ5NqrwY41uJyhjUqFdsW11gknynY92Bbrkd/GB/Dw/obI+51OpP8ANWTvWS+Vf+Dd4tWfd81RbljgWV6D5ZCvJ22dryZHfB3L3+XGqMlaZMotCv57jgydox7kjGj3GX9BOKrwh7fcc8XgbibSuSzgxZ959RNJ5aQ9909osfQlGNeR/Bj6k6yUo9vI19pXsyDi8/8Aol8Q78+pBPGkRUZEU7S8EZR4Yvh3wWnj6Gy2yO5PxZsjF1yXB/UUbleTY6rP9yXUkmsfQ+0Y3W0xQ3NPk+L05K8eScJPa3Rbm7OcEHGkUhlD8GRiMfO3WDb9StORt8C0p/I3jTGncYQxsTttmyNDnd8HSToXjyQUkorIt1WZHFM7Tdb4HKFSX8Io7VtwJwKTWecHZE6iRchw60mvNnUj1f6sVmF6NnnTuRK+Cx0Sz7m1f4OxCj09zqkdFVmxfwrC/oKU4xljBttLg6idyXb4Jp5/NuwXOW6Uu3+jJRl07/L5IdSM9sx5Sz6jj1Je5FRd+SMZEFbRayIsp8iplaY+VaLaZLHRslkhPgaaE0Z+R2zGmRJicUYO0o3UciUi1Q9u5vwdw/ApYvge06VvxTyQ6fVhnyNTVSuyEorPgyRUDglBuvJPb3Erb9RbdsXZ1HHa/b+hZbMmTtWltITrI0zdGMHiyupn8tUx7pyv3FPqN3y7N0IvglCawqvNkn1Ydziq7a/7HCXUfD/oOXQ/Or2+CVy8ChJ+n9yTbw/oS2uPDokltrwYWB4Z7au/kXy0OxC0oVowUUxS4MFuinpRnRJFm9CXkioumMzfyc+Cmyc+1xXPJ8LqvGfJPFFyy69yXEZYF1F71kVG/q1o1a59CS6kvRePUSnwdueaEmZXy2ng29KTfhEpdSh49CUuo/8AjVUUnTyPpzljDFtPit4JvpUqUlx9RTxjHoNJ+hNz7fQnsXbisNnDUsXk+2v7Y2uo3GWEro+7S/YSirf0vRaqvwqM6piizdZTelTRencXrgZ26Zo9R7dM0KiKsd2Rbyzoz6aTX0oWxSrPlm6Ksri+cDSZP4zW03RWBLq/QXwsGRuaf1HviQQxaJlooXgaTSJQ+0OpZI9WGOSlJNG2qZLF0Lajd9oa4jEalxyOP2jEcV4RazRb4+g12tnaXLJhUlSMGNEZ+bOmTu0x8io7hpnksyi1pkxpWlM3JGTlicjwRsXOm91wjA0/c6if5q9icm4uS4yiMujhjX7CfUrb9RR6rwjA4u1n1LjVFWtq+o6dc3pwxIuT0yU0Jr8ptUmuPJLc6H8Vy8UV1PZlZHl/QTdEl00Rvgy788EIz3NeDfwJZoW4wLj0G+CtK0X4GTJb1wZemR7h7fqY0VV6CemDB4MaL4X0F/Uu6K4yKUTZdkF0vciY48luiO14VmyVmcn2WX2WN/mS4RCVryRf2n6jj1arjgwhqfPJ2Y5RJxbZKKs3Kx1fjwOtPY4Fs9xzjtrg6yjKMX9Tyx59OSUp49DsSZlq8Ed231Gr9aH9KN6ovbnhFNnaUyoPImr+pFWSk+K+R6Y1x8mNMaYKT0Q11EbsegzBTONE1pnTBUZIdclcehTPA+fBYkcmS6kMTjH1rJ1emlWGSk7btkl14y9y+tgSizts2tp/sN8m5D2lQSevoMbNj3Jiq7LnQnho6KbS5ZTpicUl4yK74Hs3OV14N25tHhxFJka4O0iboyE40bZXWrv5c/K9KYqKNyOxaZKoV2XxpVHcUtUzuQi7RT4ELcUhOFco2pj9SMpV7ivkmtvobZ54Om5NUKEeMm+LE/tUF6ujbUvYwdo912OTVswNKL98Hd++lPWy2xtUljyZySguCVkpdKO5Z9T/AIlTtt/Q3R/fJFKViW6necD3xMpCS9SJG8GTcV+DjXIjOmdWkXM4ZgVVq7swYEWix0U3kTZSMIl6GNKNsrO7L5Fwf3OooSlWYjl0HuVjppj+LF+UPZfhmBux6Osm5RQpUOKrS3wIojbI+hJtLGlS+o0tqWMD7q5E+sk75IfZ5wj4ZDqwlVlwQ3I9iKi8odYMlWL8fLK0wMqNmbE4NGGmUxUWzBRRemSlwR3YKiRasyyz00vyNzel13+eDvt8DN9rlcpi+FHBHdSHGFa5O4akjMccsccntpWi7ShVg7vcly0d35uSEo0iKlgqTr1ItxbvAowTRuR7D22PcS2oyyii/wAB/NnXJcTt4O4yKMmMeBOOt65JeR8jcaKky86JQbOTp/8AIk27O5j+IOlaN0/NehunTIwR8PqJi6kDJg5HuLqyXxI14L5EZEXEqI3VnuQvI5RvgVRpXXkj5Py/QgleBPkfxKv2FgyKiPItMDQ/x8GdKRgemLHZLcUdxgrTBglRcS+B+Tdfg2slt26I2q6IpNovrFxIqaVeRx+0wdLH+S+pFEk8+p2FHbpkU+mvYcSL8DoSejvSP7D+HuHds3wrblcDfsX0sLzz6klFc0kNWmsEPQXxIujcxqXNlFopjZgsr9BUvkVareZRQ7TO3TJihFFCvJuMEkxslLqP+SEWKK9T7w7C5xNvUb9Dd1L9KFNypeSXw1emCzKMGMDFRZgsbZ2k0iW5Y8i7UsP1IpOyoxKgsEtxJI7ucDUUkST5LkMzpjX2+fHzP5E0JfJ3ouNmBHbo9zKdlNF5IsW6xuixRs2t0icOpnmQlKjJ5E3dad9EGRjZGMr24ZGV7Vpg7juRFRaf7ERllIV6eoleDAnTHeZY+hNrjllweCS4Lk/8jv3O548ndx+Dj8HPzZKY15G/kyS4vAtuDJ2a4PU7dG5ErXgwmZaKnNv0wXDfLmi2zJelGXklSdl/9lYYoSrRncNUfeFS0azqykYO4hgTnZGVKuR7TFscnfjyJv0Fu4Fpj9O1o1pcTuFuKGdyOxCGpGLFt07R7+fA7SKWBuNkpqq5KqC8GBLI31OOSs0O2JMWyUa8itRZBKtpcjgVGTPBk9UZK0YvQWzkWyiy5DrKEpWx3bRhe6Ki5eor5LiLcX+Nj8b7sp6Oh0d9nYcCcR1QlgTutO5leMsccl8lQyXLg7aHJii7YmiOT24FH+ZTvaJkpDta5GmNornSvkvShuLNqwhM7fodmmTuK/T40zpnVIxoqLihJGRrgkxp2UQPvK07sEvhtUUZJUOtdyNukbFsvTGt0OyyNNFa2uM2P1JCowcY0XVbSfA40jJn9Tj5Moz8tGS00bWhMRRbLlhj5Lsp8FwI17nJSG5aeot1GTB3HwhOKY/OqSE0hWVNjbM/Jm7OTtMpFtpDjJrYlnBK2PRfo8/g50x8zRuer0kkS2sW33O7TLLFRT0to/iJcmCmMuGRPjX0MP5rQ0bkiSlg2x4LbfqR3yk/pY1L1MsX6TH4WfkYzBSGXpZcxWLImd2mMD3MSRkzpTstNyGpy1bpIlDpyjTt8HbWuR83o/kwWhqMlV+UN02QjH09iM+PBBdOV+Tuw7IxoT6n6+jGjL0RiijtMHcPBzot31FxpZSM6ZWkkqM/sZMFM3RXgW1MzpnRMd/Lgk5Jn3P0IznVG2OEJ/wfRlTr1G8eR3kQmL/Ye07xiSOxi3UXrkdDu2YL1RktGDHyM6i4eC9cc/PkrPsPbh8mXGzqqMamboflyOMnIW+TlwyNCFEyWZ/XZE0NMjX7HJhEbG0YIisx8q1wWYFXyZRj56WlrSo0Rdig+WOWRo/5FskylotM/oc6Z1y9MF64MDPDEmZMDHZUCW6noq/FtD1WuTAijcIzo9hukJppI21Wlse7SjP6fA92mNOflR6GdGOxbikW7GtPX8Ozt+TGiF8uDAh7TmKNsbpv2I7UYFkkx0dzyXRX4LH+JgzotulfI9MGT2MautHX6DGlHb8mNEeg0jOdEpvA9tKi/HsJJMi1Y4/4FFcnd+oxpTKYzJj5KX4b/Bv8DsKevJcTgwzBnSmZok0lHwOrXmiqGouiTl9dOP1Wdc6V+tyY+R1pbZzrjR7jAkqJe/0MFPj9fVfi3+PjXPyrRUZMiHRHz5E5YZJRXshppKeUNrwPyZ4/SZ/2fHyU/lViRyZ09RNVRXTtEXh5sUe6OMjXJgx/uefmZn5sav5uRxY7VvBLfzQ3/wCFZLRttDt2fd0KSyiX/L/eq+XH4mTNF2iuTj/wbHy50TK0z+Pj5r/2V/g4/D4/X5/3Bfhcfp8f+D5+bnTOufxcGf0Gfnz+Bn5OdMfNz+H/AP/EACcQAQADAQACAwEAAwACAwEAAAEAESExQVEQYXGBkaGxwdEg4fHw/9oACAEBAAE/EKQeILiAWI67OMrC1AIe3kZMOL8xY9DKXiDW89EKi1Ib5YKDVHkUKLpD3LIcqUuWb/uJqUJzBcAmeeZemEFR0j12FwSy323BfWt0lBr2iLQowDzDX+Y9SFdsdWeB6NeshCo25brcrcFPFOQsTqsb7qt5Rc4cAsjQWJg+CGDW+TMvbTmEO443OVG285GIW20YsbFfmwyfZd4giggIUpuvMN3QbQf6m4alu0iCvN+4rYF9PMYOkdO4S4Mpr/aFQA6JKtXA+SXoP6RxLyj9ZZDw9lBBb9+LlA6otl9il8LtwEH4CtjfUg4jQD5dgQYsr32BppoEsqrg1RY8NIl1gpJf+ZkJVvgfOylEHi1j7jW9NFthXJf0tF+va5iVa8efyepXgUN5UUijZV2oQGPH77jWilRarsLAjj3OOn2il/2V/W7Wa42tymCGnGxNS+iMyvce1erkBVSkWguLk3MfMcmqzSUO6duWeWvU8SWJ6IkJDTxblr6auoKqtYqJdxEKkBLls/mJQhO0+EmgFgLOERbwVc2h+qxfhVYLMxZ8v1G3GDC8hKo2or6/9zE0FX7ndxSoWC8pUO4dPFXOGqoT97PBqVWHhEuMgk6S/bxHBc9PMYzkNc8wia/IGon0Qvba3cAIqr/9xdKC02j0XFNvqXb6MqHWcatjdF1LwuDTnCNO0VUeLZ78xWliiUijJQYP34w0Xm8PczzoxgwW6QShhVAzrKHkb0iILTX6wDbt4IkTRqnMYywuh5MGqvLeElINHa2uUQthKC1j/j0ZdTDoAW7K471PG8KNqHUuwPc6Lg+a/wBOasxnhs7xVN3zIWUV54ftoHDKgcjQAXbAaSmVw+1IYqFo39KgoUcl76W/CqQVk0AKkShQJ1Hdymjf+0C8vcbWpG4C6QKKruc48wSob8wVb8e5ciFgEvlVB2VNPHI4Gtl/kpRNsv8A/I6H2bLFaivfyPwWMCAlWr9hiv0ksdD0/sA6QfH1LQ4qastVwYlV+vNzy1fUGgLYxKwtV7I9tuoXkORPqG6h72ef7+4KafcGq9HZQsfsRgYveS+Wxr7PqEOI5bHPcCFWvZxnkR1EezADHrCF9MRqaMQk3bkZYVMKqzf9ieXnZY8Bcsfx3sqxOmrq2NlXlB4IW+ioSvdKRhZ0pgdFe54GDYOfVMLX+r0/d+p2Eyj3UJFAqba5L5QFUQRLAWBeCVTFP7On7K5osVXe2S4kShhusD4GdgAoXpAVRpp9w3zouFQAJYMKKsZAXw0T/wBSobuFzCexL9wC/uGYf2XEf8yqtqgiosyUpXuJdUlQY/hgQKex7R4QoBqMbp7hlvVuI34XRLU+mFiiUIPMrfdkZZG10nR7lyoW2PUohYLEKSDXFOxA3YaoSpga5Chgb77CDsPdd+5qihCZIOX+MNMotXfgJjRuCXmjBEu8K8xZ4h5Y/laL8ILryh5k9clOHWX9wj4sQGeULuK9BDxLeB7UWw2lZ6hMb6WnSWIsdno5EbiqQAdXtQOm0l7db4gCgfSBl4uTQl9M/wAS81czXmzGoDCFxWlvqCAZ783cdARW2t3zMgmOy+63nbx4jj8lYlixWJwqn1MFCzfBDCmNQ1TzZHruuHLMIuDVgQZnIowVX5H5DPRhUrT6JS7LUp/jJYxa42NkFt7tAp/YKViFMSwBxXhiirVLS03GIEitFgFyWbWRUw2Uu7HWGciDWVC1ZVEYUSoS8UooNQ6UxhRW53b4Yaoe9hqEXz+Fh+oVBKvcaaqxxloHiRBh0YTOnba9epf7WCHpgKIeFweuq4RPfny+ibxeVbUqYEN0um+f2AuGhV3M48lQFAu/eT8YXKwuEaKuvuCGDUOWukAiWV+lRzNbIUBgXAqdYhUrKqmrzI/nq0Z5l8LqxdpR6pu2PNlk/HNYwPZQkNNnaSp7E6Q5a01yWDGLJ/kQbNvwuF1yGyCWNLUvhpWnq48jY7Aquj+jKWLbVP8AQx95Jqwl2pcS/rDkYWNjePKJYvSK7NzaahUoqLLp9M8QjHT+L/JfCnIC7qD42EwYf7DHcN+2nbnLnhcftDMFqUxAiBYby2q/IBXl6S4KEFQWpNorFD9xXLhUPZF4tuNpyLatWSnD1CGyonnHMii3kDZP8ZEiNUCGzHQy3frwRA5vcglBk7oXpLyGBOSok8wuQXEoqN9Ia1dv+LELeiEAFV72fbmQKFmN8jujFaEEslWXXOxzTM5xWYA47TKiwoN/+44U1Vg8ygVequeIHLdRLtrpFH2xqFi74l3tcV/2WQ/QI4s9bcu51wgvUVse/tQhJ0DxqBCnShu64wW0BWAAFuthU21cp6Wr9I7vkQU8BGaLY74igB4VkF1k0aLKQK+1fZHYxQ3RrD65/YLvHnSpgMN1cusIJaBOGvI4iGIy18pLsadINut1KKB5FWPaYymr1zDOQTx7aquG2znoEAw5cENXk5svZDUdB8RVRBR2kfYiCKrvTWoz0v6I3zB5+xNm04HP2HdctuI4kQWqWiI1QF1erDP3YrV6oLH3kLd7CCEAm4C7j+cd2JQEd4+5xJyeo5BHIgp0ln1IllwhVAwt+yp/0xtja7FYSGwMuAueIxdp2BcukqoSxQrbmqt9QVBTpXiN9abtgoqnweZaWrJABBTSUJSNStmPDak8jkc5K+ifcJL3kBc0tjCl2gtfULXaf93FSFrgSolJa7iTOXryZxgFhfS5dr08M1BLvsEd0mI6BQXyJSsAgq0MN3XJfQZ6O+IU9r7CpfSnhuDal9wYWoimAap9NS8iaG9OaVLAJwbq6el/cWiStdM2h+mX0XtduDKmqWmwlXVkddrxsPUHyI369w00SYZZ9Q4d0qVUDM0dtHGoTFAB9L8v8hDklroeolJiNe1hn6P2mcKhek4ONr7lvrXpjsYwQlhXGAEq2IKjSZKd3CuzzKIfHmGGio1tVZP1BUsekr0MTXHmZBu4VQlEMEU3OMBsaES/yFFBCHf9uWuniMo7BPXuodsEGy4U9Uk/B2rgaU+A8QpJYU1eeqj4RpvkuaatgZWi6sdl2SuD8yV+G/8AKFCmfhHN8W6g2iLo9pqiJY9mQsSUjk+6gfuRACzbVxqWxAQao7cpQFpm8PUS2WVX5N7OP7RGCCU+/MFKxCrOxZPULM7UqKG+oAoqjxGKoi58MXcOy4MEa1XdxYNo+maacNjrPhAfdw4KtsvMhC5l57jb6baNpPMMY0uLdfyBrgMrVM13Q6cej3LBKGrgMRbBV0W08RKFjC4QBLUDh9RfR3z46fiVO01Y7bZvFYxu/wDXhhx5dVO+j9loACu+QMJAQW3zfojAJdR1P983U5WB1+5Y6avk0HYnacmoFpUGFGdWCwC1yGFEd5tEXwyDOz3Y6AKSeFS8VqGGl72WNyyaULQykovZfoRYCpTbEIWdKuG1XEi2OG0r3Cyyrr6tlGlb8p7hnqExqvUojd39PMTCz8MZKm/UDkINKj5l7vsqFTSsLPFpGtOuiuvqYSYE4hfSJUwttjBB6fuHMLbc2yXYNZLZaNmp21GLBQLtfMB4h0hAgiiheEtiKuhO3AzphULDsEKltJ+MAFnkllK1ccL36iLeLNPcKRdlVvuEKGg8e/UJBtNPTLG/Ft/+I1Wy3Yx1J063bqFbWUILJa74L/YTGfnX8hM4SJ4PolHGE3zNOymvt5EigmiHv3svpNNXbF5XA0XBCrdLahcGFI6VLJUUFeqjpfaWbjKl0MGoU8vxmWMrZZLrYvETpZCW/HJRR+5sXCBLmKVajU52FovsNqAtkV85XY7GW2FGG2FahWnmNHM+MVS/6gCnGG55HYwLG/AgwrcRKprkdF5CojmoATbrJZseo1Y1nI0laQiyOwF3j7n14mqvxEi2nYM5gYVZSeLmH+/03fYaoNgvECprdm1UclUMfNwdblJZau3PqNY+sn0dSM0RV19xt3WiHiIZQr/LFF/5l4R9YxpkRpmthF/MijAdsnuLEVrm6RAoLvfyUSj3rOai1KfIR0QWP0SNMqm6/BAEAWu2ZWBZsHkjK1xRrIiVSAqsUjC/ev79SzYmAXgw5QF5X5UtegRHWCJcwt9/sK8qwr6fsvbUJpFtIJkJdl1/9Q1UC+X4qFETmORZtiXKOWsKqjkUfMTr4l1TGzk2M2XiJULWxYbhwSNv/uGIlwCCEkrahEsNuR+kK1ZUAy0GNhUJX5SYmcgqa7CVfqAVRlwssjlmMraLgsbV241KstC5W1y4WtKuFo+IE1fxKuGjMaER+rzMd3dciURfal6TScs9R1WUNBdfSNq03fxL6HizZs63VLsDEBecHr7m/p0ZjGDNYf0Vfqc/MlNYQ6bol5S5VRwhUENVuMhdkJVX8IRq1qSUtlNQ8stjkdlLYXdZLuYJU6G7AcUxhRYBinqoziWgD6lkqLr7juXp8aywOii3qsoRB4QaVQF4vt+ye4GzTenbQik2x5QcuHuBq/8AwIcLEhCHwXDA/C8ZwyDQgtrlwovrxBs3d+uw0OwPZ/3E9IPZTJWeS1iSGXpr0x1Ss/0EsLXhDqucmKYPGxFx2ICJ1VQ+pjdlEJSo8S8u46DbI2yRN8VkLgWgCTVKJanlFClrcnUNTuKzF3KgLCh8VGPu2Ki2ayKk3+RmqFFNNqBuhgcs6jBYEFVoFq9eI8RJRbYzLs8eYNS6hj9RBpA2i3TCHimkqIXewq0P+9RJuRa9LGJ1b2EunmVCXEe1XLmA6grXEWHZckC7J9zrqufSK1muW9OwdTauL6YHqt8u1HD1jzrNLWj9OhIcwU8FvWPJX4PCQK0boSn+e4CNqiW4uL3sBXgaN5KSofuBM1VgK0rNBu3yt1ANJ1o+MhZDAYALEyvL9xmw6WfkM7PxBS/+JfJVi82y4jawKVMmL2yyPKYf1ocJWqmsGwu+EBe9jYLBQU5PAV7kCzYUWVI7FJmHmGx9xZiWLfwAWzwA+on5qMqsVoKypaDU0fpCCCkuWRRpE3Cu3FB+wGAaui323P3e0hRkzAvITeQgfJGi/fmBvYSuJEjp0fM0KPXWHqVbV/cuJXVWzILY0s3e69VKzWBz3A3ORQu2n6+5asc6bLhR0i1TGaek5G7N5CWgwIQbqnzE4c7niO4Woed//IoefTsSpWEX5lqqrlk6KYn1KQo6VmfUGvgazjCdxU4Rw+7YyLwWAwppjddbb2M3sBT0YzHep0wGWurgR1e/yKLR0f2FAlWpeSi/bF4ClU7Fp/mNL6eTa+24TZlLlEIUiEG9/kaADYwW9n4sCTcVUVC+wWypBP8ANDBCVDpcsMrKucs9covdbLJkE6qODekSLNmuXLtKisUTVU7ENcdIrqBMJuAXLX7gV4nJc0XnOSgeY087L6hfuD8KNyICGja9sdUicPf9lK8r48rEu6rByJbBghYZaYhq2DL9wBou+THruVgN3r9QlcPb/JZr2FxVRV8Zdxr6gXvbmmYmjCGxlr0fJGUe5ZKsPPuar8tL9ETQ9XdV91KNoLnm7leBfN+Ig2OafkppuvMWEWmqcr7hgGid7CDiK/s91GvKodeQt6eUwuVfQlwUQBzNfcx9+1rdjDBcITOi+IthFGyhizW67rHybfm9nlG3rLm0+4Kwatl1CLEMBVQCN4faY6xw0wNm4OmxNlkvhMCJRfJacITw7EgMBBWCELADa4T+Yz7gcGssMah9yjOpUQ2/63sc1wP2FXH7QLIYOTiLy49Q6tpEs+Uw14Y3Wn12bprmkLC1Z2LUpWj1zzH1mllO4twKrYzefkaTiuY/VShDS37qKosbCnT9iECvGmxShoZy5keWERpyFd1LesPc9ZKWsJ29MStlLJASgV/JRXRVBLggziXcwGEUqFD5qyo+Cs3XaIgcsvdyotL8eCAa5qbl2NyllHtF1ZIDVVLcbprtUR2E0cZt+Iq4xY8qZgNu/EsTRLs/9kTUC22MGtT8Y3AlVUZYdYkxSy1lev8AUQ4eYFCo4V8UJdrkvLvMtSKg1WMoUvhnuCrqtlivmM4dgsYl70zWYF/EVUVGQakwTQSzYGjUR/KEQpr3LFU5PMBVXEEj/EaCG0uwLf3dVGsKUNLm5wVcrmmqSFeuTTHTGUY3NoikFRVVy7hfqVBXI2p8BZWa0GUxwHyYuaX5gw2GWQojqJssDQU2gvLWKNVWgaF7NNBDjC3T/SZ6HxybqeAF9QKifVwheCwjp4zEXP8ACog0dE1BVhdVQysIoX8+paTr28B8sO1eil7b3ELbY/YLy306xqzCGv8AUZCxYBeeIdOjsPKZkHEZNePTE4m8fE0Wo+XJ2Bt6y/MbmV+niLF0h/JrHtFZfqVAQI0MXY0tTVsXTyhtC85LXPjn0hJtyEK5SiFygZrEbXLo5UOo0wb+GBdc+DGV1m17BkpYs2FIZC/qVeLna1KiMR6lhD55G38akNGLcc08Oymg+NgpCDF9gqdsOZwOwNwkuhVzxF25EIJiCTUODHkxLo/ktHVGXJ/s80dIQFecioGJvxcWNMRjFWa08Rj0Gl8whGy67lcJAcnIhNQTRWxUMam/BkYtN9Rsy2tiVFNgDbtwjhns/Yl1eZfYEjoEF9gkuXDtMSTut+2VqhVVU2FTfdUExsqrtVS/2DTzf9hSW3bTvuLBqNrylWVU19pTTf0sdqh03KozHv3KiFawLZ/nAzuzJ/GO+tQDPMFaxlBETwo8wLEaRARgRo+4XS27y4quGQcSG2q4rCf4hAl4wg9iLXpLV8IHeVrfiHKuERbH+QyQBjBoBKne8Oy+BeVHZbYPPfE6kvvSALkJR6ShVjjBAi8ehHsU1b8lR5jRlcWO/oh7ElTTievcJCJ/BkxlvTZVNLrsvRHJVg0eTstQ0o4s+YCUN29s1gtlVI+q+j1HaeZXEEhFWpar/k6QOgiJAWbpkIA2XzzOti4fZB0wUdb7gKDa6K7+S9DX58J5mtnLxyeGOg1cu/ioapNqxksTYVdSUgMBgUXCQDy282NA0FeBTGAFtZHlfiV/IwJ/CcFsK/w+4yD+lsJ12CvxXm3fwhCNuwNQuXDdSiazaQkS9mKFwI/ACdiG8WKDdlFdHIslkKMT17hg9gRo9wgKxDhUviFGLAVFKiNl7Uq0FS0ANvfqHnDmsFvtkxUGdgiyrdXgxHhDg9Pf7DpG2iMtI1CCC0aMPxNW3wHIWvzx+owH/DsYxW1kAV9Ghi6VbQ97NM2mwScZbr+S8Wso6QSlvIwBPp2G2/cGas3j9TBO6E8e4u0UorbiMoFf8SWMILFrIK542OFt59bHOgVRV+IlbYqvupXOL8OsTSrRA3ffuFsFFzxRBJtjx4ff5LjANnmr9S41m2e5uG8MTCZhNqIFxZUCXuypkPXHjICYtiSqieEo1fgPKIDKNSpIltcMgFY1CT3plXIofnbmd1MJ9yno8TMajM2Jc2DcVd3xAN3u3FvHzFWnpiByUVSPFE1kC2/EswfsaCu5yI9APH5HC/6gWroCHIPp6xNwgEXZ75EhBauGNvGkoPFlPMsRNsv3GRmeiZhqvxEsrWSrOxrqux+V/wBEQPzrOEUk6O5LSwrltQuOERLz1CTsG7IL0J5YwsDpAN4wfcYEbRU5HFGu3GqCBxH1EHtxYC307ktFs3dszVitP/I83vV21OvQeH1Lt2ysYtNNsBloQqNUuu38n5CcDLzkDFSlxoj9Yc5B+Q8SlQNiZFisM2LYQRxjd4BSBjuzuSMseNiDYYuIU9r8L7SqFRtRAUhDhEdK8y1M6VDctlSp1U7qh77A8JZblo63fD9wqCthAvTEG8OQKnl9osEEGDLe7EFla4+iInWg82Ngtniv9iFIAuw8emOB1We8In9FbYlQnUEVRUeBBQ3SqnrpgpgLHPqEHaes0gsbgvsFp7QhhqIUUWOjGkA2lN/CKh1qnzCK+NxX0w1fhhrQT15jVAslSimx6YD0Yc/5PPtce1YWCAym/czHorLLmQVs2O8fsQUFHVTk6urTGBNQauDl4cgWTEGzFEDCqHxTciQmFI2YACZ8Q3RLBt7GtEhWB1I8HGLVkdVDd/h8Aovca2/DcvVPMCg3Bki0xltzTKYDaJtj9x0jp7NZCwF/sBvgyqHgC/2CoDHz69xUPStlr+1h8xf+0l5bcIJJvDsBtI0mxB7Bcp9wWQ2Rd076fM1Zupk8SXCLTD5qM1SruUULohKqq8IYQbNZq02VAsK9VAQMMSQrYbJgJV4/c3pBdlHBXSvyK6Cm/wA8yp9u/IK9JXC7P6jbxo0Rl94PKJSqeDtE0ADRfxJSuBGtwjkdJPEUDX7CZWRAZxiotbDd7OZUAT4hYS87FLMjaPMCwjm6h2BG4SoE+1YaKIVixQI9N8uV0ScuTIEcri4GhBQ/ZsSy79RThDb4JUHiEDINne5LArXJdvtF3EGjPcpidWD/AHEEnfEudUcULerq4JAD/wAQp2PFfsBQNKTxLOJ2K76H++fyAKqf+1NV2VGGCpMf4geIWb8whLKYIIstJe1OtVp9PuWFag25BprPLQK/nuYR0av8gaPT/UZU2xH1KrPYkNNuyNxEEO3yBUMFg7UtL96X8dlvZ+K8+z1DYEaQ/ceONaImAKmD1+xcgF/8lN95c0op7LRXRD6qNoSQClXMDalhyVGaWJkN8goo1BsNTgYip1YPJmROSj+oXD1ALMap/wAYBPuKb89/kpa8EuiqUH7JWeXxN2W8nMXsTgbKhdRUh2y+RLs8R7QKcl0rxwioUeIWjQET1VTgoNy0F2jCqJY6SloX4Ilbh1LuBojjzXqGxCYnrzcKf/Q7rGKj6Y3o1H8Y9jhdR/z9ZUKgHkYNORpOiXsKrvmF0W2j/Hhh5dPM+8uziWQiGGoaD1OkB7V1Cc8vfmBALF9QqH9DLICwzz/I2nkrkAVh/C12cRD2rVPzrKzHyp5K4QUC0BhzCELwu+S9bokSjYuEYEfsUsNyqVs8lxBpnSoS4gVUrdltziYouJI1MuYbI4BEAgrHZCDTEK1cUB4Z4zsUH7GfFNkxq+Y60LkCCrOS1fTKQGm/EKJqeGMraVcChlcNuXUcMjqre5K0ByMYsSj7LGFbpxgePuDsaNPtQzII7H2D3PRUdp5EeQeXFeCQRDeLcs7bCWFvtgjGUT989EYw67PDOTNQrn3UDvkSgIc+2XQqFhNX5YbZhNr6WRggWqv8i604WRQNFBjyKKR9+b+oYpvn7m9a/pc8/JR6r/3HcAj/AK8QqJivJVS4NWODPIbKl3ka5wDXhYVAjIyWQrmEOx+B/wCRDkTBcNJBVzTCIsBqJcoBNEOMqaxUAK4qoecguI7EYXGJGah2onScJQyBqklVsEtcAXw8iTi/XwhfVE4XLKUS4fE3X+oHqLByI36l8jkqx4b7VzvT0Qt4UCQeZd4Ub+yhvK/3PM4OksRXMi6lz1Wdm3KjJ+eILhti+YIKFoXKDWwsCXLYCIS4xQ0vwzAUGnd3UqQaPWYhUaiqmj/L8mqvjpyAp+H/AGmyLYvmoztvwrNoqOPGQuxryBOunISQBHEeZUT/AKxUqNNTz8KJLGJRDxMvhyQJYIxRYNkI3PFVwIy1JyIXCVK2/JGtDG0uAW8jGG15bHY0v7m1iczWS6t85EpX8iqW88hhpAgKhhPW35hglPMpVxW13sBQg+Swv9gd6C3kIG7BxjyOi86QohVrdr2Y4DLmO4i64SwpNBdYzeSoR4puNmnosIieFwSsiBqBIJFy1Lcr3P2RymPmC3YRLqKMf+YSK6d29JYAF2r7PUu23AvmJiNlfc8Ae9YbxHVuCKcpFXkbkA4VEee1pMqmPiRJyDNwo5B8IFwULqIeQLnlsrIp+ERyWwtKQtCMyQLT/iBBswgs5DbRbLQcpiAzZfdYr2YsB8y7IF2fD0/JcQJeL2XDKLlfCgg2sbkUCCjFLnaY6oEQbVTs8nAwuOlxJojsWtsIQUM2/wCwgTzXPUKEVbsmOUdRzsoksQsCCFTJZlWRp+Yu8XlLC1l8hAtqyirqiGdMrLAjW7lKS9F2xSXnu4EFmoQoaNp3Ljkbz1Wy5EPr6Jax1ECCt/XiLWVh/ibuXC56qJbj32yg2qv4QL1rUIZFJM3Loo5LjdRNhF+GCTxPEC/gqp55C9n5nE3q4mHYflnmJQS+521Kzkb+kqqJRLurikMsiEQZB+RgKJKZZkabwprgykD6a9zIDVcuMQFKnIbT2tgEBXt7L90L+EcWl0tTCAdzypeNROX3sdNiVNypYBLosFzQgESk3XFQFMWRsW3BuKW+IpT1Ew+5UYU/uKJSzRYY0t9w27xJpiav7AGFo+1ktBbAHkNHY12qIgBNE6I2NCtBg3ols/6kQNpbQ+oxYLK/Ib0yDT1GRz4d3XJXUM8+GyDrJ718ecImFkBjKpbB34BGsmHIo+COYpc6ryKUIKFnbhdTAqQZe3IUoxgSzdEcd9TDfnkZt4JRWdLlVM3hCoWLr7grG/uCrmTuroe3wS9MpTnPojvJUy/MpQu7gDX+IaQ6hF2oVdx1A72AS7o2nmInQqhjkMsBji6nP9/GCDZjkVa3K+2/U5iLbvZTEBTEu3Yz0MfMq+gbL6jZ/wAubgoeMLYa5fmHZdD67K7lSicDx5CBKaJ73+RJPgFQDSNn3Bz5nAgRlRiwJbMZWuRKSuwxXwPvIVGuDAMHJWTFTGKyBYQ+DFrI9zGy1pcJW8btZGAXsul/9UbqoH8OTsDpC1ND3MhXyMaSnl8/yWYhVuLLN1HPhVW8CZpwFs01ucBrs9OQrNpdec5kVDF4FevuEVp5PGiVkEvtlyIQnmO3CJoEKuiJdAAypRK4KqGxi3cbqVL2rVWQ6+0dO9qPkXXbh0yNK2OAvrZFBRVvf8Si3TpB3SnJFKk1NBRyYFSppMPI1rURRKJko/MGPgykCJ8Gsp8CMGTQhsphsYYImsCXL2QrIDTNgezZNexyWrfqZdpwDXtzxgqFNqK8S8PAuB4KrIaoXRBTBRUIUfUsHHqoukK5LpPJjlb+/wBhEaqVA8ZEcoJwwv3FbW1sf2KZdvvlnmANWeL8zjG38iQWVSBSyEYcUYm6yUCwcNhllzyGmARWpUL57GV6wOvXzEBtb76GIlLXll6rzglgLsjpMNNg8TM1CpAsDXIkx8Aeok8pVVz4DGGDLE2PZUTYJwRxG9TL8BFchQOYYenivhMN3l4a7F9RPwwIsop4TJc/bsUc/sz1ytnysVcey90/teIr1oCWyuMs84djcnoitvUpGm29qCAMTkCtnFOMtYVfWMgpeFkAbN6wQteCRWlMfwlglRdlJeblNlTRKZ2i65CDCjN2wOCgCXasPicl3BPi3ATRWQgU+kpupYdz+MqJLqaKGVfuUkY2cJUSJKSCYyzX38V+FXkAgXCjFtcuDYAkcQuQFv1PXlsrZSGoV2jVKGDsdlRoYRsiFZDGN5Xwi9Ow9W4YqQl5FNETY3G3H+pcAHIFWOpbGB/qGsiiXDWvQisaU/sNFtwsjLQmVj+QLlKOE9vTxArALconYTvW2q8QfXlSh/nmNSIyuBLSs2VeQtWbVRyzqXKKyW1LAcyaB1Nz3NbpvzFQFVzze2/Us1CVoMYJkM6ylCpcG4xjynwxilxZxHcq4cQysjXKFLXDEAlTUdyxiNgeI6ohtE5LUw2N33UG6whj9kXpso0uUQsaORmtgXTGMJYq644S9RfErB8Q6Ox/sl5eQFAtjHFLkpL2eoRPFqWhvKmDmglm4/YFTCoFgdDyGrD8hhp4q4zxUdrLvMRy5xCXKTtG3ULKErRlCIbNSBW0r+XHYuW8Pyeiwaa/1LqK3GBXlfsFBCSLkUssmGXcT8PgsUdRfAN/AQt2AxSNj8QECHIMnlNGYodKiabmsFrYljWBr6lQZ2H9iAfoiNr1KAl9cVh4RBEV+slH5J5/qFF5PI4KZYK7Ku4laJXRXmOVNlgHmdAq4lmZcChlRqRWKAabHAjCVlS2oWORNNljRyWRoiJqGM5jr8nR4iGlh3BR5yEBUQo+p0Vu0fcRbYzOeJZFq4IP8uMgEUy827dJ7gmRq2AjXwR4lppLSWxHZ1EZF1lxe+4sIOyoMdjHw1PiKsFhK1O4bY5MlDAWS7hhsiV2XD49x/5Dx5SMoRTXKitly0AWDzCVe8yWWTzDKBWmMdlvlAAe1ss5E0YXsZlNSzxBorzLyqhgcg1D5grYw9VBPIVzxBEdqDDsMfFM91NxU18ZiLa+RU2/NEGi+Lo6Simf8QvRVu/kMHOMWXME6H1LjC6r6nnNKPUoVTZ6IguCU+I12CKloEH4TF7L+oovhUlwhZ5h8CrncOThUsuZYaxEByZAuecEqklsol1oLrc67YsrYbYbcKqdYdDIzi36nX1MIrjB7eoxWTEDTI1EM8mOBR+IDKfkAkVtNJZMh0qAV6iIKW5MB9wHYCIwWdXbClUE89h/sQ2nCNuQq2dUHxbFwUoqCETv5X3LaFFPdyyHtgTXj6Jrt4FxwpvLxlhVwCN0wsSvhvsOyvqPqP4XERFZB5O4EuXpByMNWKM8TRI35hTYECyHJcEGQPKXQNjSIWmQgtcp7J6QZcrgkUZYkr60iGJcDF7RK6yVo9w5VKlENGSpQe6h2iuJV4gkQdImBFrDcLEEAuFAzsN3cNDKhTWAPOzg5kSfmVHUHDvu5W9l8G8tRgpSe/cVMmz1c/HRAANFuVLTYzNM5uoLBdEK9xhGoFfEeEQsCOEbRRByDPdEQYzscD8TgYlIzP5S0MUWIU9/cuWQWkFSENaICB57EtDkFQiy7iGoRiwy4R9EhI1918Swj41Cj8CBArHEhIVLiMBKjDkVWRqqplD1FQYX6lq34CsMOQ1Y3UYksRmckq9YZ+EMZqe8r8jGBdwlWqlrv3MBd8gFqhjc5VxqVth/YFi4AJaHJvIEMEM8QZyL8Da+Hk8IthsHImmcS1ISlwYi5QyAkzlHd7FcH6lxDDLjLkvCJu4ZFxlsjC6gi+rKwWmCaAINau/gowHYwCHRkMYLpicYr33OZ6Evip1hG1K0yjUCyAIFFkylVsRbbOqsie4DlxU/uZRFbuCW4r/+XKcvffqG7tXWwAwtYxeItkqN/SMBqJMGCfWfeEZE/DiOECxAxqjIPmFkPhpKeosIJKxyZsfyEp5iq/Fy1+yw+KyBQwwWN4zF4SNQYtHvIolaR6u5e12VIss1nIWA18RS8DZwxmmpiTBhQ2IvkowVbZDXLhwyrZHRMIm6ufl2acgI05F4URbAzTc48iXzdZkCbW9iMjtEPsJ6KaHeRMPdV4sg/qmqHiLg14l0Ja3k0KjUNy1bLj+RsyjLbEH42pa43FBYqCGJqC8gxVLhxCMZ+87HmN7IjswJfiVsFvwtQNTZ3xAzjkoRsRPxCfEIMA+DLIz4dzIlIIrUByYI6YBhYjRubuYWal1UqpVMR2hLvrpKPPZuhgbK5ablV+XgPuAAo23/AI2dXfAiZN2X/WW58ZCxd8D0R7b8XHRVUBKZT4eMqP5AVECUbEp78MVLu/2MXr4hJdS2w6wcnMa1ETkRipPIS8AwRRJdKiriclbAiECAniWyowy0PhSYMdxRNp9k+scxLXswR78IoY8RxajUS4asdHiU1/iNSYOf2I22NvHgFwKjuV9wKh5z9gOBaKMh1b4z0vbiKJxNS133k7isCwikSVlxiQC9gYLIvUdFSpxr4ElkLSWDCDsWRT1+p4uIrcKRX1ESEHJVxHwSow5NRCbQX8gil6YiInM6lwlT41LB6jsg1C4etfg5m4LbK6JXU4k3Qj5SaIZDV7hdqmI12KolWoYXUEws1d77jYLb6nk4fUr5J6SFZkOcgQInIW2UqNv/AID8TmNcbqNEVkMlIBuJs6hUo8MaZQTD8dzMyKCDkr5pZk6lxlbHawuQ8nX4kJs4ixIqsCY/CkjXUY+AMjqKCqYVFOoLosgGEWqodVGlGvMKGFTD1AQOGbUCDeifUxF+x8dv7uBMOtmeSdSPwF8cQgIkHYnwq4jG7itw34+M5EyW52aYAnnuQNNnU1KXLpCLL2A9SgIZ8P1YjAyAlpMqfqAwS6zafT8RAjLmcislVLoWJqJagkQrVR5EjH4AQq4rLGWC4VlAxCqiy8/Jew+5UNJqPfNwaUF0DlkAshf7gNTJVQGEIE8ymLBE58qtgRj2JQy41GtzbYZeYMIFMNeanZDqoFM0m4ABNPguGyByXHfmio0llfCQAqXFkXuaWG4/JteEWiJcAGN5WTSEmFWwFs8s6/yalRIm/FXfNiFQsXb5yvUsSLplvSVcSepcBUEIkFHYEFefBUTmRIhKBBviAueXwG5EvsTFUCK3NIG4F3Ci4EHwRefGqqBs7hcUKPYGAyE2Vz5jcYe4EAqJkfgNmmUNV8LLqDDXCJsqs4JT5Sc4lEeTYFXOlkDxNYOdIjVQRUP+WcgcMl/lvZwgiRN55lSiden4Ds9x2LsYIn1HJaoqFBs6xN7Kv4KfAtYDD5rYLuX8R+A2F+BCVFoljAQt8IBKuYEHxWoSEjqJ5AJcTLAogKqWQE4fEMmGOkQhq2JLLqYrHg3HY9gVdSy2KSNELlzyltRRQ5OsbyKJ8BEXKQ4snhnx6fAJyqJqmDUGeNlxkJsney0bBYbUCAw78HY/BAg/+AMjFJXqBHI1cUfhGx7DEov4I1EfgOZaaIkES6mUq3Zr8TELGCVhV5BPhiwdiRI1i5LsjyZOZiTqM4/J9Wx2MqELKRWwGGnYMK8RQZVa4O3OuTkDrcGFWMmfElTWFkOwgVAgEECeZkfhTkJUXx3OJzHGOWuAT4RnISB7LSgi2y5z8EibAlIgnk+FgkRAIJcjfyWRZUHZS4o3UYhL/BSo1ZUbhz505AalmWxSJspKcg2IDKQvs0wISGj4NytlQICB8AQIHxUSLKgA3UY5F2ZOWcVE2DYETYGekmPIE7iRIkH1KIUuJsUYekTPhHxfhXOMQxQiy44RX8Fbi2sU5BsYGNTfUfi6nnOv8fHCE/BN1ffgf9RWpqvh4QUngj0h1ICBKPiQfD18PX4Y4zo+DKJywgfA6Q8IaEQupRXxQqHYA/DPx8zz+AFkGCeGPIcmGFhLY6FwzwTLExZDOx6Rmb/Z1/nw8oGM5n//xAAfEQACAgMBAQEBAQAAAAAAAAAAARARICFBMDFAAlH/2gAIAQIBAT8A8eR/gvp0Ymcwp1KwcKFNirBQ8WaHUuHNGxCEajZeahDWyhQnO8FH3GhorBFFZLytwxtYXN6OzcvYxR0WV4KKwUJlpl7mtjEanWbwShRbihZXsUaGNiLwcWhlFixQxLBF7KKhilOK0JLDeFXgxOEP0RWihQs0otHY7FG7lypeTUuios1hcOamnoUVq4RR0sX3GsHHIcMUJx2NCi9w/mCeoqNiKd4IbKitC+xWDU8Kw+xqUisaWG81HR/I3cMajYioQs+RcqEWKPmO4/n4NFjcNwx7hwos4WUhjijUsR2FKisFFMofgx/RFCEJLNrGoX2VCy5L+4JjyVUJjLjkXqaPgp+iis7RQqTycWcFKNYchueFYUV5I0ytjlnCsVgpsc1gofjwR8ZY4cPwpQsHkhRXm2NFC+x3CtFFChiwcIUoRXjvCkXlwZwU1DwcL8bhZciqhYqHCxULyU2oahxRQvk14UKFgkV6WXjWXPPk6EvOooqawS3hSm8HN2hQvvlWKmnikO/JzWo7+Z4qFlQ4qEvPmfIuNw3Nm3499ew16NR1lFDGpoqa35VCP//EACQRAAMAAwEBAAMAAwADAAAAAAABEQIQITFBAxIgIlFhMnGB/9oACAEDAQE/ABTSG4MQ0c+j/wDWqLpnUz8i7RZqH1GbhjkzDFxGKX6kf+howJt6Q0fSI6T/AKNtsapjjeMaR+StEh0rrgqLrJpoj+6TpyGLMz8nHR4v4fq2iVymOKT9MW0zFqdG18HiY/8ABMYqPVH6cR5R9Qr8G+lgjJobdF5S6msRrTEkTWJniZ49MX2D8MV/kJC8F1ITSOCdaE9IgyDX/RohUeEOM80r98LEkJaagoVUohiEukPB9Rn6xen5OYCbMfyMvghP/g1MTrYmjESKM+DGokfNNMcKvDsP1i70Y6jBi9Y1SCR/8Fprpil7peD8PyIUTHGhqMlE20hCGPGCQtPXzXwjF6Nlg30fEJ6RRMeUKITEhaTGVmMh+VKH6xl6ZemBg0mY5IWSZEejFdtnBkPCKmXg2xrg/ERwpIxLgoKC9EvRCuntwrRkT/Ef/kNVaxhOi/xdLRUaEXUGhnh8EZ/EOeDFxDOQSr34KtEMVp/w4QyRnk0JPJ0WIhek6hoxWk6Jn1cGfNPw+MbbEinw/Xp9GuDUh9ITScEd3Hp6TRkflMbSaUKLJNwTM/dYppfw/B2Hpw8Z4V0yXULEaMlSHXpi8Ey0xbGY6ZDHwyM/oldJ8E1INCEzLS7uDao22R0yZjkfqxYkOQQ8ezSZ9ZHB+EU0hoT0z6Yt0yy6MVWRRI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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Score: 0.988\\n\",\n      \"xjM0j6qBPGM.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"eS7HrvG0mcA.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Score: 0.988\\n\",\n      \"IXO5G1jR4h4.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"EheKbIZ8oAw.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Score: 0.988\\n\",\n      \"SKf6puU2BV8.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"IXO5G1jR4h4.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Score: 0.987\\n\",\n      \"LdhDmizaN7k.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"1VO4qqSvxfA.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Score: 0.987\\n\",\n      \"wH3POmZAsio.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"8jeWeKdygfk.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Score: 0.986\\n\",\n      \"up_IHPsJvSI.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"threshold = 0.99\\n\",\n    \"near_duplicates = [entry for entry in duplicates if entry[0] < threshold]\\n\",\n    \"\\n\",\n    \"for score, idx1, idx2 in near_duplicates[0:10]:\\n\",\n    \"    print(f\\\"\\\\nScore: {score:.3f}\\\")\\n\",\n    \"    print(img_names[idx1])\\n\",\n    \"    display(IPImage(os.path.join(img_folder, img_names[idx1]), width=200))\\n\",\n    \"    print(img_names[idx2])\\n\",\n    \"    display(IPImage(os.path.join(img_folder, img_names[idx2]), width=200))\"\n   ]\n  }\n ],\n \"metadata\": {\n  \"kernelspec\": {\n   \"display_name\": \"Python 3\",\n   \"language\": \"python\",\n   \"name\": \"python3\"\n  },\n  \"language_info\": {\n   \"codemirror_mode\": {\n    \"name\": \"ipython\",\n    \"version\": 3\n   },\n   \"file_extension\": \".py\",\n   \"mimetype\": \"text/x-python\",\n   \"name\": \"python\",\n   \"nbconvert_exporter\": \"python\",\n   \"pygments_lexer\": \"ipython3\",\n   \"version\": \"3.7.6\"\n  }\n },\n \"nbformat\": 4,\n \"nbformat_minor\": 5\n}\n"
  },
  {
    "path": "examples/sentence_transformer/applications/image-search/Image_Search-multilingual.ipynb",
    "content": "{\n \"cells\": [\n  {\n   \"cell_type\": \"markdown\",\n   \"id\": \"introductory-framework\",\n   \"metadata\": {},\n   \"source\": [\n    \"# Multilingual Joint Image & Text Embeddings \\n\",\n    \"\\n\",\n    \"This example shows how [SentenceTransformers](https://www.sbert.net) can be used to map images and texts to the same vector space. \\n\",\n    \"\\n\",\n    \"As model, we use the [OpenAI CLIP Model](https://github.com/openai/CLIP), which was trained on a large set of images and image alt texts.\\n\",\n    \"\\n\",\n    \"The original CLIP Model only works for English, hence, we used [Multilingual Knowledge Distillation](https://arxiv.org/abs/2004.09813) to make this model work with 50+ languages.\\n\",\n    \"\\n\",\n    \"As a source for fotos, we use the [Unsplash Dataset Lite](https://unsplash.com/data), which contains about 25k images. See the [License](https://unsplash.com/license) about the Unsplash images. \\n\",\n    \"\\n\",\n    \"Note: 25k images is rather small. If you search for really specific terms, the chance are high that no such photo exist in the collection.\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"id\": \"1e071f46\",\n   \"metadata\": {},\n   \"source\": []\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 22,\n   \"id\": \"copyrighted-harmony\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"data\": {\n      \"application/vnd.jupyter.widget-view+json\": {\n       \"model_id\": \"936d49c346964954ac66ba63bd8858b5\",\n       \"version_major\": 2,\n       \"version_minor\": 0\n      },\n      \"text/plain\": [\n       \"  0%|          | 0.00/502M [00:00<?, ?B/s]\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"import glob\\n\",\n    \"import os\\n\",\n    \"import pickle\\n\",\n    \"import zipfile\\n\",\n    \"\\n\",\n    \"from IPython.display import Image as IPImage\\n\",\n    \"from IPython.display import display\\n\",\n    \"from PIL import Image\\n\",\n    \"from tqdm.autonotebook import tqdm\\n\",\n    \"\\n\",\n    \"from sentence_transformers import SentenceTransformer, util\\n\",\n    \"\\n\",\n    \"# Here we load the multilingual CLIP model. Note, this model can only encode text.\\n\",\n    \"# If you need embeddings for images, you must load the 'clip-ViT-B-32' model\\n\",\n    \"model = SentenceTransformer(\\\"clip-ViT-B-32-multilingual-v1\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 2,\n   \"id\": \"strategic-mayor\",\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"# Next, we get about 25k images from Unsplash\\n\",\n    \"img_folder = \\\"photos/\\\"\\n\",\n    \"if not os.path.exists(img_folder) or len(os.listdir(img_folder)) == 0:\\n\",\n    \"    os.makedirs(img_folder, exist_ok=True)\\n\",\n    \"\\n\",\n    \"    photo_filename = \\\"unsplash-25k-photos.zip\\\"\\n\",\n    \"    if not os.path.exists(photo_filename):  # Download dataset if does not exist\\n\",\n    \"        util.http_get(\\\"http://sbert.net/datasets/\\\" + photo_filename, photo_filename)\\n\",\n    \"\\n\",\n    \"    # Extract all images\\n\",\n    \"    with zipfile.ZipFile(photo_filename, \\\"r\\\") as zf:\\n\",\n    \"        for member in tqdm(zf.infolist(), desc=\\\"Extracting\\\"):\\n\",\n    \"            zf.extract(member, img_folder)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 3,\n   \"id\": \"adjacent-encyclopedia\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Images: 24996\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"# Now, we need to compute the embeddings\\n\",\n    \"# To speed things up, we destribute pre-computed embeddings\\n\",\n    \"# Otherwise you can also encode the images yourself.\\n\",\n    \"# To encode an image, you can use the following code:\\n\",\n    \"# from PIL import Image\\n\",\n    \"# img_emb = model.encode(Image.open(filepath))\\n\",\n    \"\\n\",\n    \"use_precomputed_embeddings = True\\n\",\n    \"\\n\",\n    \"if use_precomputed_embeddings:\\n\",\n    \"    emb_filename = \\\"unsplash-25k-photos-embeddings.pkl\\\"\\n\",\n    \"    if not os.path.exists(emb_filename):  # Download dataset if does not exist\\n\",\n    \"        util.http_get(\\\"http://sbert.net/datasets/\\\" + emb_filename, emb_filename)\\n\",\n    \"\\n\",\n    \"    with open(emb_filename, \\\"rb\\\") as fIn:\\n\",\n    \"        img_names, img_emb = pickle.load(fIn)\\n\",\n    \"    print(\\\"Images:\\\", len(img_names))\\n\",\n    \"else:\\n\",\n    \"    # For embedding images, we need the non-multilingual CLIP model\\n\",\n    \"    img_model = SentenceTransformer(\\\"clip-ViT-B-32\\\")\\n\",\n    \"\\n\",\n    \"    img_names = list(glob.glob(\\\"unsplash/photos/*.jpg\\\"))\\n\",\n    \"    print(\\\"Images:\\\", len(img_names))\\n\",\n    \"    img_emb = img_model.encode(\\n\",\n    \"        [Image.open(filepath) for filepath in img_names],\\n\",\n    \"        batch_size=128,\\n\",\n    \"        convert_to_tensor=True,\\n\",\n    \"        show_progress_bar=True,\\n\",\n    \"    )\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 4,\n   \"id\": \"dental-friendly\",\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"# Next, we define a search function.\\n\",\n    \"def search(query, k=3):\\n\",\n    \"    # First, we encode the query (which can either be an image or a text string)\\n\",\n    \"    query_emb = model.encode([query], convert_to_tensor=True, show_progress_bar=False)\\n\",\n    \"\\n\",\n    \"    # Then, we use the util.semantic_search function, which computes the cosine-similarity\\n\",\n    \"    # between the query embedding and all image embeddings.\\n\",\n    \"    # It then returns the top_k highest ranked images, which we output\\n\",\n    \"    hits = util.semantic_search(query_emb, img_emb, top_k=k)[0]\\n\",\n    \"\\n\",\n    \"    print(\\\"Query:\\\")\\n\",\n    \"    display(query)\\n\",\n    \"    for hit in hits:\\n\",\n    \"        print(img_names[hit[\\\"corpus_id\\\"]])\\n\",\n    \"        display(IPImage(os.path.join(img_folder, img_names[hit[\\\"corpus_id\\\"]]), width=200))\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 5,\n   \"id\": \"established-emphasis\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Query:\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"text/plain\": [\n       \"'Two dogs playing in the snow'\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"lyStEjlKNSw.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"FAcSe7SjDUU.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Hb6nGDgWztE.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"search(\\\"Two dogs playing in the snow\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 16,\n   \"id\": \"varying-feeling\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Query:\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"text/plain\": [\n       \"'Eine Katze auf einem Stuhl'\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"CgGDzMYdYw8.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"I-YJ-gaJNaw.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"# German: A cat on a chair\\n\",\n    \"search(\\\"Eine Katze auf einem Stuhl\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 21,\n   \"id\": \"union-league\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Query:\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"text/plain\": [\n       \"'Muchos peces'\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"H22jcGTyrS4.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"CJ_9I6aXSnc.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"_MJKaRig1Ic.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"# Spanish: Many fish\\n\",\n    \"search(\\\"Muchos peces\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 13,\n   \"id\": \"artistic-reaction\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Query:\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"text/plain\": [\n       \"'棕榈树的沙滩'\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"crIXKhUDpBI.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"_6iV1AJZ53s.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"rv63du1a79E.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"# Chinese: A beach with palm trees\\n\",\n    \"search(\\\"棕榈树的沙滩\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 9,\n   \"id\": \"drawn-feelings\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Query:\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"text/plain\": [\n       \"'Закат на пляже'\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"JC5U3Eyiyr4.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"5z1QDcisnJ8.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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9rmm5jTa1riaZsNhMlhERT4in0+IvFM+973vR4YgYgViIhAgKwWpa1LV82s2Huc57WOabTa1ptM2GcsMiMikp8fvFJTPpn0enw+iI8ECACAjAACwBS1qT82sWHWHOa9rGNaTjcbTMzYyWEZ+Ip8fpnxTJT73p97w+9Ax4IAIEQEAWAKFS1o+bvfYc57WtcxjGMYxptJhsMzkjIpk/T4pki96Zj0xI+8MiEQAjACILEFAtalL+avsPc9zXscbGm03Gxhk0yYZERTJ+KZn0n6Z9Pven0eH0RAiECIiAAALBQKUr5s973uc1rmsaw2MabTM2EwyM5IpmSn0lJe97xT6fe94YHwjAiMCIQoAWsFLUr5rYe6w5zXNaxjWGxjTYZmZmRyRScl4pmSn0emfHPo9ERAxEAMQIrFYgsFqUtfzV73vc5zWtabGmbTYwjNhGcmZTJF4p8UzHvTJSUj6IH0DAjEAMLEAWCwWtKvnD7DXOsNY5rGMYw2GbCYbCMyKSOSmZkpmR8U+8RTHhkYGIGBGBARBYLBS1rT85dYdYc1xuYxrTNhk02GRmZGREcyUz4/F73pmZmZiI94YEfB4IEAFYrBa1qWv5w973Oe1jmGxjTNhGwzNksIzOZKTmZmZKY94vF6Y8PogRgYgQgIAFgC1rWpfzl73vcxzWOYZtJhmZtIzMyOTI5KZPxeLxTPvF73vRERAwIjAeEQAQBQKBKw+dvc9z2Na1jGGwzNhkxhGZmfjIykpLx+Lx+KJ96fQPh8MDAjAh4AAAAFrUtQfPnNe17XMYxjDaZmwjJhGbCMiIjKfGXpkpkvT73o9ASMDEDAQAhChAFrWtS18A9rmuY5ptYxhsMjYZkRsIzlhScn4pkp8z3pn3vejwxECPhAYAQEVCClCtS18C5rmta1jWGw2sIzYRsIzMyOSYRFJTJFJFEz6fegYiBGBgYWIAIAoVAtS1L4F7Guc1zWNYw2MYZmZmZmwiYRmRzJEUlJTM+n0e9ECERAiIiArBYLBa1AtaeBe5rnMc1jWMYbSYZmZNI2EwjIjM5PxSclM+KPR7w+gIGBAYEFCC1gC1AtalcE5z2OaxzGNNhm0mGTDM2EZsMiYRzJFJkXpn0x6I8EhAwAiACAAsFAsFrWlfBtc5rGscxrDbLTNhGbSM2EbCMyZJEfikimZmPegfD4RgBgBFYAC1gC1AkVr4Frmua1rGMYxjDMmGwjYTCMzYRGcmReI/FPj9HvR4YHwwEAAguFrBYLBYKWpfBNexrGuYw2mwjYZGZMImGZGZGRlJFJSUlPp96YiIHweCAEBEABYCtYAta1fPHsc1jWmxhmbZMzMjMyMyMyIyMpkikpkpmYLwzAwMQIiIgAgArEFAALWv5w17GNNpsNhsMzMiMyMzlhGRGRScyUlJT4/e96Ijw+GAGIXACAAIAIAsAR82a43m0zMzNpGZmRmTCIjMiOTkpk/TJT4p973o9AzAjEAIQACIhAgAgsFfMHNYxjDMyaZNIzMzMjZJkUmRSXj8XpmfF6fe96PegY9AiIQIgIwMCIrAFB8xY02GZkZkbDI2MMyMjKSIimSnx+n3i9JR70+9HoiPeGBgIERAQiBWILBa/nzGE0jM5MiZ5hmZmw5Ii8Ul6ZmZ9Pp973p96PeiIiPeiIGAERGFwMAAAtSuKa5jDYZEUmZGZMMjOZnxz6fSU+mfe9Pp96Jj3vSIzPp8EQPvQPhGIAAWta+Nc5zmtYckcsNrCawzKYmJk5OJkp8XpmI96IiIjwe8XjiPeKYH0z73hWK0KH5y6xYsMcxhHJtaxrHE2SkfR4yI/e9JeL3veCBjwDERET70+9459Pp9JR6ABFdEfHrFmy+w6w43tdYc82NMy8YjPj9Pi9PvTPh8IDA+WKpiAn0xHvSZx6fe97wgutWQz4PYs2bLn2LFp77L7L3Pc10+gFK9YstOfR6JmfCsFgC1oSkIWoPLAYkpKCKSmIWihn55/jt77Lja+w8zJjXuY0pexKk1F3NS0Xp8tMslgipPnytNcPGflqSlfpKYgB8CKnvJzMPns38/Paxjm3Ldppm1zGS17meLzHNcRSZifj8bp9HpeZFA+mCifJUK/SIqQhaEwivTpUw+NuuWbTLNmxYY0pNjiZad6IY97XB5jGiZekZTXaTHG1jBCE+NrGBEGXlrrVKlSpS8KUAv4vc0Ll1tplh9hoyT2us2iiIc57iDzyafvDSo06dd1y/ffYc4oTVkzYyZNnl+RTp5tKpQHweM/iNm/raL3tc+2YA5zrduz4B8+w9sgJvtsIa1TNya6HaOtd0LJtPyUlBtkJZYNaa9fNo0c+quJW5nxO5oaWlZsGyzaa4DtW7Vmz6rLXmx7U14uaVxhBWqZ1fx279u1ZY4oSM+LwgiHMTT8nORVo1kL8gS+KFd1NS9YO7bfZdE2bV1zwSTrDCe8Uhbv2ntkUBDPR4pa02GpZvmstVetHlLCrn068F70Irq/PI2di8+7r7ujaecLHz9LWd7zLDSgRrpPQ0b1q29cxELQsZYcymTkFeRm5tVAynPo1a1jzIJVUPhVt17QK7ub2tbslVp10v2d7TMmu8pK110qtXLdzTvM8KQj1cCYXkqJghWSulkZ6CYrOzK4OlXnV86t88PQsXLFjV6DYtT7JxaDtDpN3XsEDWV6ya0Ar1m5fv27EEjxjEMapFVaBqghdgc3KrPOnQruIYrV0Jzh529abduzN/YvLpZGDR09Pd6HVexzhhaB8kReyzft2WQHo96WMrVM9FWjUozbuGupSirmV72rcGpRz61fM9lsW+7r2ks1Lg18bFXubVmWuu6N6w7xTJwReM3MMigVh4prVKNehSp16ztbRNGVUo0Kd7SsAmvTq5lL1BMpZv3jfatPsVsf2vpepV3bWxdtuazymFKKk2bdiHMkUoTTr08jNjxVcbPjX1bNbKqCld+zWp1IYjMyLuXRz61noNs02N/f0mKO+6pm1n6uxeY1pCCfEnOTbs2X22vCrRx8PAyFItX4Th4atLUtZGUV/R1boZ9HDr27GNj38mnnw/b2nrLf6rXeyzcdVonasyAk4aqFMPwIrRovbe0fVquBzeKpdOdSMzBxUaVqlz+fs9Fs7uvGXnYOe2xk512rTplpbGiQXem6JoWrdxwoZYGtWE4TUqydl9ldLOK2+3sXoqUMKm/TtJrUsHLR6LOTywamvoaNikiKeTCcyhYZBXNG9bvMsaVvOzGX9bTeyy2pRrw6QrCQG+96jUe2H6+i8EUwdYiYr5dGuKJTgU9e2mpnZdW/emvTyK51LJxZtWbNvQv2MzI9bv6V917SYpQsMVh5SDtH5Nu4RWHuairXQb3T6mlVdHoqUCjPw8WgV+09c1aaOY0mopzZDb3H6UVml55s09e6aq/vDAKAX3zCH6V9voN7l1qaYsGYCKawxSqe9ic7loUpKLGgGXQ5vVv2qCE1djpRXe1dm2lNeqetsXYltvyh95a3O8FnSu2miJmSMenesnEjSHylV89NLOrpzkZuc2wOTx9O5avaa7bcq90NHILe6LVYC1Pbe0J9Yt3LLGDVzkIz6ljQ0blx0vggx16LrRoz6LTpUVjVyqdy9SysNd+3mcvy+b0luJje2fOtVsbOu72joWXslZld0SO3c0HTToUMfmMm5fv23P0bdZXs5dm1o36+Tm3PY2Bd2m5WfeuTl4dFquczjp0jsSG90l61a9mc1G5djQ0rlLDhOr0emDnNsGqjW5/la9q10d+qGk/GxsnCo1A6LsNRGU12Xh3NpiUERqyc9GfghoZ/JHdtnW6Lq9Z7xxEb1xrLFnMxLD7m3bsWPAiDpZNNRptdJsIG4jA5vnsfMzot9X0VbLm6+gAJ9baMFl1rjMuj6nxcXLS+cLreivXGtu3NJ9alftqvWbUBZu+rUvWvVE2bj13GsPxDTqUMev4LC8vOtWb/ALyqY2wUoaFe+dfKqv8AlI6DBx6V/e3tdi9DQtHgZfTdFcsHEesWprIbo6LIK5YgFiWfT9TrhXTWRsXhZ432SFFWV4Vf1QalOwupHw+zdsXE0G6evq6B2tC+zLz9TZu2UZtexpWblZTrtp7m2zqZtOE4fK5CdDdt5nG1+067bv8Ap0pQK6AJ4jMsup5GHv69XM+K6mnq30Rb19lqITd6O7YGmF222rZuQNqyy5ZOtXbbLLws+ln8pg2+o3W2o52v0e7TBr7NMrfq9Gty/HVqVHfsV7e1T+H6vQdTrE1Uam0FLDy9/c1LY0wI6+v0ClHWDoNZoY+A/ZcSs7NpYdbT2awdDZr1U5g6KMbEdr37fl5nN8xj5fRWuCDtH/E3dJ0e9uWbI8xa6TWcitzOd0fY7U43H8/ud/ptRzPPdHv6Fmlydbc179yfG1FeRoAgc3Hkj16uUjyn4wZnK6xXdKtz9e4XyC5HtvbPX2eS5za7Tb989+L9R9u7zVrZHK8y/o9O4Xq7l2dnTtLUbrVu1KsykL2Z6dKnlIzM/XuaFirk5vyfkaitdvT7N0sx+X8o6G4Vyinb6jQz8dLafP53d/QOrt5PPMW6rht6XWs6BxavatkaKDimNDjdvUfZErlr3M4vF8v1vVdDeRV5FFJJ0ef4DlayTV9CtBZSzS3Oj3tDJ+f4ly3dna2ehXyi7G7cQqyM6Gzfu5Wb12tzPxu/9Q9NvKCui41cnn87w/yUfo2zGcc0NSlS53mc7MbZUjP7NuXq3Kr9rWv9H1zMevzfyqz9YvafW3khLtC9Pqy4GwjOsatT59g/SdCha0rZYlOkq8NLJq4rpnmOP4pVCvn6W3NrW2LGpo1PgD62v1V8ab+hZq9Vvt5T4Dp/aOlZqaGY7tbOl6WVsXFyLtYSn2Y2dHezLG2VcKNnLxmfHfhv0yojX9hcJc9Fxg5Gt1+vzvbab/ktHLB+30VqzY6U69v5vR+hXNzpOY+b4HwmPvP0rs9bbA7tLPzvnG9oat1iUVbpTedoxjSXxb4lpcz9N5Sv1hW0qpVCsiO7bsouC3AqcRnXrO5btN6bTufJMXtfpxW9St874bmdPU1Ox7rpN1vOfNuifk6L6uvoaG1b9Fj0YnLZl+/iZiOL57kNPr9K5YnLzfUb+hp3769g1/Fb1nArYGq5WVt9Alne9G/nuTtY9/ZqJGXdH1u/0d4s08zE9i5uPW0Cq2J0Oq6ouZpYfJXI1WJpUs3VVVrV14u30e5Fvjacq+PWH9R0uJbxsXFjQ7R+71vN9Xr7Gbd+IV+3y6dak65pdDqbvRaDHaVP4F1sYVD1i5n6lDqWcF+WOwzGZX6+7rD5WjUox+YKt79O9Nk8vyeXnUn8m66u90HTb3b4/wAM4z5xxml+nO56EtHe6u3zuzU5/HrZWayxf29/oq+xd6EqPwj7PkSrJ5u8dUsf5l88z7Ox9A+0bdzMRzeVz3Odnv5/GczxnMct2Wz9M+Z2d7Ly20Og+z3vkfwXnel+id6vRv2Oh6j6NvppUOc/Lyf0TVu2tDdvL56oXJ8p9BLN0HHdtP1Pjn16lz88lX3sGl59HI5nOzOi+k7fL84vl83F63R2dyhxvPUev1voyOJ52jQ63k+ivkjZ6rv06gdAWK/Fdn5LtXMxvprT3rKsnlqfPoYpm3sL2OQ+n5nx/u8SpZ5rn9cMlHKafZdNU5rC5SyzF7Lq9irxTbm72uNk8xzOl2uw/Fzoweo+jfPvmn07v+hj4m9FI61Wt2bM218Q7j9J9iFHO5yt+f8Avr3zXO5D9NaPX7Ecji/Avi36uCwd46dPnuivhyhZVrRva/O4+ePWfVrXyDqdm0GLjVMHiI/QacwrdLuuxuY+XYnJq5fqPK4XRZN765Qobe7+IR+4fC6n3G/OtpVex0flfx7q9/kVFT6AOqysel0OiNuzi7vSKr87xtC03s7thPtPIHEq6XTcp9jzLeFXPZ3L/wAU0Pqe5nTg++N/jv8AU21y/AYH0H6d8v477XsZlZFpzOcb9Z1tHi71Hh+wxbLyZ8z47InqdDT0b7dfS2X5/ND287aq/MqoZ9zHx/pupodHX4/K47Rv7Vzcdi851X5K4/mrQfbO+X0f1PL5b55fZq9YNipk85e+Z/b+Z+blX6KlXefQfEMXiTsRa3T+ldCus9OYG7qWPoPT7Od8+51Od9CuBH0G7lUuGv6HVa+ljfGPmXM8z2dL6r29LK6Q97O/Kf3nuy52/qBm1uU5qx11jmPnyrlGw0PmuLXTOS+R90+m+/0D8fvLWPt+v/XbebyeRzW3t6e6m3by9o69piOG3Or4z5fzuf8AQe9yOLoXNLWwNRWFqVdm5q6HuPoe08viOearV57kVZSm6OTYVXp6nWF1+S/pL+1pXslnVau27GuH896vXZndLzbdfcZUzS0QVxXzbn+wd1ta3e1cIWWqvOJRj/EvqH1bFTlB6nyHJTySymVMWqJKydltuzZ75HRdXp62xVu5uPym2zO1bfaePIqfKviWp+jvuvKI8fGY3N4vda+DjaVqkhuZv6tXl6Z9Zt5/J0sranE5jjMO9ENCorx2BttsVKTda0z7Dt+npen1C4vnczfZzOn19Kzxn5U779F8j9Q7uzzNXlr/AC35R7zsKWAP1LQsc82K1vXzcmpma2wzj8ENAaXz6vFfoWCVBXnHer6WNpZWtZ5/p+r6Tpr/AGGVkPlNel+KPrX7N+Dfnz7j9u5McX651e7jcrk4vzTC5XY2bu/1+BvVcWvTtWps0cRNDpr1Chx2h83p0uRLuO40b1TM5LdLFu6DZcg9LotTavam/l5Kc/o/l/zb5Z3+N1fO8+v31/qr3Sfbexzeb5jj+fpcpzW1i9RU6Ry2KFVVOzoZGLWSy3o/K5r1a+WfbdxuaWMeP8663SsaAtvWL3X6bcHMv/O5sb0bnBfMOz5jI0Nnf1bTHV+3+k9tkYfJ8py/Nq57QKvp6rOS6TVvIunnc/k82jZZhUm37B28jJ3Oh7nVtc7esWdTnfonS4RXOazLCavuWzaej8f2fq+X0HJ1NG3ew5dmdRqdV13Tp57F4DB9X5rOjrcjBbp5W1rWLTI5Llub1NWEamlovtbNnJ1ei3LPRaUUMfG+Sda9n0zpeMr1ebSHN/ItPrNPV5nnNSv0L9XmVVbzOr2b/cbdbnOPr8bgBp9hh46dFda1VMVauBgc/Y1o2NbRtJd7stBNDczcnLyxin8grfqHr5vMB+Vy1atg0qFbSv8AP8uMbl3ZoU6V7Y6l+r1fQZPC88mni8/3x4OfFfZu6W+vnbvF5lnSLWu6ywdVGhmULmG1/Pt0Mv4/u/eOI5bK+hfft6tm4WbVsYeN0AV7Wbf0dqhZ5rQSGT0xv3Oh2cDi8TE5XEd0OiQ5tbCt7O50ujkXrNZnOxV035QUCy+W5frOn6TYzPknK/SeT49XffffoXcu9hYGHz6ePr9DlW8grtZrr9mhVdsbrUP29PP4/medq89cb5aGLybOppX79BvPZFN3R0d2+3lqjauzUoXu82fjnLWuTj6X0Dt/r/petfirl83z2Qryuac+pKNrnU7zLdOdeG9B008ZxnO11YNjwB4LQi2/mb6alPgO93bNQ2DQLW6K3naNriPnOfYvafTbtGeg7fQ6zsr+BzuTh1eezcrmB6LEcjJthF5Y6Wrq7PT2uT5bJwqFcQAFLXVc7K6TpaHIcz0m/qsxNDok5QPmrh9R1VXg+OzAd9D31s0Lm/u9t1+mnn+XGvgcnjV/Z+hfuUszO0WVtGyOh3t7O5rIxMDIhmeurEjVa/T3aFOrzGb2307EqnuU8zRVzP1Sj83WaIs3NFue3V079/qul6DZGjzefl85W9nInqL/AC/Mr7Fc0obY1+nK5i8rmcrl2aSa9aJwbmjpaKObwp0ugO1X1bbNPO1H7+Tylb1Gu2zcTTZfWlultdT3m2SMDCwudzsrM0Opw+Vs2tWzET5O30OxsRn4HN4CszPmF5Ni5p2ozKFF2K/q8Ojqu0tpnQde3MysuF4tZSglbb0rL3Vdx1PQzj43OYXOZQWCrs9WqoC5XmdEtvS6G8ioqlk5uLl49s9PYSgc/Ly/bjil7R2eo6Pp05Obm5eWlErRXqQ57PbXQP2/pGvzvAWMDl+Xzr/RWKVFSKShG2ITe0NWxZXWmxVrfM9SzY3NOtljVWg7SFF61oXui2eynDqYWPS0BpLr1L3QUufr7m5Zd1XXaaqGLzHJ8/aiq5FKkrwKpKsu8MPstVZe4eEvblm3ttzs1HrSPVsfI6zTz73SbOvvWsTFxeVuaY0U0yr4K2P09uye71XY6raOJzWPjZVMBo0aQOpJMJ85ZHZiIscY27oavS6K6LaXOZSZoXOje6qnZ0+l7gMPlOFdfvU0r07ebmZzbV/WqOv6+5p9Hu+zMHAwMKm6vj169NqlgLVkqDg288yWaWvax8Xs/rWFwPJZDOptttsrw/W6najNxM7MTRc9dnSZk0Kz9F7rVq+7b6TVa1ePgU8XnMmyulUWpKwTBEtExXCBu338znaXcaXP8/r9lpB5C889S6+211Hn8jNc51gV1QEWWXzeu22s0NvXPQusXiYWVTz8miFfPTXp1xatZzTjyYu6OPn3Ltdupu6BVm7FqkFu8hT7TquDiLmLTlKEmA44EPXbz37eoD9rTerM5rCpwFCiujn1wBSwhJwqud9GeyzKhABnR7bqoOxfiqHlor0Kdeo++A2jGskPTAxFm42TCzq62xbRWqIzc+pnZtYFJrV1pd6J8U2atAW0lss2r1zY2bBO2NNdKmC61GlVqBZTXs3COwfmwitTm0ciiJPV2da6yplIDNzK0VKVRSUWgjxaEo8kHVfOt332zZZnzeg1opIcOdRzsvL8+wyBNhWLNh9fOqA2zZr0MVe9ffp7WiunXzs4K1ZFGqCqxtmrVfduNrr8dizaa66aEQzT6O9NRMBQzc/IpTdeNasw3Os3HJqqWyFZ+RFxp2r2jp315Ndqq1SsqvTpWDTXrRoWH+GXWDIwi4zzLmjqX7JZ6FV6OVm05g3ugIVWdo3XENVFYE06njnzH39CzYgAp1q1aqgDKuohKWGB2mR51wVemXX9zV07iqtWrSzM+qlPrFtVdMgLDYwvSoEpqAI+ZJMvalslJTTrrTmm2WeSMGfvO8pj7bwEi9c1tTRueqpTVqLr0qVdhsCugfSZx4pH0CuqhQmTDZcv3CrIQtaP/8QAGgEBAQEBAQEBAAAAAAAAAAAAAAECAwQFBv/aAAgBAhAAAAD9RnEmUkhCIAAC2u8zJJJBCIIAoLTtMxIkQhBKgFLLTrmRCSIEBALKUrciIiIgQAChVsQgkIQAAKUpIQQiBABRSoIIEAQAChcwAgAAAAjAUAAAAQDiqqKFAAQQROFVVpSlAAkESPLq3ZboAoAgBnLz3bWhrQAAAEzDza01aWlAAAGSPmXV0tqqqgAAkSZ+Jq22223S2qUSIkTOMYzn5FuraFUBGZnGIWpIk9FUAiJRM5zjOJddem960OS1IutWN6Lc45zGJDfXr01rcyzFSVvrrW6b3c4QtW6uy5a/RySSIzc1S0SIBaq3OYhJEgSmVhUsmrTTtmYRJCJcyktkbyqXTVa6pjOc0hmKRbUWZul1Nat6TMzi7mMLCoABqtRvVrMmNaxHOwCCq0y3C71rO8c0wluQEYNb01edqVvdlxjOayUtZhJbV3vMpWumuROfPQwVdJiRLUstXtqRrXO65s4bc0ikzJc8960GtqvSTnM61lmsyZt3cLLXPd0mszTffWM555EtkzprcxhnSr3tjm1jpvUuufOY3ecrOkmVutTXPkFa01fTyxc41ec0yuctZu+upzMCLrXQ9fPz5a5b6cefbpxnXGbcc1st3m51rO9427ZZ897dHn4961nGM50Tqzlvci9enbbmy5cOXT08eXLSOlrUxg230107bkzOeN7c3GavN268vPy1v0TnjOZdHp7atTPLnjrJ1axwzt16THLlzrtvTlzx00103Zz5Xt3zXPzei6ueHlvbfXXDnnG9N5xK1u63nHp3vy5x1vk9ffkzz4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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"rdG4hRoyVR0.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"# Russian: A sunset on the beach\\n\",\n    \"search(\\\"Закат на пляже\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 10,\n   \"id\": \"contrary-drink\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Query:\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"text/plain\": [\n       \"'Parkta bir köpek'\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"ROJLfAbL1Ig.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"0O9A0F_d1qA.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"4mdsPUtN0P0.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"# Turkish: A dog in a park\\n\",\n    \"search(\\\"Parkta bir köpek\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 12,\n   \"id\": \"statewide-symphony\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Query:\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"text/plain\": [\n       \"'夜のニューヨーク'\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"FGjR4IGwP7U.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"8nCMOFYyXF4.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"ZAOEjcpdMkc.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"# Japanese: New York at night\\n\",\n    \"search(\\\"夜のニューヨーク\\\")\"\n   ]\n  }\n ],\n \"metadata\": {\n  \"kernelspec\": {\n   \"display_name\": \"Python 3\",\n   \"language\": \"python\",\n   \"name\": \"python3\"\n  },\n  \"language_info\": {\n   \"codemirror_mode\": {\n    \"name\": \"ipython\",\n    \"version\": 3\n   },\n   \"file_extension\": \".py\",\n   \"mimetype\": \"text/x-python\",\n   \"name\": \"python\",\n   \"nbconvert_exporter\": \"python\",\n   \"pygments_lexer\": \"ipython3\",\n   \"version\": \"3.7.6\"\n  }\n },\n \"nbformat\": 4,\n \"nbformat_minor\": 5\n}\n"
  },
  {
    "path": "examples/sentence_transformer/applications/image-search/Image_Search.ipynb",
    "content": "{\n \"cells\": [\n  {\n   \"cell_type\": \"markdown\",\n   \"id\": \"resident-liberal\",\n   \"metadata\": {},\n   \"source\": [\n    \"# Joint Image & Text Embeddings\\n\",\n    \"\\n\",\n    \"This example shows how SentenceTransformer can be used to map images and texts to the same vector space. \\n\",\n    \"\\n\",\n    \"As model, we use the [OpenAI CLIP Model](https://github.com/openai/CLIP), which was trained on a large set of images and image alt texts.\\n\",\n    \"\\n\",\n    \"As a source for fotos, we use the [Unsplash Dataset Lite](https://unsplash.com/data), which contains about 25k images. See the [License](https://unsplash.com/license) about the Unsplash images. \\n\",\n    \"\\n\",\n    \"Note: 25k images is rather small. If you search for really specific terms, the chance are high that no such photo exist in the collection.\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 1,\n   \"id\": \"indonesian-yemen\",\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"import glob\\n\",\n    \"import os\\n\",\n    \"import pickle\\n\",\n    \"import zipfile\\n\",\n    \"\\n\",\n    \"import torch\\n\",\n    \"from IPython.display import Image as IPImage\\n\",\n    \"from IPython.display import display\\n\",\n    \"from PIL import Image\\n\",\n    \"from tqdm.autonotebook import tqdm\\n\",\n    \"\\n\",\n    \"from sentence_transformers import SentenceTransformer, util\\n\",\n    \"\\n\",\n    \"torch.set_num_threads(4)\\n\",\n    \"\\n\",\n    \"\\n\",\n    \"# First, we load the respective CLIP model\\n\",\n    \"model = SentenceTransformer(\\\"clip-ViT-B-32\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 2,\n   \"id\": \"southeast-entity\",\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"# Next, we get about 25k images from Unsplash\\n\",\n    \"img_folder = \\\"photos/\\\"\\n\",\n    \"if not os.path.exists(img_folder) or len(os.listdir(img_folder)) == 0:\\n\",\n    \"    os.makedirs(img_folder, exist_ok=True)\\n\",\n    \"\\n\",\n    \"    photo_filename = \\\"unsplash-25k-photos.zip\\\"\\n\",\n    \"    if not os.path.exists(photo_filename):  # Download dataset if does not exist\\n\",\n    \"        util.http_get(\\\"http://sbert.net/datasets/\\\" + photo_filename, photo_filename)\\n\",\n    \"\\n\",\n    \"    # Extract all images\\n\",\n    \"    with zipfile.ZipFile(photo_filename, \\\"r\\\") as zf:\\n\",\n    \"        for member in tqdm(zf.infolist(), desc=\\\"Extracting\\\"):\\n\",\n    \"            zf.extract(member, img_folder)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 3,\n   \"id\": \"static-insured\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Images: 24996\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"# Now, we need to compute the embeddings\\n\",\n    \"# To speed things up, we distribute pre-computed embeddings\\n\",\n    \"# Otherwise you can also encode the images yourself.\\n\",\n    \"# To encode an image, you can use the following code:\\n\",\n    \"# from PIL import Image\\n\",\n    \"# img_emb = model.encode(Image.open(filepath))\\n\",\n    \"\\n\",\n    \"use_precomputed_embeddings = True\\n\",\n    \"\\n\",\n    \"if use_precomputed_embeddings:\\n\",\n    \"    emb_filename = \\\"unsplash-25k-photos-embeddings.pkl\\\"\\n\",\n    \"    if not os.path.exists(emb_filename):  # Download dataset if does not exist\\n\",\n    \"        util.http_get(\\\"http://sbert.net/datasets/\\\" + emb_filename, emb_filename)\\n\",\n    \"\\n\",\n    \"    with open(emb_filename, \\\"rb\\\") as fIn:\\n\",\n    \"        img_names, img_emb = pickle.load(fIn)\\n\",\n    \"    print(\\\"Images:\\\", len(img_names))\\n\",\n    \"else:\\n\",\n    \"    img_names = list(glob.glob(\\\"unsplash/photos/*.jpg\\\"))\\n\",\n    \"    print(\\\"Images:\\\", len(img_names))\\n\",\n    \"    img_emb = model.encode(\\n\",\n    \"        [Image.open(filepath) for filepath in img_names],\\n\",\n    \"        batch_size=128,\\n\",\n    \"        convert_to_tensor=True,\\n\",\n    \"        show_progress_bar=True,\\n\",\n    \"    )\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 11,\n   \"id\": \"operating-southeast\",\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"# Next, we define a search function.\\n\",\n    \"def search(query, k=3):\\n\",\n    \"    # First, we encode the query (which can either be an image or a text string)\\n\",\n    \"    query_emb = model.encode([query], convert_to_tensor=True, show_progress_bar=False)\\n\",\n    \"\\n\",\n    \"    # Then, we use the util.semantic_search function, which computes the cosine-similarity\\n\",\n    \"    # between the query embedding and all image embeddings.\\n\",\n    \"    # It then returns the top_k highest ranked images, which we output\\n\",\n    \"    hits = util.semantic_search(query_emb, img_emb, top_k=k)[0]\\n\",\n    \"\\n\",\n    \"    print(\\\"Query:\\\")\\n\",\n    \"    display(query)\\n\",\n    \"    for hit in hits:\\n\",\n    \"        print(img_names[hit[\\\"corpus_id\\\"]])\\n\",\n    \"        display(IPImage(os.path.join(img_folder, img_names[hit[\\\"corpus_id\\\"]]), width=200))\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 5,\n   \"id\": \"southeast-pound\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Query:\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"text/plain\": [\n       \"'Two dogs playing in the snow'\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"FAcSe7SjDUU.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"lyStEjlKNSw.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Hb6nGDgWztE.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"search(\\\"Two dogs playing in the snow\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 6,\n   \"id\": \"tender-blanket\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Query:\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"text/plain\": [\n       \"'A sunset on the beach'\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"nfQ2QGhdQNc.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"JC5U3Eyiyr4.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"vlukOqxOA8o.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"search(\\\"A sunset on the beach\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 7,\n   \"id\": \"genuine-vegetarian\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Query:\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"text/plain\": [\n       \"'London'\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"UnGcRvTyJOo.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"S3G8qX4Ft5s.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"t05kfHeygbE.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"search(\\\"London\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 8,\n   \"id\": \"nuclear-lexington\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Query:\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"text/plain\": [\n       \"'A dog in a park'\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"IVyZrLp41D0.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"0O9A0F_d1qA.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"KVeogBZzl4M.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"search(\\\"A dog in a park\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 9,\n   \"id\": \"divine-omaha\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Query:\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"text/plain\": [\n       \"'A beach with palm trees'\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"7rrgPPljqYU.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"kmihWgpbDEg.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"ZyfOq52b0cs.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"search(\\\"A beach with palm trees\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"markdown\",\n   \"id\": \"fewer-absorption\",\n   \"metadata\": {},\n   \"source\": [\n    \"# Image-to-Image Search\\n\",\n    \"You can use the method also for image-to-image search.\\n\",\n    \"\\n\",\n    \"To achieve this, you pass `Image.open('path/to/image.jpg')` to the search method.\\n\",\n    \"\\n\",\n    \"It will then return similar images\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 12,\n   \"id\": \"prime-webcam\",\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Query:\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/png\": 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\",\n      \"text/plain\": [\n       \"<PIL.JpegImagePlugin.JpegImageFile image mode=RGB size=640x800 at 0x7F624B577CD0>\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"lyStEjlKNSw.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"8rmYDezMIE4.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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     \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"mMj5ykKvwAk.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"nJW1RzBXZcI.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Xmo004TUzrI.jpg\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"image/jpeg\": 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\",\n      \"text/plain\": [\n       \"<IPython.core.display.Image object>\"\n      ]\n     },\n     \"metadata\": {\n      \"image/jpeg\": {\n       \"width\": 200\n      }\n     },\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"search(Image.open(os.path.join(img_folder, \\\"lyStEjlKNSw.jpg\\\")), k=5)\"\n   ]\n  }\n ],\n \"metadata\": {\n  \"kernelspec\": {\n   \"display_name\": \"Python 3\",\n   \"language\": \"python\",\n   \"name\": \"python3\"\n  },\n  \"language_info\": {\n   \"codemirror_mode\": {\n    \"name\": \"ipython\",\n    \"version\": 3\n   },\n   \"file_extension\": \".py\",\n   \"mimetype\": \"text/x-python\",\n   \"name\": \"python\",\n   \"nbconvert_exporter\": \"python\",\n   \"pygments_lexer\": \"ipython3\",\n   \"version\": \"3.7.6\"\n  }\n },\n \"nbformat\": 4,\n \"nbformat_minor\": 5\n}\n"
  },
  {
    "path": "examples/sentence_transformer/applications/image-search/README.md",
    "content": "# Image Search\n\nSentenceTransformers provides models that allow to embed images and text into the same vector space. This allows to find similar images as well as to implement **image search**.\n\n![ImageSearch](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/ImageSearch.png)\n\n## Installation\n\nEnsure that you have [transformers](https://pypi.org/project/transformers/) installed to use the image-text-models and use a recent PyTorch version (tested with PyTorch 1.7.0). Image-Text-Models have been added with SentenceTransformers version 1.0.0. Image-Text-Models are still in an experimental phase.\n\n## Usage\n\nSentenceTransformers provides a wrapper for the [OpenAI CLIP Model](https://github.com/openai/CLIP), which was trained on a variety of (image, text)-pairs.\n\n```python\nfrom sentence_transformers import SentenceTransformer\nfrom PIL import Image\n\n# Load CLIP model\nmodel = SentenceTransformer(\"clip-ViT-B-32\")\n\n# Encode an image:\nimg_emb = model.encode(Image.open(\"two_dogs_in_snow.jpg\"))\n\n# Encode text descriptions\ntext_emb = model.encode(\n    [\"Two dogs in the snow\", \"A cat on a table\", \"A picture of London at night\"]\n)\n\n# Compute similarities\nsimilarity_scores = model.similarity(img_emb, text_emb)\nprint(similarity_scores)\n```\n\nYou can use the CLIP model for:\n\n- Text-to-Image / Image-To-Text / Image-to-Image / Text-to-Text Search\n- You can fine-tune it on your own image&text data with the regular SentenceTransformers training code.\n\n## Examples\n\n- [Image_Search.ipynb](Image_Search.ipynb) ([Colab Version](https://colab.research.google.com/drive/16OdADinjAg3w3ceZy3-cOR9A-5ZW9BYr?usp=sharing)) depicts a larger example for **text-to-image** and **image-to-image** search using 25,000 free pictures from [Unsplash](https://unsplash.com/).\n- [Image_Search-multilingual.ipynb](Image_Search-multilingual.ipynb) ([Colab Version](https://colab.research.google.com/drive/1N6woBKL4dzYsHboDNqtv-8gjZglKOZcn?usp=sharing)) example of multilingual text2image search for 50+ languages.\n- [Image_Clustering.ipynb](Image_Clustering.ipynb) ([Colab Version](https://colab.research.google.com/drive/1T3gfEF7pkXgPPajNa9ZjurB25B0RJ3_X?usp=sharing)) shows how to perform **image clustering**. Given 25,000 free pictures from [Unsplash](https://unsplash.com/), we find clusters of similar images. You can control how sensitive the clustering should be.\n- [Image_Duplicates.ipynb](Image_Duplicates.ipynb) ([Colab Version](https://colab.research.google.com/drive/1wLiZNedMwlM-FxBVbp3aA353yohV_wJ1?usp=sharing)) shows an example how to find duplicate and near duplicate images in a large collection of photos.\n- [Image_Classification.ipynb](Image_Classification.ipynb) ([Colab Version](https://colab.research.google.com/drive/1J0a29kSZ7qJwu2bGqjo1GYRz77v1oWq0?usp=sharing)) example for (multi-lingual) zero-shot image classification.\n"
  },
  {
    "path": "examples/sentence_transformer/applications/image-search/example.py",
    "content": "from PIL import Image\n\nfrom sentence_transformers import SentenceTransformer, models, util\n\n###########\n\nimage = Image.open(\"two_dogs_in_snow.jpg\")\n\nfrom transformers import CLIPModel, CLIPProcessor\n\nmodel = CLIPModel.from_pretrained(\"openai/clip-vit-base-patch32\")\nprocessor = CLIPProcessor.from_pretrained(\"openai/clip-vit-base-patch32\")\n\n\ninputs = processor(text=[\"a cat\", \"a dog\"], images=[image], return_tensors=\"pt\", padding=True)\noutput = model(**inputs)\n# vision_outputs = model.vision_model(pixel_values=inputs['pixel_values'])\n# image_embeds = model.visual_projection(vision_outputs[1])\n\n# print(image_embeds.shape)\n# exit()\n\n\n# Load CLIP model\nclip = models.CLIPModel()\nmodel = SentenceTransformer(modules=[clip])\n\nmodel.save(\"tmp-clip-model\")\n\nmodel = SentenceTransformer(\"tmp-clip-model\")\n\n# Encode an image:\nimg_emb = model.encode(Image.open(\"two_dogs_in_snow.jpg\"))\n\n# Encode text descriptions\ntext_emb = model.encode([\"Two dogs in the snow\", \"A cat on a table\", \"A picture of London at night\"])\n\n# Compute cosine similarities\ncos_scores = util.cos_sim(img_emb, text_emb)\nprint(cos_scores)\n"
  },
  {
    "path": "examples/sentence_transformer/applications/parallel-sentence-mining/README.md",
    "content": "# Translated Sentence Mining\n\nBitext mining describes the process of finding parallel (translated) sentence pairs in monolingual corpora. For example, you have an set of English sentences:\n\n```\nThis is an example sentences.\nHello World!\nMy final third sentence in this list.\n```\n\nAnd a set of German sentences:\n\n```\nHallo Welt!\nDies ist ein Beispielsatz.\nDieser Satz taucht im Englischen nicht auf.\n```\n\nHere, you want to find all translation pairs between the English set and the German set of languages.\n\nThe correct (two) translations are:\n\n```\nHello World!    Hallo Welt!\nThis is an example sentences.   Dies ist ein Beispielsatz.\n```\n\nUsually you apply this method to large corpora, for example, you want to find all translated sentences in the English Wikipedia and the Chinese Wikipedia.\n\n## Margin Based Mining\n\nWe follow the setup from [Artetxe and Schwenk, Section 4.3](https://huggingface.co/papers/1812.10464) to find translated sentences in two datasets:\n\n1. First, we encode all sentences to their respective embedding. As shown in [our paper](https://huggingface.co/papers/2004.09813) is [LaBSE](https://huggingface.co/sentence-transformers/LaBSE) currently the best method for bitext mining. The model is integrated in Sentence-Transformers\n1. Once we have all embeddings, we find the *k* nearest neighbor sentences for all sentences in both directions. Typical choices for k are between 4 and 16.\n1. Then, we score all possible sentence combinations using the formula mentioned in Section 4.3.\n1. The pairs with the highest scores are most likely translated sentences. Note, that the score can be larger than 1. Usually you have to find some cut-off where you ignore pairs below that threshold. For a high quality, a threshold of about 1.2 - 1.3 works quite well.\n\n## Examples\n\n- **[bucc2018.py](bucc2018.py)** - This script contains an example for the [BUCC 2018 shared task](https://comparable.limsi.fr/bucc2018/bucc2018-task.html) on finding parallel sentences. This dataset can be used to evaluate different strategies, as we know which sentences are parallel in the two corpora. The script mines for parallel sentences and then prints the optimal threshold that leads to the highest F1-score.\n- **[bitext_mining.py](bitext_mining.py)** - This file reads in two text files (with a single sentence in each line) and outputs parallel sentences to \\*parallel-sentences-out.tsv.gz.\n- **[In-domain Data Selection for MT](https://www.clinjournal.org/clinj/article/view/137)** - This paper also employed Sentence Transformers to generate/select in-domain parallel data for machine translation systems – using monolingual texts.\n"
  },
  {
    "path": "examples/sentence_transformer/applications/parallel-sentence-mining/bitext_mining.py",
    "content": "\"\"\"\nThis scripts show how to mine parallel (translated) sentences from two list of monolingual sentences.\n\nAs input, you specific two text files that have sentences in every line. Then, the\nLaBSE model is used to find parallel (translated) across these two files.\n\nThe result is written to disk.\n\nA large source for monolingual sentences in different languages is:\nhttp://data.statmt.org/cc-100/\n\nThis script requires that you have FAISS installed:\nhttps://github.com/facebookresearch/faiss\n\"\"\"\n\nimport gzip\n\nimport numpy as np\nimport torch\nimport tqdm\nfrom bitext_mining_utils import file_open, kNN, score_candidates\nfrom sklearn.decomposition import PCA\n\nfrom sentence_transformers import SentenceTransformer, models\n\n# Model we want to use for bitext mining. LaBSE achieves state-of-the-art performance\nmodel_name = \"LaBSE\"\nmodel = SentenceTransformer(model_name)\n\n# Input files. We interpret every line as sentence.\nsource_file = \"data/so.txt.xz\"\ntarget_file = \"data/yi.txt.xz\"\n\n# Only consider sentences that are between min_sent_len and max_sent_len characters long\nmin_sent_len = 10\nmax_sent_len = 200\n\n# We base the scoring on k nearest neighbors for each element\nknn_neighbors = 4\n\n# Min score for text pairs. Note, score can be larger than 1\nmin_threshold = 1\n\n# Do we want to use exact search of approximate nearest neighbor search (ANN)\n# Exact search: Slower, but we don't miss any parallel sentences\n# ANN: Faster, but the recall will be lower\nuse_ann_search = True\n\n# Number of clusters for ANN. Each cluster should have at least 10k entries\nann_num_clusters = 32768\n\n# How many cluster to explorer for search. Higher number = better recall, slower\nann_num_cluster_probe = 3\n\n# To save memory, we can use PCA to reduce the dimensionality from 768 to for example 128 dimensions\n# The encoded embeddings will hence require 6 times less memory. However, we observe a small drop in performance.\nuse_pca = True\npca_dimensions = 128\n\n\nif use_pca:\n    # We use a smaller number of training sentences to learn the PCA\n    train_sent = []\n    num_train_sent = 20000\n\n    with file_open(source_file) as fSource, file_open(target_file) as fTarget:\n        for line_source, line_target in zip(fSource, fTarget):\n            if min_sent_len <= len(line_source.strip()) <= max_sent_len:\n                sentence = line_source.strip()\n                train_sent.append(sentence)\n\n            if min_sent_len <= len(line_target.strip()) <= max_sent_len:\n                sentence = line_target.strip()\n                train_sent.append(sentence)\n\n            if len(train_sent) >= num_train_sent:\n                break\n\n    print(\"Encode training embeddings for PCA\")\n    train_matrix = model.encode(train_sent, show_progress_bar=True, convert_to_numpy=True)\n    pca = PCA(n_components=pca_dimensions)\n    pca.fit(train_matrix)\n\n    dense = models.Dense(\n        in_features=model.get_sentence_embedding_dimension(),\n        out_features=pca_dimensions,\n        bias=False,\n        activation_function=torch.nn.Identity(),\n    )\n    dense.linear.weight = torch.nn.Parameter(torch.tensor(pca.components_))\n    model.add_module(\"dense\", dense)\n\n\nprint(\"Read source file\")\nsource_sentences = set()\nwith file_open(source_file) as fIn:\n    for line in tqdm.tqdm(fIn):\n        line = line.strip()\n        if len(line) >= min_sent_len and len(line) <= max_sent_len:\n            source_sentences.add(line)\n\nprint(\"Read target file\")\ntarget_sentences = set()\nwith file_open(target_file) as fIn:\n    for line in tqdm.tqdm(fIn):\n        line = line.strip()\n        if len(line) >= min_sent_len and len(line) <= max_sent_len:\n            target_sentences.add(line)\n\nprint(\"Source Sentences:\", len(source_sentences))\nprint(\"Target Sentences:\", len(target_sentences))\n\n\n### Encode source sentences\nsource_sentences = list(source_sentences)\n\n\nprint(\"Encode source sentences\")\nsource_embeddings = model.encode(source_sentences, show_progress_bar=True, convert_to_numpy=True)\n\n\n### Encode target sentences\ntarget_sentences = list(target_sentences)\n\nprint(\"Encode target sentences\")\ntarget_embeddings = model.encode(target_sentences, show_progress_bar=True, convert_to_numpy=True)\n\n\n# Normalize embeddings\nx = source_embeddings\nx = x / np.linalg.norm(x, axis=1, keepdims=True)\n\ny = target_embeddings\ny = y / np.linalg.norm(y, axis=1, keepdims=True)\n\n# Perform kNN in both directions\nx2y_sim, x2y_ind = kNN(x, y, knn_neighbors, use_ann_search, ann_num_clusters, ann_num_cluster_probe)\nx2y_mean = x2y_sim.mean(axis=1)\n\ny2x_sim, y2x_ind = kNN(y, x, knn_neighbors, use_ann_search, ann_num_clusters, ann_num_cluster_probe)\ny2x_mean = y2x_sim.mean(axis=1)\n\n# Compute forward and backward scores\nmargin = lambda a, b: a / b\nfwd_scores = score_candidates(x, y, x2y_ind, x2y_mean, y2x_mean, margin)\nbwd_scores = score_candidates(y, x, y2x_ind, y2x_mean, x2y_mean, margin)\nfwd_best = x2y_ind[np.arange(x.shape[0]), fwd_scores.argmax(axis=1)]\nbwd_best = y2x_ind[np.arange(y.shape[0]), bwd_scores.argmax(axis=1)]\n\nindices = np.stack(\n    [np.concatenate([np.arange(x.shape[0]), bwd_best]), np.concatenate([fwd_best, np.arange(y.shape[0])])], axis=1\n)\nscores = np.concatenate([fwd_scores.max(axis=1), bwd_scores.max(axis=1)])\nseen_src, seen_trg = set(), set()\n\n# Extract list of parallel sentences\nprint(\"Write sentences to disk\")\nsentences_written = 0\nwith gzip.open(\"parallel-sentences-out.tsv.gz\", \"wt\", encoding=\"utf8\") as fOut:\n    for i in np.argsort(-scores):\n        src_ind, trg_ind = indices[i]\n        src_ind = int(src_ind)\n        trg_ind = int(trg_ind)\n\n        if scores[i] < min_threshold:\n            break\n\n        if src_ind not in seen_src and trg_ind not in seen_trg:\n            seen_src.add(src_ind)\n            seen_trg.add(trg_ind)\n            fOut.write(\n                \"{:.4f}\\t{}\\t{}\\n\".format(\n                    scores[i],\n                    source_sentences[src_ind].replace(\"\\t\", \" \"),\n                    target_sentences[trg_ind].replace(\"\\t\", \" \"),\n                )\n            )\n            sentences_written += 1\n\nprint(f\"Done. {sentences_written} sentences written\")\n"
  },
  {
    "path": "examples/sentence_transformer/applications/parallel-sentence-mining/bitext_mining_utils.py",
    "content": "\"\"\"\nThis file contains some utilities functions used to find parallel sentences\nin two monolingual corpora.\n\nCode in this file has been adapted from the LASER repository:\nhttps://github.com/facebookresearch/LASER\n\"\"\"\n\nimport gzip\nimport lzma\nimport time\n\nimport faiss\nimport numpy as np\n\n\n########  Functions to find and score candidates\ndef score(x, y, fwd_mean, bwd_mean, margin):\n    return margin(x.dot(y), (fwd_mean + bwd_mean) / 2)\n\n\ndef score_candidates(x, y, candidate_inds, fwd_mean, bwd_mean, margin):\n    scores = np.zeros(candidate_inds.shape)\n    for i in range(scores.shape[0]):\n        for j in range(scores.shape[1]):\n            k = candidate_inds[i, j]\n            scores[i, j] = score(x[i], y[k], fwd_mean[i], bwd_mean[k], margin)\n    return scores\n\n\ndef kNN(x, y, k, use_ann_search=False, ann_num_clusters=32768, ann_num_cluster_probe=3):\n    start_time = time.time()\n    if use_ann_search:\n        print(\"Perform approx. kNN search\")\n        n_cluster = min(ann_num_clusters, int(y.shape[0] / 1000))\n        quantizer = faiss.IndexFlatIP(y.shape[1])\n        index = faiss.IndexIVFFlat(quantizer, y.shape[1], n_cluster, faiss.METRIC_INNER_PRODUCT)\n        index.nprobe = ann_num_cluster_probe\n        index.train(y)\n        index.add(y)\n        sim, ind = index.search(x, k)\n    else:\n        print(\"Perform exact search\")\n        idx = faiss.IndexFlatIP(y.shape[1])\n        idx.add(y)\n        sim, ind = idx.search(x, k)\n\n    print(f\"Done: {time.time() - start_time:.2f} sec\")\n    return sim, ind\n\n\ndef file_open(filepath):\n    # Function to allowing opening files based on file extension\n    if filepath.endswith(\".gz\"):\n        return gzip.open(filepath, \"rt\", encoding=\"utf8\")\n    elif filepath.endswith(\"xz\"):\n        return lzma.open(filepath, \"rt\", encoding=\"utf8\")\n    else:\n        return open(filepath, encoding=\"utf8\")\n"
  },
  {
    "path": "examples/sentence_transformer/applications/parallel-sentence-mining/bucc2018.py",
    "content": "\"\"\"\nThis script tests the approach on the BUCC 2018 shared task on finding parallel sentences:\nhttps://comparable.limsi.fr/bucc2018/bucc2018-task.html\n\nYou can download the necessary files from there.\n\nWe have used it in our paper (https://huggingface.co/papers/2004.09813) in Section 4.2 to evaluate different multilingual models.\n\nThis script requires that you have FAISS installed:\nhttps://github.com/facebookresearch/faiss\n\"\"\"\n\nimport os\nimport pickle\nfrom collections import defaultdict\n\nimport numpy as np\nimport torch\nfrom bitext_mining_utils import kNN, score_candidates\nfrom sklearn.decomposition import PCA\n\nfrom sentence_transformers import SentenceTransformer, models\n\n# Model we want to use for bitext mining. LaBSE achieves state-of-the-art performance\nmodel_name = \"LaBSE\"\nmodel = SentenceTransformer(model_name)\n\n# Input files for BUCC2018 shared task\nsource_file = \"bucc2018/de-en/de-en.training.de\"\ntarget_file = \"bucc2018/de-en/de-en.training.en\"\nlabels_file = \"bucc2018/de-en/de-en.training.gold\"\n\n\n# We base the scoring on k nearest neighbors for each element\nknn_neighbors = 4\n\n# Min score for text pairs. Note, score can be larger than 1\nmin_threshold = 1\n\n# Do we want to use exact search of approximate nearest neighbor search (ANN)\n# Exact search: Slower, but we don't miss any parallel sentences\n# ANN: Faster, but the recall will be lower\nuse_ann_search = True\n\n# Number of clusters for ANN. Optimal number depends on dataset size\nann_num_clusters = 32768\n\n# How many cluster to explorer for search. Higher number = better recall, slower\nann_num_cluster_probe = 5\n\n# To save memory, we can use PCA to reduce the dimensionality from 768 to for example 128 dimensions\n# The encoded embeddings will hence require 6 times less memory. However, we observe a small drop in performance.\nuse_pca = False\npca_dimensions = 128\n\n# We store the embeddings on disk, so that they can later be loaded from disk\nsource_embedding_file = f\"{model_name}_{os.path.basename(source_file)}_{pca_dimensions if use_pca else model.get_sentence_embedding_dimension()}.emb\"\ntarget_embedding_file = f\"{model_name}_{os.path.basename(target_file)}_{pca_dimensions if use_pca else model.get_sentence_embedding_dimension()}.emb\"\n\n\n# Use PCA to reduce the dimensionality of the sentence embedding model\nif use_pca:\n    # We use a smaller number of training sentences to learn the PCA\n    train_sent = []\n    num_train_sent = 20000\n\n    with open(source_file, encoding=\"utf8\") as fSource, open(target_file, encoding=\"utf8\") as fTarget:\n        for line_source, line_target in zip(fSource, fTarget):\n            id, sentence = line_source.strip().split(\"\\t\", maxsplit=1)\n            train_sent.append(sentence)\n\n            id, sentence = line_target.strip().split(\"\\t\", maxsplit=1)\n            train_sent.append(sentence)\n\n            if len(train_sent) >= num_train_sent:\n                break\n\n    print(\"Encode training embeddings for PCA\")\n    train_matrix = model.encode(train_sent, show_progress_bar=True, convert_to_numpy=True)\n    pca = PCA(n_components=pca_dimensions)\n    pca.fit(train_matrix)\n\n    dense = models.Dense(\n        in_features=model.get_sentence_embedding_dimension(),\n        out_features=pca_dimensions,\n        bias=False,\n        activation_function=torch.nn.Identity(),\n    )\n    dense.linear.weight = torch.nn.Parameter(torch.tensor(pca.components_))\n    model.add_module(\"dense\", dense)\n\n\nprint(\"Read source file\")\nsource = {}\nwith open(source_file, encoding=\"utf8\") as fIn:\n    for line in fIn:\n        id, sentence = line.strip().split(\"\\t\", maxsplit=1)\n        source[id] = sentence\n\nprint(\"Read target file\")\ntarget = {}\nwith open(target_file, encoding=\"utf8\") as fIn:\n    for line in fIn:\n        id, sentence = line.strip().split(\"\\t\", maxsplit=1)\n        target[id] = sentence\n\nlabels = defaultdict(lambda: defaultdict(bool))\nnum_total_parallel = 0\nwith open(labels_file) as fIn:\n    for line in fIn:\n        src_id, trg_id = line.strip().split(\"\\t\")\n        if src_id in source and trg_id in target:\n            labels[src_id][trg_id] = True\n            labels[trg_id][src_id] = True\n            num_total_parallel += 1\n\nprint(\"Source Sentences:\", len(source))\nprint(\"Target Sentences:\", len(target))\nprint(\"Num Parallel:\", num_total_parallel)\n\n### Encode source sentences\nsource_ids = list(source.keys())\nsource_sentences = [source[id] for id in source_ids]\n\nif not os.path.exists(source_embedding_file):\n    print(\"Encode source sentences\")\n    source_embeddings = model.encode(source_sentences, show_progress_bar=True, convert_to_numpy=True)\n    with open(source_embedding_file, \"wb\") as fOut:\n        pickle.dump(source_embeddings, fOut)\nelse:\n    with open(source_embedding_file, \"rb\") as fIn:\n        source_embeddings = pickle.load(fIn)\n\n### Encode target sentences\ntarget_ids = list(target.keys())\ntarget_sentences = [target[id] for id in target_ids]\n\nif not os.path.exists(target_embedding_file):\n    print(\"Encode target sentences\")\n    target_embeddings = model.encode(target_sentences, show_progress_bar=True, convert_to_numpy=True)\n    with open(target_embedding_file, \"wb\") as fOut:\n        pickle.dump(target_embeddings, fOut)\nelse:\n    with open(target_embedding_file, \"rb\") as fIn:\n        target_embeddings = pickle.load(fIn)\n\n##### Now we start to search for parallel (translated) sentences\n\n# Normalize embeddings\nx = source_embeddings\ny = target_embeddings\n\nprint(\"Shape Source:\", x.shape)\nprint(\"Shape Target:\", y.shape)\n\nx = x / np.linalg.norm(x, axis=1, keepdims=True)\ny = y / np.linalg.norm(y, axis=1, keepdims=True)\n\n# Perform kNN in both directions\nx2y_sim, x2y_ind = kNN(x, y, knn_neighbors, use_ann_search, ann_num_clusters, ann_num_cluster_probe)\nx2y_mean = x2y_sim.mean(axis=1)\n\ny2x_sim, y2x_ind = kNN(y, x, knn_neighbors, use_ann_search, ann_num_clusters, ann_num_cluster_probe)\ny2x_mean = y2x_sim.mean(axis=1)\n\n# Compute forward and backward scores\nmargin = lambda a, b: a / b\nfwd_scores = score_candidates(x, y, x2y_ind, x2y_mean, y2x_mean, margin)\nbwd_scores = score_candidates(y, x, y2x_ind, y2x_mean, x2y_mean, margin)\nfwd_best = x2y_ind[np.arange(x.shape[0]), fwd_scores.argmax(axis=1)]\nbwd_best = y2x_ind[np.arange(y.shape[0]), bwd_scores.argmax(axis=1)]\n\nindices = np.stack(\n    [np.concatenate([np.arange(x.shape[0]), bwd_best]), np.concatenate([fwd_best, np.arange(y.shape[0])])], axis=1\n)\nscores = np.concatenate([fwd_scores.max(axis=1), bwd_scores.max(axis=1)])\nseen_src, seen_trg = set(), set()\n\n# Extract list of parallel sentences\nbitext_list = []\nfor i in np.argsort(-scores):\n    src_ind, trg_ind = indices[i]\n    src_ind = int(src_ind)\n    trg_ind = int(trg_ind)\n\n    if scores[i] < min_threshold:\n        break\n\n    if src_ind not in seen_src and trg_ind not in seen_trg:\n        seen_src.add(src_ind)\n        seen_trg.add(trg_ind)\n        bitext_list.append([scores[i], source_ids[src_ind], target_ids[trg_ind]])\n\n\n# Measure Performance by computing the threshold\n# that leads to the best F1 score performance\nbitext_list = sorted(bitext_list, key=lambda x: x[0], reverse=True)\n\nn_extract = n_correct = 0\nthreshold = 0\nbest_f1 = best_recall = best_precision = 0\naverage_precision = 0\n\nfor idx in range(len(bitext_list)):\n    score, id1, id2 = bitext_list[idx]\n    n_extract += 1\n    if labels[id1][id2] or labels[id2][id1]:\n        n_correct += 1\n        precision = n_correct / n_extract\n        recall = n_correct / num_total_parallel\n        f1 = 2 * precision * recall / (precision + recall)\n        average_precision += precision\n        if f1 > best_f1:\n            best_f1 = f1\n            best_precision = precision\n            best_recall = recall\n            threshold = (bitext_list[idx][0] + bitext_list[min(idx + 1, len(bitext_list) - 1)][0]) / 2\n\nprint(\"Best Threshold:\", threshold)\nprint(\"Recall:\", best_recall)\nprint(\"Precision:\", best_precision)\nprint(\"F1:\", best_f1)\n"
  },
  {
    "path": "examples/sentence_transformer/applications/paraphrase-mining/README.md",
    "content": "# Paraphrase Mining\n\nParaphrase mining is the task of finding paraphrases (texts with identical / similar meaning) in a large corpus of sentences. In [Semantic Textual Similarity](../../../../docs/sentence_transformer/usage/semantic_textual_similarity.rst) we saw a simplified version of finding paraphrases in a list of sentences. The approach presented there used a brute-force approach to score and rank all pairs.\n\n```{eval-rst}\nHowever, as this has a quadratic runtime, it fails to scale to large (10,000 and more) collections of sentences. For larger collections, the :func:`~sentence_transformers.util.paraphrase_mining` function can be used::\n\n    from sentence_transformers import SentenceTransformer\n    from sentence_transformers.util import paraphrase_mining\n\n    model = SentenceTransformer(\"all-MiniLM-L6-v2\")\n\n    # Single list of sentences - Possible tens of thousands of sentences\n    sentences = [\n        \"The cat sits outside\",\n        \"A man is playing guitar\",\n        \"I love pasta\",\n        \"The new movie is awesome\",\n        \"The cat plays in the garden\",\n        \"A woman watches TV\",\n        \"The new movie is so great\",\n        \"Do you like pizza?\",\n    ]\n\n    paraphrases = paraphrase_mining(model, sentences)\n\n    for paraphrase in paraphrases[0:10]:\n        score, i, j = paraphrase\n        print(\"{} \\t\\t {} \\t\\t Score: {:.4f}\".format(sentences[i], sentences[j], score))\n\nThe :func:`~sentence_transformers.util.paraphrase_mining` accepts the following parameters:\n\n.. autofunction:: sentence_transformers.util.paraphrase_mining\n\nTo optimize memory and computation time, paraphrase mining is performed in chunks, as specified by ``query_chunk_size`` and ``corpus_chunk_size``.\nTo be specific, only ``query_chunk_size * corpus_chunk_size`` pairs will be compared at a time, rather than ``len(sentences) * len(sentences)``. This is more time- and memory-efficient. Additionally, :func:`~sentence_transformers.util.paraphrase_mining` only considers the ``top_k`` best scores per sentences per chunk. You can experiment with this value as an efficiency-performance trade-off.\n\nFor example, for each sentence you will get only the one most relevant sentence in this script.\n\n::\n\n    paraphrases = paraphrase_mining(model, sentences, corpus_chunk_size=len(sentences), top_k=1)\n\nThe final key parameter is ``max_pairs``, which determines the maximum number of paraphrase pairs that the function returns. Usually, you get fewer pairs returned because the list is cleaned of duplicates, e.g., if it contains (A, B) and (B, A), then only one is returned.\n\n.. note::\n    \n    If B is the most similar sentence for A, A is not necessarily the most similar sentence for B. So it can happen that the returned list contains entries like (A, B) and (B, C).\n```\n"
  },
  {
    "path": "examples/sentence_transformer/applications/retrieve_rerank/README.md",
    "content": "# Retrieve & Re-Rank\n\nIn [Semantic Search](../semantic-search/README.md) we have shown how to use SentenceTransformer to compute embeddings for queries, sentences, and paragraphs and how to use this for semantic search. For complex search tasks, for example question answering retrieval, the search can significantly be improved by using **Retrieve & Re-Rank**.\n\n## Retrieve & Re-Rank Pipeline\n\nThe following pipeline for Information Retrieval / Question Answering Retrieval works very well. All components are provided and explained in this article:\n\n![InformationRetrieval](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/InformationRetrieval.png)\n\n```{eval-rst}\nGiven a search query, we first use a **retrieval system** that retrieves a large list of e.g. 100 possible hits which are potentially relevant for the query. For the retrieval, we can use either lexical search, e.g. with a vector engine like Elasticsearch, or we can use dense retrieval with a :class:`~sentence_transformers.SentenceTransformer` (a.k.a. bi-encoder).  However, the retrieval system might retrieve documents that are not that relevant for the search query. Hence, in a second stage, we use a **re-ranker** based on a :class:`~sentence_transformers.cross_encoder.CrossEncoder` that scores the relevancy of all candidates for the given search query. The output will be a ranked list of hits we can present to the user.\n```\n\n## Retrieval: Bi-Encoder\n\nFor the retrieval of the candidate set, we can either use lexical search (e.g. [Elasticsearch](https://www.elastic.co/elasticsearch/)), or we can use a bi-encoder which is implemented in Sentence Transformers.\n\nLexical search looks for literal matches of the query words in your document collection. It will not recognize synonyms, acronyms or spelling variations. In contrast, semantic search (or dense retrieval) encodes the search query into vector space and retrieves the document embeddings that are close in vector space.\n\n![SemanticSearch](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/SemanticSearch.png)\n\nSemantic search overcomes the shortcomings of lexical search and can recognize synonym and acronyms. Have a look at the [semantic search article](../semantic-search/README.md) for different options to implement semantic search.\n\n## Re-Ranker: Cross-Encoder\n\nThe retriever has to be efficient for large document collections with millions of entries. However, it might return irrelevant candidates. A re-ranker based on a Cross-Encoder can substantially improve the final results for the user. The query and a possible document is passed simultaneously to transformer network, which then outputs a single score between 0 and 1 indicating how relevant the document is for the given query.\n\n![CrossEncoder](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/CrossEncoder.png)\n\nThe advantage of Cross-Encoders is the higher performance, as they perform attention across the query and the document. Scoring thousands or millions of (query, document)-pairs would be rather slow. Hence, we use the retriever to create a set of e.g. 100 possible candidates which are then re-ranked by the Cross-Encoder.\n\n## Example Scripts\n\n- **[retrieve_rerank_simple_wikipedia.ipynb](retrieve_rerank_simple_wikipedia.ipynb)** [ [Colab Version](https://colab.research.google.com/github/huggingface/sentence-transformers/blob/main/examples/sentence_transformer/applications/retrieve_rerank/retrieve_rerank_simple_wikipedia.ipynb) ]: This script uses the smaller [Simple English Wikipedia](https://simple.wikipedia.org/wiki/Main_Page) as document collection to provide answers to user questions / search queries. First, we split all Wikipedia articles into paragraphs and encode them with a bi-encoder. If a new query / question is entered, it is encoded by the same bi-encoder and the paragraphs with the highest cosine-similarity are retrieved (see [semantic search](../semantic-search/README.md)). Next, the retrieved candidates are scored by a Cross-Encoder re-ranker and the 5 passages with the highest score from the Cross-Encoder are presented to the user.\n\n* **[in_document_search_crossencoder.py](in_document_search_crossencoder.py):** If you only have a small set of paragraphs, we don't do the retrieval stage. This is for example the case if you want to perform search within a single document. In this example, we take the Wikipedia article about Europe and split it into paragraphs. Then, the search query / question and all paragraphs are scored using the Cross-Encoder re-ranker. The most relevant passages for the query are returned.\n\n## Pre-trained Bi-Encoders (Retrieval)\n\nThe bi-encoder produces embeddings independently for your paragraphs and for your search queries. You can use it like this:\n\n```python\nfrom sentence_transformers import SentenceTransformer\n\nmodel = SentenceTransformer(\"multi-qa-mpnet-base-dot-v1\")\n\ndocs = [\n    \"My first paragraph. That contains information\",\n    \"Python is a programming language.\",\n]\ndocument_embeddings = model.encode(docs)\n\nquery = \"What is Python?\"\nquery_embedding = model.encode(query)\n```\n\nFor more details how to compare the embeddings, see [semantic search](../semantic-search/README.md).\n\nWe provide pre-trained models based on:\n\n- **MS MARCO:** 500k real user queries from Bing search engine. See [MS MARCO models](../../../../docs/pretrained-models/msmarco-v3.md)\n\n## Pre-trained Cross-Encoders (Re-Ranker)\n\nFor pre-trained Cross Encoder models, see: [MS MARCO Cross-Encoders](../../../../docs/cross_encoder/pretrained_models.md#ms-marco)\n"
  },
  {
    "path": "examples/sentence_transformer/applications/retrieve_rerank/in_document_search_crossencoder.py",
    "content": "\"\"\"\nThis example show how in-document search can be used with a CrossEncoder.\n\nThe document is split into passage. Here, we use three consecutive sentences as a passage. You can use shorter passage, for example, individual sentences,\nor longer passages, like full paragraphs.\n\n\nThe CrossEncoder takes the search query and scores every passage how relevant the passage is for the given score. The five passages with the highest score are  then returned.\n\nAs CrossEncoder, we use cross-encoder/ms-marco-TinyBERT-L2, a BERT model with only 2 layers trained on the MS MARCO dataset. This is an extremely quick model able to score up to 9000 passages per second (on a V100 GPU). You can also use a larger model, which gives better results but is also slower.\n\nNote: As we score the [query, passage]-pair for every new query, this search method\nbecomes at some point in-efficient if the document gets too large.\n\nUsage: python in_document_search_crossencoder.py\n\nNote: Requires NLTK: `pip install nltk`\n\"\"\"\n\nimport time\n\nfrom nltk import sent_tokenize\n\nfrom sentence_transformers import CrossEncoder\n\n# As document, we take the first two section from the Wikipedia article about Europe\ndocument = \"\"\"Europe is a continent located entirely in the Northern Hemisphere and mostly in the Eastern Hemisphere. It comprises the westernmost part of Eurasia and is bordered by the Arctic Ocean to the north, the Atlantic Ocean to the west, the Mediterranean Sea to the south, and Asia to the east. Europe is commonly considered to be separated from Asia by the watershed of the Ural Mountains, the Ural River, the Caspian Sea, the Greater Caucasus, the Black Sea, and the waterways of the Turkish Straits. Although some of this border is over land, Europe is generally accorded the status of a full continent because of its great physical size and the weight of history and tradition.\n\nEurope covers about 10,180,000 square kilometres (3,930,000 sq mi), or 2% of the Earth's surface (6.8% of land area), making it the second smallest continent. Politically, Europe is divided into about fifty sovereign states, of which Russia is the largest and most populous, spanning 39% of the continent and comprising 15% of its population. Europe had a total population of about 741 million (about 11% of the world population) as of 2018. The European climate is largely affected by warm Atlantic currents that temper winters and summers on much of the continent, even at latitudes along which the climate in Asia and North America is severe. Further from the sea, seasonal differences are more noticeable than close to the coast.\n\nEuropean culture is the root of Western civilization, which traces its lineage back to ancient Greece and ancient Rome. The fall of the Western Roman Empire in 476 AD and the subsequent Migration Period marked the end of Europe's ancient history and the beginning of the Middle Ages. Renaissance humanism, exploration, art and science led to the modern era. Since the Age of Discovery, started by Portugal and Spain, Europe played a predominant role in global affairs. Between the 16th and 20th centuries, European powers colonized at various times the Americas, almost all of Africa and Oceania, and the majority of Asia.\n\nThe Age of Enlightenment, the subsequent French Revolution and the Napoleonic Wars shaped the continent culturally, politically and economically from the end of the 17th century until the first half of the 19th century. The Industrial Revolution, which began in Great Britain at the end of the 18th century, gave rise to radical economic, cultural and social change in Western Europe and eventually the wider world. Both world wars took place for the most part in Europe, contributing to a decline in Western European dominance in world affairs by the mid-20th century as the Soviet Union and the United States took prominence. During the Cold War, Europe was divided along the Iron Curtain between NATO in the West and the Warsaw Pact in the East, until the revolutions of 1989 and fall of the Berlin Wall.\n\nIn 1949, the Council of Europe was founded with the idea of unifying Europe to achieve common goals. Further European integration by some states led to the formation of the European Union (EU), a separate political entity that lies between a confederation and a federation. The EU originated in Western Europe but has been expanding eastward since the fall of the Soviet Union in 1991. The currency of most countries of the European Union, the euro, is the most commonly used among Europeans; and the EU's Schengen Area abolishes border and immigration controls between most of its member states. There exists a political movement favoring the evolution of the European Union into a single federation encompassing much of the continent.\n\nIn classical Greek mythology, Europa (Ancient Greek: Εὐρώπη, Eurṓpē) was a Phoenician princess. One view is that her name derives from the ancient Greek elements εὐρύς (eurús), \"wide, broad\" and ὤψ (ōps, gen. ὠπός, ōpós) \"eye, face, countenance\", hence their composite Eurṓpē would mean \"wide-gazing\" or \"broad of aspect\". Broad has been an epithet of Earth herself in the reconstructed Proto-Indo-European religion and the poetry devoted to it. An alternative view is that of R.S.P. Beekes who has argued in favor of a Pre-Indo-European origin for the name, explaining that a derivation from ancient Greek eurus would yield a different toponym than Europa. Beekes has located toponyms related to that of Europa in the territory of ancient Greece and localities like that of Europos in ancient Macedonia.\n\nThere have been attempts to connect Eurṓpē to a Semitic term for \"west\", this being either Akkadian erebu meaning \"to go down, set\" (said of the sun) or Phoenician 'ereb \"evening, west\", which is at the origin of Arabic Maghreb and Hebrew ma'arav. Michael A. Barry finds the mention of the word Ereb on an Assyrian stele with the meaning of \"night, [the country of] sunset\", in opposition to Asu \"[the country of] sunrise\", i.e. Asia. The same naming motive according to \"cartographic convention\" appears in Greek Ἀνατολή (Anatolḗ \"[sun] rise\", \"east\", hence Anatolia). Martin Litchfield West stated that \"phonologically, the match between Europa's name and any form of the Semitic word is very poor\", while Beekes considers a connection to Semitic languages improbable. Next to these hypotheses there is also a Proto-Indo-European root *h1regʷos, meaning \"darkness\", which also produced Greek Erebus.\n\nMost major world languages use words derived from Eurṓpē or Europa to refer to the continent. Chinese, for example, uses the word Ōuzhōu (歐洲/欧洲), which is an abbreviation of the transliterated name Ōuluóbā zhōu (歐羅巴洲) (zhōu means \"continent\"); a similar Chinese-derived term Ōshū (欧州) is also sometimes used in Japanese such as in the Japanese name of the European Union, Ōshū Rengō (欧州連合), despite the katakana Yōroppa (ヨーロッパ) being more commonly used. In some Turkic languages, the originally Persian name Frangistan (\"land of the Franks\") is used casually in referring to much of Europe, besides official names such as Avrupa or Evropa.\"\"\"\n\n## We split this article into paragraphs and then every paragraph into sentences\nparagraphs = []\nfor paragraph in document.replace(\"\\r\\n\", \"\\n\").split(\"\\n\\n\"):\n    if len(paragraph.strip()) > 0:\n        paragraphs.append(sent_tokenize(paragraph.strip()))\n\n\n# We combine up to 3 sentences into a passage. You can choose smaller or larger values for window_size\n# Smaller value: Context from other sentences might get lost\n# Lager values: More context from the paragraph remains, but results are longer\nwindow_size = 3\npassages = []\nfor paragraph in paragraphs:\n    for start_idx in range(0, len(paragraph), window_size):\n        end_idx = min(start_idx + window_size, len(paragraph))\n        passages.append(\" \".join(paragraph[start_idx:end_idx]))\n\n\nprint(\"Paragraphs: \", len(paragraphs))\nprint(\"Sentences: \", sum([len(p) for p in paragraphs]))\nprint(\"Passages: \", len(passages))\n\n\n## Load our cross-encoder. Use fast tokenizer to speed up the tokenization\nmodel = CrossEncoder(\"cross-encoder/ms-marco-TinyBERT-L2\")\n\n## Some queries we want to search for in the document\nqueries = [\n    \"How large is Europe?\",\n    \"Is Europe a continent?\",\n    \"What is the currency in EU?\",\n    \"Fall Roman Empire when\",  # We can also search for key word queries\n    \"Is Europa in the south part of the globe?\",\n]  # Europe is miss-spelled & the matching sentences does not mention any of the content words\n\n# Search in a loop for the individual queries\nfor query in queries:\n    start_time = time.time()\n\n    # Concatenate the query and all passages and predict the scores for the pairs [query, passage]\n    model_inputs = [[query, passage] for passage in passages]\n    scores = model.predict(model_inputs)\n\n    # Sort the scores in decreasing order\n    results = [{\"input\": inp, \"score\": score} for inp, score in zip(model_inputs, scores)]\n    results = sorted(results, key=lambda x: x[\"score\"], reverse=True)\n\n    print(\"Query:\", query)\n    print(f\"Search took {time.time() - start_time:.2f} seconds\")\n    for hit in results[0:5]:\n        print(\"Score: {:.2f}\".format(hit[\"score\"]), \"\\t\", hit[\"input\"][1])\n\n    print(\"==========\")\n"
  },
  {
    "path": "examples/sentence_transformer/applications/retrieve_rerank/retrieve_rerank_simple_wikipedia.ipynb",
    "content": "{\n \"cells\": [\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {\n    \"id\": \"ZyP3dXRfcXLa\"\n   },\n   \"source\": [\n    \"# Retrieve & Re-Rank Demo over Simple Wikipedia\\n\",\n    \"\\n\",\n    \"This examples demonstrates the Retrieve & Re-Rank Setup and allows to search over [Simple Wikipedia](https://simple.wikipedia.org/wiki/Main_Page).\\n\",\n    \"\\n\",\n    \"You can input a query or a question. The script then uses semantic search\\n\",\n    \"to find relevant passages in Simple English Wikipedia (as it is smaller and fits better in RAM).\\n\",\n    \"\\n\",\n    \"For semantic search, we use `SentenceTransformer('multi-qa-MiniLM-L6-cos-v1')` and retrieve\\n\",\n    \"32 potentially passages that answer the input query.\\n\",\n    \"\\n\",\n    \"Next, we use a more powerful CrossEncoder (`cross_encoder = CrossEncoder('cross-encoder/ms-marco-MiniLM-L6-v2')`) that\\n\",\n    \"scores the query and all retrieved passages for their relevancy. The cross-encoder further boost the performance,\\n\",\n    \"especially when you search over a corpus for which the bi-encoder was not trained for.\\n\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 1,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"X2R9TjVzNV_E\",\n    \"outputId\": \"97bda76a-a58e-471b-b305-c8022aaf9b84\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Requirement already up-to-date: sentence-transformers in /opt/conda/lib/python3.8/site-packages (2.0.0)\\n\",\n      \"Requirement already up-to-date: rank_bm25 in /opt/conda/lib/python3.8/site-packages (0.2.1)\\n\",\n      \"Requirement already satisfied, skipping upgrade: torch>=1.6.0 in /opt/conda/lib/python3.8/site-packages (from sentence-transformers) (1.8.1)\\n\",\n      \"Requirement already satisfied, skipping upgrade: tqdm in /opt/conda/lib/python3.8/site-packages (from sentence-transformers) (4.51.0)\\n\",\n      \"Requirement already satisfied, skipping upgrade: huggingface-hub in /opt/conda/lib/python3.8/site-packages (from sentence-transformers) (0.0.8)\\n\",\n      \"Requirement already satisfied, skipping upgrade: torchvision in /opt/conda/lib/python3.8/site-packages (from sentence-transformers) (0.9.1)\\n\",\n      \"Requirement already satisfied, skipping upgrade: transformers<5.0.0,>=4.6.0 in /opt/conda/lib/python3.8/site-packages (from sentence-transformers) (4.6.1)\\n\",\n      \"Requirement already satisfied, skipping upgrade: scipy in /opt/conda/lib/python3.8/site-packages (from sentence-transformers) (1.6.3)\\n\",\n      \"Requirement already satisfied, skipping upgrade: numpy in /opt/conda/lib/python3.8/site-packages (from sentence-transformers) (1.19.2)\\n\",\n      \"Requirement already satisfied, skipping upgrade: nltk in /opt/conda/lib/python3.8/site-packages (from sentence-transformers) (3.6.2)\\n\",\n      \"Requirement already satisfied, skipping upgrade: sentencepiece in /opt/conda/lib/python3.8/site-packages (from sentence-transformers) (0.1.95)\\n\",\n      \"Requirement already satisfied, skipping upgrade: scikit-learn in /opt/conda/lib/python3.8/site-packages (from sentence-transformers) (0.24.2)\\n\",\n      \"Requirement already satisfied, skipping upgrade: typing_extensions in /opt/conda/lib/python3.8/site-packages (from torch>=1.6.0->sentence-transformers) (3.7.4.3)\\n\",\n      \"Requirement already satisfied, skipping upgrade: filelock in /opt/conda/lib/python3.8/site-packages (from huggingface-hub->sentence-transformers) (3.0.12)\\n\",\n      \"Requirement already satisfied, skipping upgrade: requests in /opt/conda/lib/python3.8/site-packages (from huggingface-hub->sentence-transformers) (2.24.0)\\n\",\n      \"Requirement already satisfied, skipping upgrade: pillow>=4.1.1 in /opt/conda/lib/python3.8/site-packages (from torchvision->sentence-transformers) (8.1.2)\\n\",\n      \"Requirement already satisfied, skipping upgrade: tokenizers<0.11,>=0.10.1 in /opt/conda/lib/python3.8/site-packages (from transformers<5.0.0,>=4.6.0->sentence-transformers) (0.10.2)\\n\",\n      \"Requirement already satisfied, skipping upgrade: sacremoses in /opt/conda/lib/python3.8/site-packages (from transformers<5.0.0,>=4.6.0->sentence-transformers) (0.0.45)\\n\",\n      \"Requirement already satisfied, skipping upgrade: regex!=2019.12.17 in /opt/conda/lib/python3.8/site-packages (from transformers<5.0.0,>=4.6.0->sentence-transformers) (2021.4.4)\\n\",\n      \"Requirement already satisfied, skipping upgrade: packaging in /opt/conda/lib/python3.8/site-packages (from transformers<5.0.0,>=4.6.0->sentence-transformers) (20.9)\\n\",\n      \"Requirement already satisfied, skipping upgrade: click in /opt/conda/lib/python3.8/site-packages (from nltk->sentence-transformers) (7.1.2)\\n\",\n      \"Requirement already satisfied, skipping upgrade: joblib in /opt/conda/lib/python3.8/site-packages (from nltk->sentence-transformers) (1.0.1)\\n\",\n      \"Requirement already satisfied, skipping upgrade: threadpoolctl>=2.0.0 in /opt/conda/lib/python3.8/site-packages (from scikit-learn->sentence-transformers) (2.1.0)\\n\",\n      \"Requirement already satisfied, skipping upgrade: idna<3,>=2.5 in /opt/conda/lib/python3.8/site-packages (from requests->huggingface-hub->sentence-transformers) (2.10)\\n\",\n      \"Requirement already satisfied, skipping upgrade: certifi>=2017.4.17 in /opt/conda/lib/python3.8/site-packages (from requests->huggingface-hub->sentence-transformers) (2020.12.5)\\n\",\n      \"Requirement already satisfied, skipping upgrade: chardet<4,>=3.0.2 in /opt/conda/lib/python3.8/site-packages (from requests->huggingface-hub->sentence-transformers) (3.0.4)\\n\",\n      \"Requirement already satisfied, skipping upgrade: urllib3!=1.25.0,!=1.25.1,<1.26,>=1.21.1 in /opt/conda/lib/python3.8/site-packages (from requests->huggingface-hub->sentence-transformers) (1.25.11)\\n\",\n      \"Requirement already satisfied, skipping upgrade: six in /opt/conda/lib/python3.8/site-packages (from sacremoses->transformers<5.0.0,>=4.6.0->sentence-transformers) (1.15.0)\\n\",\n      \"Requirement already satisfied, skipping upgrade: pyparsing>=2.0.2 in /opt/conda/lib/python3.8/site-packages (from packaging->transformers<5.0.0,>=4.6.0->sentence-transformers) (2.4.7)\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"!pip install -U sentence-transformers rank_bm25\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\",\n     \"height\": 431,\n     \"referenced_widgets\": [\n      \"89533b9769bd4fe5be0068b381a7b554\",\n      \"95bcab1f8336422aafa453f8412d9eed\",\n      \"7e15806e1ab74d6893f9c5f4ede9b5af\",\n      \"f9a01234d31e48cbb2b02f1b34acbbd1\",\n      \"89d89e63246f4e1d80b8a2a05db28a19\",\n 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HTML(value='')))\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"application/vnd.jupyter.widget-view+json\": {\n       \"model_id\": \"d09710be64b84512971b34ddae26adc5\",\n       \"version_major\": 2,\n       \"version_minor\": 0\n      },\n      \"text/plain\": [\n       \"HBox(children=(HTML(value='Downloading'), FloatProgress(value=0.0, max=112.0), HTML(value='')))\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"application/vnd.jupyter.widget-view+json\": {\n       \"model_id\": \"17819727fb494f158069daa1bf8963cf\",\n       \"version_major\": 2,\n       \"version_minor\": 0\n      },\n      \"text/plain\": [\n       \"HBox(children=(HTML(value='Downloading'), FloatProgress(value=0.0, max=466247.0), HTML(value='')))\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"application/vnd.jupyter.widget-view+json\": {\n       \"model_id\": \"914e5a8fd98d4c7a9722f1b05b24f53b\",\n       \"version_major\": 2,\n       \"version_minor\": 0\n      },\n      \"text/plain\": [\n       \"HBox(children=(HTML(value='Downloading'), FloatProgress(value=0.0, max=383.0), HTML(value='')))\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"application/vnd.jupyter.widget-view+json\": {\n       \"model_id\": \"02c97554783545118ceab68cc66ad47b\",\n       \"version_major\": 2,\n       \"version_minor\": 0\n      },\n      \"text/plain\": [\n       \"HBox(children=(HTML(value='Downloading'), FloatProgress(value=0.0, max=13846.0), HTML(value='')))\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"application/vnd.jupyter.widget-view+json\": {\n       \"model_id\": \"caf41586a73f4735a121e5cbe9b67606\",\n       \"version_major\": 2,\n       \"version_minor\": 0\n      },\n      \"text/plain\": [\n       \"HBox(children=(HTML(value='Downloading'), FloatProgress(value=0.0, max=231508.0), HTML(value='')))\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"application/vnd.jupyter.widget-view+json\": {\n       \"model_id\": \"c1059f1f0ef44c9db9e00d18afb23254\",\n       \"version_major\": 2,\n       \"version_minor\": 0\n      },\n      \"text/plain\": [\n       \"HBox(children=(HTML(value='Downloading'), FloatProgress(value=0.0, max=190.0), HTML(value='')))\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\",\n      \"Passages: 169597\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"application/vnd.jupyter.widget-view+json\": {\n       \"model_id\": \"778a221e446740239c9f9ba037b93c6e\",\n       \"version_major\": 2,\n       \"version_minor\": 0\n      },\n      \"text/plain\": [\n       \"HBox(children=(HTML(value='Batches'), FloatProgress(value=0.0, max=5300.0), HTML(value='')))\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"import gzip\\n\",\n    \"import json\\n\",\n    \"import os\\n\",\n    \"\\n\",\n    \"import torch\\n\",\n    \"\\n\",\n    \"from sentence_transformers import CrossEncoder, SentenceTransformer, util\\n\",\n    \"\\n\",\n    \"if not torch.cuda.is_available():\\n\",\n    \"    print(\\\"Warning: No GPU found. Please add GPU to your notebook\\\")\\n\",\n    \"\\n\",\n    \"\\n\",\n    \"# We use the Bi-Encoder to encode all passages, so that we can use it with semantic search\\n\",\n    \"bi_encoder = SentenceTransformer(\\\"multi-qa-MiniLM-L6-cos-v1\\\")\\n\",\n    \"bi_encoder.max_seq_length = 256  # Truncate long passages to 256 tokens\\n\",\n    \"top_k = 32  # Number of passages we want to retrieve with the bi-encoder\\n\",\n    \"\\n\",\n    \"# The bi-encoder will retrieve 100 documents. We use a cross-encoder, to re-rank the results list to improve the quality\\n\",\n    \"cross_encoder = CrossEncoder(\\\"cross-encoder/ms-marco-MiniLM-L6-v2\\\")\\n\",\n    \"\\n\",\n    \"# As dataset, we use Simple English Wikipedia. Compared to the full English wikipedia, it has only\\n\",\n    \"# about 170k articles. We split these articles into paragraphs and encode them with the bi-encoder\\n\",\n    \"\\n\",\n    \"wikipedia_filepath = \\\"simplewiki-2020-11-01.jsonl.gz\\\"\\n\",\n    \"\\n\",\n    \"if not os.path.exists(wikipedia_filepath):\\n\",\n    \"    util.http_get(\\\"http://sbert.net/datasets/simplewiki-2020-11-01.jsonl.gz\\\", wikipedia_filepath)\\n\",\n    \"\\n\",\n    \"passages = []\\n\",\n    \"with gzip.open(wikipedia_filepath, \\\"rt\\\", encoding=\\\"utf8\\\") as fIn:\\n\",\n    \"    for line in fIn:\\n\",\n    \"        data = json.loads(line.strip())\\n\",\n    \"\\n\",\n    \"        # Add all paragraphs\\n\",\n    \"        # passages.extend(data['paragraphs'])\\n\",\n    \"\\n\",\n    \"        # Only add the first paragraph\\n\",\n    \"        passages.append(data[\\\"paragraphs\\\"][0])\\n\",\n    \"\\n\",\n    \"print(\\\"Passages:\\\", len(passages))\\n\",\n    \"\\n\",\n    \"# We encode all passages into our vector space. This takes about 5 minutes (depends on your GPU speed)\\n\",\n    \"corpus_embeddings = bi_encoder.encode(passages, convert_to_tensor=True, show_progress_bar=True)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 4,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\",\n     \"height\": 122,\n     \"referenced_widgets\": [\n      \"ab19ef7e9763402589b15b4ccd1b5d6b\",\n      \"e5672d2910174d87be7434aa7bbe78c0\",\n      \"399bf19c69ed4a1490c6609284bacf27\",\n      \"c25ffe4acbac42ca9755248338ed864b\",\n      \"79e0e838f33f4c51b24bdfd12c7d0a00\",\n      \"e5595b23a62643aab844c875127a0a0a\",\n      \"dee30a855454476aaa572af57e6b7405\",\n      \"7d4f6eb85c0f4b06bf332c278da7f225\"\n     ]\n    },\n    \"id\": \"0rueR6ovrs01\",\n    \"outputId\": \"965b70da-90bb-4f6f-fc5a-fe44ba26c28c\"\n   },\n   \"outputs\": [\n    {\n     \"data\": {\n      \"application/vnd.jupyter.widget-view+json\": {\n       \"model_id\": \"2d834f0d787744c88abb8876c338a3b9\",\n       \"version_major\": 2,\n       \"version_minor\": 0\n      },\n      \"text/plain\": [\n       \"HBox(children=(HTML(value=''), FloatProgress(value=0.0, max=169597.0), HTML(value='')))\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"# We also compare the results to lexical search (keyword search). Here, we use\\n\",\n    \"# the BM25 algorithm which is implemented in the rank_bm25 package.\\n\",\n    \"\\n\",\n    \"import string\\n\",\n    \"\\n\",\n    \"import numpy as np\\n\",\n    \"from rank_bm25 import BM25Okapi\\n\",\n    \"from sklearn.feature_extraction import _stop_words\\n\",\n    \"from tqdm.autonotebook import tqdm\\n\",\n    \"\\n\",\n    \"\\n\",\n    \"# We lower case our text and remove stop-words from indexing\\n\",\n    \"def bm25_tokenizer(text):\\n\",\n    \"    tokenized_doc = []\\n\",\n    \"    for token in text.lower().split():\\n\",\n    \"        token = token.strip(string.punctuation)\\n\",\n    \"\\n\",\n    \"        if len(token) > 0 and token not in _stop_words.ENGLISH_STOP_WORDS:\\n\",\n    \"            tokenized_doc.append(token)\\n\",\n    \"    return tokenized_doc\\n\",\n    \"\\n\",\n    \"\\n\",\n    \"tokenized_corpus = []\\n\",\n    \"for passage in tqdm(passages):\\n\",\n    \"    tokenized_corpus.append(bm25_tokenizer(passage))\\n\",\n    \"\\n\",\n    \"bm25 = BM25Okapi(tokenized_corpus)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 5,\n   \"metadata\": {\n    \"id\": \"UlArb7kqN3Re\"\n   },\n   \"outputs\": [],\n   \"source\": [\n    \"# This function will search all wikipedia articles for passages that\\n\",\n    \"# answer the query\\n\",\n    \"def search(query):\\n\",\n    \"    print(\\\"Input question:\\\", query)\\n\",\n    \"\\n\",\n    \"    ##### BM25 search (lexical search) #####\\n\",\n    \"    bm25_scores = bm25.get_scores(bm25_tokenizer(query))\\n\",\n    \"    top_n = np.argpartition(bm25_scores, -5)[-5:]\\n\",\n    \"    bm25_hits = [{\\\"corpus_id\\\": idx, \\\"score\\\": bm25_scores[idx]} for idx in top_n]\\n\",\n    \"    bm25_hits = sorted(bm25_hits, key=lambda x: x[\\\"score\\\"], reverse=True)\\n\",\n    \"\\n\",\n    \"    print(\\\"Top-3 lexical search (BM25) hits\\\")\\n\",\n    \"    for hit in bm25_hits[0:3]:\\n\",\n    \"        print(\\\"\\\\t{:.3f}\\\\t{}\\\".format(hit[\\\"score\\\"], passages[hit[\\\"corpus_id\\\"]].replace(\\\"\\\\n\\\", \\\" \\\")))\\n\",\n    \"\\n\",\n    \"    ##### Semantic Search #####\\n\",\n    \"    # Encode the query using the bi-encoder and find potentially relevant passages\\n\",\n    \"    question_embedding = bi_encoder.encode(query, convert_to_tensor=True)\\n\",\n    \"    question_embedding = question_embedding.cuda()\\n\",\n    \"    hits = util.semantic_search(question_embedding, corpus_embeddings, top_k=top_k)\\n\",\n    \"    hits = hits[0]  # Get the hits for the first query\\n\",\n    \"\\n\",\n    \"    ##### Re-Ranking #####\\n\",\n    \"    # Now, score all retrieved passages with the cross_encoder\\n\",\n    \"    cross_inp = [[query, passages[hit[\\\"corpus_id\\\"]]] for hit in hits]\\n\",\n    \"    cross_scores = cross_encoder.predict(cross_inp)\\n\",\n    \"\\n\",\n    \"    # Sort results by the cross-encoder scores\\n\",\n    \"    for idx in range(len(cross_scores)):\\n\",\n    \"        hits[idx][\\\"cross-score\\\"] = cross_scores[idx]\\n\",\n    \"\\n\",\n    \"    # Output of top-5 hits from bi-encoder\\n\",\n    \"    print(\\\"\\\\n-------------------------\\\\n\\\")\\n\",\n    \"    print(\\\"Top-3 Bi-Encoder Retrieval hits\\\")\\n\",\n    \"    hits = sorted(hits, key=lambda x: x[\\\"score\\\"], reverse=True)\\n\",\n    \"    for hit in hits[0:3]:\\n\",\n    \"        print(\\\"\\\\t{:.3f}\\\\t{}\\\".format(hit[\\\"score\\\"], passages[hit[\\\"corpus_id\\\"]].replace(\\\"\\\\n\\\", \\\" \\\")))\\n\",\n    \"\\n\",\n    \"    # Output of top-5 hits from re-ranker\\n\",\n    \"    print(\\\"\\\\n-------------------------\\\\n\\\")\\n\",\n    \"    print(\\\"Top-3 Cross-Encoder Re-ranker hits\\\")\\n\",\n    \"    hits = sorted(hits, key=lambda x: x[\\\"cross-score\\\"], reverse=True)\\n\",\n    \"    for hit in hits[0:3]:\\n\",\n    \"        print(\\\"\\\\t{:.3f}\\\\t{}\\\".format(hit[\\\"cross-score\\\"], passages[hit[\\\"corpus_id\\\"]].replace(\\\"\\\\n\\\", \\\" \\\")))\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 6,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"2J0Zxgw0artg\",\n    \"outputId\": \"91a700f5-bb26-444e-abd3-c41721a1b708\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: What is the capital of the United States?\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t13.316\\tCapital punishment (the death penalty) has existed in the United States since before the United States was a country. As of 2017, capital punishment is legal in 30 of the 50 states. The federal government (including the United States military) also uses capital punishment.\\n\",\n      \"\\t11.434\\tOhio is one of the 50 states in the United States. Its capital is Columbus. Columbus also is the largest city in Ohio.\\n\",\n      \"\\t11.179\\tNevada is one of the United States' states. Its capital is Carson City. Other big cities are Las Vegas and Reno.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.622\\tCities in the United States:\\n\",\n      \"\\t0.597\\tThe United States Capitol is the building where the United States Congress meets. It is the center of the legislative branch of the U.S. federal government. It is in Washington, D.C., on top of Capitol Hill at the east end of the National Mall.\\n\",\n      \"\\t0.596\\tIn the United States:\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t8.906\\tWashington, D.C. (also known as simply Washington or D.C., and officially as the District of Columbia) is the capital of the United States. It is a federal district. The President of the USA and many major national government offices are in the territory. This makes it the political center of the United States of America.\\n\",\n      \"\\t3.755\\tA capital city (or capital town or just capital) is a city or town, specified by law or constitution, by the government of a country, or part of a country, such as a state, province or county. It usually serves as the location of the government's central meeting place and offices. Most of the country's leaders and officials work in the capital city.\\n\",\n      \"\\t3.681\\tThe United States Capitol is the building where the United States Congress meets. It is the center of the legislative branch of the U.S. federal government. It is in Washington, D.C., on top of Capitol Hill at the east end of the National Mall.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"What is the capital of the United States?\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 7,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"WawjqQBJa3FP\",\n    \"outputId\": \"95ce1de8-a937-4bcd-d07c-0eccb5f90af1\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: What is the best orchestra in the world?\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t15.328\\tThe BBC Symphony Orchestra is the main orchestra of the British Broadcasting Corporation. It is one of the best orchestras in Britain.\\n\",\n      \"\\t15.320\\tThe NHK Symphony Orchestra is a Japanese orchestra based in Tokyo, Japan. In Japanese it is written: NHK交響楽団, pronounced: Enueichikei Kōkyō Gakudan. When the orchestra was started in 1926 it was called \\\"New Symphony Orchestra\\\". It was the first large professional orchestra in Japan. Later, it changed its name to \\\"Japan Symphony Orchestra\\\". In 1951 it started to get money from the Japanese radio station NHK (Nippon Hōsō Kyōkai), so it changed its name again to the name it has now. It is thought of as the best orchestra in Japan. They have played in many parts of the world, including at the BBC Proms in London.\\n\",\n      \"\\t14.079\\tThe Bamberger Symphoniker (Bamberg Symphony Orchestra) is a world-famous orchestra from the city of Bamberg, Germany. It was formed in 1946. Most of the musicians who formed the orchestra were Germans who had been forced to leave Czechoslovakia after the World War II. Most of them had previously been members of the German Philharmonic Orchestra of Prague.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.701\\tThe Vienna Philharmonic (in German: die Wiener Philharmoniker) is an orchestra based in Vienna, Austria. It is thought of as one of the greatest orchestras in the world.\\n\",\n      \"\\t0.641\\tThe Vienna Symphony () is an orchestra in Vienna, Austria.\\n\",\n      \"\\t0.640\\tThe Berlin Philharmonic (in German: Die Berliner Philharmoniker), is an orchestra from Berlin, Germany. It is one of the greatest orchestras in the world. The conductor of the orchestra is Sir Simon Rattle.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t5.952\\tThe London Symphony Orchestra (LSO) is one of the most famous orchestras of the world. They are based in London's Barbican Centre, but they often tour to lots of different countries.\\n\",\n      \"\\t5.794\\tThe Vienna Philharmonic (in German: die Wiener Philharmoniker) is an orchestra based in Vienna, Austria. It is thought of as one of the greatest orchestras in the world.\\n\",\n      \"\\t5.324\\tThe Berlin Philharmonic (in German: Die Berliner Philharmoniker), is an orchestra from Berlin, Germany. It is one of the greatest orchestras in the world. The conductor of the orchestra is Sir Simon Rattle.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"What is the best orchestra in the world?\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 8,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"Ei9Q1roSa9GE\",\n    \"outputId\": \"7b4323f1-badf-4b11-aed4-a04ee7a7be4c\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: Number countries Europe\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t13.795\\tAmy MacDonald is a Scottish singer and songwriter. She became famous in 2007 with her first album \\\"This Is The Life\\\" and her first single \\\"Poison Prince\\\". She has become even more successful in Europe since her single \\\"This Is The Life\\\" charted at number 1 in many European countries.\\n\",\n      \"\\t13.758\\tThe Croatian language is spoken mainly throughout the countries of Croatia and Bosnia and Herzegovina and in the surrounding countries of Europe.\\n\",\n      \"\\t13.019\\tOrganization for Security and Co-operation in Europe (OSCE) is an international organization for peace and human rights. Presently, it has 57 countries as its members. Most of the member countries of the OSCE are from Europe, the Caucasus, Central Asia and North America.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.538\\tThe Council of Europe (, ) is an international organization of 47 member states in the European region. One of its first successes was the European Convention on Human Rights in 1950, which serves as the basis for the European Court of Human Rights.\\n\",\n      \"\\t0.531\\tEngland is a country in Europe. It is a country with over sixty cities in it. It is in a union with Scotland, Wales and Northern Ireland. All four countries are in the British Isles and are part of the United Kingdom (UK).\\n\",\n      \"\\t0.507\\tEurope is a Swedish rock band. The band was started by Joey Tempest and John Norum in 1979. Their song \\\"The Final Countdown\\\" was a big hit in 1986.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t5.199\\tThe European Union (abbreviation: EU) is a confederation of 27 member countries in Europe established by the Maastricht Treaty in 1992-1993. The EU grew out of the European Economic Community (EEC) which was established by the Treaties of Rome in 1957. It has created a common economic area with Europe-wide laws allowing the citizens of EU countries to move and trade in other EU countries almost the same as they do in their own. Nineteen of these countries also share the same type of money: the euro.\\n\",\n      \"\\t3.202\\tA European Union member state is any one of the twenty-seven countries that have joined the European Union (EU) since it was found in 1958 as the European Economic Community (EEC). From an original membership of six states, there have been five successive enlargements. The largest happened on 1 May 2004, when ten member states joined.\\n\",\n      \"\\t2.798\\tThe Schengen Area is an area that includes 26 European countries. All of those countries have signed the Schengen Agreement in Schengen, Luxembourg in 1985.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"Number countries Europe\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 9,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"YVQyKpIjbSdC\",\n    \"outputId\": \"5ab13487-4259-4516-b913-6e3d14c140ce\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: When did the cold war end?\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t17.374\\tThe Cold War was the tense relationship between the United States (and its allies), and the Soviet Union (the USSR and its allies) between the end of World War II and the fall of the Soviet Union. It is called the \\\"Cold\\\" War because the US and the USSR never actually fought each other directly. Instead, they opposed each other in conflicts known as proxy wars, where each country chose a side to support.\\n\",\n      \"\\t17.291\\tThe Reagan Doctrine was a document by the United States under the Reagan Administration. It was about being against the global influence of the Soviet Union during the final years of the Cold War. The doctrine lasted for less than a decade, it was the most important document of United States foreign policy from the early 1980s until the end of the Cold War in 1991.\\n\",\n      \"\\t15.420\\tCold Norton is a village and civil parish in Maldon District, Essex, England. In 2001 there were 1103 people living in Cold Norton. Cold Norton is at the south-east end of the Danbury Ridge.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.613\\tThe Cold War was the tense relationship between the United States (and its allies), and the Soviet Union (the USSR and its allies) between the end of World War II and the fall of the Soviet Union. It is called the \\\"Cold\\\" War because the US and the USSR never actually fought each other directly. Instead, they opposed each other in conflicts known as proxy wars, where each country chose a side to support.\\n\",\n      \"\\t0.557\\tThe Continuation War was a war between Finland and the Soviet Union. It was fought between June 25, 1941 and September 19, 1944. It continued the Winter War. Nazi Germany helped Finland as part of the Eastern Front (World War II). The ceasefire started on September 4 at 7.00 am in the Finnish side. The Soviet Union's ceasefire started on September 5. The first peace treaty was signed on September 19 and the final one on February 10, 1947 in Paris.\\n\",\n      \"\\t0.548\\tThe Winter War (30 November 1939 - 13 March 1940) was a conflict fought between the Soviet Union and Finland. It began when the Soviet Union tried to invade Finland soon after the Invasion of Poland. The Soviet military forces expected a victory over Finland in a few weeks, because the Soviet army had many more tanks and planes than the Finnish army.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t5.203\\tThe Cold War was the tense relationship between the United States (and its allies), and the Soviet Union (the USSR and its allies) between the end of World War II and the fall of the Soviet Union. It is called the \\\"Cold\\\" War because the US and the USSR never actually fought each other directly. Instead, they opposed each other in conflicts known as proxy wars, where each country chose a side to support.\\n\",\n      \"\\t2.531\\tA speech was made by American President Harry S. Truman to the U.S. Congress on 12 March 1947. In this speech he said he thought that The United States should help Greece and Turkey to stop them being 'Totalitarianists' although he meant Soviet Communism. This became known as the Truman Doctrine. Some Historians believe that this was the start of the Cold War.\\n\",\n      \"\\t2.079\\tThe Sino-Soviet split (1960–1989) was a time when the relations between the People's Republic of China and the Soviet Union weakened during the Cold War. Eventually, China's leader, Mao Zedong, decided to break the alliance with the Soviet Union.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"When did the cold war end?\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 10,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"iVomHSSsbcut\",\n    \"outputId\": \"83c8787f-cf25-4b63-caf1-2b5fea8efc4b\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: How long do cats live?\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t22.997\\tReliable information on the lifespans of house cats is hard to find. However, research has been done to get an estimate (an educated guess) on how long cats usually live. Cats usually live for 13 to 20 years. Sometimes cats can live for 22 to 30 years but there are claims of cats dying at ages of more than 30 years old.\\n\",\n      \"\\t16.974\\tThe sabertoothed cats or sabretooth cats are some of the best known and most popular extinct animals. They are among the most impressive carnivores that ever have lived. These cats had long canines and jaws which opened wider than modern cats. This suggests a different style of killing from modern felines.\\n\",\n      \"\\t16.490\\tThe Cyprus cat is a breed of cat. These cats are thought to have first come from ancient Egypt or Palestine. They were brought to the island of Cyprus by St. Helen. These are now common domestic cats that live in homes or outside. Many of these cats still live all over Cyprus. But, a large number are now feral. This means they are not tame and they run wild.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.765\\tReliable information on the lifespans of house cats is hard to find. However, research has been done to get an estimate (an educated guess) on how long cats usually live. Cats usually live for 13 to 20 years. Sometimes cats can live for 22 to 30 years but there are claims of cats dying at ages of more than 30 years old.\\n\",\n      \"\\t0.531\\tCreme Puff (August 3, 1967 - August 10, 2005) was a female cat who died in 2005 at the age of 38. She was the oldest cat ever recorded, according to the 2010 edition of \\\"Guinness World Records\\\".\\n\",\n      \"\\t0.508\\tThe cat righting reflex is a cat's natural ability to turn itself around as it falls so it will land on its feet. This righting reflex starts to happen at 3–4 weeks of age. The cat has entirely learned how to do this by 6–7 weeks. Cats are able to do this because they have a flexible backbone and a clavicle that does not move. The minimum height needed for this to happen safely in most cats is about 12 inches.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t10.431\\tReliable information on the lifespans of house cats is hard to find. However, research has been done to get an estimate (an educated guess) on how long cats usually live. Cats usually live for 13 to 20 years. Sometimes cats can live for 22 to 30 years but there are claims of cats dying at ages of more than 30 years old.\\n\",\n      \"\\t2.998\\tThe sand cat (\\\"Felis margarita\\\") is a small wild cat in the Felinae subfamily. It is distributed over African and Asian deserts. Sometimes people call it \\\"desert cat,\\\" but that is really the name of a different animal. The sand cat does live in deserts, even the Sahara and Arabian Desert. It is also found in Iran and Pakistan. In zoos, this cat can live for up to 13 years.\\n\",\n      \"\\t2.348\\tBobcat (\\\"Lynx rufus\\\") are fierce cats that live in forests, swamps, mountains, prairie, and deserts in much of North America. Bobcats are generally nocturnal (most active at night), but are most active at dawn and dusk. They spend the day in their den (a cave, hollow log or rock crevice). They are very good climbers and swimmers. Bobcats are eaten by cougars, coyotes, wolves, and bears. Bobcats usually live from 10 to 14 years. Bobcats and lynxes are closely related.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"How long do cats live?\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 11,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"QIkvohZ8bxMu\",\n    \"outputId\": \"5722f299-395b-45e2-9476-0bb28f437318\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: How many people live in Toronto?\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t15.978\\tMarkham, Ontario is a city in Regional Municipality of York, in the Greater Toronto Area of Southern Ontario, Canada. There are twice as many people there as in 1990. 261,573 people live in Markham. It is the 4th largest town in the Greater Toronto Area, after Toronto, Mississauga, and Brampton.\\n\",\n      \"\\t11.299\\tThe Toronto Zoo is a zoo in Toronto, Ontario, Canada. With , the Toronto Zoo is the largest zoo in Canada.\\n\",\n      \"\\t10.679\\tDenzil Minnan-Wong (; born ) is a Canadian politician. He is a Toronto city councillor. He is the person that represents Ward 16, an area of Toronto. He is a chairperson of the Employee and Labour Relations Committee in Toronto's municipal government and is also the deputy mayor of Toronto. He is also part of the board of the Toronto Transit Commission and the Toronto Hydro.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.604\\tVaughan is a city in Ontario, Canada, 335,000 people live there .\\n\",\n      \"\\t0.595\\tToronto is a city in Ohio in the United States.\\n\",\n      \"\\t0.594\\tToronto is a city in Kansas, United States.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t4.448\\tIt has about 110,000 people living there.\\n\",\n      \"\\t3.632\\tThe 2010 census counted 23,302 people living in the city. (2005 showed 24,709). The city was founded on January 1, 1955. Much of the city was heavily damaged by the 2011 Tōhoku earthquake and tsunami.\\n\",\n      \"\\t3.372\\tAs of January 1, 2010, about 164,294 people lived there. That was 295.83 people per km². The total area is 555.35 km².\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"How many people live in Toronto?\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 12,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"MpWjJtL_iFBG\",\n    \"outputId\": \"08d85c4c-5278-47db-c122-110df3e1cc48\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: Oldest US president\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t11.010\\tGlafcos Ioannou Clerides (; 24 April 1919 – 15 November 2013) was a Greek-Cypriot politician. He was the fourth President of Cyprus. He was the oldest living former President of the Republic of Cyprus.\\n\",\n      \"\\t9.237\\tJosé Celso de Mello Filho (Tatuí, November 1, 1945), is a Brazilian jurist. He is the oldest member of the Supreme Federal Court of Brazil. He was nominated by President José Sarney in 1989.\\n\",\n      \"\\t8.872\\tUSS \\\"Constitution\\\" is a wooden, three-masted heavy frigate of the United States Navy. Named by President George Washington after the Constitution of the United States of America, she is the world's oldest commissioned naval vessel afloat.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.645\\tWilliam Henry Harrison (February 9, 1773 – April 4, 1841) was the 9th President of the United States. His nickname was \\\"Old Tippecanoe \\\" and he was a well-respected war veteran. Harrison served the shortest term of any United States President. His term lasted for exactly one month.\\n\",\n      \"\\t0.624\\tRichard Arvin Overton (May 11, 1906 – December 27, 2018) was an American supercentenarian. He was the oldest verified surviving American World War II veteran, as well as the oldest American man. In 2013 he was honored by President Barack Obama. On that same Memorial Day, Overton met with Texas Governor Rick Perry. He was born in Bastrop County, Texas.\\n\",\n      \"\\t0.620\\tAlben William Barkley (November 24, 1877 – April 30, 1956) was a Democratic member of the U.S. House of Representatives and the United States Senate from Paducah, Kentucky, majority leader of the Senate, and the thirty-fifth Vice President of the United States. He was the oldest Vice President of the United States at the age of . He ran for president in 1952, however the Democratic Party primaries had nominated Adlai Stevenson II instead and labor union leaders rejected him to run because of old age (74).\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t6.089\\tAlben William Barkley (November 24, 1877 – April 30, 1956) was a Democratic member of the U.S. House of Representatives and the United States Senate from Paducah, Kentucky, majority leader of the Senate, and the thirty-fifth Vice President of the United States. He was the oldest Vice President of the United States at the age of . He ran for president in 1952, however the Democratic Party primaries had nominated Adlai Stevenson II instead and labor union leaders rejected him to run because of old age (74).\\n\",\n      \"\\t5.538\\tRichard Arvin Overton (May 11, 1906 – December 27, 2018) was an American supercentenarian. He was the oldest verified surviving American World War II veteran, as well as the oldest American man. In 2013 he was honored by President Barack Obama. On that same Memorial Day, Overton met with Texas Governor Rick Perry. He was born in Bastrop County, Texas.\\n\",\n      \"\\t4.702\\tJohn Nance Garner IV nicknamed \\\"Cactus Jack\\\" (November 22, 1868 – November 7, 1967) was the forty-fourth Speaker of the United States House of Representatives (1931-33) and the thirty-second Vice President of the United States (1933-41). Garner once described the Vice-Presidency as being \\\"not worth a bucket of warm spit.\\\" Also, he lived to be 98 years old. That made him the oldest former Vice President of the United States.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"Oldest US president\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 13,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"zo3NOayXiQME\",\n    \"outputId\": \"f385e4b8-b99a-401a-ae5e-8e6c11d96523\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: Coldest place earth\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t24.891\\tEast Antarctica, also called Greater Antarctica, is the largest part (two-thirds) of the Antarctic continent. It is on the Indian Ocean side of the Transantarctic Mountains. It is the coldest, windiest, and driest part of Earth. East Antarctica holds the record as the coldest place on earth.\\n\",\n      \"\\t12.650\\tEarth Day is a day that is supposed to inspire more awareness and appreciation for the Earth's natural environment. It takes place each year on April 22. It now takes place in more than 193 countries around the world. During Earth Day, the world encourages everyone to turn off all unwanted lights.\\n\",\n      \"\\t12.172\\tHeinrich events occurred during the coldest point of \\\"Bond Cycles\\\" in which many icebergs were discharged into the North Atlantic and melted.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.633\\tEast Antarctica, also called Greater Antarctica, is the largest part (two-thirds) of the Antarctic continent. It is on the Indian Ocean side of the Transantarctic Mountains. It is the coldest, windiest, and driest part of Earth. East Antarctica holds the record as the coldest place on earth.\\n\",\n      \"\\t0.556\\tThe North Pole is the point that is farthest north on Earth. It is the point on which axis of Earth turns. It is in the Arctic Ocean and it is cold there because the sun does not shine there for about half a year and never rises very high. The ocean around the pole is always very cold and it is covered by a thick sheet of ice.\\n\",\n      \"\\t0.516\\tPlaces with a subarctic climate (also called boreal climate) have long, usually very cold winters, and short, warm summers. It is found on large landmasses, away from oceans, usually at latitudes from 50° to 70°N. Because there are no large landmasses at such latitudes in the Southern Hemisphere, it is only found at high \\\"altitudes \\\"(heights) in the Andes and the mountains of Australia and New Zealand's South Island. These climates are in groups \\\"Dfc\\\", \\\"Dwc\\\", \\\"Dfd\\\" and \\\"Dwd\\\" in the Köppen climate classification\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t6.129\\tEast Antarctica, also called Greater Antarctica, is the largest part (two-thirds) of the Antarctic continent. It is on the Indian Ocean side of the Transantarctic Mountains. It is the coldest, windiest, and driest part of Earth. East Antarctica holds the record as the coldest place on earth.\\n\",\n      \"\\t0.594\\tThe Arctic is the area around the Earth's North Pole. The Arctic includes parts of Russia, Alaska, Canada, Greenland, Lapland and Svalbard as well as the Arctic Ocean. It is an ocean, mostly covered with ice. Most scientists call the area north of the treeline Arctic. Trees will not grow when the temperatures get too cold. The forests of the continents stop when they get too far north or too high up a mountain. (Higher places are colder, too.) The place where in the trees stop is called the tree line.\\n\",\n      \"\\t0.215\\tThe North Pole is the point that is farthest north on Earth. It is the point on which axis of Earth turns. It is in the Arctic Ocean and it is cold there because the sun does not shine there for about half a year and never rises very high. The ocean around the pole is always very cold and it is covered by a thick sheet of ice.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"Coldest place earth\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 14,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"EJ3OqA32ie_s\",\n    \"outputId\": \"e28a27b7-e71b-4bbe-a6d6-583bc7e82e4f\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: Elon Musk year birth\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t23.364\\tTesla, Inc. is a company based in Palo Alto, California which makes electric cars. It was started in 2003 by Martin Eberhard, Dylan Stott, and Elon Musk (who also co-founded PayPal and SpaceX and is the CEO of SpaceX). Eberhard no longer works there. Today, Elon Musk is the Chief Executive Officer (CEO). It started selling its first car, the Roadster in 2008.\\n\",\n      \"\\t19.943\\tThe Boring Company is a tunnel boring company founded by Elon Musk, who earlier started SpaceX. It aims to reduce traffic congestion in urban areas. It is involved in the building of the Hyperloop in Los Angeles.\\n\",\n      \"\\t18.392\\tElon Reeve Musk (born June 28, 1971) is a businessman and philanthropist. He was born in South Africa. He moved to Canada and later became an American citizen. Musk is the current CEO & Chief Product Architect of Tesla Motors, a company that makes electric vehicles. He is also the CEO of Solar City, a company that makes solar panels, and the CEO & CTO of SpaceX, an aerospace company. In August 2020, Bloomberg ranked Musk third among the richest people on the planet with net worth to be $115.4 billion.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.574\\tElon Reeve Musk (born June 28, 1971) is a businessman and philanthropist. He was born in South Africa. He moved to Canada and later became an American citizen. Musk is the current CEO & Chief Product Architect of Tesla Motors, a company that makes electric vehicles. He is also the CEO of Solar City, a company that makes solar panels, and the CEO & CTO of SpaceX, an aerospace company. In August 2020, Bloomberg ranked Musk third among the richest people on the planet with net worth to be $115.4 billion.\\n\",\n      \"\\t0.471\\tMuraoka was born on June 21, 1893, in Kofu, Yamanashi Prefecture. Her birth name was Hana Annaka. Her parents were Methodists. She was raised as a Christian. She studied at the Tokyo Eiwa Jogakuin. She began writing children's stories when she was encouraged by translator Hiroko Katayama. She graduated from school in 1913.\\n\",\n      \"\\t0.467\\tJose Alves dos Santos Júnior (born July 29, 1969) is a former Brazilian football player.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t7.449\\tElon Reeve Musk (born June 28, 1971) is a businessman and philanthropist. He was born in South Africa. He moved to Canada and later became an American citizen. Musk is the current CEO & Chief Product Architect of Tesla Motors, a company that makes electric vehicles. He is also the CEO of Solar City, a company that makes solar panels, and the CEO & CTO of SpaceX, an aerospace company. In August 2020, Bloomberg ranked Musk third among the richest people on the planet with net worth to be $115.4 billion.\\n\",\n      \"\\t-2.518\\tNour El-Sherif (; 28 April 1946 – 11 August 2015) was a Egyptian actor. His birth name is Mohamad Geber Mohamad ِAbd Allah (Arabic: محمد جابر محمد عبد الله). El-Sherif was born in the working-class neighbourhood of Sayeda Zainab in Cairo (). He was known for his conspiracy theories about the Holocaust and the September 11 attacks.\\n\",\n      \"\\t-4.171\\tOlly Murs (born 14 May 1984) is an English singer. He comes from Witham, Essex. He became famous after he finished second in The X Factor in 2009.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"Elon Musk year birth\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 15,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"13h8bMHKk4UX\",\n    \"outputId\": \"b464adbc-6f01-41b1-f482-3d5a8330b20d\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: Paris eiffel tower\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t27.300\\tThe Eiffel Tower (French: La Tour Eiffel, ], IPA pronunciation: \\\"EYE-full\\\" English; \\\"eh-FEHL\\\" French) is a landmark in Paris. It was built between 1887 and 1889 for the Exposition Universelle (World Fair). The Tower was the Exposition's main attraction.\\n\",\n      \"\\t25.263\\tParis is a city in the U.S. state of Texas. It is in Lamar County, Texas. It had a population of 25,171 in 2010. It has been called the \\\"Second Largest Paris in the World\\\". It has a replica of the Eiffel Tower.\\n\",\n      \"\\t24.059\\tParis is a city in the U.S. state of Tennessee. It had a population of 25,171 in 2010. It has been called the \\\"World's Biggest Fish Fry\\\". It has a 70-foot replica of the Eiffel Tower.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.812\\tThe Eiffel Tower (French: La Tour Eiffel, ], IPA pronunciation: \\\"EYE-full\\\" English; \\\"eh-FEHL\\\" French) is a landmark in Paris. It was built between 1887 and 1889 for the Exposition Universelle (World Fair). The Tower was the Exposition's main attraction.\\n\",\n      \"\\t0.626\\tAlexandre Gustave Eiffel (December 15, 1832 – December 27, 1923; , ) was a French structural engineer and architect. He is known for designing the Eiffel Tower. He also designed the armature (supporting framework) for the Statue of Liberty, New York Harbor, United States.\\n\",\n      \"\\t0.538\\tThe Élysée Palace (, ) is the official residence of the French president. It is in Paris, in the 8th \\\"arrondissement\\\", near the Champs-Élysées. The building is under protection of a unit of the famous Republican Guard. It was built between 1718 and 1722.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t10.574\\tThe Eiffel Tower (French: La Tour Eiffel, ], IPA pronunciation: \\\"EYE-full\\\" English; \\\"eh-FEHL\\\" French) is a landmark in Paris. It was built between 1887 and 1889 for the Exposition Universelle (World Fair). The Tower was the Exposition's main attraction.\\n\",\n      \"\\t4.362\\tAlexandre Gustave Eiffel (December 15, 1832 – December 27, 1923; , ) was a French structural engineer and architect. He is known for designing the Eiffel Tower. He also designed the armature (supporting framework) for the Statue of Liberty, New York Harbor, United States.\\n\",\n      \"\\t3.756\\tThe current tower is the second tower on the site. The original tower was built in 1912. The design was based on the Eiffel Tower. The tower had an cable car that connected it to a nearby amusement park called Luna Park. The original was 64 meters tall. It was the second tallest building in Asia at that time. It quickly became one of the most popular locations in the city. Visitors came from all over.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"Paris eiffel tower\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 16,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"hwTRd5Jqw-09\",\n    \"outputId\": \"d3c0286c-b703-4f06-e601-3446bdd01aab\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: Which US president was killed?\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t10.179\\tLyndon Baines Johnson (August 27, 1908 – January 22, 1973) was a member of the Democratic Party and the 36th president of the United States serving from 1963 to 1969. Johnson took over as president when President Kennedy was killed in November 1963. He was then re-elected in the 1964 election.\\n\",\n      \"\\t10.091\\tLech Kaczyński, the fourth President of the Republic of Poland, died on 10 April 2010. He died in a plane crash outside of Smolensk, Russia. The plane was a Tu-154 belonging to the Polish Air Force. The crash killed all 96 on board. His wife, Maria Kaczyńska, was also among those killed.\\n\",\n      \"\\t9.791\\tJacobo Majluta Azar (October 9, 1934 – March 2, 1996) was a Dominican politician. He was Vice President of the Dominican Republic during the Antonio Guzmán Fernández presidency between 1978 to 1982. He became President of the Dominican Republic after Guzmán Fernández killed himself in 1982. He was president for a month between July to August 1982.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.686\\tJohn F. Kennedy was the 35th President of the United States. He was assassinated (murdered) in Dealey Plaza, Dallas, Texas, on Friday, November 22, 1963. This happened while he was traveling in a Presidential motorcade with his wife Jacqueline, the Governor of Texas John Connally, and the governor's wife Nellie.\\n\",\n      \"\\t0.656\\tWilliam McKinley, the 25th President of the United States, was assassinated on September 6, 1901, inside the Temple of Music on the grounds of the Pan-American Exposition in Buffalo, New York.\\n\",\n      \"\\t0.655\\tJames Abram Garfield (November 19, 1831 - September 19, 1881) was the 20th (1881) President of the United States and the 2nd President to be assassinated (killed while in office). President Garfield was in office from March to September of 1881. He was in office for a total of six months and fifteen days. For almost half that time he was bedridden as a result of an attempt to kill him. He was shot on July 2 and finally died in September the same year he got into office.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t9.278\\tWilliam McKinley, the 25th President of the United States, was assassinated on September 6, 1901, inside the Temple of Music on the grounds of the Pan-American Exposition in Buffalo, New York.\\n\",\n      \"\\t8.403\\tJohn F. Kennedy was the 35th President of the United States. He was assassinated (murdered) in Dealey Plaza, Dallas, Texas, on Friday, November 22, 1963. This happened while he was traveling in a Presidential motorcade with his wife Jacqueline, the Governor of Texas John Connally, and the governor's wife Nellie.\\n\",\n      \"\\t7.914\\tOn December 26, 2006, Gerald Ford, the 38th President of the United States, died at his home in Rancho Mirage, California at 6:45 p.m. local time (02:45, December 27, UTC).\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"Which US president was killed?\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 17,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"TFkPfYGXIz0Y\",\n    \"outputId\": \"dead42f8-53b5-454a-8b95-bd9a6c838006\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: When is Chinese New Year\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t18.743\\tChinese New Year, known in China as the SpringFestival and in Singapore as the LunarNewYear, is a holiday on and around the new moon on the first day of the year in the traditional Chinese calendar. This calendar is based on the changes in the moon and is only sometimes changed to fit the seasons of the year based on how the Earth moves around the sun. Because of this, Chinese New Year is never on January1. It moves around between January21 and February20.\\n\",\n      \"\\t18.527\\tNew Year in Japan is one of the most important festivals. Unlike the Chinese New Year, it is held on January 1.\\n\",\n      \"\\t15.789\\tThe CCTV New Year's Gala (Simplified Chinese: 中国中央电视台春节联欢晚会; Traditional Chinese: 中國中央電視台春節聯歡晚會; Pinyin: \\\"Zhōngguó zhōngyāng diànshìtái chūnjié liánhuān wǎnhuì\\\") is a Chinese New Year special produced by China Central Television. It was presented by Zhao Zhongxiang.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.782\\tChinese New Year, known in China as the SpringFestival and in Singapore as the LunarNewYear, is a holiday on and around the new moon on the first day of the year in the traditional Chinese calendar. This calendar is based on the changes in the moon and is only sometimes changed to fit the seasons of the year based on how the Earth moves around the sun. Because of this, Chinese New Year is never on January1. It moves around between January21 and February20.\\n\",\n      \"\\t0.648\\tChinese National Day is the national day of China. It may mean:\\n\",\n      \"\\t0.642\\tNational Day is a yearly holiday in the People's Republic of China. It celebrates the beginning of its new government on October1, 1949. It is one of two Golden Weeks in the country, along with the Chinese New Year.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t10.896\\tChinese New Year, known in China as the SpringFestival and in Singapore as the LunarNewYear, is a holiday on and around the new moon on the first day of the year in the traditional Chinese calendar. This calendar is based on the changes in the moon and is only sometimes changed to fit the seasons of the year based on how the Earth moves around the sun. Because of this, Chinese New Year is never on January1. It moves around between January21 and February20.\\n\",\n      \"\\t6.147\\tNew Year in Japan is one of the most important festivals. Unlike the Chinese New Year, it is held on January 1.\\n\",\n      \"\\t5.081\\tNational Day is a yearly holiday in the People's Republic of China. It celebrates the beginning of its new government on October1, 1949. It is one of two Golden Weeks in the country, along with the Chinese New Year.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"When is Chinese New Year\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {\n    \"id\": \"soZ1nH4_I4Zi\"\n   },\n   \"outputs\": [],\n   \"source\": []\n  }\n ],\n \"metadata\": {\n  \"accelerator\": \"GPU\",\n  \"colab\": {\n   \"collapsed_sections\": [],\n   \"name\": \"retrieve_rerank_simple_wikipedia.ipynb\",\n   \"provenance\": []\n  },\n  \"kernelspec\": {\n   \"display_name\": \"Python 3 (ipykernel)\",\n   \"language\": \"python\",\n   \"name\": \"python3\"\n  },\n  \"language_info\": {\n   \"codemirror_mode\": {\n    \"name\": \"ipython\",\n    \"version\": 3\n   },\n   \"file_extension\": \".py\",\n   \"mimetype\": \"text/x-python\",\n   \"name\": \"python\",\n   \"nbconvert_exporter\": \"python\",\n   \"pygments_lexer\": \"ipython3\",\n   \"version\": \"3.8.8\"\n  },\n  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    "content": "# Semantic Search\n\nSemantic search seeks to improve search accuracy by understanding the semantic meaning of the search query and the corpus to search over. Semantic search can also perform well given synonyms, abbreviations, and misspellings, unlike keyword search engines that can only find documents based on lexical matches.\n\n## Background\n\nThe idea behind semantic search is to embed all entries in your corpus, whether they be sentences, paragraphs, or documents, into a vector space. At search time, the query is embedded into the same vector space and the closest embeddings from your corpus are found. These entries should have a high semantic similarity with the query.\n\n![SemanticSearch](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/SemanticSearch.png)\n\n## Symmetric vs. Asymmetric Semantic Search\n\nA **critical distinction** for your setup is *symmetric* vs. *asymmetric semantic search*:\n\n- For **symmetric semantic search** your query and the entries in your corpus are of about the same length and have the same amount of content. An example would be searching for similar questions: Your query could for example be *\"How to learn Python online?\"* and you want to find an entry like *\"How to learn Python on the web?\"*. For symmetric tasks, you could potentially flip the query and the entries in your corpus.\n  - Related training example: [Quora Duplicate Questions](../../training/quora_duplicate_questions/README.md).\n  - Suitable models: [Pre-Trained Sentence Embedding Models](../../../../docs/sentence_transformer/pretrained_models.md)\n- For **asymmetric semantic search**, you usually have a **short query** (like a question or some keywords) and you want to find a longer paragraph answering the query. An example would be a query like *\"What is Python\"* and you want to find the paragraph *\"Python is an interpreted, high-level and general-purpose programming language. Python's design philosophy ...\"*. For asymmetric tasks, flipping the query and the entries in your corpus usually does not make sense.\n  - Related training example: [MS MARCO](../../training/ms_marco/README.md)\n  - Suitable models: [Pre-Trained MS MARCO Models](../../../../docs/pretrained-models/msmarco-v5.md)\n\nIt is critical **that you choose the right model** for your type of task.\n\n```{eval-rst}\n.. tip::\n\n    For asymmetric semantic search, you are recommended to use :meth:`SentenceTransformer.encode_query <sentence_transformers.SentenceTransformer.encode_query>` to encode your queries and :meth:`SentenceTransformer.encode_document <sentence_transformers.SentenceTransformer.encode_document>` to encode your corpus. \n    \n    The more general :meth:`SentenceTransformer.encode <sentence_transformers.SentenceTransformer.encode>` method differs in two ways from :meth:`SentenceTransformer.encode_query <sentence_transformers.SentenceTransformer.encode_query>` and :meth:`SentenceTransformer.encode_document <sentence_transformers.SentenceTransformer.encode_document>`:\n\n    1. If no ``prompt_name`` or ``prompt`` is provided, it uses a predefined \"query\" or \"document\" prompt, if specified in the model's ``prompts`` dictionary.\n    2. It sets the ``task`` to \"document\". If the model has a :class:`~sentence_transformers.models.Router` module, it will use the \"query\" or \"document\" task type to route the input through the appropriate submodules.\n\n    Note that :meth:`SentenceTransformer.encode <sentence_transformers.SentenceTransformer.encode>` is the most general method and can be used for any task, including Information Retrieval, and that if the model was not trained with predefined prompts and/or task types, then all three methods will return identical embeddings.\n\n```\n\n## Manual Implementation\n\n```{eval-rst}\nFor small corpora (up to about 1 million entries), we can perform semantic search with a manual implementation by computing the embeddings for the corpus with :meth:`SentenceTransformer.encode_document <sentence_transformers.SentenceTransformer.encode_document>` as well as for our query with :meth:`SentenceTransformer.encode_query <sentence_transformers.SentenceTransformer.encode_query>`, and then calculating the `semantic textual similarity <../../../../docs/sentence_transformer/usage/semantic_textual_similarity.html>`_ using :func:`SentenceTransformer.similarity <sentence_transformers.SentenceTransformer.similarity>`.\n```\n\nFor a simple example, see [semantic_search.py](semantic_search.py):\n\n```{eval-rst}\n\n.. sidebar:: Output\n\n   .. code-block:: text\n\n        Query: How do artificial neural networks work?\n        Top 5 most similar sentences in corpus:\n        (Score: 0.5926) Neural networks are computing systems vaguely inspired by the biological neural networks that constitute animal brains.\n        (Score: 0.5288) Deep learning is part of a broader family of machine learning methods based on artificial neural networks with representation learning.\n        (Score: 0.4647) Machine learning is a field of study that gives computers the ability to learn without being explicitly programmed.\n        (Score: 0.1381) Mars rovers are robotic vehicles designed to travel on the surface of Mars to collect data and perform experiments.\n        (Score: 0.0912) Carbon capture technologies aim to collect CO2 emissions before they enter the atmosphere and store them underground.\n\n        Query: What technology is used for modern space exploration?\n        Top 5 most similar sentences in corpus:\n        (Score: 0.3754) Mars rovers are robotic vehicles designed to travel on the surface of Mars to collect data and perform experiments.\n        (Score: 0.3669) SpaceX's Starship is designed to be a fully reusable transportation system capable of carrying humans to Mars and beyond.\n        (Score: 0.3452) The James Webb Space Telescope is the largest optical telescope in space, designed to conduct infrared astronomy.\n        (Score: 0.2625) Renewable energy sources include solar, wind, hydro, and geothermal power that naturally replenish over time.\n        (Score: 0.2275) Carbon capture technologies aim to collect CO2 emissions before they enter the atmosphere and store them underground.\n\n        Query: How can we address climate change challenges?\n        Top 5 most similar sentences in corpus:\n        (Score: 0.3760) Global warming is the long-term heating of Earth's climate system observed since the pre-industrial period due to human activities.\n        (Score: 0.3144) Carbon capture technologies aim to collect CO2 emissions before they enter the atmosphere and store them underground.\n        (Score: 0.2948) Renewable energy sources include solar, wind, hydro, and geothermal power that naturally replenish over time.\n        (Score: 0.0420) Machine learning is a field of study that gives computers the ability to learn without being explicitly programmed.\n        (Score: 0.0411) Deep learning is part of a broader family of machine learning methods based on artificial neural networks with representation learning.\n\n.. literalinclude:: semantic_search.py\n```\n\n## Optimized Implementation\n\n```{eval-rst}\nInstead of implementing semantic search by yourself, you can use the :func:`util.semantic_search <sentence_transformers.util.semantic_search>` function.\n```\n\nThe function accepts the following parameters:\n\n```{eval-rst}\n.. autofunction:: sentence_transformers.util.semantic_search\n```\n\nBy default, up to 100 queries are processed in parallel. Further, the corpus is chunked into set of up to 500k entries. You can increase `query_chunk_size` and `corpus_chunk_size`, which leads to increased speed for large corpora, but also increases the memory requirement.\n\n## Speed Optimization\n\n```{eval-rst}\nTo get the optimal speed for the :func:`util.semantic_search <sentence_transformers.util.semantic_search>` method, it is advisable to have the ``query_embeddings`` as well as the ``corpus_embeddings`` on the same GPU-device. This significantly boost the performance. Further, we can normalize the corpus embeddings so that each corpus embeddings is of length 1. In that case, we can use dot-product for computing scores.\n\n.. code-block:: python\n\n    corpus_embeddings = corpus_embeddings.to(\"cuda\")\n    corpus_embeddings = util.normalize_embeddings(corpus_embeddings)\n\n    query_embeddings = query_embeddings.to(\"cuda\")\n    query_embeddings = util.normalize_embeddings(query_embeddings)\n    hits = util.semantic_search(query_embeddings, corpus_embeddings, score_function=util.dot_score)\n```\n\n## Elasticsearch\n\n[Elasticsearch](https://www.elastic.co/elasticsearch/) has the possibility to [index dense vectors](https://www.elastic.co/what-is/vector-search) and to use them for document scoring. We can easily index embedding vectors, store other data alongside our vectors and, most importantly, efficiently retrieve relevant entries using [approximate nearest neighbor search](https://www.elastic.co/blog/introducing-approximate-nearest-neighbor-search-in-elasticsearch-8-0) (HNSW, see also below) on the embeddings.\n\nFor further details, see [semantic_search_quora_elasticsearch.py](semantic_search_quora_elasticsearch.py).\n\n## OpenSearch\n\n[OpenSearch](https://opensearch.org/) is a community-driven, open-source search engine that supports vector search capabilities. It allows you to index dense vectors and perform efficient similarity search using approximate nearest neighbor algorithms. OpenSearch can be used to implement both traditional keyword-based search (BM25) and semantic search, making it possible to compare and combine both approaches.\n\nFor an example implementation, see [semantic_search_nq_opensearch.py](semantic_search_nq_opensearch.py), which shows how to use OpenSearch with the Natural Questions dataset, demonstrating both semantic search and BM25 search capabilities.\n\n## Approximate Nearest Neighbor\n\n```{eval-rst}\nSearching a large corpus with millions of embeddings can be time-consuming if exact nearest neighbor search is used (like it is used by :func:`util.semantic_search <sentence_transformers.util.semantic_search>`).\n```\n\nIn that case, Approximate Nearest Neighbor (ANN) can be helpful. Here, the data is partitioned into smaller fractions of similar embeddings. This index can be searched efficiently and the embeddings with the highest similarity (the nearest neighbors) can be retrieved within milliseconds, even if you have millions of vectors. However, the results are not necessarily exact. It is possible that some vectors with high similarity will be missed.\n\nFor all ANN methods, there are usually one or more parameters to tune that determine the recall-speed trade-off. If you want the highest speed, you have a high chance of missing hits. If you want high recall, the search speed decreases.\n\nThree popular libraries for approximate nearest neighbor are [Annoy](https://github.com/spotify/annoy), [FAISS](https://github.com/facebookresearch/faiss), and [hnswlib](https://github.com/nmslib/hnswlib/).\n\nExamples:\n\n- [semantic_search_quora_hnswlib.py](semantic_search_quora_hnswlib.py)\n- [semantic_search_quora_annoy.py](semantic_search_quora_annoy.py)\n- [semantic_search_quora_faiss.py](semantic_search_quora_faiss.py)\n\n## Retrieve & Re-Rank\n\nFor complex semantic search scenarios, a two-stage retrieve & re-rank pipeline is advisable:\n![InformationRetrieval](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/InformationRetrieval.png)\n\nFor further details, see [Retrieve & Re-rank](../retrieve_rerank/README.md).\n\n## Examples\n\nWe list a handful of common use cases:\n\n### Similar Questions Retrieval\n\n[semantic_search_quora_pytorch.py](semantic_search_quora_pytorch.py) [ [Colab version](https://colab.research.google.com/drive/12cn5Oo0v3HfQQ8Tv6-ukgxXSmT3zl35A?usp=sharing) ] shows an example based on the [Quora duplicate questions](https://www.quora.com/q/quoradata/First-Quora-Dataset-Release-Question-Pairs) dataset. The user can enter a question, and the code retrieves the most similar questions from the dataset using `util.semantic_search`. As model, we use [distilbert-multilingual-nli-stsb-quora-ranking](https://huggingface.co/sentence-transformers/distilbert-multilingual-nli-stsb-quora-ranking), which was trained to identify similar questions and supports 50+ languages. Hence, the user can input the question in any of the 50+ languages. This is a **symmetric search task**, as the search queries have the same length and content as the questions in the corpus.\n\n### Similar Publication Retrieval\n\n[semantic_search_publications.py](semantic_search_publications.py) [ [Colab version](https://colab.research.google.com/drive/12hfBveGHRsxhPIUMmJYrll2lFU4fOX06?usp=sharing) ] shows an example how to find similar scientific publications. As corpus, we use all publications that have been presented at the EMNLP 2016 - 2018 conferences. As search query, we input the title and abstract of more recent publications and find related publications from our corpus. We use the [SPECTER](https://huggingface.co/sentence-transformers/allenai-specter) model. This is a **symmetric search task**, as the paper in the corpus consists of title & abstract and we search for title & abstract.\n\n### Question & Answer Retrieval\n\n[semantic_search_wikipedia_qa.py](semantic_search_wikipedia_qa.py) [ [Colab Version](https://colab.research.google.com/drive/11GunvCqJuebfeTlgbJWkIMT0xJH6PWF1?usp=sharing) ]: This example uses a model that was trained on the [Natural Questions dataset](https://huggingface.co/datasets/sentence-transformers/natural-questions). It consists of about 100k real Google search queries, together with an annotated passage from Wikipedia that provides the answer. It is an example of an **asymmetric search task**. As corpus, we use the smaller [Simple English Wikipedia](https://simple.wikipedia.org/wiki/Main_Page) so that it fits easily into memory.\n\n[retrieve_rerank_simple_wikipedia.ipynb](../retrieve_rerank/retrieve_rerank_simple_wikipedia.ipynb) [ [Colab Version](https://colab.research.google.com/github/huggingface/sentence-transformers/blob/main/examples/sentence_transformer/applications/retrieve_rerank/retrieve_rerank_simple_wikipedia.ipynb) ]: This script uses the [Retrieve & Re-rank](../retrieve_rerank/README.md) strategy and is an example for an **asymmetric search task**. We split all Wikipedia articles into paragraphs and encode them with a bi-encoder. If a new query / question is entered, it is encoded by the same bi-encoder and the paragraphs with the highest cosine-similarity are retrieved. Next, the retrieved candidates are scored by a Cross-Encoder re-ranker and the 5 passages with the highest score from the Cross-Encoder are presented to the user. We use models that were trained on the [MS Marco Passage Reranking](https://github.com/microsoft/MSMARCO-Passage-Ranking/) dataset, a dataset with about 500k real queries from Bing search.\n"
  },
  {
    "path": "examples/sentence_transformer/applications/semantic-search/semantic_search.py",
    "content": "\"\"\"\nThis is a simple application for sentence embeddings: semantic search\n\nWe have a corpus with various sentences. Then, for a given query sentence,\nwe want to find the most similar sentence in this corpus.\n\nThis script outputs for various queries the top 5 most similar sentences in the corpus.\n\"\"\"\n\nimport torch\n\nfrom sentence_transformers import SentenceTransformer\n\nembedder = SentenceTransformer(\"all-MiniLM-L6-v2\")\n\n# Corpus with example documents\ncorpus = [\n    \"Machine learning is a field of study that gives computers the ability to learn without being explicitly programmed.\",\n    \"Deep learning is part of a broader family of machine learning methods based on artificial neural networks with representation learning.\",\n    \"Neural networks are computing systems vaguely inspired by the biological neural networks that constitute animal brains.\",\n    \"Mars rovers are robotic vehicles designed to travel on the surface of Mars to collect data and perform experiments.\",\n    \"The James Webb Space Telescope is the largest optical telescope in space, designed to conduct infrared astronomy.\",\n    \"SpaceX's Starship is designed to be a fully reusable transportation system capable of carrying humans to Mars and beyond.\",\n    \"Global warming is the long-term heating of Earth's climate system observed since the pre-industrial period due to human activities.\",\n    \"Renewable energy sources include solar, wind, hydro, and geothermal power that naturally replenish over time.\",\n    \"Carbon capture technologies aim to collect CO2 emissions before they enter the atmosphere and store them underground.\",\n]\n# Use \"convert_to_tensor=True\" to keep the tensors on GPU (if available)\ncorpus_embeddings = embedder.encode_document(corpus, convert_to_tensor=True)\n\n# Query sentences:\nqueries = [\n    \"How do artificial neural networks work?\",\n    \"What technology is used for modern space exploration?\",\n    \"How can we address climate change challenges?\",\n]\n\n# Find the closest 5 sentences of the corpus for each query sentence based on cosine similarity\ntop_k = min(5, len(corpus))\nfor query in queries:\n    query_embedding = embedder.encode_query(query, convert_to_tensor=True)\n\n    # We use cosine-similarity and torch.topk to find the highest 5 scores\n    similarity_scores = embedder.similarity(query_embedding, corpus_embeddings)[0]\n    scores, indices = torch.topk(similarity_scores, k=top_k)\n\n    print(\"\\nQuery:\", query)\n    print(\"Top 5 most similar sentences in corpus:\")\n\n    for score, idx in zip(scores, indices):\n        print(f\"(Score: {score:.4f})\", corpus[idx])\n\n    \"\"\"\n    # Alternatively, we can also use util.semantic_search to perform cosine similarty + topk\n    hits = util.semantic_search(query_embedding, corpus_embeddings, top_k=5)\n    hits = hits[0]      #Get the hits for the first query\n    for hit in hits:\n        print(corpus[hit['corpus_id']], \"(Score: {:.4f})\".format(hit['score']))\n    \"\"\"\n"
  },
  {
    "path": "examples/sentence_transformer/applications/semantic-search/semantic_search_nq_opensearch.py",
    "content": "\"\"\"\nThis script contains an example how to perform semantic search with OpenSearch.\n\nAs dataset, we use the Natural Questions dataset: https://ai.google.com/research/NaturalQuestions/\n\nThe answers are indexed to OpenSearch together with their respective sentence embeddings.\n\nYou need OpenSearch up and running locally:\nhttps://docs.opensearch.org/docs/latest/getting-started/quickstart/\n\nFurther, you need the Python OpenSearch Client installed:\nhttps://docs.opensearch.org/docs/latest/clients/python-low-level/, e.g.:\n```\npip install opensearch-py\n```\n\nThis script was created for `opensearch` v2.17.0+.\n\nAs embeddings model, we use the SBERT model 'nq-distilbert-base-v1',\nwhich is specifically trained for question answering on the Natural Questions dataset.\n\"\"\"\n\nimport time\n\nfrom datasets import load_dataset\nfrom opensearchpy import OpenSearch, helpers\nfrom tqdm import tqdm\n\nfrom sentence_transformers import SentenceTransformer\n\n# 1. Load the natural-questions dataset with 100K answers\ndataset = load_dataset(\"sentence-transformers/natural-questions\", split=\"train\")\nnum_docs = 10_000  # We use 10k documents for this example\ncorpus = dataset[\"answer\"][:num_docs]\nprint(f\"Finish loading data. Corpus size: {len(corpus)}\")\n\n# 2. Come up with some initial queries\nqueries = dataset[\"query\"][:2]\n\n# 3. Load the model\nmodel = SentenceTransformer(\"nq-distilbert-base-v1\")\n\n# 4. Encode the corpus\nprint(\"Start encoding corpus...\")\nstart_time = time.time()\ncorpus_embeddings = model.encode(corpus, batch_size=32, show_progress_bar=True)\nprint(f\"Corpus encoding time: {time.time() - start_time:.6f} seconds\")\n\n\n# Function to create index and ingest documents\ndef create_and_ingest_index(os_client, index_name, corpus, embeddings):\n    if os_client.indices.exists(index=index_name):\n        os_client.indices.delete(index=index_name)\n\n    os_index = {\n        \"settings\": {\"index.knn\": True},\n        \"mappings\": {\n            \"properties\": {\n                \"answer\": {\"type\": \"text\"},  # For BM25 search\n                \"answer_vector\": {\n                    \"type\": \"knn_vector\",\n                    \"dimension\": 768,\n                    \"space_type\": \"cosinesimil\",\n                    \"method\": {\n                        \"name\": \"hnsw\",\n                        \"engine\": \"lucene\",\n                    },\n                },\n            }\n        },\n    }\n\n    os_client.indices.create(index=index_name, body=os_index)\n\n    # Ingest documents in batches\n    batch_size = 500\n    for start_idx in tqdm(range(0, len(corpus), batch_size)):\n        end_idx = start_idx + batch_size\n        bulk_data = []\n\n        for idx, (answer, embedding) in enumerate(zip(corpus[start_idx:end_idx], embeddings[start_idx:end_idx])):\n            doc_id = str(start_idx + idx)\n            bulk_data.append(\n                {\n                    \"_index\": index_name,\n                    \"_id\": doc_id,\n                    \"_source\": {\n                        \"answer\": answer,\n                        \"answer_vector\": embedding.tolist(),\n                    },\n                }\n            )\n\n        helpers.bulk(os_client, bulk_data)\n\n    os_client.indices.refresh(index=index_name)\n    return os_client, index_name\n\n\n# Initialize variables\nos_client = OpenSearch(\"http://localhost:9200\")\ncorpus_index = None\n\nwhile True:\n    # 5. Encode the queries\n    start_time = time.time()\n    query_embeddings = model.encode(queries)\n    encode_time = time.time() - start_time\n    print(f\"Query encoding time: {encode_time:.6f} seconds\")\n\n    # 6. Perform semantic search using OpenSearch\n    if corpus_index is None:\n        # Create index and ingest documents on first query\n        print(\"Creating index and ingesting documents...\")\n        os_client, index_name = create_and_ingest_index(os_client, \"nq\", corpus, corpus_embeddings)\n        corpus_index = (os_client, index_name)\n\n    # Perform search\n    start_time = time.time()\n    semantic_results = []\n    bm25_results = []\n    os_client, index_name = corpus_index\n\n    for query, query_embedding in zip(queries, query_embeddings):\n        # BM25 search\n        bm25_result = os_client.search(index=index_name, body={\"query\": {\"match\": {\"answer\": query}}, \"size\": 5})\n        bm25_results.append(bm25_result[\"hits\"][\"hits\"])\n\n        # Semantic search\n        semantic_result = os_client.search(\n            index=index_name,\n            body={\"size\": 5, \"query\": {\"knn\": {\"answer_vector\": {\"vector\": query_embedding.tolist(), \"k\": 5}}}},\n        )\n        semantic_results.append(semantic_result[\"hits\"][\"hits\"])\n\n    search_time = time.time() - start_time\n\n    # 7. Output the results\n    print(f\"Query encoding time: {encode_time:.6f} seconds, search time: {search_time:.6f} seconds\")\n    for query, bm25_hits, semantic_hits in zip(queries, bm25_results, semantic_results):\n        print(f\"Query: {query}\")\n\n        print(\"\\nBM25 results:\")\n        for hit in bm25_hits:\n            print(f\"(Score: {hit['_score']:.4f}) {hit['_source']['answer']}, corpus_id: {hit['_id']}\")\n\n        print(\"\\nSemantic Search results:\")\n        for hit in semantic_hits:\n            print(f\"(Score: {hit['_score']:.4f}) {hit['_source']['answer']}, corpus_id: {hit['_id']}\")\n        print(\"\\n========\\n\")\n\n    # 8. Prompt for more queries\n    queries = [input(\"Please enter a question: \")]\n"
  },
  {
    "path": "examples/sentence_transformer/applications/semantic-search/semantic_search_publications.py",
    "content": "\"\"\"\nThis example demonstrates how we can perform semantic search for scientific publications.\n\nAs model, we use SPECTER (https://github.com/allenai/specter), which encodes paper titles and abstracts\ninto a vector space.\n\nWhen can then use util.semantic_search() to find the most similar papers.\n\nColab example: https://colab.research.google.com/drive/12hfBveGHRsxhPIUMmJYrll2lFU4fOX06\n\"\"\"\n\nimport json\nimport os\n\nfrom sentence_transformers import SentenceTransformer, util\n\n# First, we load the papers dataset (with title and abstract information)\ndataset_file = \"emnlp2016-2018.json\"\n\nif not os.path.exists(dataset_file):\n    util.http_get(\"https://sbert.net/datasets/emnlp2016-2018.json\", dataset_file)\n\nwith open(dataset_file) as fIn:\n    papers = json.load(fIn)\n\nprint(len(papers), \"papers loaded\")\n\n# We then load the allenai-specter model with SentenceTransformers\nmodel = SentenceTransformer(\"allenai-specter\")\n\n# To encode the papers, we must combine the title and the abstracts to a single string\npaper_texts = [paper[\"title\"] + \"[SEP]\" + paper[\"abstract\"] for paper in papers]\n\n# Compute embeddings for all papers\ncorpus_embeddings = model.encode(paper_texts, convert_to_tensor=True)\n\n\n# We define a function, given title & abstract, searches our corpus for relevant (similar) papers\ndef search_papers(title, abstract):\n    query_embedding = model.encode(title + \"[SEP]\" + abstract, convert_to_tensor=True)\n\n    search_hits = util.semantic_search(query_embedding, corpus_embeddings)\n    search_hits = search_hits[0]  # Get the hits for the first query\n\n    print(\"\\n\\nPaper:\", title)\n    print(\"Most similar papers:\")\n    for hit in search_hits:\n        related_paper = papers[hit[\"corpus_id\"]]\n        print(\n            \"{:.2f}\\t{}\\t{} {}\".format(\n                hit[\"score\"], related_paper[\"title\"], related_paper[\"venue\"], related_paper[\"year\"]\n            )\n        )\n\n\n# This paper was the EMNLP 2019 Best Paper\nsearch_papers(\n    title=\"Specializing Word Embeddings (for Parsing) by Information Bottleneck\",\n    abstract=\"Pre-trained word embeddings like ELMo and BERT contain rich syntactic and semantic information, resulting in state-of-the-art performance on various tasks. We propose a very fast variational information bottleneck (VIB) method to nonlinearly compress these embeddings, keeping only the information that helps a discriminative parser. We compress each word embedding to either a discrete tag or a continuous vector. In the discrete version, our automatically compressed tags form an alternative tag set: we show experimentally that our tags capture most of the information in traditional POS tag annotations, but our tag sequences can be parsed more accurately at the same level of tag granularity. In the continuous version, we show experimentally that moderately compressing the word embeddings by our method yields a more accurate parser in 8 of 9 languages, unlike simple dimensionality reduction.\",\n)\n\n# This paper was the EMNLP 2020 Best Paper\nsearch_papers(\n    title=\"Digital Voicing of Silent Speech\",\n    abstract=\"In this paper, we consider the task of digitally voicing silent speech, where silently mouthed words are converted to audible speech based on electromyography (EMG) sensor measurements that capture muscle impulses. While prior work has focused on training speech synthesis models from EMG collected during vocalized speech, we are the first to train from EMG collected during silently articulated speech. We introduce a method of training on silent EMG by transferring audio targets from vocalized to silent signals. Our method greatly improves intelligibility of audio generated from silent EMG compared to a baseline that only trains with vocalized data, decreasing transcription word error rate from 64% to 4% in one data condition and 88% to 68% in another. To spur further development on this task, we share our new dataset of silent and vocalized facial EMG measurements.\",\n)\n\n# This paper was a EMNLP 2020 Honourable Mention Papers\nsearch_papers(\n    title=\"If beam search is the answer, what was the question?\",\n    abstract=\"Quite surprisingly, exact maximum a posteriori (MAP) decoding of neural language generators frequently leads to low-quality results. Rather, most state-of-the-art results on language generation tasks are attained using beam search despite its overwhelmingly high search error rate. This implies that the MAP objective alone does not express the properties we desire in text, which merits the question: if beam search is the answer, what was the question? We frame beam search as the exact solution to a different decoding objective in order to gain insights into why high probability under a model alone may not indicate adequacy. We find that beam search enforces uniform information density in text, a property motivated by cognitive science. We suggest a set of decoding objectives that explicitly enforce this property and find that exact decoding with these objectives alleviates the problems encountered when decoding poorly calibrated language generation models. Additionally, we analyze the text produced using various decoding strategies and see that, in our neural machine translation experiments, the extent to which this property is adhered to strongly correlates with BLEU.\",\n)\n\n# This paper was a EMNLP 2020 Honourable Mention Papers\nsearch_papers(\n    title=\"Spot The Bot: A Robust and Efficient Framework for the Evaluation of Conversational Dialogue Systems\",\n    abstract=\"The lack of time efficient and reliable evalu-ation methods is hampering the development of conversational dialogue systems (chat bots). Evaluations that require humans to converse with chat bots are time and cost intensive, put high cognitive demands on the human judges, and tend to yield low quality results. In this work, we introduce Spot The Bot, a cost-efficient and robust evaluation framework that replaces human-bot conversations with conversations between bots. Human judges then only annotate for each entity in a conversation whether they think it is human or not (assuming there are humans participants in these conversations). These annotations then allow us to rank chat bots regarding their ability to mimic conversational behaviour of humans. Since we expect that all bots are eventually recognized as such, we incorporate a metric that measures which chat bot is able to uphold human-like be-havior the longest, i.e.Survival Analysis. This metric has the ability to correlate a bot’s performance to certain of its characteristics (e.g.fluency or sensibleness), yielding interpretable results. The comparably low cost of our frame-work allows for frequent evaluations of chatbots during their evaluation cycle. We empirically validate our claims by applying Spot The Bot to three domains, evaluating several state-of-the-art chat bots, and drawing comparisonsto related work. The framework is released asa ready-to-use tool.\",\n)\n\n# EMNLP 2020 paper on making Sentence-BERT multilingual\nsearch_papers(\n    title=\"Making Monolingual Sentence Embeddings Multilingual using Knowledge Distillation\",\n    abstract=\"We present an easy and efficient method to extend existing sentence embedding models to new languages. This allows to create multilingual versions from previously monolingual models. The training is based on the idea that a translated sentence should be mapped to the same location in the vector space as the original sentence. We use the original (monolingual) model to generate sentence embeddings for the source language and then train a new system on translated sentences to mimic the original model. Compared to other methods for training multilingual sentence embeddings, this approach has several advantages: It is easy to extend existing models with relatively few samples to new languages, it is easier to ensure desired properties for the vector space, and the hardware requirements for training is lower. We demonstrate the effectiveness of our approach for 50+ languages from various language families. Code to extend sentence embeddings models to more than 400 languages is publicly available.\",\n)\n"
  },
  {
    "path": "examples/sentence_transformer/applications/semantic-search/semantic_search_quora_annoy.py",
    "content": "\"\"\"\nThis example uses Approximate Nearest Neighbor Search (ANN) with Annoy (https://github.com/spotify/annoy).\n\nSearching a large corpus with Millions of embeddings can be time-consuming. To speed this up,\nANN can index the existent vectors. For a new query vector, this index can be used to find the nearest neighbors.\n\nThis nearest neighbor search is not perfect, i.e., it might not perfectly find all top-k nearest neighbors.\n\nIn this example, we use Annoy. It learns to a tree that partitions embeddings into smaller sections. For our query embeddings,\nwe can efficiently check which section matches and only search that section for nearest neighbor.\n\nSelecting the n_trees parameter is quite important. With more trees, we get a better recall, but a worse run-time.\n\nThis script will compare the result from ANN with exact nearest neighbor search and output a Recall@k value\nas well as the missing results in the top-k hits list.\n\nSee the Annoy repository, how to install Annoy.\n\nFor details how Annoy works, see: https://erikbern.com/2015/10/01/nearest-neighbors-and-vector-models-part-2-how-to-search-in-high-dimensional-spaces.html\n\nAs dataset, we use the Quora Duplicate Questions dataset, which contains about 500k questions:\nhttps://www.quora.com/q/quoradata/First-Quora-Dataset-Release-Question-Pairs\n\nAs embeddings model, we use the SBERT model 'quora-distilbert-multilingual',\nthat it aligned for 100 languages. I.e., you can type in a question in various languages and it will\nreturn the closest questions in the corpus (questions in the corpus are mainly in English).\n\"\"\"\n\nimport csv\nimport os\nimport pickle\nimport time\n\nimport torch\nfrom annoy import AnnoyIndex\n\nfrom sentence_transformers import SentenceTransformer, util\n\nmodel_name = \"quora-distilbert-multilingual\"\nmodel = SentenceTransformer(model_name)\n\nurl = \"http://qim.fs.quoracdn.net/quora_duplicate_questions.tsv\"\ndataset_path = \"quora_duplicate_questions.tsv\"\nmax_corpus_size = 100000\n\nn_trees = 256  # Number of trees used for Annoy. More trees => better recall, worse run-time\nembedding_size = 768  # Size of embeddings\ntop_k_hits = 10  # Output k hits\n\nannoy_index_path = \"quora-embeddings-{}-size-{}-annoy_index-trees-{}.ann\".format(\n    model_name.replace(\"/\", \"_\"), max_corpus_size, n_trees\n)\nembedding_cache_path = \"quora-embeddings-{}-size-{}.pkl\".format(model_name.replace(\"/\", \"_\"), max_corpus_size)\n\n\n# Check if embedding cache path exists\nif not os.path.exists(embedding_cache_path):\n    # Check if the dataset exists. If not, download and extract\n    # Download dataset if needed\n    if not os.path.exists(dataset_path):\n        print(\"Download dataset\")\n        util.http_get(url, dataset_path)\n\n    # Get all unique sentences from the file\n    corpus_sentences = set()\n    with open(dataset_path, encoding=\"utf8\") as fIn:\n        reader = csv.DictReader(fIn, delimiter=\"\\t\", quoting=csv.QUOTE_MINIMAL)\n        for row in reader:\n            corpus_sentences.add(row[\"question1\"])\n            if len(corpus_sentences) >= max_corpus_size:\n                break\n\n            corpus_sentences.add(row[\"question2\"])\n            if len(corpus_sentences) >= max_corpus_size:\n                break\n\n    corpus_sentences = list(corpus_sentences)\n    print(\"Encode the corpus. This might take a while\")\n    corpus_embeddings = model.encode(corpus_sentences, show_progress_bar=True, convert_to_numpy=True)\n\n    print(\"Store file on disk\")\n    with open(embedding_cache_path, \"wb\") as fOut:\n        pickle.dump({\"sentences\": corpus_sentences, \"embeddings\": corpus_embeddings}, fOut)\nelse:\n    print(\"Load pre-computed embeddings from disk\")\n    with open(embedding_cache_path, \"rb\") as fIn:\n        cache_data = pickle.load(fIn)\n        corpus_sentences = cache_data[\"sentences\"]\n        corpus_embeddings = cache_data[\"embeddings\"]\n\nif not os.path.exists(annoy_index_path):\n    # Create Annoy Index\n    print(f\"Create Annoy index with {n_trees} trees. This can take some time.\")\n    annoy_index = AnnoyIndex(embedding_size, \"angular\")\n\n    for i in range(len(corpus_embeddings)):\n        annoy_index.add_item(i, corpus_embeddings[i])\n\n    annoy_index.build(n_trees)\n    annoy_index.save(annoy_index_path)\nelse:\n    # Load Annoy Index from disk\n    annoy_index = AnnoyIndex(embedding_size, \"angular\")\n    annoy_index.load(annoy_index_path)\n\n\ncorpus_embeddings = torch.from_numpy(corpus_embeddings)\n\n######### Search in the index ###########\n\nprint(f\"Corpus loaded with {len(corpus_sentences)} sentences / embeddings\")\n\nwhile True:\n    inp_question = input(\"Please enter a question: \")\n\n    start_time = time.time()\n    question_embedding = model.encode(inp_question)\n\n    corpus_ids, scores = annoy_index.get_nns_by_vector(question_embedding, top_k_hits, include_distances=True)\n    hits = []\n    for id, score in zip(corpus_ids, scores):\n        hits.append({\"corpus_id\": id, \"score\": 1 - ((score**2) / 2)})\n\n    end_time = time.time()\n\n    print(\"Input question:\", inp_question)\n    print(f\"Results (after {end_time - start_time:.3f} seconds):\")\n    for hit in hits[0:top_k_hits]:\n        print(\"\\t{:.3f}\\t{}\".format(hit[\"score\"], corpus_sentences[hit[\"corpus_id\"]]))\n\n    # Approximate Nearest Neighbor (ANN) is not exact, it might miss entries with high cosine similarity\n    # Here, we compute the recall of ANN compared to the exact results\n    correct_hits = util.semantic_search(question_embedding, corpus_embeddings, top_k=top_k_hits)[0]\n    correct_hits_ids = set([hit[\"corpus_id\"] for hit in correct_hits])\n\n    # Compute recall\n    ann_corpus_ids = set(corpus_ids)\n    if len(ann_corpus_ids) != len(correct_hits_ids):\n        print(\"Approximate Nearest Neighbor returned a different number of results than expected\")\n\n    recall = len(ann_corpus_ids.intersection(correct_hits_ids)) / len(correct_hits_ids)\n    print(f\"\\nApproximate Nearest Neighbor Recall@{top_k_hits}: {recall * 100:.2f}\")\n\n    if recall < 1:\n        print(\"Missing results:\")\n        for hit in correct_hits[0:top_k_hits]:\n            if hit[\"corpus_id\"] not in ann_corpus_ids:\n                print(\"\\t{:.3f}\\t{}\".format(hit[\"score\"], corpus_sentences[hit[\"corpus_id\"]]))\n    print(\"\\n\\n========\\n\")\n"
  },
  {
    "path": "examples/sentence_transformer/applications/semantic-search/semantic_search_quora_elasticsearch.py",
    "content": "\"\"\"\nThis script contains an example how to perform semantic search with Elasticsearch.\n\nAs dataset, we use the Quora Duplicate Questions dataset, which contains about 500k questions:\nhttps://www.quora.com/q/quoradata/First-Quora-Dataset-Release-Question-Pairs\n\nQuestions are indexed to Elasticsearch together with their respective sentence\nembeddings.\n\nThe script shows results from BM25 as well as from semantic search with\ncosine similarity.\n\nYou need Elasticsearch up and running locally:\nhttps://www.elastic.co/guide/en/elasticsearch/reference/current/run-elasticsearch-locally.html\n\nFurther, you need the Python Elasticsearch Client installed:\nhttps://elasticsearch-py.readthedocs.io/\n\nThis script was created for `elasticsearch` v8.0+.\n\nAs embeddings model, we use the SBERT model 'quora-distilbert-multilingual',\nthat it aligned for 100 languages. I.e., you can type in a question in various languages and it will\nreturn the closest questions in the corpus (questions in the corpus are mainly in English).\n\"\"\"\n\nimport csv\nimport os\nimport time\n\nimport tqdm.autonotebook\nfrom elasticsearch import Elasticsearch, helpers\n\nfrom sentence_transformers import SentenceTransformer, util\n\nes = Elasticsearch(\n    \"http://localhost:9200\",\n    basic_auth=(\"elastic\", os.environ[\"ELASTIC_PASSWORD\"]),\n)\n\nmodel = SentenceTransformer(\"quora-distilbert-multilingual\")\n\nurl = \"http://qim.fs.quoracdn.net/quora_duplicate_questions.tsv\"\ndataset_path = \"quora_duplicate_questions.tsv\"\nmax_corpus_size = 100000\n\n# Download dataset if needed\nif not os.path.exists(dataset_path):\n    print(\"Download dataset\")\n    util.http_get(url, dataset_path)\n\n# Get all unique sentences from the file\nall_questions = {}\nwith open(dataset_path, encoding=\"utf8\") as fIn:\n    reader = csv.DictReader(fIn, delimiter=\"\\t\", quoting=csv.QUOTE_MINIMAL)\n    for row in reader:\n        all_questions[row[\"qid1\"]] = row[\"question1\"]\n        if len(all_questions) >= max_corpus_size:\n            break\n\n        all_questions[row[\"qid2\"]] = row[\"question2\"]\n        if len(all_questions) >= max_corpus_size:\n            break\n\nqids = list(all_questions.keys())\nquestions = [all_questions[qid] for qid in qids]\n\n# Index data, if the index does not exists\nif not es.indices.exists(index=\"quora\"):\n    try:\n        es_index = {\n            \"mappings\": {\n                \"properties\": {\n                    \"question\": {\"type\": \"text\"},\n                    \"question_vector\": {\"type\": \"dense_vector\", \"dims\": 768, \"index\": True, \"similarity\": \"cosine\"},\n                }\n            }\n        }\n\n        es.indices.create(index=\"quora\", body=es_index)\n        chunk_size = 500\n        print(\"Index data (you can stop it by pressing Ctrl+C once):\")\n        with tqdm.tqdm(total=len(qids)) as pbar:\n            for start_idx in range(0, len(qids), chunk_size):\n                end_idx = start_idx + chunk_size\n\n                embeddings = model.encode(questions[start_idx:end_idx], show_progress_bar=False)\n                bulk_data = []\n                for qid, question, embedding in zip(qids[start_idx:end_idx], questions[start_idx:end_idx], embeddings):\n                    bulk_data.append(\n                        {\n                            \"_index\": \"quora\",\n                            \"_id\": qid,\n                            \"_source\": {\"question\": question, \"question_vector\": embedding},\n                        }\n                    )\n\n                helpers.bulk(es, bulk_data)\n                pbar.update(chunk_size)\n\n    except Exception:\n        print(\"During index an exception occurred. Continue\\n\\n\")\n\n\n# Interactive search queries\nwhile True:\n    inp_question = input(\"Please enter a question: \")\n\n    encode_start_time = time.time()\n    question_embedding = model.encode(inp_question)\n    encode_end_time = time.time()\n\n    # Lexical search\n    bm25 = es.search(index=\"quora\", body={\"query\": {\"match\": {\"question\": inp_question}}})\n\n    # Semantic search\n    sem_search = es.search(\n        index=\"quora\",\n        knn={\"field\": \"question_vector\", \"query_vector\": question_embedding, \"k\": 10, \"num_candidates\": 100},\n    )\n\n    print(\"Input question:\", inp_question)\n    print(\n        \"Computing the embedding took {:.3f} seconds, BM25 search took {:.3f} seconds, semantic search with ES took {:.3f} seconds\".format(\n            encode_end_time - encode_start_time, bm25[\"took\"] / 1000, sem_search[\"took\"] / 1000\n        )\n    )\n\n    print(\"BM25 results:\")\n    for hit in bm25[\"hits\"][\"hits\"][0:5]:\n        print(\"\\t{}\".format(hit[\"_source\"][\"question\"]))\n\n    print(\"\\nSemantic Search results:\")\n    for hit in sem_search[\"hits\"][\"hits\"][0:5]:\n        print(\"\\t{}\".format(hit[\"_source\"][\"question\"]))\n\n    print(\"\\n\\n========\\n\")\n"
  },
  {
    "path": "examples/sentence_transformer/applications/semantic-search/semantic_search_quora_faiss.py",
    "content": "\"\"\"\nThis example uses Approximate Nearest Neighbor Search (ANN) with FAISS (https://github.com/facebookresearch/faiss).\n\nSearching a large corpus with Millions of embeddings can be time-consuming. To speed this up,\nANN can index the existent vectors. For a new query vector, this index can be used to find the nearest neighbors.\n\nThis nearest neighbor search is not perfect, i.e., it might not perfectly find all top-k nearest neighbors.\n\nIn this example, we use FAISS with an inverse flat index (IndexIVFFlat). It learns to partition the corpus embeddings\ninto different cluster (number is defined by n_clusters). At search time, the matching cluster for query is found and only vectors\nin this cluster must be search for nearest neighbors.\n\nThis script will compare the result from ANN with exact nearest neighbor search and output a Recall@k value\nas well as the missing results in the top-k hits list.\n\nSee the FAISS repository, how to install FAISS.\n\nAs dataset, we use the Quora Duplicate Questions dataset, which contains about 500k questions (only 100k are used):\nhttps://www.quora.com/q/quoradata/First-Quora-Dataset-Release-Question-Pairs.\n\nAs embeddings model, we use the SBERT model 'quora-distilbert-multilingual',\nthat it aligned for 100 languages. I.e., you can type in a question in various languages and it will\nreturn the closest questions in the corpus (questions in the corpus are mainly in English).\n\"\"\"\n\nimport csv\nimport os\nimport pickle\nimport time\n\nimport faiss\nimport numpy as np\n\nfrom sentence_transformers import SentenceTransformer, util\n\nmodel_name = \"quora-distilbert-multilingual\"\nmodel = SentenceTransformer(model_name)\n\nurl = \"http://qim.fs.quoracdn.net/quora_duplicate_questions.tsv\"\ndataset_path = \"quora_duplicate_questions.tsv\"\nmax_corpus_size = 100000\n\nembedding_cache_path = \"quora-embeddings-{}-size-{}.pkl\".format(model_name.replace(\"/\", \"_\"), max_corpus_size)\n\n\nembedding_size = 768  # Size of embeddings\ntop_k_hits = 10  # Output k hits\n\n# Defining our FAISS index\n# Number of clusters used for faiss. Select a value 4*sqrt(N) to 16*sqrt(N) - https://github.com/facebookresearch/faiss/wiki/Guidelines-to-choose-an-index\nn_clusters = 1024\n\n# We use Inner Product (dot-product) as Index. We will normalize our vectors to unit length, then is Inner Product equal to cosine similarity\nquantizer = faiss.IndexFlatIP(embedding_size)\nindex = faiss.IndexIVFFlat(quantizer, embedding_size, n_clusters, faiss.METRIC_INNER_PRODUCT)\n\n# Number of clusters to explorer at search time. We will search for nearest neighbors in 3 clusters.\nindex.nprobe = 3\n\n# Check if embedding cache path exists\nif not os.path.exists(embedding_cache_path):\n    # Check if the dataset exists. If not, download and extract\n    # Download dataset if needed\n    if not os.path.exists(dataset_path):\n        print(\"Download dataset\")\n        util.http_get(url, dataset_path)\n\n    # Get all unique sentences from the file\n    corpus_sentences = set()\n    with open(dataset_path, encoding=\"utf8\") as fIn:\n        reader = csv.DictReader(fIn, delimiter=\"\\t\", quoting=csv.QUOTE_MINIMAL)\n        for row in reader:\n            corpus_sentences.add(row[\"question1\"])\n            if len(corpus_sentences) >= max_corpus_size:\n                break\n\n            corpus_sentences.add(row[\"question2\"])\n            if len(corpus_sentences) >= max_corpus_size:\n                break\n\n    corpus_sentences = list(corpus_sentences)\n    print(\"Encode the corpus. This might take a while\")\n    corpus_embeddings = model.encode(corpus_sentences, show_progress_bar=True, convert_to_numpy=True)\n\n    print(\"Store file on disk\")\n    with open(embedding_cache_path, \"wb\") as fOut:\n        pickle.dump({\"sentences\": corpus_sentences, \"embeddings\": corpus_embeddings}, fOut)\nelse:\n    print(\"Load pre-computed embeddings from disk\")\n    with open(embedding_cache_path, \"rb\") as fIn:\n        cache_data = pickle.load(fIn)\n        corpus_sentences = cache_data[\"sentences\"]\n        corpus_embeddings = cache_data[\"embeddings\"]\n\n### Create the FAISS index\nprint(\"Start creating FAISS index\")\n# First, we need to normalize vectors to unit length\ncorpus_embeddings = corpus_embeddings / np.linalg.norm(corpus_embeddings, axis=1)[:, None]\n\n# Then we train the index to find a suitable clustering\nindex.train(corpus_embeddings)\n\n# Finally we add all embeddings to the index\nindex.add(corpus_embeddings)\n\n\n######### Search in the index ###########\n\n\nprint(f\"Corpus loaded with {len(corpus_sentences)} sentences / embeddings\")\n\nwhile True:\n    inp_question = input(\"Please enter a question: \")\n\n    start_time = time.time()\n    question_embedding = model.encode(inp_question)\n\n    # FAISS works with inner product (dot product). When we normalize vectors to unit length, inner product is equal to cosine similarity\n    question_embedding = question_embedding / np.linalg.norm(question_embedding)\n    question_embedding = np.expand_dims(question_embedding, axis=0)\n\n    # Search in FAISS. It returns a matrix with distances and corpus ids.\n    distances, corpus_ids = index.search(question_embedding, top_k_hits)\n\n    # We extract corpus ids and scores for the first query\n    hits = [{\"corpus_id\": id, \"score\": score} for id, score in zip(corpus_ids[0], distances[0])]\n    hits = sorted(hits, key=lambda x: x[\"score\"], reverse=True)\n    end_time = time.time()\n\n    print(\"Input question:\", inp_question)\n    print(f\"Results (after {end_time - start_time:.3f} seconds):\")\n    for hit in hits[0:top_k_hits]:\n        print(\"\\t{:.3f}\\t{}\".format(hit[\"score\"], corpus_sentences[hit[\"corpus_id\"]]))\n\n    # Approximate Nearest Neighbor (ANN) is not exact, it might miss entries with high cosine similarity\n    # Here, we compute the recall of ANN compared to the exact results\n    correct_hits = util.semantic_search(question_embedding, corpus_embeddings, top_k=top_k_hits)[0]\n    correct_hits_ids = set([hit[\"corpus_id\"] for hit in correct_hits])\n\n    ann_corpus_ids = set([hit[\"corpus_id\"] for hit in hits])\n    if len(ann_corpus_ids) != len(correct_hits_ids):\n        print(\"Approximate Nearest Neighbor returned a different number of results than expected\")\n\n    recall = len(ann_corpus_ids.intersection(correct_hits_ids)) / len(correct_hits_ids)\n    print(f\"\\nApproximate Nearest Neighbor Recall@{top_k_hits}: {recall * 100:.2f}\")\n\n    if recall < 1:\n        print(\"Missing results:\")\n        for hit in correct_hits[0:top_k_hits]:\n            if hit[\"corpus_id\"] not in ann_corpus_ids:\n                print(\"\\t{:.3f}\\t{}\".format(hit[\"score\"], corpus_sentences[hit[\"corpus_id\"]]))\n    print(\"\\n\\n========\\n\")\n"
  },
  {
    "path": "examples/sentence_transformer/applications/semantic-search/semantic_search_quora_hnswlib.py",
    "content": "\"\"\"\nThis example uses Approximate Nearest Neighbor Search (ANN) with Hnswlib  (https://github.com/nmslib/hnswlib/).\n\nSearching a large corpus with Millions of embeddings can be time-consuming. To speed this up,\nANN can index the existent vectors. For a new query vector, this index can be used to find the nearest neighbors.\n\nThis nearest neighbor search is not perfect, i.e., it might not perfectly find all top-k nearest neighbors.\n\nIn this example, we use Hnswlib: It is a fast and easy to use library, with excellent results on common benchmarks.\n\nUsually you can install Hnswlib by running:\npip install hnswlib\n\nFor more details, see https://github.com/nmslib/hnswlib/\n\nAs dataset, we use the Quora Duplicate Questions dataset, which contains about 500k questions (we only use 100k in this example):\nhttps://www.quora.com/q/quoradata/First-Quora-Dataset-Release-Question-Pairs\n\nAs embeddings model, we use the SBERT model 'quora-distilbert-multilingual',\nthat it aligned for 100 languages. I.e., you can type in a question in various languages and it will\nreturn the closest questions in the corpus (questions in the corpus are mainly in English).\n\"\"\"\n\nimport csv\nimport os\nimport pickle\nimport time\n\nimport hnswlib\n\nfrom sentence_transformers import SentenceTransformer, util\n\nmodel_name = \"quora-distilbert-multilingual\"\nmodel = SentenceTransformer(model_name)\n\nurl = \"http://qim.fs.quoracdn.net/quora_duplicate_questions.tsv\"\ndataset_path = \"quora_duplicate_questions.tsv\"\nmax_corpus_size = 100000\n\nembedding_cache_path = \"quora-embeddings-{}-size-{}.pkl\".format(model_name.replace(\"/\", \"_\"), max_corpus_size)\n\n\nembedding_size = 768  # Size of embeddings\ntop_k_hits = 10  # Output k hits\n\n# Check if embedding cache path exists\nif not os.path.exists(embedding_cache_path):\n    # Check if the dataset exists. If not, download and extract\n    # Download dataset if needed\n    if not os.path.exists(dataset_path):\n        print(\"Download dataset\")\n        util.http_get(url, dataset_path)\n\n    # Get all unique sentences from the file\n    corpus_sentences = set()\n    with open(dataset_path, encoding=\"utf8\") as fIn:\n        reader = csv.DictReader(fIn, delimiter=\"\\t\", quoting=csv.QUOTE_MINIMAL)\n        for row in reader:\n            corpus_sentences.add(row[\"question1\"])\n            if len(corpus_sentences) >= max_corpus_size:\n                break\n\n            corpus_sentences.add(row[\"question2\"])\n            if len(corpus_sentences) >= max_corpus_size:\n                break\n\n    corpus_sentences = list(corpus_sentences)\n    print(\"Encode the corpus. This might take a while\")\n    corpus_embeddings = model.encode(corpus_sentences, show_progress_bar=True, convert_to_numpy=True)\n\n    print(\"Store file on disk\")\n    with open(embedding_cache_path, \"wb\") as fOut:\n        pickle.dump({\"sentences\": corpus_sentences, \"embeddings\": corpus_embeddings}, fOut)\nelse:\n    print(\"Load pre-computed embeddings from disk\")\n    with open(embedding_cache_path, \"rb\") as fIn:\n        cache_data = pickle.load(fIn)\n        corpus_sentences = cache_data[\"sentences\"]\n        corpus_embeddings = cache_data[\"embeddings\"]\n\n# Defining our hnswlib index\nindex_path = \"./hnswlib.index\"\n# We use Inner Product (dot-product) as Index. We will normalize our vectors to unit length, then is Inner Product equal to cosine similarity\nindex = hnswlib.Index(space=\"cosine\", dim=embedding_size)\n\nif os.path.exists(index_path):\n    print(\"Loading index...\")\n    index.load_index(index_path)\nelse:\n    ### Create the HNSWLIB index\n    print(\"Start creating HNSWLIB index\")\n    index.init_index(max_elements=len(corpus_embeddings), ef_construction=400, M=64)\n\n    # Then we train the index to find a suitable clustering\n    index.add_items(corpus_embeddings, list(range(len(corpus_embeddings))))\n\n    print(\"Saving index to:\", index_path)\n    index.save_index(index_path)\n\n# Controlling the recall by setting ef:\nindex.set_ef(50)  # ef should always be > top_k_hits\n\n######### Search in the index ###########\n\nprint(f\"Corpus loaded with {len(corpus_sentences)} sentences / embeddings\")\n\nwhile True:\n    inp_question = input(\"Please enter a question: \")\n\n    start_time = time.time()\n    question_embedding = model.encode(inp_question)\n\n    # We use hnswlib knn_query method to find the top_k_hits\n    corpus_ids, distances = index.knn_query(question_embedding, k=top_k_hits)\n\n    # We extract corpus ids and scores for the first query\n    hits = [{\"corpus_id\": id, \"score\": 1 - score} for id, score in zip(corpus_ids[0], distances[0])]\n    hits = sorted(hits, key=lambda x: x[\"score\"], reverse=True)\n    end_time = time.time()\n\n    print(\"Input question:\", inp_question)\n    print(f\"Results (after {end_time - start_time:.3f} seconds):\")\n    for hit in hits[0:top_k_hits]:\n        print(\"\\t{:.3f}\\t{}\".format(hit[\"score\"], corpus_sentences[hit[\"corpus_id\"]]))\n\n    # Approximate Nearest Neighbor (ANN) is not exact, it might miss entries with high cosine similarity\n    # Here, we compute the recall of ANN compared to the exact results\n    correct_hits = util.semantic_search(question_embedding, corpus_embeddings, top_k=top_k_hits)[0]\n    correct_hits_ids = set([hit[\"corpus_id\"] for hit in correct_hits])\n\n    ann_corpus_ids = set([hit[\"corpus_id\"] for hit in hits])\n    if len(ann_corpus_ids) != len(correct_hits_ids):\n        print(\"Approximate Nearest Neighbor returned a different number of results than expected\")\n\n    recall = len(ann_corpus_ids.intersection(correct_hits_ids)) / len(correct_hits_ids)\n    print(f\"\\nApproximate Nearest Neighbor Recall@{top_k_hits}: {recall * 100:.2f}\")\n\n    if recall < 1:\n        print(\"Missing results:\")\n        for hit in correct_hits[0:top_k_hits]:\n            if hit[\"corpus_id\"] not in ann_corpus_ids:\n                print(\"\\t{:.3f}\\t{}\".format(hit[\"score\"], corpus_sentences[hit[\"corpus_id\"]]))\n    print(\"\\n\\n========\\n\")\n"
  },
  {
    "path": "examples/sentence_transformer/applications/semantic-search/semantic_search_quora_pytorch.py",
    "content": "\"\"\"\nThis script contains an example how to perform semantic search with PyTorch. It performs exact nearest neighborh search.\n\nAs dataset, we use the Quora Duplicate Questions dataset, which contains about 500k questions (we only use about 100k):\nhttps://www.quora.com/q/quoradata/First-Quora-Dataset-Release-Question-Pairs\n\n\nAs embeddings model, we use the SBERT model 'quora-distilbert-multilingual',\nthat it aligned for 100 languages. I.e., you can type in a question in various languages and it will\nreturn the closest questions in the corpus (questions in the corpus are mainly in English).\n\n\nGoogle Colab example: https://colab.research.google.com/drive/12cn5Oo0v3HfQQ8Tv6-ukgxXSmT3zl35A?usp=sharing\n\"\"\"\n\nimport csv\nimport os\nimport pickle\nimport time\n\nfrom sentence_transformers import SentenceTransformer, util\n\nmodel_name = \"quora-distilbert-multilingual\"\nmodel = SentenceTransformer(model_name)\n\nurl = \"http://qim.fs.quoracdn.net/quora_duplicate_questions.tsv\"\ndataset_path = \"quora_duplicate_questions.tsv\"\nmax_corpus_size = 100000\n\n\nembedding_cache_path = \"quora-embeddings-{}-size-{}.pkl\".format(model_name.replace(\"/\", \"_\"), max_corpus_size)\n\n\n# Check if embedding cache path exists\nif not os.path.exists(embedding_cache_path):\n    # Check if the dataset exists. If not, download and extract\n    # Download dataset if needed\n    if not os.path.exists(dataset_path):\n        print(\"Download dataset\")\n        util.http_get(url, dataset_path)\n\n    # Get all unique sentences from the file\n    corpus_sentences = set()\n    with open(dataset_path, encoding=\"utf8\") as fIn:\n        reader = csv.DictReader(fIn, delimiter=\"\\t\", quoting=csv.QUOTE_MINIMAL)\n        for row in reader:\n            corpus_sentences.add(row[\"question1\"])\n            if len(corpus_sentences) >= max_corpus_size:\n                break\n\n            corpus_sentences.add(row[\"question2\"])\n            if len(corpus_sentences) >= max_corpus_size:\n                break\n\n    corpus_sentences = list(corpus_sentences)\n    print(\"Encode the corpus. This might take a while\")\n    corpus_embeddings = model.encode(corpus_sentences, show_progress_bar=True, convert_to_tensor=True)\n\n    print(\"Store file on disk\")\n    with open(embedding_cache_path, \"wb\") as fOut:\n        pickle.dump({\"sentences\": corpus_sentences, \"embeddings\": corpus_embeddings}, fOut)\nelse:\n    print(\"Load pre-computed embeddings from disk\")\n    with open(embedding_cache_path, \"rb\") as fIn:\n        cache_data = pickle.load(fIn)\n        corpus_sentences = cache_data[\"sentences\"][0:max_corpus_size]\n        corpus_embeddings = cache_data[\"embeddings\"][0:max_corpus_size]\n\n###############################\nprint(f\"Corpus loaded with {len(corpus_sentences)} sentences / embeddings\")\n\n# Move embeddings to the target device of the model\ncorpus_embeddings = corpus_embeddings.to(model.device)\n\nwhile True:\n    inp_question = input(\"Please enter a question: \")\n\n    start_time = time.time()\n    question_embedding = model.encode(inp_question, convert_to_tensor=True)\n    hits = util.semantic_search(question_embedding, corpus_embeddings)\n    end_time = time.time()\n    hits = hits[0]  # Get the hits for the first query\n\n    print(\"Input question:\", inp_question)\n    print(f\"Results (after {end_time - start_time:.3f} seconds):\")\n    for hit in hits[0:5]:\n        print(\"\\t{:.3f}\\t{}\".format(hit[\"score\"], corpus_sentences[hit[\"corpus_id\"]]))\n\n    print(\"\\n\\n========\\n\")\n"
  },
  {
    "path": "examples/sentence_transformer/applications/semantic-search/semantic_search_wikipedia_qa.py",
    "content": "\"\"\"\nThis examples demonstrates the setup for Question-Answer-Retrieval.\n\nYou can input a query or a question. The script then uses semantic search\nto find relevant passages in Simple English Wikipedia (as it is smaller and fits better in RAM).\n\nAs model, we use: nq-distilbert-base-v1\n\nIt was trained on the Natural Questions dataset, a dataset with real questions from Google Search\ntogether with annotated data from Wikipedia providing the answer. For the passages, we encode the\nWikipedia article tile together with the individual text passages.\n\nGoogle Colab Example: https://colab.research.google.com/drive/11GunvCqJuebfeTlgbJWkIMT0xJH6PWF1?usp=sharing\n\"\"\"\n\nimport gzip\nimport json\nimport os\nimport time\n\nimport torch\n\nfrom sentence_transformers import SentenceTransformer, util\n\n# We use the Bi-Encoder to encode all passages, so that we can use it with semantic search\nmodel_name = \"nq-distilbert-base-v1\"\nbi_encoder = SentenceTransformer(model_name)\ntop_k = 5  # Number of passages we want to retrieve with the bi-encoder\n\n# As dataset, we use Simple English Wikipedia. Compared to the full English wikipedia, it has only\n# about 170k articles. We split these articles into paragraphs and encode them with the bi-encoder\n\nwikipedia_filepath = \"data/simplewiki-2020-11-01.jsonl.gz\"\n\nif not os.path.exists(wikipedia_filepath):\n    util.http_get(\"http://sbert.net/datasets/simplewiki-2020-11-01.jsonl.gz\", wikipedia_filepath)\n\npassages = []\nwith gzip.open(wikipedia_filepath, \"rt\", encoding=\"utf8\") as fIn:\n    for line in fIn:\n        data = json.loads(line.strip())\n        for paragraph in data[\"paragraphs\"]:\n            # We encode the passages as [title, text]\n            passages.append([data[\"title\"], paragraph])\n\n# If you like, you can also limit the number of passages you want to use\nprint(\"Passages:\", len(passages))\n\n# To speed things up, pre-computed embeddings are downloaded.\n# The provided file encoded the passages with the model 'nq-distilbert-base-v1'\nif model_name == \"nq-distilbert-base-v1\":\n    embeddings_filepath = \"simplewiki-2020-11-01-nq-distilbert-base-v1.pt\"\n    if not os.path.exists(embeddings_filepath):\n        util.http_get(\"http://sbert.net/datasets/simplewiki-2020-11-01-nq-distilbert-base-v1.pt\", embeddings_filepath)\n\n    corpus_embeddings = torch.load(embeddings_filepath)\n    corpus_embeddings = corpus_embeddings.float()  # Convert embedding file to float\n    device = util.get_device_name()\n    corpus_embeddings = corpus_embeddings.to(device)\nelse:  # Here, we compute the corpus_embeddings from scratch (which can take a while depending on the GPU)\n    corpus_embeddings = bi_encoder.encode(passages, convert_to_tensor=True, show_progress_bar=True)\n\nwhile True:\n    query = input(\"Please enter a question: \")\n\n    # Encode the query using the bi-encoder and find potentially relevant passages\n    start_time = time.time()\n    question_embedding = bi_encoder.encode(query, convert_to_tensor=True)\n    hits = util.semantic_search(question_embedding, corpus_embeddings, top_k=top_k)\n    hits = hits[0]  # Get the hits for the first query\n\n    end_time = time.time()\n\n    # Output of top-k hits\n    print(\"Input question:\", query)\n    print(f\"Results (after {end_time - start_time:.3f} seconds):\")\n    for hit in hits:\n        print(\"\\t{:.3f}\\t{}\".format(hit[\"score\"], passages[hit[\"corpus_id\"]]))\n\n    print(\"\\n\\n========\\n\")\n"
  },
  {
    "path": "examples/sentence_transformer/applications/text-summarization/LexRank.py",
    "content": "\"\"\"\nLexRank implementation\nSource: https://github.com/crabcamp/lexrank/tree/dev\n\"\"\"\n\nimport logging\n\nimport numpy as np\nfrom scipy.sparse.csgraph import connected_components\nfrom scipy.special import softmax\n\nlogger = logging.getLogger(__name__)\n\n\ndef degree_centrality_scores(\n    similarity_matrix,\n    threshold=None,\n    increase_power=True,\n):\n    if not (threshold is None or isinstance(threshold, float) and 0 <= threshold < 1):\n        raise ValueError(\n            \"'threshold' should be a floating-point number from the interval [0, 1) or None\",\n        )\n\n    if threshold is None:\n        markov_matrix = create_markov_matrix(similarity_matrix)\n\n    else:\n        markov_matrix = create_markov_matrix_discrete(\n            similarity_matrix,\n            threshold,\n        )\n\n    scores = stationary_distribution(\n        markov_matrix,\n        increase_power=increase_power,\n        normalized=False,\n    )\n\n    return scores\n\n\ndef _power_method(transition_matrix, increase_power=True, max_iter=10000):\n    eigenvector = np.ones(len(transition_matrix))\n\n    if len(eigenvector) == 1:\n        return eigenvector\n\n    transition = transition_matrix.transpose()\n\n    for _ in range(max_iter):\n        eigenvector_next = np.dot(transition, eigenvector)\n\n        if np.allclose(eigenvector_next, eigenvector):\n            return eigenvector_next\n\n        eigenvector = eigenvector_next\n\n        if increase_power:\n            transition = np.dot(transition, transition)\n\n    logger.warning(\"Maximum number of iterations for power method exceeded without convergence!\")\n    return eigenvector_next\n\n\ndef connected_nodes(matrix):\n    _, labels = connected_components(matrix)\n\n    groups = []\n\n    for tag in np.unique(labels):\n        group = np.where(labels == tag)[0]\n        groups.append(group)\n\n    return groups\n\n\ndef create_markov_matrix(weights_matrix):\n    n_1, n_2 = weights_matrix.shape\n    if n_1 != n_2:\n        raise ValueError(\"'weights_matrix' should be square\")\n\n    row_sum = weights_matrix.sum(axis=1, keepdims=True)\n\n    # normalize probability distribution differently if we have negative transition values\n    if np.min(weights_matrix) <= 0:\n        return softmax(weights_matrix, axis=1)\n\n    return weights_matrix / row_sum\n\n\ndef create_markov_matrix_discrete(weights_matrix, threshold):\n    discrete_weights_matrix = np.zeros(weights_matrix.shape)\n    ixs = np.where(weights_matrix >= threshold)\n    discrete_weights_matrix[ixs] = 1\n\n    return create_markov_matrix(discrete_weights_matrix)\n\n\ndef stationary_distribution(\n    transition_matrix,\n    increase_power=True,\n    normalized=True,\n):\n    n_1, n_2 = transition_matrix.shape\n    if n_1 != n_2:\n        raise ValueError(\"'transition_matrix' should be square\")\n\n    distribution = np.zeros(n_1)\n\n    grouped_indices = connected_nodes(transition_matrix)\n\n    for group in grouped_indices:\n        t_matrix = transition_matrix[np.ix_(group, group)]\n        eigenvector = _power_method(t_matrix, increase_power=increase_power)\n        distribution[group] = eigenvector\n\n    if normalized:\n        distribution /= n_1\n\n    return distribution\n"
  },
  {
    "path": "examples/sentence_transformer/applications/text-summarization/README.md",
    "content": "# Text Summarization\n\nSentenceTransformers can be used for (extractive) text summarization: The document is broken down into sentences and embedded by SentenceTransformers. Then, we can compute the cosine similarity across all possible sentence combinations.\n\nWe then use [LexRank](https://www.aaai.org/Papers/JAIR/Vol22/JAIR-2214.pdf) to find the most central sentences in the document. These central sentences form a good basis for a summarization of the document.\n\nAn example is shown in [text-summarization.py](text-summarization.py)\n"
  },
  {
    "path": "examples/sentence_transformer/applications/text-summarization/text-summarization.py",
    "content": "\"\"\"\nThis example uses LexRank (https://jair.org/index.php/jair/article/view/10396/24901)\nto create an extractive summarization of a long document.\n\nThe document is split into sentences using NLTK, then the sentence embeddings are computed. We\nthen compute the cosine-similarity across all possible sentence pairs.\n\nWe then use LexRank to find the most central sentences in the document, which form our summary.\n\nInput document: First section from the English Wikipedia Section\nOutput summary:\nLocated at the southern tip of the U.S. state of New York, the city is the center of the New York metropolitan area, the largest metropolitan area in the world by urban landmass.\nNew York City (NYC), often called simply New York, is the most populous city in the United States.\nAnchored by Wall Street in the Financial District of Lower Manhattan, New York City has been called both the world's leading financial center and the most financially powerful city in the world, and is home to the world's two largest stock exchanges by total market capitalization, the New York Stock Exchange and NASDAQ.\nNew York City has been described as the cultural, financial, and media capital of the world, significantly influencing commerce, entertainment, research, technology, education, politics, tourism, art, fashion, and sports.\nIf the New York metropolitan area were a sovereign state, it would have the eighth-largest economy in the world.\n\nNote: Requires NLTK: `pip install nltk`\n\"\"\"\n\n# NB\n# The pip implementation of LexRank is broken.\n# A working implementation can be found at https://github.com/huggingface/sentence-transformers/blob/main/examples/sentence_transformer/applications/text-summarization/LexRank.py.\nimport nltk\nimport numpy as np\nfrom LexRank import degree_centrality_scores\n\nfrom sentence_transformers import SentenceTransformer\n\nmodel = SentenceTransformer(\"all-MiniLM-L6-v2\")\n\n# Our input document we want to summarize\n# As example, we take the first section from Wikipedia\ndocument = \"\"\"\nNew York City (NYC), often called simply New York, is the most populous city in the United States. With an estimated 2019 population of 8,336,817 distributed over about 302.6 square miles (784 km2), New York City is also the most densely populated major city in the United States. Located at the southern tip of the U.S. state of New York, the city is the center of the New York metropolitan area, the largest metropolitan area in the world by urban landmass. With almost 20 million people in its metropolitan statistical area and approximately 23 million in its combined statistical area, it is one of the world's most populous megacities. New York City has been described as the cultural, financial, and media capital of the world, significantly influencing commerce, entertainment, research, technology, education, politics, tourism, art, fashion, and sports. Home to the headquarters of the United Nations, New York is an important center for international diplomacy.\n\nSituated on one of the world's largest natural harbors, New York City is composed of five boroughs, each of which is a county of the State of New York. The five boroughs—Brooklyn, Queens, Manhattan, the Bronx, and Staten Island—were consolidated into a single city in 1898. The city and its metropolitan area constitute the premier gateway for legal immigration to the United States. As many as 800 languages are spoken in New York, making it the most linguistically diverse city in the world. New York is home to more than 3.2 million residents born outside the United States, the largest foreign-born population of any city in the world as of 2016. As of 2019, the New York metropolitan area is estimated to produce a gross metropolitan product (GMP) of $2.0 trillion. If the New York metropolitan area were a sovereign state, it would have the eighth-largest economy in the world. New York is home to the highest number of billionaires of any city in the world.\n\nNew York City traces its origins to a trading post founded by colonists from the Dutch Republic in 1624 on Lower Manhattan; the post was named New Amsterdam in 1626. The city and its surroundings came under English control in 1664 and were renamed New York after King Charles II of England granted the lands to his brother, the Duke of York. The city was regained by the Dutch in July 1673 and was subsequently renamed New Orange for one year and three months; the city has been continuously named New York since November 1674. New York City was the capital of the United States from 1785 until 1790, and has been the largest U.S. city since 1790. The Statue of Liberty greeted millions of immigrants as they came to the U.S. by ship in the late 19th and early 20th centuries, and is a symbol of the U.S. and its ideals of liberty and peace. In the 21st century, New York has emerged as a global node of creativity, entrepreneurship, and environmental sustainability, and as a symbol of freedom and cultural diversity. In 2019, New York was voted the greatest city in the world per a survey of over 30,000 people from 48 cities worldwide, citing its cultural diversity.\n\nMany districts and landmarks in New York City are well known, including three of the world's ten most visited tourist attractions in 2013. A record 62.8 million tourists visited New York City in 2017. Times Square is the brightly illuminated hub of the Broadway Theater District, one of the world's busiest pedestrian intersections, and a major center of the world's entertainment industry. Many of the city's landmarks, skyscrapers, and parks are known around the world. Manhattan's real estate market is among the most expensive in the world. Providing continuous 24/7 service and contributing to the nickname The City that Never Sleeps, the New York City Subway is the largest single-operator rapid transit system worldwide, with 472 rail stations. The city has over 120 colleges and universities, including Columbia University, New York University, Rockefeller University, and the City University of New York system, which is the largest urban public university system in the United States. Anchored by Wall Street in the Financial District of Lower Manhattan, New York City has been called both the world's leading financial center and the most financially powerful city in the world, and is home to the world's two largest stock exchanges by total market capitalization, the New York Stock Exchange and NASDAQ.\n\"\"\"\n\n# Split the document into sentences\nsentences = nltk.sent_tokenize(document)\nprint(\"Num sentences:\", len(sentences))\n\n# Compute the sentence embeddings\nembeddings = model.encode(sentences)\n\n# Compute the similarity scores\nsimilarity_scores = model.similarity(embeddings, embeddings).numpy()\n\n# Compute the centrality for each sentence\ncentrality_scores = degree_centrality_scores(similarity_scores, threshold=None)\n\n# We argsort so that the first element is the sentence with the highest score\nmost_central_sentence_indices = np.argsort(-centrality_scores)\n\n\n# Print the 5 sentences with the highest scores\nprint(\"\\n\\nSummary:\")\nfor idx in most_central_sentence_indices[0:5]:\n    print(sentences[idx].strip())\n"
  },
  {
    "path": "examples/sentence_transformer/domain_adaptation/README.md",
    "content": "# Domain Adaptation\n\nThe goal of **Domain Adaptation** is to adapt text embedding models to your specific text domain without the need to have labeled training data.\n\nDomain adaptation is still an active research field and there exists no perfect solution yet. However, in our two recent papers [TSDAE](https://huggingface.co/papers/2104.06979) and [GPL](https://huggingface.co/papers/2112.07577) we evaluated several methods how text embeddings model can be adapted to your specific domain. You can find an overview of these methods in my [talk on unsupervised domain adaptation](https://youtu.be/xbdLowiQTlk).\n\n## Domain Adaptation vs. Unsupervised Learning\n\nThere exists methods for [unsupervised text embedding learning](../unsupervised_learning/README.md), however, they generally perform rather badly: They are not really able to learn domain specific concepts.\n\nA much better approach is domain adaptation: Here you have an unlabeled corpus from your specific domain together with an existing labeled corpus. You can find many suitable labeled training datasets here: [Embedding Model Datasets Collection](https://huggingface.co/collections/sentence-transformers/embedding-model-datasets-6644d7a3673a511914aa7552)\n\n## Adaptive Pre-Training\n\nWhen using adaptive pre-training, you first pre-train on your target corpus using e.g. [Masked Language Modeling](../unsupervised_learning/MLM/README.md) or [TSDAE](../unsupervised_learning/TSDAE/README.md) and then you fine-tune on an existing training dataset (see [Embedding Model Datasets Collection](https://huggingface.co/collections/sentence-transformers/embedding-model-datasets-6644d7a3673a511914aa7552)).\n\n<img src=\"https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/adaptive_pre-training.png\" alt=\"Adaptive Pre-Training\" width=\"550\"/>\n\nIn our paper [TSDAE](https://huggingface.co/papers/2104.06979) we evaluated several methods for domain adaptation on 4 domain specific sentence embedding tasks:\n\n| Approach | AskUbuntu | CQADupStack | Twitter | SciDocs | Avg |\n| -------- | :-------: | :---------: | :-----: | :-----: | :---: |\n| Zero-Shot Model | 54.5 | 12.9 | 72.2 | 69.4 | 52.3 |\n| TSDAE | 59.4 | **14.4** | **74.5** | **77.6** | **56.5** |\n| MLM | **60.6** | 14.3 | 71.8 | 76.9 | 55.9 |\n| CT | 56.4 | 13.4 | 72.4 | 69.7 | 53.0 |\n| SimCSE | 56.2 | 13.1 | 71.4 | 68.9 | 52.4 |\n\nAs we can see, the performance can improve up-to 8 points when you first perform pre-training on your specific corpus and then fine-tune on provided labeled training data.\n\nIn [GPL](https://huggingface.co/papers/2112.07577) we evaluate these methods for semantic search: Given a short query, find the relevant passage. Here, performance can improve up to 10 points:\n\n| Approach | FiQA | SciFact | BioASQ | TREC-COVID | CQADupStack | Robust04 | Avg |\n| -------- | :---: | :-----: | :----: | :--------: | :---------: | :------: | :---: |\n| Zero-Shot Model | 26.7 | 57.1 | 52.9 | 66.1 | 29.6 | 39.0 | 45.2 |\n| TSDAE | 29.3 | **62.8** | **55.5** | **76.1** | **31.8** | **39.4** | **49.2** |\n| MLM | **30.2** | 60.0 | 51.3 | 69.5 | 30.4 | 38.8 | 46.7 |\n| ICT | 27.0 | 58.3 | 55.3 | 69.7 | 31.3 | 37.4 | 46.5 |\n| SimCSE | 26.7 | 55.0 | 53.2 | 68.3 | 29.0 | 37.9 | 45.0 |\n| CD | 27.0 | 62.7 | 47.7 | 65.4 | 30.6 | 34.5 | 44.7 |\n| CT | 28.3 | 55.6 | 49.9 | 63.8 | 30.5 | 35.9 | 44.0 |\n\nA big **disadvantage of adaptive pre-training** is the high computational overhead, as you must first run pre-training on your corpus and then supervised learning on a labeled training dataset. The labeled trained datasets can be quite large (e.g. the `all-*-v1` models had been trained on over 1 billion training pairs).\n\n## GPL: Generative Pseudo-Labeling\n\n[GPL](https://huggingface.co/papers/2112.07577) overcomes the aforementioned issue: It can be applied on-top of a fine-tuned model. Hence, you can use one of the [pre-trained models](../../../docs/sentence_transformer/pretrained_models.md) and adapt it to your specific domain:\n\n<img src=\"https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/gpl_overview.png\" alt=\"GPL_Overview\" width=\"750\"/>\n\nThe longer you train, the better your model gets. In our experiments, we were training the models for about 1 day on a V100-GPU. GPL can be combined with adaptive pre-training, which can give another performance boost.\n\n![GPL_Steps](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/gpl_steps.png)\n\n### GPL Steps\n\nGPL works in three phases:\n\n<img src=\"https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/gpl_architecture.png\" alt=\"GPL Architecture\" width=\"750\"/>\n\n- **Query Generation**: For a given text from our domain, we first use a T5 model that generates a possible query for the given text. E.g. when your text is *\"Python is a high-level general-purpose programming language\"*, the model might generate a query like *\"What is Python\"*. You can find various query generators on our [doc2query-hub](https://huggingface.co/doc2query).\n- **Negative Mining**: Next, for the generated query *\"What is Python\"* we mine negative passages from our corpus, i.e. passages that are similar to the query but which a user would not consider relevant. Such a negative passage could be *\"Java is a high-level, class-based, object-oriented programming language.\"*. We do this mining using dense retrieval, i.e. we use one of the existing text embedding models and retrieve relevant paragraphs for the given query.\n- **Pseudo Labeling**: It might be that in the negative mining step we retrieve a passage that is actually relevant for the query (like another definition for *\"What is Python\"*). To overcome this issue, we use a [Cross-Encoder](../../cross_encoder/applications/README.md) to score all (query, passage)-pairs.\n- **Training**: Once we have the triplets *(generated query, positive passage, mined negative passage)* and the Cross-Encoder scores for *(query, positive)* and *(query, negative)* we can start training the text embedding model using [MarginMSELoss](../../../docs/package_reference/sentence_transformer/losses.md#marginmseloss).\n\nThe **pseudo labeling** step is quite important and which results in the increased performance compared to the previous method QGen, which treated passages just as positive (1) or negative (0). As we see in the following picture, for a generate query (*\"what is futures contract\"*), the negative mining step retrieves passages that are partly or highly relevant to the generated query. Using MarginMSELoss and the Cross-Encoder, we can identify these passages and teach the text embedding model that these passages are also relevant for the given query.\n\n![GPL Architecture](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/gpl_negatives.jpg)\n\nThe following tables gives an overview of GPL in comparison to adaptive pre-training (MLM and TSDAE). As mentioned, GPL can be combined with adaptive pre-training.\n\n| Approach | FiQA | SciFact | BioASQ | TREC-COVID | CQADupStack | Robust04 | Avg |\n| -------- | :---: | :-----: | :----: | :--------: | :---------: | :------: | :---: |\n| Zero-Shot model | 26.7 | 57.1 | 52.9 | 66.1 | 29.6 | 39.0 | 45.2 |\n| TSDAE + GPL | **33.3** | **67.3** | **62.8** | 74.0 | **35.1** | **42.1** | **52.4** |\n| GPL | 33.1 | 65.2 | 61.6 | 71.7 | 34.4 | **42.1** | 51.4 |\n| TSDAE | 29.3 | 62.8 | 55.5 | **76.1** | 31.8 | 39.4 | 49.2 |\n| MLM | 30.2 | 60.0 | 51.3 | 69.5 | 30.4 | 38.8 | 46.7 |\n\n### GPL Code\n\nYou can find the code for GPL here: [https://github.com/UKPLab/gpl](https://github.com/UKPLab/gpl)\n\nWe made the code simple to use, so that you just need to pass your corpus and everything else is handled by the training code.\n\n### Citation\n\nIf you find these resources helpful, feel free to cite our papers.\n\n[TSDAE: Using Transformer-based Sequential Denoising Auto-Encoderfor Unsupervised Sentence Embedding Learning](https://huggingface.co/papers/2104.06979)\n\n```bibtex\n@inproceedings{wang-2021-TSDAE,\n    title = \"TSDAE: Using Transformer-based Sequential Denoising Auto-Encoderfor Unsupervised Sentence Embedding Learning\",\n    author = \"Wang, Kexin and Reimers, Nils and Gurevych, Iryna\", \n    booktitle = \"Findings of the Association for Computational Linguistics: EMNLP 2021\",\n    month = nov,\n    year = \"2021\",\n    address = \"Punta Cana, Dominican Republic\",\n    publisher = \"Association for Computational Linguistics\",\n    pages = \"671--688\",\n    url = \"https://arxiv.org/abs/2104.06979\",\n}\n```\n\n[GPL: Generative Pseudo Labeling for Unsupervised Domain Adaptation of Dense Retrieval](https://huggingface.co/papers/2112.07577):\n\n```bibtex\n@inproceedings{wang-2021-GPL,\n    title = \"GPL: Generative Pseudo Labeling for Unsupervised Domain Adaptation of Dense Retrieval\",\n    author = \"Wang, Kexin and Thakur, Nandan and Reimers, Nils and Gurevych, Iryna\", \n    journal= \"arXiv preprint arXiv:2112.07577\",\n    month = \"12\",\n    year = \"2021\",\n    url = \"https://arxiv.org/abs/2112.07577\",\n}\n```\n"
  },
  {
    "path": "examples/sentence_transformer/evaluation/evaluation_inference_speed.py",
    "content": "\"\"\"\nThis examples measures the inference speed of a certain model\n\nUsage:\npython evaluation_inference_speed.py\nOR\npython evaluation_inference_speed.py model_name\n\"\"\"\n\nimport sys\nimport time\n\nimport torch\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer\n\n# Limit torch to 4 threads\ntorch.set_num_threads(4)\n\n\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"bert-base-nli-mean-tokens\"\n\n# Load a sentence transformer model\nmodel = SentenceTransformer(model_name)\n\nmax_sentences = 100_000\nall_nli_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair\", split=\"train\")\nsentences = list(set(all_nli_dataset[\"anchor\"]))[:max_sentences]\n\nprint(\"Model Name:\", model_name)\nprint(\"Number of sentences:\", len(sentences))\n\nfor i in range(3):\n    print(\"Run\", i)\n    start_time = time.time()\n    emb = model.encode(sentences, batch_size=32)\n    end_time = time.time()\n    diff_time = end_time - start_time\n    print(f\"Done after {diff_time:.2f} seconds\")\n    print(f\"Speed: {len(sentences) / diff_time:.2f} sentences / second\")\n    print(\"=====\")\n"
  },
  {
    "path": "examples/sentence_transformer/evaluation/evaluation_no_dup_batch_sampler_speed.py",
    "content": "from __future__ import annotations\n\n\"\"\"Benchmark NoDuplicates batch samplers on Hugging Face datasets.\n\nQuick run:\n    python examples/sentence_transformer/evaluation/evaluation_no_dup_batch_sampler_speed.py --target hashed\n\nRun examples:\n    python examples/sentence_transformer/evaluation/evaluation_no_dup_batch_sampler_speed.py \\\n        --dataset-name sentence-transformers/msmarco-co-condenser-margin-mse-sym-mnrl-mean-v1 \\\n        --dataset-subset triplet-50 --dataset-split train --batch-size 128 --measure-hash-uss --no-progress-bar\n    python examples/sentence_transformer/evaluation/evaluation_no_dup_batch_sampler_speed.py \\\n        --dataset-name sentence-transformers/msmarco-co-condenser-margin-mse-sym-mnrl-mean-v1 \\\n        --dataset-subset triplet-50 --dataset-split train --batch-size 8192 --measure-hash-uss --no-progress-bar\n    python examples/sentence_transformer/evaluation/evaluation_no_dup_batch_sampler_speed.py \\\n        --dataset-name sentence-transformers/msmarco-co-condenser-margin-mse-sym-mnrl-mean-v1 \\\n        --dataset-subset triplet-hard --dataset-split train --batch-size 128 --measure-hash-uss --no-progress-bar\n    python examples/sentence_transformer/evaluation/evaluation_no_dup_batch_sampler_speed.py \\\n        --dataset-name sentence-transformers/msmarco-co-condenser-margin-mse-sym-mnrl-mean-v1 \\\n        --dataset-subset triplet-hard --dataset-split train --batch-size 8192 --measure-hash-uss --no-progress-bar\n\"\"\"\n\nimport argparse\nimport asyncio\nimport gc\nimport os\nimport threading\nimport time\nimport tracemalloc\n\nimport datasets\nimport torch\nfrom datasets import Dataset, load_dataset\n\nfrom sentence_transformers.sampler import NoDuplicatesBatchSampler\n\ntry:\n    from tqdm import tqdm\nexcept ImportError:  # pragma: no cover - optional dependency\n    tqdm = None\n\ntry:\n    import psutil\nexcept ImportError:  # pragma: no cover - optional dependency\n    psutil = None\n\ndatasets.disable_caching()\n\nDEFAULT_DATASET_NAME = \"sentence-transformers/msmarco-co-condenser-margin-mse-sym-mnrl-mean-v1\"\nDEFAULT_DATASET_SUBSET = \"triplet-hard\"\nDEFAULT_DATASET_SPLIT = \"train\"\n\nBATCH_SIZE = 8192\nDROP_LAST = True\nSEED = 42\n\n\ndef run_sampler(\n    name: str,\n    sampler_cls,\n    dataset: Dataset,\n    batch_size: int,\n    drop_last: bool,\n    seed: int,\n    warmup: bool,\n    show_progress: bool,\n    measure_hash_mem: bool,\n    measure_hash_rss: bool,\n    measure_hash_uss: bool,\n    sampler_kwargs: dict[str, object] | None = None,\n) -> tuple[float, int]:\n    \"\"\"Run one sampler and print timing + batch count.\"\"\"\n    generator = torch.Generator()\n    generator.manual_seed(seed)\n    sampler = sampler_cls(\n        dataset=dataset,\n        batch_size=batch_size,\n        drop_last=drop_last,\n        generator=generator,\n        seed=seed,\n        **(sampler_kwargs or {}),\n    )\n\n    uss_sampler = None\n    # Optionally precompute hashes and measure their memory cost.\n    if measure_hash_mem or measure_hash_rss or measure_hash_uss:\n        if getattr(sampler, \"precompute_hashes\", False):\n            gc.collect()\n            if measure_hash_mem:\n                tracemalloc.start()\n                start_current, start_peak = tracemalloc.get_traced_memory()\n            rss_sampler = None\n            if measure_hash_rss and psutil is not None:\n                rss_sampler = _RssSampler()\n                rss_sampler.start()\n            elif measure_hash_rss and psutil is None:\n                print(f\"{name} hash_rss: n/a (psutil not available)\")\n            if measure_hash_uss and psutil is not None:\n                uss_sampler = _UssSampler()\n                uss_sampler.start()\n            if measure_hash_uss and psutil is None:\n                print(f\"{name} hash_uss: n/a (psutil not available)\")\n\n            start = time.perf_counter()\n            sampler._build_hashes()\n            build_time = time.perf_counter() - start\n            gc.collect()\n\n            if rss_sampler is not None:\n                rss_sampler.stop()\n                rss_report = rss_sampler.report()\n                print(\n                    f\"{name} hash_rss: current_delta={_format_bytes(rss_report.current_delta)}, \"\n                    f\"peak_delta={_format_bytes(rss_report.peak_delta)}, build_time={build_time:.3f}s\"\n                )\n            if uss_sampler is not None:\n                uss_sampler.stop()\n                uss_report = uss_sampler.report()\n                print(\n                    f\"{name} hash_uss: current_delta={_format_bytes(uss_report.current_delta)}, \"\n                    f\"peak_delta={_format_bytes(uss_report.peak_delta)}, build_time={build_time:.3f}s\"\n                )\n\n            if measure_hash_mem:\n                current, peak = tracemalloc.get_traced_memory()\n                tracemalloc.stop()\n                current_delta = current - start_current\n                peak_delta = peak - start_peak\n                print(\n                    f\"{name} hash_mem: current_delta={_format_bytes(current_delta)}, \"\n                    f\"peak_delta={_format_bytes(peak_delta)}, build_time={build_time:.3f}s\"\n                )\n        else:\n            if measure_hash_rss:\n                print(f\"{name} hash_rss: n/a (precompute_hashes disabled)\")\n            if measure_hash_uss:\n                print(f\"{name} hash_uss: n/a (precompute_hashes disabled)\")\n            if measure_hash_mem:\n                print(f\"{name} hash_mem: n/a (precompute_hashes disabled)\")\n\n    # Warm up to reduce first-iteration overhead if requested.\n    if warmup:\n        warmup_iter = sampler\n        if show_progress and tqdm is not None:\n            warmup_iter = tqdm(warmup_iter, desc=f\"{name} warmup\", unit=\"batch\")\n        for _ in warmup_iter:\n            pass\n\n    # Timed pass.\n    start = time.perf_counter()\n    batch_count = 0\n    timed_iter = sampler\n    if show_progress and tqdm is not None:\n        timed_iter = tqdm(timed_iter, desc=f\"{name} timed\", unit=\"batch\")\n    for _ in timed_iter:\n        batch_count += 1\n    elapsed = time.perf_counter() - start\n    total_rows = len(dataset)\n    ideal_batches = total_rows // batch_size if drop_last else (total_rows + batch_size - 1) // batch_size\n    batch_delta = ideal_batches - batch_count\n    print(\n        f\"{name}: {elapsed:.3f}s ({batch_count} batches; \"\n        f\"ideal={ideal_batches}; delta={batch_delta}; batch_size={batch_size})\"\n    )\n    return elapsed, batch_count\n\n\ndef parse_args() -> argparse.Namespace:\n    parser = argparse.ArgumentParser(description=\"Benchmark NoDuplicates batch samplers on Hugging Face datasets.\")\n    parser.add_argument(\"--dataset-name\", type=str, default=DEFAULT_DATASET_NAME, help=\"Hugging Face dataset ID.\")\n    parser.add_argument(\n        \"--dataset-subset\",\n        type=str,\n        default=DEFAULT_DATASET_SUBSET,\n        help=\"Dataset subset/config name (if applicable).\",\n    )\n    parser.add_argument(\n        \"--dataset-split\",\n        type=str,\n        default=DEFAULT_DATASET_SPLIT,\n        help=\"Dataset split to load (e.g. train/validation/test).\",\n    )\n    parser.add_argument(\"--batch-size\", type=int, default=BATCH_SIZE, help=\"Mini-batch size.\")\n    parser.add_argument(\"--seed\", type=int, default=SEED, help=\"Random seed for sampling order.\")\n    parser.add_argument(\"--warmup\", action=\"store_true\", help=\"Run a warmup pass before timing.\")\n    parser.add_argument(\"--no-progress-bar\", action=\"store_true\", help=\"Disable tqdm progress bars.\")\n    parser.add_argument(\"--show-uniqueness\", action=\"store_true\", help=\"Compute and display uniqueness stats.\")\n    parser.add_argument(\"--uniqueness-workers\", type=int, default=8, help=\"Max worker threads for uniqueness stats.\")\n    parser.add_argument(\"--measure-hash-mem\", action=\"store_true\", help=\"Measure hash memory via tracemalloc.\")\n    parser.add_argument(\"--measure-hash-rss\", action=\"store_true\", help=\"Measure hash RSS via psutil.\")\n    parser.add_argument(\"--measure-hash-uss\", action=\"store_true\", help=\"Measure hash USS via psutil.\")\n    parser.add_argument(\"--precompute-num-proc\", type=int, help=\"Processes used for hashing (hashed target only).\")\n    parser.add_argument(\n        \"--precompute-batch-size\",\n        type=int,\n        help=\"datasets.map batch size for hashing (hashed target only).\",\n    )\n    parser.add_argument(\n        \"--target\",\n        action=\"append\",\n        choices=[\"default\", \"hashed\"],\n        help=\"Which sampler to run (can be passed multiple times).\",\n    )\n    return parser.parse_args()\n\n\ndef _iter_texts(value: object) -> list[str]:\n    \"\"\"Normalize a value into a list of strings for counting.\"\"\"\n    if isinstance(value, list):\n        return [str(item) for item in value]\n    return [str(value)]\n\n\ndef _format_bytes(value: int) -> str:\n    \"\"\"Human-readable byte formatting.\"\"\"\n    units = [\"B\", \"KiB\", \"MiB\", \"GiB\", \"TiB\"]\n    size = float(value)\n    for unit in units:\n        if abs(size) < 1024.0 or unit == units[-1]:\n            return f\"{size:.2f}{unit}\"\n        size /= 1024.0\n    return f\"{size:.2f}TiB\"\n\n\nclass _RssReport:\n    def __init__(self, start_rss: int, end_rss: int, peak_rss: int) -> None:\n        self.start_rss = start_rss\n        self.end_rss = end_rss\n        self.peak_rss = peak_rss\n        self.current_delta = end_rss - start_rss\n        self.peak_delta = peak_rss - start_rss\n\n\nclass _RssSampler:\n    \"\"\"Sample RSS (including child processes) during hashing.\"\"\"\n\n    def __init__(self, interval: float = 0.1) -> None:\n        self.interval = interval\n        self._stop_event = threading.Event()\n        self._thread: threading.Thread | None = None\n        self._start_rss = 0\n        self._end_rss = 0\n        self._peak_rss = 0\n\n    def _total_rss(self) -> int:\n        if psutil is None:\n            return 0\n        proc = psutil.Process(os.getpid())\n        total = 0\n        try:\n            total += proc.memory_info().rss\n        except psutil.NoSuchProcess:\n            return 0\n        for child in proc.children(recursive=True):\n            try:\n                total += child.memory_info().rss\n            except psutil.NoSuchProcess:\n                continue\n        return total\n\n    def _run(self) -> None:\n        while not self._stop_event.is_set():\n            rss = self._total_rss()\n            if rss > self._peak_rss:\n                self._peak_rss = rss\n            time.sleep(self.interval)\n\n    def start(self) -> None:\n        self._start_rss = self._total_rss()\n        self._peak_rss = self._start_rss\n        self._thread = threading.Thread(target=self._run, daemon=True)\n        self._thread.start()\n\n    def stop(self) -> None:\n        self._stop_event.set()\n        if self._thread is not None:\n            self._thread.join()\n        self._end_rss = self._total_rss()\n        if self._end_rss > self._peak_rss:\n            self._peak_rss = self._end_rss\n\n    def report(self) -> _RssReport:\n        return _RssReport(self._start_rss, self._end_rss, self._peak_rss)\n\n\nclass _UssReport:\n    def __init__(self, start_uss: int, end_uss: int, peak_uss: int) -> None:\n        self.start_uss = start_uss\n        self.end_uss = end_uss\n        self.peak_uss = peak_uss\n        self.current_delta = end_uss - start_uss\n        self.peak_delta = peak_uss - start_uss\n\n\nclass _UssSampler:\n    \"\"\"Sample USS (including child processes) during hashing.\"\"\"\n\n    def __init__(self, interval: float = 0.1) -> None:\n        self.interval = interval\n        self._stop_event = threading.Event()\n        self._thread: threading.Thread | None = None\n        self._start_uss = 0\n        self._end_uss = 0\n        self._peak_uss = 0\n\n    def _total_uss(self) -> int:\n        if psutil is None:\n            return 0\n        proc = psutil.Process(os.getpid())\n        total = 0\n        try:\n            total += proc.memory_full_info().uss\n        except (psutil.NoSuchProcess, AttributeError):\n            return 0\n        for child in proc.children(recursive=True):\n            try:\n                total += child.memory_full_info().uss\n            except (psutil.NoSuchProcess, AttributeError):\n                continue\n        return total\n\n    def _run(self) -> None:\n        while not self._stop_event.is_set():\n            uss = self._total_uss()\n            if uss > self._peak_uss:\n                self._peak_uss = uss\n            time.sleep(self.interval)\n\n    def start(self) -> None:\n        self._start_uss = self._total_uss()\n        self._peak_uss = self._start_uss\n        self._thread = threading.Thread(target=self._run, daemon=True)\n        self._thread.start()\n\n    def stop(self) -> None:\n        self._stop_event.set()\n        if self._thread is not None:\n            self._thread.join()\n        self._end_uss = self._total_uss()\n        if self._end_uss > self._peak_uss:\n            self._peak_uss = self._end_uss\n\n    def report(self) -> _UssReport:\n        return _UssReport(self._start_uss, self._end_uss, self._peak_uss)\n\n\ndef _dup_stats(dataset: Dataset, show_progress: bool, desc: str) -> tuple[int, int, int]:\n    \"\"\"Compute total/unique/dup counts across query/doc columns.\"\"\"\n    column_names = list(dataset.column_names)\n\n    query_column = None\n    if \"query\" in column_names:\n        query_column = \"query\"\n    elif \"anchor\" in column_names:\n        query_column = \"anchor\"\n\n    doc_columns = []\n    doc_candidates = [\"text\", \"positive\", \"pos\", \"doc\", \"document\", \"negative\"]\n    for name in doc_candidates:\n        if name in column_names:\n            doc_columns.append(name)\n    for name in column_names:\n        if name.startswith(\"neg_\") or name.startswith(\"negative_\"):\n            doc_columns.append(name)\n\n    if query_column is None and not doc_columns and len(column_names) >= 2:\n        query_column = column_names[0]\n        doc_columns = [column_names[1]]\n\n    counts: dict[str, int] = {}\n    row_iter = dataset\n    if show_progress and tqdm is not None:\n        row_iter = tqdm(row_iter, desc=f\"uniqueness:{desc}\", unit=\"row\")\n    for row in row_iter:\n        if query_column is not None:\n            for text in _iter_texts(row.get(query_column)):\n                counts[text] = counts.get(text, 0) + 1\n        for doc_column in doc_columns:\n            for text in _iter_texts(row.get(doc_column)):\n                counts[text] = counts.get(text, 0) + 1\n\n    total = sum(counts.values())\n    unique = len(counts)\n    dup = total - unique\n    return total, unique, dup\n\n\nasync def compute_uniqueness(\n    datasets_map: dict[str, Dataset],\n    workers: int,\n    show_progress: bool,\n) -> dict[str, tuple[int, int, int] | None]:\n    \"\"\"Run uniqueness checks concurrently with a bounded thread pool.\"\"\"\n    semaphore = asyncio.Semaphore(workers)\n    results: dict[str, tuple[int, int, int] | None] = {}\n\n    async def run_one(name: str, dataset: Dataset) -> tuple[str, tuple[int, int, int] | None]:\n        async with semaphore:\n            try:\n                stats = await asyncio.to_thread(_dup_stats, dataset, show_progress, name)\n            except Exception:\n                return name, None\n            return name, stats\n\n    tasks = [asyncio.create_task(run_one(name, dataset)) for name, dataset in datasets_map.items()]\n    for name, stats in await asyncio.gather(*tasks):\n        results[name] = stats\n\n    return results\n\n\ndef _load_hf_dataset(name: str, subset: str | None, split: str) -> Dataset:\n    \"\"\"Load a HF dataset split with an optional subset/config.\"\"\"\n    if subset:\n        return load_dataset(name, subset, split=split)\n    return load_dataset(name, split=split)\n\n\ndef main() -> None:\n    args = parse_args()\n    dataset_subset = args.dataset_subset or None\n    dataset = _load_hf_dataset(args.dataset_name, dataset_subset, args.dataset_split)\n    dataset_key = f\"hf_{args.dataset_name}_{dataset_subset or 'default'}_{args.dataset_split}\"\n\n    print(\"Benchmark settings:\")\n    print(f\"  batch_size={args.batch_size}, drop_last={DROP_LAST}, seed={args.seed}\")\n    print(f\"  hf_dataset={args.dataset_name} subset={dataset_subset or 'default'} split={args.dataset_split}\")\n    print(f\"  rows={len(dataset)}\")\n\n    if args.show_uniqueness:\n        results = asyncio.run(\n            compute_uniqueness(\n                {dataset_key: dataset},\n                workers=args.uniqueness_workers,\n                show_progress=not args.no_progress_bar,\n            )\n        )\n        stats = results.get(dataset_key)\n        if stats is None:\n            print(\"  uniqueness: failed\")\n        else:\n            total, unique, dup = stats\n            dup_rate = dup / total if total else 0.0\n            print(f\"  uniqueness: total={total} unique={unique} dup={dup} dup_rate={dup_rate:.6f}\")\n\n    targets = args.target or [\"default\", \"hashed\"]\n    hashed_kwargs = {\"precompute_hashes\": True}\n    if args.precompute_num_proc is not None:\n        hashed_kwargs[\"precompute_num_proc\"] = args.precompute_num_proc\n    if args.precompute_batch_size is not None:\n        hashed_kwargs[\"precompute_batch_size\"] = args.precompute_batch_size\n    target_map = {\n        \"default\": (\"NoDuplicatesBatchSampler\", NoDuplicatesBatchSampler, {}),\n        \"hashed\": (\"NoDuplicatesBatchSampler (hashed)\", NoDuplicatesBatchSampler, hashed_kwargs),\n    }\n    for target in targets:\n        name, sampler_cls, sampler_kwargs = target_map[target]\n        run_sampler(\n            name,\n            sampler_cls,\n            dataset,\n            args.batch_size,\n            DROP_LAST,\n            args.seed,\n            warmup=args.warmup,\n            show_progress=not args.no_progress_bar,\n            measure_hash_mem=args.measure_hash_mem,\n            measure_hash_rss=args.measure_hash_rss,\n            measure_hash_uss=args.measure_hash_uss,\n            sampler_kwargs=sampler_kwargs,\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/sentence_transformer/evaluation/evaluation_stsbenchmark.py",
    "content": "\"\"\"\nThis examples loads a pre-trained model and evaluates it on the STSbenchmark dataset\n\nUsage:\npython evaluation_stsbenchmark.py\nOR\npython evaluation_stsbenchmark.py model_name\n\"\"\"\n\nimport logging\nimport os\nimport sys\n\nimport torch\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.similarity_functions import SimilarityFunction\n\nscript_folder_path = os.path.dirname(os.path.realpath(__file__))\n\n# Limit torch to 4 threads\ntorch.set_num_threads(4)\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"stsb-distilroberta-base-v2\"\n\n# Load a named sentence model (based on BERT). This will download the model from our server.\n# Alternatively, you can also pass a filepath to SentenceTransformer()\nmodel = SentenceTransformer(model_name)\n\nstsb_eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=stsb_eval_dataset[\"sentence1\"],\n    sentences2=stsb_eval_dataset[\"sentence2\"],\n    scores=stsb_eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\nmodel.evaluate(dev_evaluator)\n\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\nmodel.evaluate(test_evaluator)\n"
  },
  {
    "path": "examples/sentence_transformer/evaluation/evaluation_translation_matching.py",
    "content": "\"\"\"\nGiven a dataset with parallel sentences, one \"english\" column and one \"non_english\" column, this script evaluates a model on the translation task.\nGiven a sentence in the \"english\" column, the model should find the correct translation in the \"non_english\" column, based on just the embeddings.\n\nIt then computes an accuracy over all possible source sentences src_i. Equivalently, it computes also the accuracy for the other direction.\nA high accuracy score indicates that the model is able to find the correct translation out of a large pool with sentences.\n\nGood options for datasets are:\n* sentence-transformers/parallel-sentences-wikimatrix\n* sentence-transformers/parallel-sentences-tatoeba\n* sentence-transformers/parallel-sentences-talks\n\nAs these have development sets.\n\nUsage:\npython examples/sentence_transformer/evaluation/evaluation_translation_matching.py [model_name_or_path] [dataset_name] [subset1] [subset2] ...\n\nFor example:\npython examples/sentence_transformer/evaluation/evaluation_translation_matching.py distiluse-base-multilingual-cased sentence-transformers/parallel-sentences-tatoeba en-ar en-de en-nl\n\"\"\"\n\nimport logging\nimport sys\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer, evaluation\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\nmodel_name = sys.argv[1]\ndataset_name = sys.argv[2]\nsubsets = sys.argv[3:]\ninference_batch_size = 32\n\nmodel = SentenceTransformer(model_name)\n\nfor subset in subsets:\n    dataset = load_dataset(dataset_name, subset)\n    datasets = {}\n    if dataset.column_names == [\"train\"]:\n        num_samples = min(5000, len(dataset[\"train\"]))\n        datasets[f\"train[:{num_samples}]\"].append(dataset[\"train\"].select(range(num_samples)))\n    else:\n        for split, sub_dataset in dataset.items():\n            if split != \"train\":\n                datasets[split] = sub_dataset\n\n    for split, sub_dataset in datasets.items():\n        logging.info(f\"{dataset_name}, subset={subset}, split={split}, num_samples={len(sub_dataset)}\")\n        translation_evaluator = evaluation.TranslationEvaluator(\n            sub_dataset[\"english\"],\n            sub_dataset[\"non_english\"],\n            name=f\"{dataset_name}-{subset}-{split}\",\n            batch_size=inference_batch_size,\n        )\n        translation_evaluator(model)\n"
  },
  {
    "path": "examples/sentence_transformer/training/README.md",
    "content": "# Training\n\nThis folder contains various examples to fine-tune `SentenceTransformers` for specific tasks.\n\nFor the beginning, I can recommend to have a look at the Semantic Textual Similarity ([STS](sts/)) or the Natural Language Inference ([NLI](nli/)) examples.\n\nFor the documentation how to train your own models, see [Training Overview](http://www.sbert.net/docs/sentence_transformer/training_overview.html).\n\n## Training Examples\n\n- [adaptive_layer](adaptive_layer/) - Examples to train models whose layers can be removed on the fly for faster inference.\n- [avg_word_embeddings](avg_word_embeddings/) - This folder contains examples to train models based on classical word embeddings like GloVe. These models are extremely fast, but are a more inaccurate than transformers based models.\n- [clip](clip/) - Examples to train CLIP image models.\n- [cross-encoder](cross-encoder/) - Examples to train [CrossEncoder](http://www.sbert.net/docs/cross_encoder/usage/usage.html) models.\n- [data_augmentation](data_augmentation/) Examples of how to apply data augmentation strategies to improve embedding models.\n- [distillation](distillation/) - Examples to make models smaller, faster and lighter.\n- [hpo](hpo/) - Examples with hyperparameter search to find the best hyperparameters for your task.\n- [matryoshka](matryoshka/) - Examples with training embedding models whose embeddings can be truncated (allowing for faster search) with minimal performance loss.\n- [ms_marco](ms_marco/) - Example training scripts for training on the MS MARCO information retrieval dataset.\n- [multilingual](multilingual/) - Existent monolingual models can be extend to various languages ([paper](https://huggingface.co/papers/2004.09813)). This folder contains a step-by-step guide to extend existent models to new languages.\n- [nli](nli/) - Natural Language Inference (NLI) data can be quite helpful to pre-train and fine-tune models to create meaningful sentence embeddings.\n- [other](other/) - Various tiny examples for show-casing one specific training case.\n- [paraphrases](paraphrases/) - Examples for training models capable of recognizing paraphrases, i.e. understand when texts have the same meaning despite using different words.\n- [peft](peft/) - Examples for training with PEFT adapters (e.g. LoRA) for parameter-efficient fine-tuning.\n- [prompts](prompts/) - Examples and documentation for training and using embedding models with prompts / instructions.\n- [quora_duplicate_questions](quora_duplicate_questions/) - Quora Duplicate Questions is large set corpus with duplicate questions from the Quora community. The folder contains examples how to train models for duplicate questions mining and for semantic search.\n- [sts](sts/) - The most basic method to train models is using Semantic Textual Similarity (STS) data. Here, we have a sentence pair and a score indicating the semantic similarity.\n- [unsloth](unsloth/) - Examples for fast LoRA / QLoRA fine-tuning with the Unsloth training framework on top of Sentence Transformers.\n"
  },
  {
    "path": "examples/sentence_transformer/training/adaptive_layer/README.md",
    "content": "# Adaptive Layers\n\nEmbedding models are often encoder models with numerous layers, such as 12 (e.g. [all-mpnet-base-v2](https://huggingface.co/sentence-transformers/all-mpnet-base-v2)) or 6 (e.g. [all-MiniLM-L6-v2](https://huggingface.co/sentence-transformers/all-MiniLM-L6-v2)). To get embeddings, every single one of these layers must be traversed. The [2D Matryoshka Sentence Embeddings](https://huggingface.co/papers/2402.14776) (2DMSE) preprint revisits this concept by proposing an approach to train embedding models that will perform well when only using a selection of all layers. This results in faster inference speeds at relatively low performance costs.\n\n```{eval-rst}\n.. note::\n   The 2DMSE preprint was later updated and renamed to `ESE: Espresso Sentence Embeddings <https://huggingface.co/papers/2402.14776>`_. The Sentence Transformers implementation of Adaptive Layers and Matryoshka2d (Adaptive Layer + Matryoshka Embeddings) are based on the initial preprint, and we accept contributions that implement the updated ESE paper.\n```\n\n## Use Cases\n\nThe 2DMSE paper mentions that using a few layers of a larger model trained using Adaptive Layers and Matryoshka Representation Learning can outperform a smaller model that was trained like a standard embedding model.\n\n## Results\n\nLet's look at the performance that we may be able to expect from an Adaptive Layer embedding model versus a regular embedding model. For this experiment, I have trained two models:\n\n- [tomaarsen/mpnet-base-nli-adaptive-layer](https://huggingface.co/tomaarsen/mpnet-base-nli-adaptive-layer): Trained by running [adaptive_layer_nli.py](adaptive_layer_nli.py) with [microsoft/mpnet-base](https://huggingface.co/microsoft/mpnet-base).\n- [tomaarsen/mpnet-base-nli](https://huggingface.co/tomaarsen/mpnet-base-nli): A near identical model as the former, but using only `MultipleNegativesRankingLoss` rather than `AdaptiveLayerLoss` on top of `MultipleNegativesRankingLoss`. I also use [microsoft/mpnet-base](https://huggingface.co/microsoft/mpnet-base) as the base model.\n\nBoth of these models were trained on the AllNLI dataset, which is a concatenation of the [SNLI](https://huggingface.co/datasets/snli) and [MultiNLI](https://huggingface.co/datasets/multi_nli) datasets. I have evaluated these models on the [STSBenchmark](https://huggingface.co/datasets/mteb/stsbenchmark-sts) test set using multiple different embedding dimensions. The results are plotted in the following figure:\n\n![adaptive_layer_results](https://huggingface.co/tomaarsen/mpnet-base-nli-adaptive-layer/resolve/main/adaptive_layer_results.png)\n\nThe first figure shows that the Adaptive Layer model stays much more performant when reducing the number of layers in the model. This is also clearly shown in the second figure, which displays that 80% of the performance is preserved when the number of layers is reduced all the way to 1.\n\nLastly, the third figure shows the expected speedup ratio for GPU & CPU devices in my tests. As you can see, removing half of the layers results in roughly a 2x speedup, at a cost of ~15% performance on STSB (~86 -> ~75 Spearman correlation). When removing even more layers, the performance benefit gets larger for CPUs, and between 5x and 10x speedups are very feasible with a 20% loss in performance.\n\n## Training\n\nTraining with Adaptive Layer support is quite elementary: rather than applying some loss function on only the last layer, we also apply that same loss function on the pooled embeddings from previous layers. Additionally, we employ a KL-divergence loss that aims to make the embeddings of the non-last layers match that of the last layer. This can be seen as a fascinating approach of [knowledge distillation](../distillation/README.md#knowledge-distillation), but with the last layer as the teacher model and the prior layers as the student models.\n\nFor example, with the 12-layer [microsoft/mpnet-base](https://huggingface.co/microsoft/mpnet-base), it will now be trained such that the model produces meaningful embeddings after each of the 12 layers.\n\n```python\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.losses import CoSENTLoss, AdaptiveLayerLoss\n\nmodel = SentenceTransformer(\"microsoft/mpnet-base\")\n\nbase_loss = CoSENTLoss(model=model)\nloss = AdaptiveLayerLoss(model=model, loss=base_loss)\n```\n\n- **Reference**: <a href=\"../../../../docs/package_reference/sentence_transformer/losses.html#adaptivelayerloss\"><code>AdaptiveLayerLoss</code></a>\n\nNote that training with `AdaptiveLayerLoss` is not notably slower than without using it.\n\nAdditionally, this can be combined with the `MatryoshkaLoss` such that the resulting model can be reduced both in the number of layers, but also in the size of the output dimensions. See also the [Matryoshka Embeddings](../matryoshka/README.md) for more information on reducing output dimensions. In Sentence Transformers, the combination of these two losses is called `Matryoshka2dLoss`, and a shorthand is provided for simpler training.\n\n```python\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.losses import CoSENTLoss, Matryoshka2dLoss\n\nmodel = SentenceTransformer(\"microsoft/mpnet-base\")\n\nbase_loss = CoSENTLoss(model=model)\nloss = Matryoshka2dLoss(model=model, loss=base_loss, matryoshka_dims=[768, 512, 256, 128, 64])\n```\n\n- **Reference**: <a href=\"../../../../docs/package_reference/sentence_transformer/losses.html#matryoshka2dloss\"><code>Matryoshka2dLoss</code></a>\n\n## Inference\n\nAfter a model has been trained using the Adaptive Layer loss, you can then truncate the model layers to your desired layer count. Note that this requires doing a bit of surgery on the model itself, and each model is structured a bit differently, so the steps are slightly different depending on the model.\n\nFirst of all, we will load the model & access the underlying `transformers` model like so:\n\n```python\nfrom sentence_transformers import SentenceTransformer\n\nmodel = SentenceTransformer(\"tomaarsen/mpnet-base-nli-adaptive-layer\")\n\n# We can access the underlying model with `model.transformers_model`\nprint(model.transformers_model)\n```\n\n```\nMPNetModel(\n  (embeddings): MPNetEmbeddings(\n    (word_embeddings): Embedding(30527, 768, padding_idx=1)\n    (position_embeddings): Embedding(514, 768, padding_idx=1)\n    (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n    (dropout): Dropout(p=0.1, inplace=False)\n  )\n  (encoder): MPNetEncoder(\n    (layer): ModuleList(\n      (0-11): 12 x MPNetLayer(\n        (attention): MPNetAttention(\n          (attn): MPNetSelfAttention(\n            (q): Linear(in_features=768, out_features=768, bias=True)\n            (k): Linear(in_features=768, out_features=768, bias=True)\n            (v): Linear(in_features=768, out_features=768, bias=True)\n            (o): Linear(in_features=768, out_features=768, bias=True)\n            (dropout): Dropout(p=0.1, inplace=False)\n          )\n          (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n          (dropout): Dropout(p=0.1, inplace=False)\n        )\n        (intermediate): MPNetIntermediate(\n          (dense): Linear(in_features=768, out_features=3072, bias=True)\n          (intermediate_act_fn): GELUActivation()\n        )\n        (output): MPNetOutput(\n          (dense): Linear(in_features=3072, out_features=768, bias=True)\n          (LayerNorm): LayerNorm((768,), eps=1e-05, elementwise_affine=True)\n          (dropout): Dropout(p=0.1, inplace=False)\n        )\n      )\n    )\n    (relative_attention_bias): Embedding(32, 12)\n  )\n  (pooler): MPNetPooler(\n    (dense): Linear(in_features=768, out_features=768, bias=True)\n    (activation): Tanh()\n  )\n)\n```\n\nThis output will differ depending on the model. We will look for the repeated layers in the encoder. For this MPNet model, this is stored under `model.transformers_model.encoder.layer`. Then we can slice the model to only keep the first few layers to speed up the model:\n\n```python\nnew_num_layers = 3\nmodel.transformers_model.encoder.layer = model.transformers_model.encoder.layer[:new_num_layers]\n```\n\nThen we can run inference with it using <a href=\"../../../../docs/package_reference/sentence_transformer/SentenceTransformer.html#sentence_transformers.SentenceTransformer.encode\"><code>SentenceTransformers.encode</code></a>.\n\n```python\nfrom sentence_transformers import SentenceTransformer\n\nmodel = SentenceTransformer(\"tomaarsen/mpnet-base-nli-adaptive-layer\")\nnew_num_layers = 3\nmodel.transformers_model.encoder.layer = model.transformers_model.encoder.layer[:new_num_layers]\n\nembeddings = model.encode(\n    [\n        \"The weather is so nice!\",\n        \"It's so sunny outside!\",\n        \"He drove to the stadium.\",\n    ]\n)\n# Similarity of the first sentence with the other two\nsimilarities = model.similarity(embeddings[0], embeddings[1:])\n# => tensor([[0.7761, 0.1655]])\n# compared to tensor([[ 0.7547, -0.0162]]) for the full model\n```\n\nAs you can see, the similarity between the related sentences is much higher than the unrelated sentence, despite only using 3 layers. Feel free to copy this script locally, modify the `new_num_layers`, and observe the difference in similarities.\n\n## Code Examples\n\nSee the following scripts as examples of how to apply the <a href=\"../../../../docs/package_reference/sentence_transformer/losses.html#adaptivelayerloss\"><code>AdaptiveLayerLoss</code></a> in practice:\n\n- **[adaptive_layer_nli.py](adaptive_layer_nli.py)**: This example uses the `MultipleNegativesRankingLoss` with `AdaptiveLayerLoss` to train a strong embedding model using Natural Language Inference (NLI) data. It is an adaptation of the [NLI](../nli/README) documentation.\n- **[adaptive_layer_sts.py](adaptive_layer_sts.py)**: This example uses the CoSENTLoss with AdaptiveLayerLoss to train an embedding model on the training set of the STSBenchmark dataset. It is an adaptation of the [STS](../sts/README) documentation.\n\nAnd the following scripts to see how to apply <a href=\"../../../../docs/package_reference/sentence_transformer/losses.html#matryoshka2dloss\"><code>Matryoshka2dLoss</code></a>:\n\n- **[2d_matryoshka_nli.py](../matryoshka/2d_matryoshka_nli.py)**: This example uses the `MultipleNegativesRankingLoss` with `Matryoshka2dLoss` to train a strong embedding model using Natural Language Inference (NLI) data. It is an adaptation of the [NLI](../nli/README) documentation.\n- **[2d_matryoshka_sts.py](../matryoshka/2d_matryoshka_sts.py)**: This example uses the `CoSENTLoss` with `Matryoshka2dLoss` to train an embedding model on the training set of the STSBenchmark dataset. It is an adaptation of the [STS](../sts/README) documentation.\n"
  },
  {
    "path": "examples/sentence_transformer/training/adaptive_layer/adaptive_layer_nli.py",
    "content": "\"\"\"\nThe system trains BERT (or any other transformer model like RoBERTa, DistilBERT etc.) on the SNLI + MultiNLI (AllNLI) dataset\nwith AdaptiveLayerLoss using MultipleNegativesRankingLoss. Entailing texts are used as positive pairs and contradictory\ntexts are seen as negative pairs. At every 100 training steps, the model is evaluated on the STS benchmark dataset.\n\nUsage:\npython adaptive_layer_nli.py\n\nOR\npython adaptive_layer_nli.py pretrained_transformer_model_name\n\"\"\"\n\nimport logging\nimport sys\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import (\n    SentenceTransformer,\n    SentenceTransformerTrainer,\n    SentenceTransformerTrainingArguments,\n    losses,\n)\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator, SimilarityFunction\nfrom sentence_transformers.training_args import BatchSamplers\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"distilroberta-base\"\nbatch_size = 128  # The larger you select this, the better the results (usually). But it requires more GPU memory\nnum_train_epochs = 1\n\n# Save path of the model\noutput_dir = f\"output/adaptive_layer_nli_{model_name.replace('/', '-')}-{datetime.now().strftime('%Y-%m-%d_%H-%M-%S')}\"\n\n# 1. Here we define our SentenceTransformer model. If not already a Sentence Transformer model, it will automatically\n# create one with \"mean\" pooling.\nmodel = SentenceTransformer(model_name)\n# If we want, we can limit the maximum sequence length for the model\n# model.max_seq_length = 75\nlogging.info(model)\n\n# 2. Load the AllNLI dataset: https://huggingface.co/datasets/sentence-transformers/all-nli\ntrain_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"train\")\neval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"dev\")\nlogging.info(train_dataset)\n\n# If you wish, you can limit the number of training samples\n# train_dataset = train_dataset.select(range(5000))\n\n# 3. Define our training loss\ninner_train_loss = losses.MultipleNegativesRankingLoss(model)\ntrain_loss = losses.AdaptiveLayerLoss(model, inner_train_loss)\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\nstsb_eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=stsb_eval_dataset[\"sentence1\"],\n    sentences2=stsb_eval_dataset[\"sentence2\"],\n    scores=stsb_eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_train_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"adaptive-layer-nli\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-nli-adaptive-layer\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-nli-adaptive-layer')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/adaptive_layer/adaptive_layer_sts.py",
    "content": "\"\"\"\nThis examples trains BERT (or any other transformer model like RoBERTa, DistilBERT etc.) for the STSbenchmark from scratch.\nIt uses AdaptiveLayerLoss with the powerful CoSENTLoss to train models that perform well even when removing some layers.\nIt generates sentence embeddings that can be compared using cosine-similarity to measure the similarity.\n\nUsage:\npython adaptive_layer_sts.py\n\nOR\npython adaptive_layer_sts.py pretrained_transformer_model_name\n\"\"\"\n\nimport logging\nimport sys\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import (\n    SentenceTransformer,\n    SentenceTransformerTrainer,\n    SentenceTransformerTrainingArguments,\n    losses,\n)\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator, SimilarityFunction\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"distilbert-base-uncased\"\nbatch_size = 16\nnum_train_epochs = 4\n\n# Save path of the model\noutput_dir = f\"output/adaptive_layer_sts_{model_name.replace('/', '-')}-{datetime.now().strftime('%Y-%m-%d_%H-%M-%S')}\"\n\n# 1. Here we define our SentenceTransformer model. If not already a Sentence Transformer model, it will automatically\n# create one with \"mean\" pooling.\nmodel = SentenceTransformer(model_name)\n# If we want, we can limit the maximum sequence length for the model\n# model.max_seq_length = 75\nlogging.info(model)\n\n# 2. Load the STSB dataset: https://huggingface.co/datasets/sentence-transformers/stsb\ntrain_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"train\")\neval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\nlogging.info(train_dataset)\n\n# 3. Define our training loss\n# CoSENTLoss (https://sbert.net/docs/package_reference/sentence_transformer/losses.html#cosentloss) needs two text\n# columns and one similarity score column (between 0 and 1)\ninner_train_loss = losses.CoSENTLoss(model=model)\ntrain_loss = losses.AdaptiveLayerLoss(model, inner_train_loss)\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=eval_dataset[\"sentence1\"],\n    sentences2=eval_dataset[\"sentence2\"],\n    scores=eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_train_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"adaptive-layer-sts\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-sts-adaptive-layer\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-sts-adaptive-layer')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/avg_word_embeddings/training_stsbenchmark_avg_word_embeddings.py",
    "content": "\"\"\"\nThis example uses average word embeddings (for example from GloVe). It adds two fully-connected feed-forward layers (dense layers) to create a Deep Averaging Network (DAN).\n\nIf 'glove.6B.300d.txt.gz' does not exist, it tries to download it from our server.\n\nSee https://public.ukp.informatik.tu-darmstadt.de/reimers/embeddings/\nfor available word embeddings files\n\"\"\"\n\nimport logging\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer, losses, models\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\nnum_train_epochs = 1\nbatch_size = 32\noutput_dir = \"output/training_stsbenchmark_avg_word_embeddings-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n\n# 1. Load the STSB dataset: https://huggingface.co/datasets/sentence-transformers/stsb\ntrain_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"train\")\neval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\nlogging.info(train_dataset)\n\n# 2. Define the model\n# Map tokens to traditional word embeddings like GloVe\nword_embedding_model = models.WordEmbeddings.from_text_file(\"glove.6B.300d.txt.gz\")\n\n# Apply mean pooling to get one fixed sized sentence vector\npooling_model = models.Pooling(\n    word_embedding_model.get_word_embedding_dimension(),\n    pooling_mode=\"mean\",\n)\n\n# Add two trainable feed-forward networks (DAN)\nsent_embeddings_dimension = pooling_model.get_sentence_embedding_dimension()\ndan1 = models.Dense(in_features=sent_embeddings_dimension, out_features=sent_embeddings_dimension)\ndan2 = models.Dense(in_features=sent_embeddings_dimension, out_features=sent_embeddings_dimension)\nmodel = SentenceTransformer(modules=[word_embedding_model, pooling_model, dan1, dan2])\n\n# 3. Define our training loss\n# CosineSimilarityLoss (https://sbert.net/docs/package_reference/sentence_transformer/losses.html#cosinesimilarityloss) needs two text columns and\n# one similarity score column (between 0 and 1)\ntrain_loss = losses.CosineSimilarityLoss(model=model)\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=eval_dataset[\"sentence1\"],\n    sentences2=eval_dataset[\"sentence2\"],\n    scores=eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_train_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"glove-mean-pooling-sts\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = \"glove-mean-pooling-sts\"\ntry:\n    model.push_to_hub(model_name)\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/avg_word_embeddings/training_stsbenchmark_bilstm.py",
    "content": "\"\"\"\nThis example runs a BiLSTM after the word embedding lookup. The output of the BiLSTM is than pooled,\nfor example with max-pooling (which gives a system like InferSent) or with mean-pooling.\n\nNote, you can also pass BERT embeddings to the BiLSTM.\n\"\"\"\n\nimport logging\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer, losses, models\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\nnum_train_epochs = 1\nbatch_size = 32\noutput_dir = \"output/training_stsbenchmark_bilstm-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n\n# 1. Load the STSB dataset: https://huggingface.co/datasets/sentence-transformers/stsb\ntrain_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"train\")\neval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\nlogging.info(train_dataset)\n\n# 2. Define the model\n# Map tokens to traditional word embeddings like GloVe\nword_embedding_model = models.WordEmbeddings.from_text_file(\"glove.6B.300d.txt.gz\")\n\nlstm = models.LSTM(word_embedding_dimension=word_embedding_model.get_word_embedding_dimension(), hidden_dim=1024)\n\n# Apply mean pooling to get one fixed sized sentence vector\npooling_model = models.Pooling(\n    lstm.get_word_embedding_dimension(),\n    pooling_mode=\"mean\",\n)\nmodel = SentenceTransformer(modules=[word_embedding_model, lstm, pooling_model])\n\n# 3. Define our training loss\n# CosineSimilarityLoss (https://sbert.net/docs/package_reference/sentence_transformer/losses.html#cosinesimilarityloss) needs two text columns and\n# one similarity score column (between 0 and 1)\ntrain_loss = losses.CosineSimilarityLoss(model=model)\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=eval_dataset[\"sentence1\"],\n    sentences2=eval_dataset[\"sentence2\"],\n    scores=eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_train_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"glove-bilstm-sts\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# 7. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 8. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = \"glove-bilstm-sts\"\ntry:\n    model.push_to_hub(model_name)\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/avg_word_embeddings/training_stsbenchmark_bow.py",
    "content": "\"\"\"\nThis example uses a simple bag-of-words (BoW) approach. A sentence is mapped\nto a sparse vector with e.g. 25,000 dimensions. Optionally, you can also use tf-idf.\n\nTo make the model trainable, we add multiple dense layers to create a Deep Averaging Network (DAN).\n\"\"\"\n\nimport logging\nimport math\nimport os\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer, losses, models, util\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.models.tokenizer.WordTokenizer import ENGLISH_STOP_WORDS\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\nnum_train_epochs = 1\nbatch_size = 32\noutput_dir = \"output/training_tf-idf_word_embeddings-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n\n# 1. Load the STSB dataset: https://huggingface.co/datasets/sentence-transformers/stsb\ntrain_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"train\")\neval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\nlogging.info(train_dataset)\n\n# 2. Define the model\n# Wikipedia document frequency for words\nwiki_doc_freq = \"wikipedia_doc_frequencies.txt\"\nif not os.path.exists(wiki_doc_freq):\n    util.http_get(\n        \"https://public.ukp.informatik.tu-darmstadt.de/reimers/embeddings/wikipedia_doc_frequencies.txt\", wiki_doc_freq\n    )\n\n# Create the vocab for the BoW model\nstop_words = ENGLISH_STOP_WORDS\nmax_vocab_size = 25000  # This is also the size of the BoW sentence vector.\n\n\n# Read the most common max_vocab_size words. Skip stop-words\nvocab = set()\nweights = {}\nlines = open(\"wikipedia_doc_frequencies.txt\", encoding=\"utf8\").readlines()\nnum_docs = int(lines[0])\nfor line in lines[1:]:\n    word, freq = line.lower().strip().split(\"\\t\")\n    if word in stop_words:\n        continue\n\n    vocab.add(word)\n    weights[word] = math.log(num_docs / int(freq))\n\n    if len(vocab) >= max_vocab_size:\n        break\n\n# Create the BoW model. Because we set word_weights to the IDF values and cumulative_term_frequency=True, we\n# get tf-idf vectors. Set word_weights to an empty dict and cumulative_term_frequency=False to get a 1-hot sentence encoding\nbow = models.BoW(vocab=vocab, word_weights=weights, cumulative_term_frequency=True)\n\n# Add two trainable feed-forward networks (DAN) with max_vocab_size -> 768 -> 512 dimensions.\nsent_embeddings_dimension = max_vocab_size\ndan1 = models.Dense(in_features=sent_embeddings_dimension, out_features=768)\ndan2 = models.Dense(in_features=768, out_features=512)\n\nmodel = SentenceTransformer(modules=[bow, dan1, dan2])\n\n# 3. Define our training loss\n# CosineSimilarityLoss (https://sbert.net/docs/package_reference/sentence_transformer/losses.html#cosinesimilarityloss) needs two text columns and\n# one similarity score column (between 0 and 1)\ntrain_loss = losses.CosineSimilarityLoss(model=model)\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=eval_dataset[\"sentence1\"],\n    sentences2=eval_dataset[\"sentence2\"],\n    scores=eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_train_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"wikipedia-tf-idf-bow\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = \"wikipedia-tf-idf-bow\"\ntry:\n    model.push_to_hub(model_name)\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/avg_word_embeddings/training_stsbenchmark_cnn.py",
    "content": "\"\"\"\nThis example runs a CNN after the word embedding lookup. The output of the CNN is than pooled,\nfor example with mean-pooling.\n\n\n\"\"\"\n\nimport logging\nimport sys\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer, losses, models\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"bert-base-uncased\"\nnum_train_epochs = 1\nbatch_size = 32\noutput_dir = \"output/training_stsbenchmark_cnn-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n\n# 1. Load the STSB dataset: https://huggingface.co/datasets/sentence-transformers/stsb\ntrain_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"train\")\neval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\nlogging.info(train_dataset)\n\n# 2. Define the model\n# Map tokens to vectors using BERT\nword_embedding_model = models.Transformer(model_name)\n\ncnn = models.CNN(\n    in_word_embedding_dimension=word_embedding_model.get_word_embedding_dimension(),\n    out_channels=256,\n    kernel_sizes=[1, 3, 5],\n)\n\n# Apply mean pooling to get one fixed sized sentence vector\npooling_model = models.Pooling(\n    cnn.get_word_embedding_dimension(),\n    pooling_mode=\"mean\",\n)\nmodel = SentenceTransformer(modules=[word_embedding_model, cnn, pooling_model])\n\n# 3. Define our training loss\n# CosineSimilarityLoss (https://sbert.net/docs/package_reference/sentence_transformer/losses.html#cosinesimilarityloss) needs two text columns and\n# one similarity score column (between 0 and 1)\ntrain_loss = losses.CosineSimilarityLoss(model=model)\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=eval_dataset[\"sentence1\"],\n    sentences2=eval_dataset[\"sentence2\"],\n    scores=eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_train_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"cnn\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-cnn\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-cnn')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/avg_word_embeddings/training_stsbenchmark_tf-idf_word_embeddings.py",
    "content": "\"\"\"\nThis example weights word embeddings (like GloVe) with IDF weights. The IDF weights can for example be computed on Wikipedia.\n\nIf 'glove.6B.300d.txt.gz' does not exist, it tries to download it from our server.\n\nSee https://public.ukp.informatik.tu-darmstadt.de/reimers/embeddings/ for available word embeddings files\n\nYou can get term-document frequencies from here:\nhttps://public.ukp.informatik.tu-darmstadt.de/reimers/embeddings/wikipedia_doc_frequencies.txt\n\"\"\"\n\nimport logging\nimport math\nimport os\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer, losses, models, util\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\nnum_train_epochs = 1\nbatch_size = 32\noutput_dir = \"output/training_tf-idf_word_embeddings-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n\n# 1. Load the STSB dataset: https://huggingface.co/datasets/sentence-transformers/stsb\ntrain_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"train\")\neval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\nlogging.info(train_dataset)\n\n# 2. Define the model\n# Wikipedia document frequency for words\nwiki_doc_freq = \"wikipedia_doc_frequencies.txt\"\nif not os.path.exists(wiki_doc_freq):\n    util.http_get(\n        \"https://public.ukp.informatik.tu-darmstadt.de/reimers/embeddings/wikipedia_doc_frequencies.txt\", wiki_doc_freq\n    )\n\n# Map tokens to traditional word embeddings like GloVe\nword_embedding_model = models.WordEmbeddings.from_text_file(\"glove.6B.300d.txt.gz\")\n\n# Weight word embeddings using Inverse-Document-Frequency (IDF) values.\n# For each word in the vocab ob the tokenizer, we must specify a weight value.\n# The word embedding is then multiplied by this value\nvocab = word_embedding_model.tokenizer.get_vocab()\nword_weights = {}\nlines = open(wiki_doc_freq, encoding=\"utf8\").readlines()\nnum_docs = int(lines[0])\nfor line in lines[1:]:\n    word, freq = line.strip().split(\"\\t\")\n    word_weights[word] = math.log(num_docs / int(freq))\n\n# Words in the vocab that are not in the doc_frequencies file get a frequency of 1\nunknown_word_weight = math.log(num_docs / 1)\n\n# Initialize the WordWeights model. This model must be between the WordEmbeddings and the Pooling model\nword_weights = models.WordWeights(vocab=vocab, word_weights=word_weights, unknown_word_weight=unknown_word_weight)\n\n# Apply mean pooling to get one fixed sized sentence vector\npooling_model = models.Pooling(\n    word_embedding_model.get_word_embedding_dimension(),\n    pooling_mode=\"mean\",\n)\n\n# Add two trainable feed-forward networks (DAN)\nsent_embeddings_dimension = pooling_model.get_sentence_embedding_dimension()\ndan1 = models.Dense(in_features=sent_embeddings_dimension, out_features=sent_embeddings_dimension)\ndan2 = models.Dense(in_features=sent_embeddings_dimension, out_features=sent_embeddings_dimension)\nmodel = SentenceTransformer(modules=[word_embedding_model, word_weights, pooling_model, dan1, dan2])\n\n# 3. Define our training loss\n# CosineSimilarityLoss (https://sbert.net/docs/package_reference/sentence_transformer/losses.html#cosinesimilarityloss) needs two text columns and\n# one similarity score column (between 0 and 1)\ntrain_loss = losses.CosineSimilarityLoss(model=model)\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=eval_dataset[\"sentence1\"],\n    sentences2=eval_dataset[\"sentence2\"],\n    scores=eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_train_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"glove-wikipedia-tf-idf\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = \"glove-wikipedia-tf-idf\"\ntry:\n    model.push_to_hub(model_name)\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/clip/train_clip.ipynb",
    "content": "{\n \"cells\": [\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {},\n   \"source\": [\n    \"# Simple image training using CLIP model\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"from PIL import Image\\n\",\n    \"from torch.utils.data import DataLoader\\n\",\n    \"\\n\",\n    \"from sentence_transformers import InputExample, SentenceTransformer, losses, util\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 3,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"# Load CLIP model\\n\",\n    \"model = SentenceTransformer(\\\"clip-ViT-B-32\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 4,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"import os\\n\",\n    \"import zipfile\\n\",\n    \"\\n\",\n    \"from tqdm import tqdm\\n\",\n    \"\\n\",\n    \"# Next, we get about 25k images from Unsplash\\n\",\n    \"img_folder = \\\"photos/\\\"\\n\",\n    \"if not os.path.exists(img_folder) or len(os.listdir(img_folder)) == 0:\\n\",\n    \"    os.makedirs(img_folder, exist_ok=True)\\n\",\n    \"\\n\",\n    \"    photo_filename = \\\"unsplash-25k-photos.zip\\\"\\n\",\n    \"    if not os.path.exists(photo_filename):  # Download dataset if does not exist\\n\",\n    \"        util.http_get(\\\"http://sbert.net/datasets/\\\" + photo_filename, photo_filename)\\n\",\n    \"\\n\",\n    \"    # Extract 1000 images\\n\",\n    \"    with zipfile.ZipFile(photo_filename, \\\"r\\\") as zf:\\n\",\n    \"        for member in tqdm(zf.infolist()[:1000], desc=\\\"Extracting\\\"):\\n\",\n    \"            zf.extract(member, img_folder)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 5,\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"data\": {\n      \"image/jpeg\": \"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\"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     \"image/png\": 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\",\n      \"text/plain\": [\n       \"<PIL.JpegImagePlugin.JpegImageFile image mode=RGB size=640x433>\"\n      ]\n     },\n     \"execution_count\": 5,\n     \"metadata\": {},\n     \"output_type\": \"execute_result\"\n    }\n   ],\n   \"source\": [\n    \"# Load each of the images\\n\",\n    \"photos = [Image.open(os.path.join(img_folder, photo_path)) for photo_path in os.listdir(img_folder)]\\n\",\n    \"photos[0]\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 9,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"train_dataset = []\\n\",\n    \"for idx in range(0, len(photos), 2):\\n\",\n    \"    # We can use image pairs directly. Because our images aren't labeled, we use a random label as an example\\n\",\n    \"    # train_dataset.append(InputExample(texts=[photos[idx], photos[idx + 1]], label=random.choice([0, 1])))\\n\",\n    \"\\n\",\n    \"    # Or images and text together\\n\",\n    \"    train_dataset.append(InputExample(texts=[photos[idx], \\\"This is the caption\\\"], label=1))\\n\",\n    \"    train_dataset.append(InputExample(texts=[photos[idx], \\\"This is another unrelated caption\\\"], label=0))\\n\",\n    \"\\n\",\n    \"    # Or just texts\\n\",\n    \"    # train_dataset.append(InputExample(texts=[\\\"This is a caption\\\", \\\"This is a similar caption\\\"], label=1))\\n\",\n    \"    # train_dataset.append(InputExample(texts=[\\\"This is a caption\\\", \\\"This is an unrelated caption\\\"], label=0))\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 10,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": [\n    \"# We'll create a DataLoader that batches our data and prepare a contrastive loss function\\n\",\n    \"\\n\",\n    \"train_dataloader = DataLoader(train_dataset, shuffle=True, batch_size=4)\\n\",\n    \"train_loss = losses.ContrastiveLoss(model=model)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 11,\n   \"metadata\": {},\n   \"outputs\": [\n    {\n     \"name\": \"stderr\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Iteration: 100%|██████████| 63/63 [00:12<00:00,  5.11it/s]\\n\",\n      \"Iteration: 100%|██████████| 63/63 [00:11<00:00,  5.72it/s]\\n\",\n      \"Iteration: 100%|██████████| 63/63 [00:11<00:00,  5.37it/s]\\n\",\n      \"Iteration: 100%|██████████| 63/63 [00:11<00:00,  5.72it/s]\\n\",\n      \"Iteration: 100%|██████████| 63/63 [00:11<00:00,  5.69it/s]\\n\",\n      \"Epoch: 100%|██████████| 5/5 [00:57<00:00, 11.43s/it]\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"# Now we can fine-tune our model on the labeled image pairs\\n\",\n    \"model.fit([(train_dataloader, train_loss)], epochs=5, show_progress_bar=True)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": null,\n   \"metadata\": {},\n   \"outputs\": [],\n   \"source\": []\n  }\n ],\n \"metadata\": {\n  \"kernelspec\": {\n   \"display_name\": \"Python 3\",\n   \"language\": \"python\",\n   \"name\": \"python3\"\n  },\n  \"language_info\": {\n   \"codemirror_mode\": {\n    \"name\": \"ipython\",\n    \"version\": 3\n   },\n   \"file_extension\": \".py\",\n   \"mimetype\": \"text/x-python\",\n   \"name\": \"python\",\n   \"nbconvert_exporter\": \"python\",\n   \"pygments_lexer\": \"ipython3\",\n   \"version\": \"3.11.6\"\n  }\n },\n \"nbformat\": 4,\n \"nbformat_minor\": 2\n}\n"
  },
  {
    "path": "examples/sentence_transformer/training/clip/training_clip_flickr8k_mlflow.py",
    "content": "import logging\nfrom datetime import datetime\n\nfrom datasets import DatasetDict, load_dataset\n\nfrom sentence_transformers import SentenceTransformer, losses\nfrom sentence_transformers.evaluation import BinaryClassificationEvaluator\nfrom sentence_transformers.models import CLIPModel\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\ntime = datetime.now().strftime(\"%Y-%m-%d %H:%M:%S\")\n\n\n# Any clip model (https://huggingface.co/models?other=clip)\nbase_model_name = \"openai/clip-vit-base-patch32\"\ntrain_model_name = \"clip-flickr8k\"\ntrain_batch_size = 16  # Higher batch sizes give better results for the MultipleNegativesRankingLoss\nnum_epochs = 1\noutput_dir = f\"models/{train_model_name}\"\n\n\ndef to_binary_flickr8k(batch: dict) -> dict:\n    \"\"\"Converts the Flickr8k dataset format to a binary classification format\"\"\"\n    output = {\"image\": [], \"positive\": [], \"negative\": []}\n    for idx in range(len(batch[\"image\"])):\n        image = batch[\"image\"][idx]\n        caption = batch[\"caption_0\"][idx]\n        # Take the next caption as negative example (cyclic)\n        negative_caption = batch[\"caption_0\"][(idx + 1) % len(batch[\"caption_0\"])]\n        output[\"image\"].append(image)\n        output[\"positive\"].append(caption)\n        output[\"negative\"].append(negative_caption)\n    return output\n\n\n# 1. Load CLIP model\nclip_model = CLIPModel(base_model_name)\nmodel = SentenceTransformer(modules=[clip_model])\n\n# 2. Prepare the dataset\ndataset: DatasetDict = load_dataset(\"jxie/flickr8k\")\ndataset = dataset.map(to_binary_flickr8k, batched=True, remove_columns=dataset[\"train\"].column_names)\ntrain_dataset = dataset[\"train\"].select(range(1000))\neval_dataset = dataset[\"validation\"].select(range(400))\n\nlogging.info(f\"Training samples: {len(train_dataset)}\")\nlogging.info(f\"Evaluation samples: {len(eval_dataset)}\")\nlogging.info(train_dataset)\n\n# 3. Define our training loss\ntrain_loss = losses.MultipleNegativesRankingLoss(model=model)\n\n\n# 4. Define an evaluator for use during training\nevaluator = BinaryClassificationEvaluator(\n    sentences1=list(eval_dataset[\"image\"]) + list(eval_dataset[\"image\"]),\n    sentences2=list(eval_dataset[\"positive\"]) + list(eval_dataset[\"negative\"]),\n    labels=[1] * len(eval_dataset) + [0] * len(eval_dataset),\n    name=\"flickr8k-dev\",\n)\nevaluator(model)  # Evaluate the untrained model\n\n# 5. Define the training arguments\n# If 'mlflow' is installed, it will be automatically used to log training parameters & evaluation.\n# We can make that explicit by setting report_to=[\"mlflow\"]\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_epochs,\n    learning_rate=2e-5,\n    per_device_train_batch_size=train_batch_size,\n    per_device_eval_batch_size=train_batch_size,\n    warmup_ratio=0.1,\n    fp16=True,\n    bf16=False,\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=0.1,\n    save_strategy=\"steps\",\n    save_steps=0.5,\n    save_total_limit=2,\n    logging_steps=0.02,\n    run_name=train_model_name,\n    report_to=[\"mlflow\"],\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=evaluator,\n)\n\n# 7. Begin Training and log results to MLFlow\ntrainer.train()\n\n# 8. Evaluate the final model on the evaluation set\nevaluator(model)\n\n# 9. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save_pretrained(final_output_dir)\n"
  },
  {
    "path": "examples/sentence_transformer/training/data_augmentation/README.md",
    "content": "# Augmented SBERT\n\n## Motivation\n\nBi-encoders (a.k.a. sentence embeddings models) require substantial training data and fine-tuning over the target task to achieve competitive performances. However, in many scenarios, there is only little training data available.\n\nTo solve this practical issue, we release an effective data-augmentation strategy known as <b>Augmented SBERT</b> where we utilize a high performing and slow cross-encoder (BERT) to label a larger set of input pairs to augment the training data for the bi-encoder (SBERT).\n\nFor more details, refer to our publication - [Augmented SBERT: Data Augmentation Method for Improving Bi-Encoders for Pairwise Sentence Scoring Tasks](https://huggingface.co/papers/2010.08240) which is a joint effort by Nandan Thakur, Nils Reimers and Johannes Daxenberger of UKP Lab, TU Darmstadt.\n\nChien Vu also wrote a nice blog article on this technique: [Advance BERT model via transferring knowledge from Cross-Encoders to Bi-Encoders](https://resources.experfy.com/ai-ml/bert-model-transferring-knowledge-cross-encoders-bi-encoders/)\n\n## Extend to your own datasets\n\n**Scenario 1: Limited or small annotated datasets (few labeled sentence-pairs (1k-3k))**\\\nIf you have specialized datasets in your company or research which are small-sized or contain labeled few sentence-pairs. You can extend the idea of Augmented SBERT (in-domain) strategy by training a cross-encoder over your small gold dataset and use BM25 sampling to generate combinations not seen earlier. Use the cross-encoder to label these unlabeled pairs to create the silver dataset. Finally train a bi-encoder (i.e. SBERT) over your extended dataset (gold+silver) dataset as shown in [train_sts_indomain_bm25.py](train_sts_indomain_bm25.py).\n\n**Scenario 2: No annotated datasets (Only unlabeled sentence-pairs)**\\\nIf you have specialized datasets in your company or research which only contain unlabeled sentence-pairs. You can extend the idea of Augmented SBERT (domain-transfer) strategy by training a cross-encoder over a source dataset which is annotated (for eg. QQP). Use this cross-encoder to label your specialised unlabeled dataset i.e. target dataset. Finally train a bi-encoder i.e. SBERT over your labeled target dataset as shown in [train_sts_qqp_crossdomain.py](train_sts_qqp_crossdomain.py).\n\n## Methodology\n\nThere are two major scenarios for the Augmented SBERT approach for pairwise-sentence regression or classification tasks.\n\n## Scenario 1: Limited or small annotated datasets (few labeled sentence-pairs)\n\nWe apply the Augmented SBERT (<b>In-domain</b>) strategy, it involves three steps -\n\n- Step 1: Train a cross-encoder (BERT) over the small (gold or annotated) dataset\n\n- Step 2.1: Create pairs by recombination and reduce the pairs via BM25 or semantic search\n\n- Step 2.2: Weakly label new pairs with cross-encoder (BERT). These are silver pairs or (silver) dataset\n\n- Step 3: Finally, train a bi-encoder (SBERT) on the extended (gold + silver) training dataset\n\n<img src=\"https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/augsbert-indomain.png\" width=\"400\" height=\"500\">\n\n## Scenario 2: No annotated datasets (Only unlabeled sentence-pairs)\n\nWe apply the Augmented SBERT (<b>Domain-Transfer</b>) strategy, it involves three steps -\n\n- Step 1: Train from scratch a cross-encoder (BERT) over a source dataset, for which we contain annotations\n\n- Step 2: Use this cross-encoder (BERT) to label your target dataset i.e. unlabeled sentence pairs\n\n- Step 3: Finally, train a bi-encoder (SBERT) on the labeled target dataset\n\n<img src=\"https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/augsbert-domain-transfer.png\" width=\"500\" height=\"300\">\n\n## Training\n\nThe [examples/sentence_transformer/training/data_augmentation](https://github.com/huggingface/sentence-transformers/blob/main/examples/sentence_transformer/training/data_augmentation/) folder contains simple training examples for each scenario explained below:\n\n- [train_sts_seed_optimization.py](train_sts_seed_optimization.py)\n\n  - This script trains a bi-encoder (SBERT) model from scratch for STS benchmark dataset with seed-optimization.\n  - Seed optimization technique is inspired from [(Dodge et al., 2020)](https://huggingface.co/papers/2002.06305).\n  - For Seed opt., we train our bi-encoder for various seeds and evaluate using an early stopping algorithm.\n  - Finally, measure dev performance across the seeds to get the highest performing seeds.\n\n- [train_sts_indomain_nlpaug.py](train_sts_indomain_nlpaug.py)\n\n  - This script trains a bi-encoder (SBERT) model from scratch for STS benchmark dataset using easy data augmentation.\n  - Data augmentation strategies are used from popular [nlpaug](https://github.com/makcedward/nlpaug) package.\n  - Augment single sentences with synonyms using (word2vec, BERT or WordNet). Forms our silver dataset.\n  - Train bi-encoder model on both original small training dataset and synonym based silver dataset.\n\n- [train_sts_indomain_bm25.py](train_sts_indomain_bm25.py)\n\n  - Script initially trains a cross-encoder (BERT) model from scratch for small STS benchmark dataset.\n  - Recombine sentences from our small training dataset and form lots of sentence-pairs.\n  - Limit number of combinations with BM25 sampling using [Elasticsearch](https://www.elastic.co/).\n  - Retrieve top-k sentences given a sentence and label these pairs using the cross-encoder (silver dataset).\n  - Train a bi-encoder (SBERT) model on both gold + silver STSb dataset. (Augmented SBERT (In-domain) Strategy).\n\n- [train_sts_indomain_semantic.py](train_sts_indomain_semantic.py)\n\n  - This script initially trains a cross-encoder (BERT) model from scratch for small STS benchmark dataset.\n  - We recombine sentences from our small training dataset and form lots of sentence-pairs.\n  - Limit number of combinations with Semantic Search sampling using pretrained SBERT model.\n  - Retrieve top-k sentences given a sentence and label these pairs using the cross-encoder (silver dataset).\n  - Train a bi-encoder (SBERT) model on both gold + silver STSb dataset. (Augmented SBERT (In-domain) Strategy).\n\n- [train_sts_qqp_crossdomain.py](train_sts_qqp_crossdomain.py)\n\n  - This script initially trains a cross-encoder (BERT) model from scratch for STS benchmark dataset.\n  - Label the Quora Questions Pair (QQP) training dataset (Assume no labels present) using the cross-encoder.\n  - Train a bi-encoder (SBERT) model on the QQP dataset. (Augmented SBERT (Domain-Transfer) Strategy).\n\n## Citation\n\nIf you use the code for augmented sbert, feel free to cite our publication [Augmented SBERT: Data Augmentation Method for Improving Bi-Encoders for Pairwise Sentence Scoring Tasks](https://huggingface.co/papers/2010.08240):\n\n```\n@article{thakur-2020-AugSBERT,\n    title = \"Augmented SBERT: Data Augmentation Method for Improving Bi-Encoders for Pairwise Sentence Scoring Tasks\",\n    author = \"Thakur, Nandan and Reimers, Nils and Daxenberger, Johannes and  Gurevych, Iryna\", \n    journal= \"arXiv preprint arXiv:2010.08240\",\n    month = \"10\",\n    year = \"2020\",\n    url = \"https://arxiv.org/abs/2010.08240\",\n}\n```\n"
  },
  {
    "path": "examples/sentence_transformer/training/data_augmentation/train_sts_indomain_bm25.py",
    "content": "\"\"\"\nThe script shows how to train Augmented SBERT (In-Domain) strategy for STSb dataset with BM25 sampling.\nWe utilise easy and practical elasticsearch (https://www.elastic.co/) for BM25 sampling.\n\nInstallations:\nFor this example, elasticsearch to be installed (pip install elasticsearch)\n[NOTE] You need to also install Elasticsearch locally on your PC or desktop.\nlink for download - https://www.elastic.co/downloads/elasticsearch\nOr to run it with Docker: https://www.elastic.co/guide/en/elasticsearch/reference/current/docker.html\n\nMethodology:\nThree steps are followed for AugSBERT data-augmentation with BM25 Sampling -\n    1. Fine-tune cross-encoder (BERT) on gold STSb dataset\n    2. Fine-tuned Cross-encoder is used to label on BM25 sampled unlabeled pairs (silver STSb dataset)\n    3. Bi-encoder (SBERT) is finally fine-tuned on both gold + silver STSb dataset\n\nCitation: https://huggingface.co/papers/2010.08240\n\nUsage:\npython train_sts_indomain_bm25.py\n\nOR\npython train_sts_indomain_bm25.py pretrained_transformer_model_name top_k\n\npython train_sts_indomain_bm25.py bert-base-uncased 3\n\n\"\"\"\n\nimport logging\nimport math\nimport sys\nimport traceback\nfrom datetime import datetime\n\nimport tqdm\nfrom datasets import Dataset, concatenate_datasets, load_dataset\nfrom elasticsearch import Elasticsearch\nfrom torch.utils.data import DataLoader\n\nfrom sentence_transformers import SentenceTransformer, losses\nfrom sentence_transformers.cross_encoder import CrossEncoder\nfrom sentence_transformers.cross_encoder.evaluation import CrossEncoderCorrelationEvaluator\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.readers import InputExample\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n# suppressing INFO messages for elastic-search logger\ntracer = logging.getLogger(\"elasticsearch\")\ntracer.setLevel(logging.CRITICAL)\nes = Elasticsearch()\n\n# You can specify any huggingface/transformers pre-trained model here, for example, bert-base-uncased, roberta-base, xlm-roberta-base\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"bert-base-uncased\"\ntop_k = int(sys.argv[2]) if len(sys.argv) > 2 else 3\n\nbatch_size = 16\nnum_epochs = 1\nmax_seq_length = 128\n\ncross_encoder_path = (\n    \"output/cross-encoder/stsb_indomain_\"\n    + model_name.replace(\"/\", \"-\")\n    + \"-\"\n    + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n)\nsentence_transformer_path = (\n    \"output/bi-encoder/stsb_augsbert_BM25_\"\n    + model_name.replace(\"/\", \"-\")\n    + \"-\"\n    + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n)\n\n# Use a Hugging Face model (like BERT, RoBERTa, XLNet, XLM-R) for loading the CrossEncoder and SentenceTransformer\ncross_encoder = CrossEncoder(model_name, num_labels=1)\nsentence_transformer = SentenceTransformer(model_name)\nsentence_transformer.max_seq_length = max_seq_length\n\n\n#####################################################################\n#\n# Step 1: Train cross-encoder model with (gold) STS benchmark dataset\n#\n#####################################################################\n\nlogging.info(f\"Step 1: Train cross-encoder: ({model_name}) with STSbenchmark\")\n\n# Load the STSB dataset: https://huggingface.co/datasets/sentence-transformers/stsb\ntrain_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"train\")\neval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\nlogging.info(train_dataset)\n\ngold_samples = [\n    InputExample(texts=[sentence1, sentence2], label=data[\"score\"])\n    for data in train_dataset\n    for sentence1, sentence2 in [(data[\"sentence1\"], data[\"sentence2\"]), (data[\"sentence2\"], data[\"sentence1\"])]\n]\n\n# We wrap gold_samples (which is a List[InputExample]) into a pytorch DataLoader\ntrain_dataloader = DataLoader(gold_samples, shuffle=True, batch_size=batch_size)\n\n# We add an evaluator, which evaluates the performance during training\nevaluator = CrossEncoderCorrelationEvaluator(\n    sentence_pairs=[[data[\"sentence1\"], data[\"sentence2\"]] for data in eval_dataset],\n    scores=[data[\"score\"] for data in eval_dataset],\n    name=\"sts-dev\",\n)\n\n# Configure the training\nwarmup_steps = math.ceil(len(train_dataloader) * num_epochs * 0.1)  # 10% of train data for warm-up\nlogging.info(f\"Warmup-steps: {warmup_steps}\")\n\n# Train the cross-encoder model\ncross_encoder.fit(\n    train_dataloader=train_dataloader,\n    evaluator=evaluator,\n    epochs=num_epochs,\n    warmup_steps=warmup_steps,\n    output_path=cross_encoder_path,\n)\n\n############################################################################\n#\n# Step 2: Label BM25 sampled STSb (silver dataset) using cross-encoder model\n#\n############################################################################\n\n#### Top k similar sentences to be retrieved ####\n#### Larger the k, bigger the silver dataset ####\n\nindex_name = \"stsb\"  # index-name should be in lowercase\nlogging.info(f\"Step 2.1: Generate STSbenchmark (silver dataset) using top-{top_k} bm25 combinations\")\n\nunique_sentences = set()\n\nfor sample in gold_samples:\n    unique_sentences.update(sample.texts)\n\nunique_sentences = list(unique_sentences)  # unique sentences\nsent2idx = {sentence: idx for idx, sentence in enumerate(unique_sentences)}  # storing id and sentence in dictionary\nduplicates = set(\n    (sent2idx[data.texts[0]], sent2idx[data.texts[1]]) for data in gold_samples\n)  # not to include gold pairs of sentences again\n\n# Ignore 400 cause by IndexAlreadyExistsException when creating an index\nlogging.info(f\"Creating elastic-search index - {index_name}\")\nes.indices.create(index=index_name, ignore=[400])\n\n# indexing all sentences\nlogging.info(\"Starting to index....\")\nfor sent in unique_sentences:\n    response = es.index(index=index_name, id=sent2idx[sent], body={\"sent\": sent})\n\nlogging.info(f\"Indexing complete for {len(unique_sentences)} unique sentences\")\n\nsilver_data = []\nprogress = tqdm.tqdm(unit=\"docs\", total=len(sent2idx))\n\n# retrieval of top-k sentences which forms the silver training data\nfor sent, idx in sent2idx.items():\n    res = es.search(index=index_name, body={\"query\": {\"match\": {\"sent\": sent}}}, size=top_k)\n    progress.update(1)\n    for hit in res[\"hits\"][\"hits\"]:\n        if idx != int(hit[\"_id\"]) and (idx, int(hit[\"_id\"])) not in set(duplicates):\n            silver_data.append((sent, hit[\"_source\"][\"sent\"]))\n            duplicates.add((idx, int(hit[\"_id\"])))\n\nprogress.reset()\nprogress.close()\n\nlogging.info(f\"Number of silver pairs generated for STSbenchmark: {len(silver_data)}\")\nlogging.info(f\"Step 2.2: Label STSbenchmark (silver dataset) with cross-encoder: {model_name}\")\n\ncross_encoder = CrossEncoder(cross_encoder_path)\nsilver_scores = cross_encoder.predict(silver_data)\n\n# All model predictions should be between [0,1]\nassert all(0.0 <= score <= 1.0 for score in silver_scores)\n\n#################################################################################################\n#\n# Step 3: Train bi-encoder model with both (gold + silver) STSbenchmark dataset - Augmented SBERT\n#\n#################################################################################################\n\nlogging.info(f\"Step 3: Train bi-encoder: {model_name} with STSbenchmark (gold + silver dataset)\")\n\n# Convert the dataset to a DataLoader ready for training\nlogging.info(\"Read STSbenchmark gold and silver train dataset\")\nsilver_samples = Dataset.from_dict(\n    {\n        \"sentence1\": [data[0] for data in silver_data],\n        \"sentence2\": [data[1] for data in silver_data],\n        \"score\": silver_scores,\n    }\n)\ntrain_dataset = concatenate_datasets([train_dataset, silver_samples])\n\ntrain_loss = losses.CosineSimilarityLoss(model=sentence_transformer)\n\nlogging.info(\"Read STSbenchmark dev dataset\")\nevaluator = EmbeddingSimilarityEvaluator(\n    sentences1=eval_dataset[\"sentence1\"],\n    sentences2=eval_dataset[\"sentence2\"],\n    scores=eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\n\n# Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=sentence_transformer_path,\n    # Optional training parameters:\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"augmentation-indomain-bm25-sts\",  # Will be used in W&B if `wandb` is installed\n)\n\n# Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=sentence_transformer,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=evaluator,\n)\ntrainer.train()\n\n\n# Evaluate the model performance on the STS Benchmark test dataset\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(sentence_transformer)\n\n# Save the trained & evaluated model locally\nfinal_output_dir = f\"{sentence_transformer_path}/final\"\nsentence_transformer.save(final_output_dir)\n\n# (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    sentence_transformer.push_to_hub(f\"{model_name}-augmentation-indomain-bm25-sts\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-augmentation-indomain-bm25-sts')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/data_augmentation/train_sts_indomain_nlpaug.py",
    "content": "\"\"\"\nThe script shows how to train Augmented SBERT (In-Domain) strategy for STSb dataset with nlp textual augmentation.\nWe utilise nlpaug (https://github.com/makcedward/nlpaug) for data augmentation strategies over a single sentence.\n\nWe chose synonym replacement for our example with (can be extended to other techniques) -\n    1. Word-embeddings (word2vec)\n    2. WordNet\n    3. Contextual word-embeddings (BERT)\n\nMethodology:\nTake a gold STSb pair, like (A, B, 0.6) Then replace synonyms in A and B, which gives you (A', B', 0.6)\nThese are the silver data and SBERT is finally trained on (gold + silver) STSb data.\n\nAdditional requirements:\npip install nlpaug\n\nInformation:\nWe went over the nlpaug package and found from our experience, the commonly used and effective technique\nis synonym replacement with words. However feel free to use any textual data augmentation mentioned\nin the example - (https://github.com/makcedward/nlpaug/blob/master/example/textual_augmenter.ipynb)\n\nYou could also extend the easy data augmentation methods for other languages too, a good example can be\nfound here - (https://github.com/makcedward/nlpaug/blob/master/example/textual_language_augmenter.ipynb)\n\n\nCitation: https://huggingface.co/papers/2010.08240\n\nUsage:\npython train_sts_indomain_nlpaug.py\n\"\"\"\n\nimport logging\nimport sys\nimport traceback\nfrom datetime import datetime\n\nimport nlpaug.augmenter.word as naw\nimport torch\nimport tqdm\nfrom datasets import Dataset, concatenate_datasets, load_dataset\n\nfrom sentence_transformers import SentenceTransformer, losses\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n# You can specify any huggingface/transformers pre-trained model here, for example, bert-base-uncased, roberta-base, xlm-roberta-base\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"bert-base-uncased\"\ndevice = \"cuda\" if torch.cuda.is_available() else \"cpu\"\nbatch_size = 16\nnum_epochs = 1\n\noutput_dir = (\n    \"output/bi-encoder/stsb_indomain_eda_\"\n    + model_name.replace(\"/\", \"-\")\n    + \"-\"\n    + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n)\n\n# Use Hugging Face/transformers model (like BERT, RoBERTa, XLNet, XLM-R) for mapping tokens to embeddings\nmodel = SentenceTransformer(model_name)\n\n# Load the STSB dataset: https://huggingface.co/datasets/sentence-transformers/stsb\ntrain_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"train\")\neval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\nlogging.info(train_dataset)\n\n##################################################################################\n#\n# Data Augmentation: Synonym Replacement with word2vec, BERT, WordNet using nlpaug\n#\n##################################################################################\n\nlogging.info(\"Starting with synonym replacement...\")\n\n#### Synonym replacement using Word2Vec ####\n# Download the word2vec pre-trained Google News corpus (GoogleNews-vectors-negative300.bin)\n# link: https://drive.google.com/file/d/0B7XkCwpI5KDYNlNUTTlSS21pQmM/edit?usp=sharing\n\n# aug = naw.WordEmbsAug(\n#     model_type='word2vec', model_path=model_dir+'GoogleNews-vectors-negative300.bin',\n#     action=\"substitute\")\n\n#### Synonym replacement using WordNet ####\n# aug = naw.SynonymAug(aug_src='wordnet')\n\n#### Synonym replacement using BERT ####\naug = naw.ContextualWordEmbsAug(model_path=model_name, action=\"insert\")\n\nsilver_samples = {\n    \"sentence1\": [],\n    \"sentence2\": [],\n    \"score\": [],\n}\nprogress = tqdm.tqdm(unit=\"docs\", total=len(test_dataset))\n\nfor sample in train_dataset:\n    augmented_texts = aug.augment([sample[\"sentence1\"], sample[\"sentence2\"]])\n    silver_samples[\"sentence1\"].append(augmented_texts[0])\n    silver_samples[\"sentence2\"].append(augmented_texts[1])\n    silver_samples[\"score\"].append(sample[\"score\"])\n    progress.update(1)\n\nsilver_dataset = Dataset.from_dict(silver_samples)\n\nprogress.reset()\nprogress.close()\nlogging.info(\"Textual augmentation completed....\")\nlogging.info(f\"Number of silver pairs generated: {len(silver_samples)}\")\n\n###################################################################\n#\n# Train SBERT model with both (gold + silver) STS benchmark dataset\n#\n###################################################################\n\ntrain_dataset = concatenate_datasets([train_dataset, silver_dataset])\ntrain_loss = losses.CosineSimilarityLoss(model=model)\n\nlogging.info(\"Read STSbenchmark dev dataset\")\nevaluator = EmbeddingSimilarityEvaluator(\n    sentences1=eval_dataset[\"sentence1\"],\n    sentences2=eval_dataset[\"sentence2\"],\n    scores=eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\n\n# Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"augmentation-indomain-nlpaug-sts\",  # Will be used in W&B if `wandb` is installed\n)\n\n# Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=evaluator,\n)\ntrainer.train()\n\n\n# Evaluate the model performance on the STS Benchmark test dataset\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(model)\n\n# Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-augmentation-indomain-nlpaug-sts\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-augmentation-indomain-nlpaug-sts')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/data_augmentation/train_sts_indomain_semantic.py",
    "content": "\"\"\"\nThe script shows how to train Augmented SBERT (In-Domain) strategy for STSb dataset with Semantic Search Sampling.\n\n\nMethodology:\nThree steps are followed for AugSBERT data-augmentation strategy with Semantic Search -\n    1. Fine-tune cross-encoder (BERT) on gold STSb dataset\n    2. Fine-tuned Cross-encoder is used to label on Sem. Search sampled unlabeled pairs (silver STSb dataset)\n    3. Bi-encoder (SBERT) is finally fine-tuned on both gold + silver STSb dataset\n\nCitation: https://huggingface.co/papers/2010.08240\n\nUsage:\npython train_sts_indomain_semantic.py\n\nOR\npython train_sts_indomain_semantic.py pretrained_transformer_model_name top_k\n\npython train_sts_indomain_semantic.py bert-base-uncased 3\n\"\"\"\n\nimport logging\nimport math\nimport sys\nfrom datetime import datetime\n\nimport torch\nimport tqdm\nfrom datasets import load_dataset\nfrom torch.utils.data import DataLoader\n\nfrom sentence_transformers import LoggingHandler, SentenceTransformer, losses, models, util\nfrom sentence_transformers.cross_encoder import CrossEncoder\nfrom sentence_transformers.cross_encoder.evaluation import CrossEncoderCorrelationEvaluator\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.readers import InputExample\n\n# Just some code to print debug information to stdout\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO, handlers=[LoggingHandler()]\n)\n# /print debug information to stdout\n\n\n# You can specify any huggingface/transformers pre-trained model here, for example, bert-base-uncased, roberta-base, xlm-roberta-base\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"bert-base-uncased\"\ntop_k = int(sys.argv[2]) if len(sys.argv) > 2 else 3\n\nbatch_size = 16\nnum_epochs = 1\nmax_seq_length = 128\n\n# Read Datasets ######\n\ndataset = load_dataset(\"sentence-transformers/stsb\")\n\n\ncross_encoder_path = (\n    \"output/cross-encoder/stsb_indomain_\"\n    + model_name.replace(\"/\", \"-\")\n    + \"-\"\n    + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n)\nbi_encoder_path = (\n    \"output/bi-encoder/stsb_augsbert_SS_\"\n    + model_name.replace(\"/\", \"-\")\n    + \"-\"\n    + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n)\n\n# Cross-encoder (simpletransformers) ######\nlogging.info(f\"Loading cross-encoder model: {model_name}\")\n# Use Hugging Face/transformers model (like BERT, RoBERTa, XLNet, XLM-R) for cross-encoder model\ncross_encoder = CrossEncoder(model_name, num_labels=1)\n\n\n# Bi-encoder (sentence-transformers) ######\nlogging.info(f\"Loading bi-encoder model: {model_name}\")\n# Use Hugging Face/transformers model (like BERT, RoBERTa, XLNet, XLM-R) for mapping tokens to embeddings\nword_embedding_model = models.Transformer(model_name, max_seq_length=max_seq_length)\n\n# Apply mean pooling to get one fixed sized sentence vector\npooling_model = models.Pooling(\n    word_embedding_model.get_word_embedding_dimension(),\n    pooling_mode_mean_tokens=True,\n    pooling_mode_cls_token=False,\n    pooling_mode_max_tokens=False,\n)\n\nbi_encoder = SentenceTransformer(modules=[word_embedding_model, pooling_model])\n\n\n#####################################################\n#\n# Step 1: Train cross-encoder model with STSbenchmark\n#\n#####################################################\n\nlogging.info(f\"Step 1: Train cross-encoder: {model_name} with STSbenchmark (gold dataset)\")\n\ngold_samples = []\ndev_samples = []\ntest_samples = []\n\nfor row in dataset[\"validation\"]:\n    dev_samples.append(InputExample(texts=[row[\"sentence1\"], row[\"sentence2\"]], label=row[\"score\"]))\n\nfor row in dataset[\"test\"]:\n    test_samples.append(InputExample(texts=[row[\"sentence1\"], row[\"sentence2\"]], label=row[\"score\"]))\nfor row in dataset[\"train\"]:\n    # As we want to get symmetric scores, i.e. CrossEncoder(A,B) = CrossEncoder(B,A), we pass both combinations to the train set\n    gold_samples.append(InputExample(texts=[row[\"sentence1\"], row[\"sentence2\"]], label=row[\"score\"]))\n    gold_samples.append(InputExample(texts=[row[\"sentence2\"], row[\"sentence1\"]], label=row[\"score\"]))\n\n\n# We wrap gold_samples (which is a List[InputExample]) into a pytorch DataLoader\ntrain_dataloader = DataLoader(gold_samples, shuffle=True, batch_size=batch_size)\n\n\n# We add an evaluator, which evaluates the performance during training\nevaluator = CrossEncoderCorrelationEvaluator.from_input_examples(dev_samples, name=\"sts-dev\")\n\n# Configure the training\nwarmup_steps = math.ceil(len(train_dataloader) * num_epochs * 0.1)  # 10% of train data for warm-up\nlogging.info(f\"Warmup-steps: {warmup_steps}\")\n\n# Train the cross-encoder model\ncross_encoder.fit(\n    train_dataloader=train_dataloader,\n    evaluator=evaluator,\n    epochs=num_epochs,\n    evaluation_steps=1000,\n    warmup_steps=warmup_steps,\n    output_path=cross_encoder_path,\n)\n\n############################################################################\n#\n# Step 2: Find silver pairs to label\n#\n############################################################################\n\n# Top k similar sentences to be retrieved ####\n# Larger the k, bigger the silver dataset ####\n\nlogging.info(\n    f\"Step 2.1: Generate STSbenchmark (silver dataset) using pretrained SBERT \\\n    model and top-{top_k} semantic search combinations\"\n)\n\nsilver_data = []\nsentences = set()\n\nfor sample in gold_samples:\n    sentences.update(sample.texts)\n\nsentences = list(sentences)  # unique sentences\nsent2idx = {sentence: idx for idx, sentence in enumerate(sentences)}  # storing id and sentence in dictionary\nduplicates = set(\n    (sent2idx[data.texts[0]], sent2idx[data.texts[1]]) for data in gold_samples\n)  # not to include gold pairs of sentences again\n\n\n# For simplicity we use a pretrained model\nsemantic_model_name = \"paraphrase-MiniLM-L6-v2\"\nsemantic_search_model = SentenceTransformer(semantic_model_name)\nlogging.info(f\"Encoding unique sentences with semantic search model: {semantic_model_name}\")\n\n# encoding all unique sentences present in the training dataset\nembeddings = semantic_search_model.encode(sentences, batch_size=batch_size, convert_to_tensor=True)\n\nlogging.info(f\"Retrieve top-{top_k} with semantic search model: {semantic_model_name}\")\n\n# retrieving top-k sentences given a sentence from the dataset\nprogress = tqdm.tqdm(unit=\"docs\", total=len(sent2idx))\nfor idx in range(len(sentences)):\n    sentence_embedding = embeddings[idx]\n    cos_scores = util.cos_sim(sentence_embedding, embeddings)[0]\n    cos_scores = cos_scores.cpu()\n    progress.update(1)\n\n    # We use torch.topk to find the highest 5 scores\n    top_results = torch.topk(cos_scores, k=top_k + 1)\n\n    for score, iid in zip(top_results[0], top_results[1]):\n        if iid != idx and (iid, idx) not in duplicates:\n            silver_data.append((sentences[idx], sentences[iid]))\n            duplicates.add((idx, iid))\n\nprogress.reset()\nprogress.close()\n\nlogging.info(f\"Length of silver_dataset generated: {len(silver_data)}\")\nlogging.info(f\"Step 2.2: Label STSbenchmark (silver dataset) with cross-encoder: {model_name}\")\ncross_encoder = CrossEncoder(cross_encoder_path)\nsilver_scores = cross_encoder.predict(silver_data)\n\n# All model predictions should be between [0,1]\nassert all(0.0 <= score <= 1.0 for score in silver_scores)\n\n############################################################################################\n#\n# Step 3: Train bi-encoder model with both STSbenchmark and labeled AllNlI - Augmented SBERT\n#\n############################################################################################\n\nlogging.info(f\"Step 3: Train bi-encoder: {model_name} with STSbenchmark (gold + silver dataset)\")\n\n# Convert the dataset to a DataLoader ready for training\nlogging.info(\"Read STSbenchmark gold and silver train dataset\")\nsilver_samples = list(\n    InputExample(texts=[data[0], data[1]], label=score) for data, score in zip(silver_data, silver_scores)\n)\n\n\ntrain_dataloader = DataLoader(gold_samples + silver_samples, shuffle=True, batch_size=batch_size)\ntrain_loss = losses.CosineSimilarityLoss(model=bi_encoder)\n\nlogging.info(\"Read STSbenchmark dev dataset\")\nevaluator = EmbeddingSimilarityEvaluator.from_input_examples(dev_samples, name=\"sts-dev\")\n\n# Configure the training.\nwarmup_steps = math.ceil(len(train_dataloader) * num_epochs * 0.1)  # 10% of train data for warm-up\nlogging.info(f\"Warmup-steps: {warmup_steps}\")\n\n# Train the bi-encoder model\nbi_encoder.fit(\n    train_objectives=[(train_dataloader, train_loss)],\n    evaluator=evaluator,\n    epochs=num_epochs,\n    evaluation_steps=1000,\n    warmup_steps=warmup_steps,\n    output_path=bi_encoder_path,\n)\n\n#################################################################################\n#\n# Evaluate cross-encoder and Augmented SBERT performance on STS benchmark dataset\n#\n#################################################################################\n\n# load the stored augmented-sbert model\nbi_encoder = SentenceTransformer(bi_encoder_path)\ntest_evaluator = EmbeddingSimilarityEvaluator.from_input_examples(test_samples, name=\"sts-test\")\ntest_evaluator(bi_encoder, output_path=bi_encoder_path)\n"
  },
  {
    "path": "examples/sentence_transformer/training/data_augmentation/train_sts_qqp_crossdomain.py",
    "content": "\"\"\"\nThe script shows how to train Augmented SBERT (Domain-Transfer/Cross-Domain) strategy for STSb-QQP dataset.\nFor our example below we consider STSb (source) and QQP (target) datasets respectively.\n\nMethodology:\nThree steps are followed for AugSBERT data-augmentation strategy with Domain Transfer / Cross-Domain -\n1. Cross-Encoder aka BERT is trained over STSb (source) dataset.\n2. Cross-Encoder is used to label QQP training (target) dataset (Assume no labels/no annotations are provided).\n3. Bi-encoder aka SBERT is trained over the labeled QQP (target) dataset.\n\nCitation: https://huggingface.co/papers/2010.08240\n\nUsage:\npython train_sts_qqp_crossdomain.py\n\nOR\npython train_sts_qqp_crossdomain.py pretrained_transformer_model_name\n\"\"\"\n\nimport csv\nimport logging\nimport math\nimport os\nimport sys\nfrom datetime import datetime\nfrom zipfile import ZipFile\n\nimport torch\nfrom datasets import load_dataset\nfrom torch.utils.data import DataLoader\n\nfrom sentence_transformers import LoggingHandler, SentenceTransformer, losses, models, util\nfrom sentence_transformers.cross_encoder import CrossEncoder\nfrom sentence_transformers.cross_encoder.evaluation import CrossEncoderCorrelationEvaluator\nfrom sentence_transformers.evaluation import BinaryClassificationEvaluator\nfrom sentence_transformers.readers import InputExample\n\n# Just some code to print debug information to stdout\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO, handlers=[LoggingHandler()]\n)\n# /print debug information to stdout\n\n# You can specify any huggingface/transformers pre-trained model here, for example, bert-base-uncased, roberta-base, xlm-roberta-base\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"bert-base-uncased\"\nbatch_size = 16\nnum_epochs = 1\nmax_seq_length = 128\nuse_cuda = torch.cuda.is_available()\n\n# Read Datasets ######\nqqp_dataset_path = \"quora-IR-dataset\"\n\ndataset = load_dataset(\"sentence-transformers/stsb\")\n\n\n# Check if the QQP dataset exists. If not, download and extract\nif not os.path.exists(qqp_dataset_path):\n    logging.info(\"Dataset not found. Download\")\n    zip_save_path = \"quora-IR-dataset.zip\"\n    util.http_get(url=\"https://sbert.net/datasets/quora-IR-dataset.zip\", path=zip_save_path)\n    with ZipFile(zip_save_path, \"r\") as zipIn:\n        zipIn.extractall(qqp_dataset_path)\n\n\ncross_encoder_path = (\n    \"output/cross-encoder/stsb_indomain_\"\n    + model_name.replace(\"/\", \"-\")\n    + \"-\"\n    + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n)\nbi_encoder_path = (\n    \"output/bi-encoder/qqp_cross_domain_\"\n    + model_name.replace(\"/\", \"-\")\n    + \"-\"\n    + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n)\n\n# Cross-encoder (simpletransformers) ######\n\nlogging.info(f\"Loading cross-encoder model: {model_name}\")\n# Use Hugging Face/transformers model (like BERT, RoBERTa, XLNet, XLM-R) for cross-encoder model\ncross_encoder = CrossEncoder(model_name, num_labels=1)\n\n# Bi-encoder (sentence-transformers) ######\n\nlogging.info(f\"Loading bi-encoder model: {model_name}\")\n\n# Use Hugging Face/transformers model (like BERT, RoBERTa, XLNet, XLM-R) for mapping tokens to embeddings\nword_embedding_model = models.Transformer(model_name, max_seq_length=max_seq_length)\n\n# Apply mean pooling to get one fixed sized sentence vector\npooling_model = models.Pooling(\n    word_embedding_model.get_word_embedding_dimension(),\n    pooling_mode_mean_tokens=True,\n    pooling_mode_cls_token=False,\n    pooling_mode_max_tokens=False,\n)\n\nbi_encoder = SentenceTransformer(modules=[word_embedding_model, pooling_model])\n\n\n#####################################################\n#\n# Step 1: Train cross-encoder model with STSbenchmark\n#\n#####################################################\n\nlogging.info(f\"Step 1: Train cross-encoder: {model_name} with STSbenchmark (source dataset)\")\n\ngold_samples = []\ndev_samples = []\ntest_samples = []\n\nfor row in dataset[\"validation\"]:\n    dev_samples.append(InputExample(texts=[row[\"sentence1\"], row[\"sentence2\"]], label=row[\"score\"]))\n\nfor row in dataset[\"test\"]:\n    test_samples.append(InputExample(texts=[row[\"sentence1\"], row[\"sentence2\"]], label=row[\"score\"]))\n\nfor row in dataset[\"train\"]:\n    # As we want to get symmetric scores, i.e. CrossEncoder(A,B) = CrossEncoder(B,A), we pass both combinations to the train set\n    gold_samples.append(InputExample(texts=[row[\"sentence1\"], row[\"sentence2\"]], label=row[\"score\"]))\n    gold_samples.append(InputExample(texts=[row[\"sentence2\"], row[\"sentence1\"]], label=row[\"score\"]))\n\n\n# We wrap gold_samples (which is a List[InputExample]) into a pytorch DataLoader\ntrain_dataloader = DataLoader(gold_samples, shuffle=True, batch_size=batch_size)\n\n\n# We add an evaluator, which evaluates the performance during training\nevaluator = CrossEncoderCorrelationEvaluator.from_input_examples(dev_samples, name=\"sts-dev\")\n\n# Configure the training\nwarmup_steps = math.ceil(len(train_dataloader) * num_epochs * 0.1)  # 10% of train data for warm-up\nlogging.info(f\"Warmup-steps: {warmup_steps}\")\n\n# Train the cross-encoder model\ncross_encoder.fit(\n    train_dataloader=train_dataloader,\n    evaluator=evaluator,\n    epochs=num_epochs,\n    evaluation_steps=1000,\n    warmup_steps=warmup_steps,\n    output_path=cross_encoder_path,\n)\n\n##################################################################\n#\n# Step 2: Label QQP train dataset using cross-encoder (BERT) model\n#\n##################################################################\n\nlogging.info(f\"Step 2: Label QQP (target dataset) with cross-encoder: {model_name}\")\n\ncross_encoder = CrossEncoder(cross_encoder_path)\n\nsilver_data = []\n\nwith open(os.path.join(qqp_dataset_path, \"classification/train_pairs.tsv\"), encoding=\"utf8\") as fIn:\n    reader = csv.DictReader(fIn, delimiter=\"\\t\", quoting=csv.QUOTE_NONE)\n    for row in reader:\n        if row[\"is_duplicate\"] == \"1\":\n            silver_data.append([row[\"question1\"], row[\"question2\"]])\n\nsilver_scores = cross_encoder.predict(silver_data)\n\n# All model predictions should be between [0,1]\nassert all(0.0 <= score <= 1.0 for score in silver_scores)\n\nbinary_silver_scores = [1 if score >= 0.5 else 0 for score in silver_scores]\n\n###########################################################################\n#\n# Step 3: Train bi-encoder (SBERT) model with QQP dataset - Augmented SBERT\n#\n###########################################################################\n\nlogging.info(f\"Step 3: Train bi-encoder: {model_name} over labeled QQP (target dataset)\")\n\n# Convert the dataset to a DataLoader ready for training\nlogging.info(\"Loading BERT labeled QQP dataset\")\nqqp_train_data = list(\n    InputExample(texts=[data[0], data[1]], label=score) for (data, score) in zip(silver_data, binary_silver_scores)\n)\n\n\ntrain_dataloader = DataLoader(qqp_train_data, shuffle=True, batch_size=batch_size)\ntrain_loss = losses.MultipleNegativesRankingLoss(bi_encoder)\n\n# Classification ######\n# Given (quesiton1, question2), is this a duplicate or not?\n# The evaluator will compute the embeddings for both questions and then compute\n# a cosine similarity. If the similarity is above a threshold, we have a duplicate.\nlogging.info(\"Read QQP dev dataset\")\n\ndev_sentences1 = []\ndev_sentences2 = []\ndev_labels = []\n\nwith open(os.path.join(qqp_dataset_path, \"classification/dev_pairs.tsv\"), encoding=\"utf8\") as fIn:\n    reader = csv.DictReader(fIn, delimiter=\"\\t\", quoting=csv.QUOTE_NONE)\n    for row in reader:\n        dev_sentences1.append(row[\"question1\"])\n        dev_sentences2.append(row[\"question2\"])\n        dev_labels.append(int(row[\"is_duplicate\"]))\n\nevaluator = BinaryClassificationEvaluator(dev_sentences1, dev_sentences2, dev_labels)\n\n# Configure the training.\nwarmup_steps = math.ceil(len(train_dataloader) * num_epochs * 0.1)  # 10% of train data for warm-up\nlogging.info(f\"Warmup-steps: {warmup_steps}\")\n\n# Train the bi-encoder model\nbi_encoder.fit(\n    train_objectives=[(train_dataloader, train_loss)],\n    evaluator=evaluator,\n    epochs=num_epochs,\n    evaluation_steps=1000,\n    warmup_steps=warmup_steps,\n    output_path=bi_encoder_path,\n)\n\n###############################################################\n#\n# Evaluate Augmented SBERT performance on QQP benchmark dataset\n#\n###############################################################\n\n# Loading the augmented sbert model\nbi_encoder = SentenceTransformer(bi_encoder_path)\n\nlogging.info(\"Read QQP test dataset\")\ntest_sentences1 = []\ntest_sentences2 = []\ntest_labels = []\n\nwith open(os.path.join(qqp_dataset_path, \"classification/test_pairs.tsv\"), encoding=\"utf8\") as fIn:\n    reader = csv.DictReader(fIn, delimiter=\"\\t\", quoting=csv.QUOTE_NONE)\n    for row in reader:\n        test_sentences1.append(row[\"question1\"])\n        test_sentences2.append(row[\"question2\"])\n        test_labels.append(int(row[\"is_duplicate\"]))\n\nevaluator = BinaryClassificationEvaluator(test_sentences1, test_sentences2, test_labels)\nbi_encoder.evaluate(evaluator)\n"
  },
  {
    "path": "examples/sentence_transformer/training/data_augmentation/train_sts_seed_optimization.py",
    "content": "\"\"\"\nThis script is identical to examples/sentence_transformer/training/sts/training_stsbenchmark.py with seed optimization.\nWe apply early stopping and evaluate the models over the dev set, to find out the best performing seeds.\n\nFor more details refer to -\nFine-Tuning Pretrained Language Models:\nWeight Initializations, Data Orders, and Early Stopping by Dodge et al. 2020\nhttps://huggingface.co/papers/2002.06305\n\nWhy Seed Optimization?\nDodge et al. (2020) show a high dependence on the random seed for transformer based models like BERT,\nas it converges to different minima that generalize differently to unseen data. This is especially the\ncase for small training datasets.\n\nCitation: https://huggingface.co/papers/2010.08240\n\nUsage:\npython train_sts_seed_optimization.py\n\nOR\npython train_sts_seed_optimization.py pretrained_transformer_model_name seed_count stop_after\n\npython train_sts_seed_optimization.py bert-base-uncased 10 0.3\n\"\"\"\n\nimport logging\nimport math\nimport pprint\nimport random\nimport sys\n\nimport numpy as np\nimport torch\nfrom datasets import load_dataset\nfrom transformers import TrainerCallback, TrainerControl, TrainerState\n\nfrom sentence_transformers import LoggingHandler, SentenceTransformer, losses, models\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n#### Just some code to print debug information to stdout\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO, handlers=[LoggingHandler()]\n)\n\n# You can specify any huggingface/transformers pre-trained model here, for example, bert-base-uncased, roberta-base, xlm-roberta-base\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"bert-base-uncased\"\nseed_count = int(sys.argv[2]) if len(sys.argv) > 2 else 10\nstop_after = float(sys.argv[3]) if len(sys.argv) > 3 else 0.3\n\nlogging.info(f\"Train and Evaluate: {seed_count} Random Seeds\")\n\nscores_per_seed = {}\n\nfor seed in range(seed_count):\n    # Setting seed for all random initializations\n    logging.info(f\"##### Seed {seed} #####\")\n    random.seed(seed)\n    np.random.seed(seed)\n    torch.manual_seed(seed)\n\n    # Read the dataset\n    train_batch_size = 16\n    model_save_path = \"output/bi-encoder/training_stsbenchmark_\" + model_name + \"/seed-\" + str(seed)\n\n    # Use Hugging Face/transformers model (like BERT, RoBERTa, XLNet, XLM-R) for mapping tokens to embeddings\n    word_embedding_model = models.Transformer(model_name)\n\n    # Apply mean pooling to get one fixed sized sentence vector\n    pooling_model = models.Pooling(\n        word_embedding_model.get_word_embedding_dimension(),\n        pooling_mode_mean_tokens=True,\n        pooling_mode_cls_token=False,\n        pooling_mode_max_tokens=False,\n    )\n\n    model = SentenceTransformer(modules=[word_embedding_model, pooling_model])\n\n    # 2. Load the STSB dataset: https://huggingface.co/datasets/sentence-transformers/stsb\n    train_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"train\")\n    eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\n    test_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\n    logging.info(train_dataset)\n\n    train_loss = losses.CosineSimilarityLoss(model=model)\n\n    # 4. Define an evaluator for use during training.\n    dev_evaluator = EmbeddingSimilarityEvaluator(\n        sentences1=eval_dataset[\"sentence1\"],\n        sentences2=eval_dataset[\"sentence2\"],\n        scores=eval_dataset[\"score\"],\n        main_similarity=SimilarityFunction.COSINE,\n        name=\"sts-dev\",\n        show_progress_bar=True,\n    )\n\n    # Stopping and Evaluating after 30% of training data (less than 1 epoch)\n    # We find from (Dodge et al.) that 20-30% is often ideal for convergence of random seed\n    num_steps_until_stop = math.ceil(len(train_dataset) / train_batch_size * stop_after)\n\n    logging.info(f\"Early-stopping: {stop_after:.2%} ({num_steps_until_stop} steps) of the training-data\")\n\n    # 5. Create a Training Callback that stops training after a certain number of steps\n    class SeedTestingEarlyStoppingCallback(TrainerCallback):\n        def __init__(self, num_steps_until_stop: int):\n            self.num_steps_until_stop = num_steps_until_stop\n\n        def on_step_end(\n            self, args: SentenceTransformerTrainingArguments, state: TrainerState, control: TrainerControl, **kwargs\n        ):\n            if state.global_step >= self.num_steps_until_stop:\n                control.should_training_stop = True\n\n    seed_testing_early_stopping_callback = SeedTestingEarlyStoppingCallback(num_steps_until_stop)\n\n    # 6. Define the training arguments\n    args = SentenceTransformerTrainingArguments(\n        # Required parameter:\n        output_dir=model_save_path,\n        # Optional training parameters:\n        num_train_epochs=1,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=train_batch_size,\n        warmup_ratio=0.1,\n        fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=False,  # Set to True if you have a GPU that supports BF16\n        # Optional tracking/debugging parameters:\n        logging_steps=num_steps_until_stop // 10,  # Log every 10% of the steps\n        seed=seed,\n        run_name=f\"sts-{seed}\",  # Will be used in W&B if `wandb` is installed\n    )\n\n    # 7. Create the trainer & start training\n    trainer = SentenceTransformerTrainer(\n        model=model,\n        args=args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=train_loss,\n        evaluator=dev_evaluator,\n        callbacks=[seed_testing_early_stopping_callback],\n    )\n    trainer.train()\n\n    # 8. With the partial train, evaluate this seed on the dev set\n    dev_score = dev_evaluator(model)\n    logging.info(f\"Evaluator Scores for Seed {seed} after early stopping: {dev_score}\")\n    primary_dev_score = dev_score[dev_evaluator.primary_metric]\n    scores_per_seed[seed] = primary_dev_score\n    scores_per_seed = dict(sorted(scores_per_seed.items(), key=lambda item: item[1], reverse=True))\n    logging.info(\n        f\"Current {dev_evaluator.primary_metric} Scores per Seed:\\n{pprint.pformat(scores_per_seed, sort_dicts=False)}\"\n    )\n\n    # 9. Save the model for this seed\n    model.save_pretrained(model_save_path)\n"
  },
  {
    "path": "examples/sentence_transformer/training/distillation/README.md",
    "content": "# Model Distillation\n\nThis page contains an example to make SentenceTransformer models **faster, cheaper and lighter**. These light models achieve 97.5% - 100% performance of the original model on downstream tasks.\n\n## Knowledge Distillation\n\nKnowledge distillation describes the process to transfer knowledge from a teacher model to a student model. It can be used to extend sentence embeddings to new languages ([Making Monolingual Sentence Embeddings Multilingual using Knowledge Distillation](https://huggingface.co/papers/2004.09813)), but the traditional approach is to have a slow (but well performing) teacher model and a fast student model.\n\nThe fast student model imitates the teacher model and achieves by this a high performance.\n\n<img src=\"https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/monolingual-distillation.png\" alt=\"Knowledge Distillation\" width=\"550\"/>\n\nWe implement two options for creating the student model:\n\n1. [model_distillation.py](model_distillation.py): Use a light transformer model like TinyBERT or BERT-Small to imitate the bigger teacher.\n1. [model_distillation_layer_reduction.py](model_distillation_layer_reduction.py): We take the teacher model and keep only certain layers, for example, only 4 layers.\n\nOption 2) works usually better, as we keep most of the weights from the teacher. In Option 1, we have to tune all weights in the student from scratch.\n\n## Speed - Performance Trade-Off\n\nSmaller models are faster, but show a (slightly) worse performance when evaluated on down stream tasks. To get an impression of this trade-off, we show some numbers of the [stsb-roberta-base](https://huggingface.co/sentence-transformers/stsb-roberta-base) model with different number of layers:\n\n| Layers | STSbenchmark Performance | Performance Decrease |Speed (Sent. / Sec. on V100-GPU) |\n| ---- |:----:|:----:|:----:|\n| teacher: 12 | 85.44 | - | 2300 |\n| 8 | 85.54 | +0.1% | 3200 (~1.4x) |\n| 6 | 85.23 | -0.2% | 4000 (~1.7x) |\n| 4 | 84.92 | -0.6% | 5300 (~2.3x) |\n| 3 | 84.39 | -1.2% | 6500 (~2.8x) |\n| 2 | 83.32 | -2.5% | 7700 (~3.3x) |\n| 1 | 80.86 | -5.4% | 9200 (~4.0x) |\n\n## Dimensionality Reduction\n\n```{eval-rst}\n.. warning::\n    Since writing this, `Embedding Quantization <../../applications/embedding-quantization/README.html>`_ has been introduced as the go-to approach for shrinking embedding sizes. Following `Thakur et al. <https://huggingface.co/papers/2205.11498>`_, We recommend that approach over PCA.\n```\n\nBy default, the pretrained models output embeddings with size 768 (base-models) or with size 1024 (large-models). However, when you store millions of embeddings, this can require quite a lot of memory / storage.\n\n**[dimensionality_reduction.py](dimensionality_reduction.py)** contains a simple example how to reduce the embedding dimension to any size by using Principle Component Analysis (PCA). In that example, we reduce 768 dimension to 128 dimension, reducing the storage requirement by factor 6. The performance only slightly drops from 85.44 to 84.96 on the STS benchmark dataset.\n\nThis dimensionality reduction technique can easily be applied to existent models. We could even reduce the embeddings size to 32, reducing the storage requirement by factor 24 (performance decreases to 81.82).\n\nNote: This technique neither improves the runtime, nor the memory requirement for running the model. It only reduces the needed space to store embeddings, for example, for [semantic search](../../applications/semantic-search/README.md).\n\n## Quantization\n\nA [quantized model](https://pytorch.org/docs/stable/quantization.html) executes some or all of the operations with integers rather than floating point values. This allows for a more compact models and the use of high performance vectorized operations on many hardware platforms.\n\nFor models that are run on **CPUs**, this can yield 40% smaller models and a faster inference time: Depending on the CPU, speedup are between 15% and 400%. Model quantization is (as of now) not supported for GPUs by PyTorch.\n\nFor an example, see [model_quantization.py](model_quantization.py)\n\n```{eval-rst}\n.. note::\n    The quantization support of Sentence Transformers is still being improved.\n```\n"
  },
  {
    "path": "examples/sentence_transformer/training/distillation/dimensionality_reduction.py",
    "content": "\"\"\"\nThe pre-trained models produce embeddings of size 512 - 1024. However, when storing a large\nnumber of embeddings, this requires quite a lot of memory / storage.\n\nIn this example, we reduce the dimensionality of the embeddings to e.g. 128 dimensions. This significantly\nreduces the required memory / storage while maintaining nearly the same performance.\n\nFor dimensionality reduction, we compute embeddings for a large set of (representative) sentence. Then,\nwe use PCA to find e.g. 128 principle components of our vector space. This allows us to maintain\nus much information as possible with only 128 dimensions.\n\nPCA gives us a matrix that down-projects vectors to 128 dimensions. We use this matrix\nand extend our original SentenceTransformer model with this linear downproject. Hence,\nthe new SentenceTransformer model will produce directly embeddings with 128 dimensions\nwithout further changes needed.\n\"\"\"\n\nimport logging\nimport random\n\nimport numpy as np\nimport torch\nfrom datasets import load_dataset\nfrom sklearn.decomposition import PCA\n\nfrom sentence_transformers import SentenceTransformer, models\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n# Model for which we apply dimensionality reduction\nmodel_name = \"all-MiniLM-L6-v2\"\nmodel = SentenceTransformer(model_name)\n\n# New size for the embeddings\nnew_dimension = 128\n\n# We measure the performance of the original model\n# and later we will measure the performance with the reduces dimension size\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\nstsb_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    name=\"sts-test\",\n)\n\nlogging.info(\"Original model performance:\")\nstsb_evaluator(model)\n\n######## Reduce the embedding dimensions ########\n\ntrain_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair-score\", split=\"train\")\n\nnli_sentences = train_dataset[\"sentence1\"] + train_dataset[\"sentence2\"]\nrandom.shuffle(nli_sentences)\n\n# To determine the PCA matrix, we need some example sentence embeddings.\n# Here, we compute the embeddings for 20k random sentences from the AllNLI dataset\npca_train_sentences = nli_sentences[0:20000]\ntrain_embeddings = model.encode(pca_train_sentences, convert_to_numpy=True)\n\n# Compute PCA on the train embeddings matrix\npca = PCA(n_components=new_dimension)\npca.fit(train_embeddings)\npca_comp = np.asarray(pca.components_)\n\n# We add a dense layer to the model, so that it will produce directly embeddings with the new size\ndense = models.Dense(\n    in_features=model.get_sentence_embedding_dimension(),\n    out_features=new_dimension,\n    bias=False,\n    activation_function=torch.nn.Identity(),\n)\ndense.linear.weight = torch.nn.Parameter(torch.tensor(pca_comp))\nmodel.add_module(\"dense\", dense)\n\n# Evaluate the model with the reduce embedding size\nlogging.info(f\"Model with {new_dimension} dimensions:\")\nstsb_evaluator(model)\n\n\n# If you like, you can store the model on disk by uncommenting the following line\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\nmodel.save(f\"{model_name}-128dim\")\n\n# You can then load the adapted model that produces 128 dimensional embeddings like this:\n# model = SentenceTransformer('models/my-128dim-model')\n\n# Or you can push the model to the Hugging Face Hub\n# model.push_to_hub(f'{model_name}-128dim')\n"
  },
  {
    "path": "examples/sentence_transformer/training/distillation/model_distillation.py",
    "content": "\"\"\"\nThis file contains an example how to make a SentenceTransformer model faster and lighter.\n\nThis is achieved by using Knowledge Distillation: We use a well working teacher model to train\na fast and light student model. The student model learns to imitate the produced\nsentence embeddings from the teacher. We train this on a diverse set of sentences we got\nfrom SNLI + Multi+NLI + Wikipedia.\n\nAfter the distillation is finished, the student model produce nearly the same embeddings as the\nteacher, however, it will be much faster.\n\nThe script implements to options two options to initialize the student:\nOption 1: Train a light transformer model like TinyBERT to imitate the teacher\nOption 2: We take the teacher model and keep only certain layers, for example, only 4 layers.\n\nOption 2) works usually better, as we keep most of the weights from the teacher. In Option 1, we have to tune all\nweights in the student from scratch.\n\nThere is a performance - speed trade-off. However, we found that a student with 4 instead of 12 layers keeps about 99.4%\nof the teacher performance, while being 2.3 times faster.\n\"\"\"\n\nimport logging\nimport traceback\nfrom datetime import datetime\n\nimport pandas as pd\nimport torch\nfrom datasets import Dataset, concatenate_datasets, load_dataset\nfrom sklearn.decomposition import PCA\n\nfrom sentence_transformers import LoggingHandler, SentenceTransformer, evaluation, losses, models\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n#### Just some code to print debug information to stdout\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO, handlers=[LoggingHandler()]\n)\n#### /print debug information to stdout\n\n\n# Teacher Model: Model we want to distill to a smaller model\nteacher_model_name = \"stsb-roberta-base-v2\"\nteacher_model = SentenceTransformer(teacher_model_name)\n\noutput_dir = \"output/model-distillation-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n\n# We will train a small model like TinyBERT to imitate the teacher.\n# You can find some small BERT models here: https://huggingface.co/nreimers\nstudent_model_name = \"nreimers/TinyBERT_L-4_H-312_v2\"\nstudent_model = SentenceTransformer(student_model_name)\n\ninference_batch_size = 64\ntrain_batch_size = 64\n\nlogging.info(\"Load the AllNLI dataset\")\n# Load the AllNLI dataset: https://huggingface.co/datasets/sentence-transformers/all-nli\nnli_train_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair-score\", split=\"train\")\nnli_eval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair-score\", split=\"dev\")\n# Concatenate all sentences into a new column \"sentence\"\n\n\ndef combine_sentences(batch):\n    return {\"sentence\": batch[\"sentence1\"] + batch[\"sentence2\"]}\n\n\nnli_train_dataset = nli_train_dataset.map(\n    combine_sentences, batched=True, remove_columns=nli_train_dataset.column_names\n)\nnli_eval_dataset = nli_eval_dataset.map(combine_sentences, batched=True, remove_columns=nli_eval_dataset.column_names)\n\n\ndef deduplicate(dataset):\n    df = pd.DataFrame(dataset)\n    df = df.drop_duplicates()\n    return Dataset.from_pandas(df, preserve_index=False)\n\n\nnli_train_dataset = deduplicate(nli_train_dataset)\nnli_eval_dataset = deduplicate(nli_eval_dataset)\nlogging.info(nli_train_dataset)\n\n\nlogging.info(\"Load the STSB dataset\")\n# Load the STSB eval/test datasets: https://huggingface.co/datasets/sentence-transformers/stsb\nstsb_eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\nstsb_test_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\nlogging.info(stsb_eval_dataset)\n\n\nlogging.info(\"Load the Wikipedia dataset\")\n# Load the Wikipedia dataset: https://huggingface.co/datasets/sentence-transformers/wikipedia-en-sentences\nwikipedia_train_dataset = load_dataset(\"sentence-transformers/wikipedia-en-sentences\", split=\"train\")\n# Take 5000 random sentences from the Wikipedia dataset for evaluation\nwikipedia_train_dataset_dict = wikipedia_train_dataset.train_test_split(test_size=5000)\nwikipedia_train_dataset = wikipedia_train_dataset_dict[\"train\"]\nwikipedia_eval_dataset = wikipedia_train_dataset_dict[\"test\"]\nlogging.info(wikipedia_train_dataset)\n\n\n# Concatenate the NLI and Wikipedia datasets for training\ntrain_dataset: Dataset = concatenate_datasets([nli_train_dataset, wikipedia_train_dataset])\n# Create a relatively small dataset for evaluation\neval_dataset: Dataset = concatenate_datasets(\n    [nli_eval_dataset.select(range(5000)), wikipedia_eval_dataset.select(range(5000))]\n)\n\n# Create an STSB evaluator\ndev_evaluator_stsb = EmbeddingSimilarityEvaluator(\n    sentences1=stsb_eval_dataset[\"sentence1\"],\n    sentences2=stsb_eval_dataset[\"sentence2\"],\n    scores=stsb_eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\nlogging.info(\"Teacher Performance\")\ndev_evaluator_stsb(teacher_model)\n\n# Student model has fewer dimensions. Compute PCA for the teacher to reduce the dimensions\nif student_model.get_sentence_embedding_dimension() < teacher_model.get_sentence_embedding_dimension():\n    logging.info(\"Student model has fewer dimensions than the teacher. Compute PCA for down projection\")\n    pca_sentences = nli_train_dataset[:20000][\"sentence\"] + wikipedia_train_dataset[:20000][\"sentence\"]\n    pca_embeddings = teacher_model.encode(pca_sentences, convert_to_numpy=True)\n    pca = PCA(n_components=student_model.get_sentence_embedding_dimension())\n    pca.fit(pca_embeddings)\n\n    # Add Dense layer to teacher that projects the embeddings down to the student embedding size\n    dense = models.Dense(\n        in_features=teacher_model.get_sentence_embedding_dimension(),\n        out_features=student_model.get_sentence_embedding_dimension(),\n        bias=False,\n        activation_function=torch.nn.Identity(),\n    )\n    dense.linear.weight = torch.nn.Parameter(torch.tensor(pca.components_))\n    teacher_model.add_module(\"dense\", dense)\n\n    logging.info(f\"Teacher Performance with {teacher_model.get_sentence_embedding_dimension()} dimensions:\")\n    dev_evaluator_stsb(teacher_model)\n\n\n# Use the teacher model to get the gold embeddings\ndef map_embeddings(batch):\n    return {\n        \"label\": teacher_model.encode(\n            batch[\"sentence\"], batch_size=inference_batch_size, show_progress_bar=False\n        ).tolist()\n    }\n\n\ntrain_dataset = train_dataset.select(range(200000))\ntrain_dataset = train_dataset.map(map_embeddings, batched=True, batch_size=50000)\n# Optionally, save the dataset to disk to speed up future runs\ntrain_dataset.save_to_disk(\"datasets/distillation_train_dataset\")\n# from datasets import DatasetDict, load_from_disk\n\n# train_dataset = load_from_disk(\"datasets/distillation_train_dataset\")\n# if isinstance(train_dataset, DatasetDict):\n#     train_dataset = train_dataset[\"train\"]\neval_dataset = eval_dataset.map(map_embeddings, batched=True, batch_size=50000)\n\ntrain_loss = losses.MSELoss(model=student_model)\n\n# We create an evaluator, that measure the Mean Squared Error (MSE) between the teacher and the student embeddings\neval_sentences = eval_dataset[\"sentence\"]\ndev_evaluator_mse = evaluation.MSEEvaluator(eval_sentences, eval_sentences, teacher_model=teacher_model)\ndev_evaluator = evaluation.SequentialEvaluator([dev_evaluator_stsb, dev_evaluator_mse])\n\n# Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=1,\n    per_device_train_batch_size=train_batch_size,\n    per_device_eval_batch_size=train_batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    metric_for_best_model=\"eval_sts-dev_spearman_cosine\",\n    load_best_model_at_end=True,\n    learning_rate=1e-4,\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=500,\n    save_strategy=\"steps\",\n    save_steps=500,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"distillation-layer-reduction\",  # Will be used in W&B if `wandb` is installed\n)\n\n# Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=student_model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# Evaluate the model performance on the STS Benchmark test dataset\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=stsb_test_dataset[\"sentence1\"],\n    sentences2=stsb_test_dataset[\"sentence2\"],\n    scores=stsb_test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(student_model)\n\n# Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nstudent_model.save(final_output_dir)\n\n# (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nif \"/\" in student_model_name:\n    student_model_name = student_model_name.split(\"/\")[-1]\nif \"/\" in teacher_model_name:\n    teacher_model_name = teacher_model_name.split(\"/\")[-1]\nrepo_id = f\"{student_model_name}-distilled-from-{teacher_model_name}\"\ntry:\n    student_model.push_to_hub(repo_id)\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub({repo_id!r})`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/distillation/model_distillation_layer_reduction.py",
    "content": "\"\"\"\nThis file contains an example how to make a SentenceTransformer model faster and lighter.\n\nThis is achieved by using Knowledge Distillation: We use a well working teacher model to train\na fast and light student model. The student model learns to imitate the produced\nsentence embeddings from the teacher. We train this on a diverse set of sentences we got\nfrom SNLI + Multi+NLI + Wikipedia.\n\nAfter the distillation is finished, the student model produce nearly the same embeddings as the\nteacher, however, it will be much faster.\n\nThe script implements to options two options to initialize the student:\nOption 1: Train a light transformer model like TinyBERT to imitate the teacher\nOption 2: We take the teacher model and keep only certain layers, for example, only 4 layers.\n\nOption 2) works usually better, as we keep most of the weights from the teacher. In Option 1, we have to tune all\nweights in the student from scratch.\n\nThere is a performance - speed trade-off. However, we found that a student with 4 instead of 12 layers keeps about 99.4%\nof the teacher performance, while being 2.3 times faster.\n\"\"\"\n\nimport logging\nimport traceback\nfrom datetime import datetime\n\nimport pandas as pd\nimport torch\nfrom datasets import Dataset, concatenate_datasets, load_dataset\n\nfrom sentence_transformers import SentenceTransformer, evaluation, losses\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n\n# Teacher Model: Model we want to distill to a smaller model\nteacher_model_name = \"mixedbread-ai/mxbai-embed-large-v1\"\nteacher_model = SentenceTransformer(teacher_model_name)\n\noutput_dir = \"output/model-distillation-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n\n# Create a smaller student model by using only some of the teacher layers\nstudent_model = SentenceTransformer(teacher_model_name)\n\n# Get the transformer model\nauto_model = student_model._first_module().auto_model\n\n# Which layers to keep from the teacher model. We equally spread the layers to keep over the original teacher\n# layers_to_keep = [5]\n# layers_to_keep = [3, 7]\n# layers_to_keep = [3, 7, 11]\n# layers_to_keep = [0, 2, 4, 6, 8, 10]\n# layers_to_keep = [0, 1, 3, 4, 6, 7, 9, 10]\n# Keep every third layer:\nlayers_to_keep = [0, 3, 6, 9, 12, 15, 18, 21]\n\nlogging.info(f\"Remove layers from student. Only keep these layers: {layers_to_keep}\")\nnew_layers = torch.nn.ModuleList(\n    [layer_module for i, layer_module in enumerate(auto_model.encoder.layer) if i in layers_to_keep]\n)\nauto_model.encoder.layer = new_layers\nauto_model.config.num_hidden_layers = len(layers_to_keep)\nprint(\n    f\"Number of parameters in the Teacher model: {sum(p.numel() for p in teacher_model.parameters() if p.requires_grad)}\"\n)\nprint(\n    f\"Number of parameters in the Student model: {sum(p.numel() for p in student_model.parameters() if p.requires_grad)}\"\n)\n\ninference_batch_size = 128\ntrain_batch_size = 64\n\nlogging.info(\"Load the AllNLI dataset\")\n# Load the AllNLI dataset: https://huggingface.co/datasets/sentence-transformers/all-nli\nnli_train_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair-score\", split=\"train\")\nnli_eval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair-score\", split=\"dev\")\n# Concatenate all sentences into a new column \"sentence\"\n\n\ndef combine_sentences(batch):\n    return {\"sentence\": batch[\"sentence1\"] + batch[\"sentence2\"]}\n\n\nnli_train_dataset = nli_train_dataset.map(\n    combine_sentences, batched=True, remove_columns=nli_train_dataset.column_names\n)\nnli_eval_dataset = nli_eval_dataset.map(combine_sentences, batched=True, remove_columns=nli_eval_dataset.column_names)\n\n\ndef deduplicate(dataset):\n    df = pd.DataFrame(dataset)\n    df = df.drop_duplicates()\n    return Dataset.from_pandas(df, preserve_index=False)\n\n\nnli_train_dataset = deduplicate(nli_train_dataset)\nnli_eval_dataset = deduplicate(nli_eval_dataset)\nlogging.info(nli_train_dataset)\n\nlogging.info(\"Load the STSB dataset\")\n# Load the STSB dataset: https://huggingface.co/datasets/sentence-transformers/stsb\nstsb_eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\nstsb_test_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\nlogging.info(stsb_eval_dataset)\n\nlogging.info(\"Load the Wikipedia dataset\")\n# Load the Wikipedia dataset: https://huggingface.co/datasets/sentence-transformers/wikipedia-en-sentences\nwikipedia_train_dataset = load_dataset(\"sentence-transformers/wikipedia-en-sentences\", split=\"train\")\n# Take 5000 random sentences from the Wikipedia dataset for evaluation\nwikipedia_train_dataset_dict = wikipedia_train_dataset.train_test_split(test_size=5000)\nwikipedia_train_dataset = wikipedia_train_dataset_dict[\"train\"]\nwikipedia_eval_dataset = wikipedia_train_dataset_dict[\"test\"]\nlogging.info(wikipedia_train_dataset)\n\n# Concatenate the NLI and Wikipedia datasets for training\ntrain_dataset: Dataset = concatenate_datasets([nli_train_dataset, wikipedia_train_dataset])\n# Create a relatively small dataset for evaluation\neval_dataset: Dataset = concatenate_datasets(\n    [nli_eval_dataset.select(range(5000)), wikipedia_eval_dataset.select(range(5000))]\n)\n\n\n# Use the teacher model to get the gold embeddings\ndef map_embeddings(batch):\n    return {\n        \"label\": teacher_model.encode(\n            batch[\"sentence\"], batch_size=inference_batch_size, show_progress_bar=False\n        ).tolist()\n    }\n\n\ntrain_dataset = train_dataset.map(map_embeddings, batched=True, batch_size=50000)\n# Optionally, save the dataset to disk to speed up future runs\ntrain_dataset.save_to_disk(\"datasets/distillation_train_dataset\")\n# from datasets import DatasetDict, load_from_disk\n\n# train_dataset = load_from_disk(\"datasets/distillation_train_dataset\")\n# if isinstance(train_dataset, DatasetDict):\n#     train_dataset = train_dataset[\"train\"]\neval_dataset = eval_dataset.map(map_embeddings, batched=True, batch_size=50000)\n\n# Prepare the training loss\ntrain_loss = losses.MSELoss(model=student_model)\n\n# Create an STSB evaluator\ndev_evaluator_stsb = EmbeddingSimilarityEvaluator(\n    sentences1=stsb_eval_dataset[\"sentence1\"],\n    sentences2=stsb_eval_dataset[\"sentence2\"],\n    scores=stsb_eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\nlogging.info(\"Running STSB evaluation on the teacher model\")\ndev_evaluator_stsb(teacher_model)\n\n# We create an evaluator, that measure the Mean Squared Error (MSE) between the teacher and the student embeddings\neval_sentences = eval_dataset[\"sentence\"]\ndev_evaluator_mse = evaluation.MSEEvaluator(eval_sentences, eval_sentences, teacher_model=teacher_model)\ndev_evaluator = evaluation.SequentialEvaluator([dev_evaluator_stsb, dev_evaluator_mse])\n\n# Run the evaluator before training to get a baseline performance of the student model\ndev_evaluator(student_model)\n\n# Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=1,\n    per_device_train_batch_size=train_batch_size,\n    per_device_eval_batch_size=train_batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    metric_for_best_model=\"eval_sts-dev_spearman_cosine\",\n    load_best_model_at_end=True,\n    learning_rate=1e-4,\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=5000,\n    save_strategy=\"steps\",\n    save_steps=5000,\n    save_total_limit=2,\n    logging_steps=1000,\n    run_name=\"distillation-layer-reduction\",  # Will be used in W&B if `wandb` is installed\n)\n\n# Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=student_model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# Evaluate the model performance on the STS Benchmark test dataset\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=stsb_test_dataset[\"sentence1\"],\n    sentences2=stsb_test_dataset[\"sentence2\"],\n    scores=stsb_test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(student_model)\n\n# Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nstudent_model.save(final_output_dir)\n\n# (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = teacher_model_name if \"/\" not in teacher_model_name else teacher_model_name.split(\"/\")[-1]\ntry:\n    student_model.push_to_hub(f\"{model_name}-{len(layers_to_keep)}-layers\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-{len(layers_to_keep)}-layers')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/distillation/model_quantization.py",
    "content": "\"\"\"\nA quantized model executes some or all of the operations with integers rather than floating point values. This allows for a more compact models and the use of high performance vectorized operations on many hardware platforms.\n\nAs a result, you get about much smaller and faster models. The speed-up depends on your CPU, but you can expect a speed-up of 2x to 4x for most CPUs. The model size is also reduced by 2x.\n\nNote: Quantized models are only recommended for CPUs. If available, Use a GPU for optimal performance.\n\nSee docs for more information on quantization, optimization, benchmarks, etc.: https://sbert.net/docs/sentence_transformer/usage/efficiency.html\n\"\"\"\n\nimport logging\nimport time\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import (\n    SentenceTransformer,\n    export_dynamic_quantized_onnx_model,\n    export_static_quantized_openvino_model,\n)\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\n\n#### Just some code to print debug information to stdout\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n# Load some sentences from the STSbenchmark dataset\ntrain_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"train\")\nsentences = train_dataset[\"sentence1\"] + train_dataset[\"sentence2\"]\nsentences = sentences[:10_000]\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\n\nmodel_name = \"all-mpnet-base-v2\"\n\n# 1. Load a baseline model with just fp32 torch\nmodel = SentenceTransformer(model_name, device=\"cpu\")\n\n# 2. Load an ONNX model to quantize\nonnx_model = SentenceTransformer(\n    model_name,\n    backend=\"onnx\",\n    device=\"cpu\",\n    model_kwargs={\"provider\": \"CPUExecutionProvider\"},\n)\n\n# 3. Quantize the ONNX model\nquantized_onnx_model_path = f\"{model_name.replace('/', '-')}-onnx-quantized\"\nonnx_model.save_pretrained(quantized_onnx_model_path)\nexport_dynamic_quantized_onnx_model(\n    onnx_model,\n    quantization_config=\"avx512_vnni\",\n    model_name_or_path=quantized_onnx_model_path,\n)\nquantized_onnx_model = SentenceTransformer(\n    quantized_onnx_model_path,\n    backend=\"onnx\",\n    device=\"cpu\",\n    model_kwargs={\n        \"file_name\": \"model_qint8_avx512_vnni.onnx\",\n        \"provider\": \"CPUExecutionProvider\",\n    },\n)\n# Alternatively, you can load the pre-quantized model:\n# quantized_onnx_model = SentenceTransformer(\n#     model_name,\n#     backend=\"onnx\",\n#     device=\"cpu\",\n#     model_kwargs={\n#         \"file_name\": \"model_qint8_avx512_vnni.onnx\",\n#         \"provider\": \"CPUExecutionProvider\",\n#     },\n# )\n\n# To make sure that `onnx_model` itself didn't get quantized, we reload it\nonnx_model = SentenceTransformer(\n    model_name,\n    backend=\"onnx\",\n    device=\"cpu\",\n    model_kwargs={\"provider\": \"CPUExecutionProvider\"},\n)\n\n# 4. Load an OpenVINO model to quantize\nopenvino_model = SentenceTransformer(model_name, backend=\"openvino\", device=\"cpu\")\n\n# 5. Quantize the OpenVINO model\nquantized_ov_model_path = f\"{model_name.replace('/', '-')}-ov-quantized\"\nopenvino_model.save_pretrained(quantized_ov_model_path)\nexport_static_quantized_openvino_model(\n    openvino_model,\n    quantization_config=None,\n    model_name_or_path=quantized_ov_model_path,\n)\nquantized_ov_model = SentenceTransformer(\n    quantized_ov_model_path,\n    backend=\"openvino\",\n    device=\"cpu\",\n    model_kwargs={\"file_name\": \"openvino_model_qint8_quantized.xml\"},\n)\n# Alternatively, you can load the pre-quantized model:\n# quantized_ov_model = SentenceTransformer(\n#     model_name,\n#     backend=\"openvino\",\n#     device=\"cpu\",\n#     model_kwargs={\"file_name\": \"openvino_model_qint8_quantized.xml\"},\n# )\n\n# To make sure that `openvino_model` itself didn't get quantized, we reload it\nopenvino_model = SentenceTransformer(model_name, backend=\"openvino\", device=\"cpu\")\n\n\n# Create a function to evaluate the models\ndef evaluate(model: SentenceTransformer, name: str) -> None:\n    logging.info(f\"Evaluating {name}\")\n    start_time = time.time()\n    model.encode(sentences)\n    diff = time.time() - start_time\n    logging.info(f\"Done after {diff:.2f} sec. {len(sentences) / diff:.2f} sentences / sec\")\n\n    evaluator = EmbeddingSimilarityEvaluator(\n        sentences1=test_dataset[\"sentence1\"],\n        sentences2=test_dataset[\"sentence2\"],\n        scores=test_dataset[\"score\"],\n        name=\"sts-test\",\n    )\n    results = evaluator(model)\n    logging.info(f\"STS Benchmark, {evaluator.primary_metric}: {results[evaluator.primary_metric]}\")\n\n\n# Evaluate the models\nfor model, name in [\n    (model, \"Baseline\"),\n    (onnx_model, \"ONNX\"),\n    (quantized_onnx_model, \"Quantized ONNX\"),\n    (openvino_model, \"OpenVINO\"),\n    (quantized_ov_model, \"Quantized OpenVINO\"),\n]:\n    evaluate(model, name)\n\n\"\"\"\nEvaluating Baseline\nDone after 48.79 sec. 204.97 sentences / sec\nSTS Benchmark, sts-test_spearman_cosine: 0.834221557992808\n\nEvaluating ONNX\nDone after 36.79 sec. 271.84 sentences / sec\nSTS Benchmark, sts-test_spearman_cosine: 0.8342216139244768\n\nEvaluating Quantized ONNX\nDone after 17.84 sec. 560.60 sentences / sec\nSTS Benchmark, sts-test_spearman_cosine: 0.8256725903061843\n\nEvaluating OpenVINO\nDone after 36.43 sec. 274.49 sentences / sec\nSTS Benchmark, sts-test_spearman_cosine: 0.834221557992808\n\nEvaluating Quantized OpenVINO\nDone after 12.94 sec. 772.83 sentences / sec\nSTS Benchmark, sts-test_spearman_cosine: 0.8315710087348848\n\"\"\"\n"
  },
  {
    "path": "examples/sentence_transformer/training/hpo/README.rst",
    "content": "\nHyperparameter Optimization\n===========================\n\nThe :class:`~sentence_transformers.trainer.SentenceTransformerTrainer` supports hyperparameter optimization using ``transformers``, which in turn supports four hyperparameter search backends: `optuna <https://optuna.org/>`_, `sigopt <https://sigopt.org/>`_, `raytune <https://docs.ray.io/en/latest/tune/index.html>`_, and `wandb <https://wandb.ai/site/sweeps>`_. You should install your backend of choice before using it::\n\n    pip install optuna/sigopt/wandb/ray[tune] \n\nOn this page, we'll show you how to use the hyperparameter optimization feature with the `optuna` backend. The other backends are similar to use, but you should refer to their respective documentation or the `transformers HPO documentation <https://huggingface.co/docs/transformers/en/hpo_train>`_ for more information.\n\nHPO Components\n--------------\n\nThe hyperparameter optimization process consists of the following components:\n\n.. raw:: html\n\n    <div class=\"components\">\n        <a href=\"#hyperparameter-search-space\" class=\"box\">\n            <div class=\"header\">Hyperparameter Search Space</div>\n            Specify ranges for hyperparameter values.\n        </a>\n        <a href=\"#model-initialization\" class=\"box\">\n            <div class=\"header\">Model Initialization</div>\n            Initialize a SentenceTransformer model for a trial.\n        </a>\n        <a href=\"#loss-initialization\" class=\"box\">\n            <div class=\"header\">Loss Initialization</div>\n            Initialize a loss function given a model.\n        </a>\n        <a href=\"#compute-objective\" class=\"box\">\n            <div class=\"header\">Compute Objective</div>\n            Determines the value to be minimized or maximized.\n        </a>\n    </div>\n    <br>\n\nHyperparameter Search Space\n~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\nThe hyperparameter search space is defined by a function that returns a dictionary of hyperparameters and their respective search spaces. Here's an example using ``optuna`` of a search space function that defines the hyperparameters for a `SentenceTransformer` model::\n\n    def hpo_search_space(trial):\n        return {\n            \"num_train_epochs\": trial.suggest_int(\"num_train_epochs\", 1, 2),\n            \"per_device_train_batch_size\": trial.suggest_int(\"per_device_train_batch_size\", 32, 128),\n            \"warmup_ratio\": trial.suggest_float(\"warmup_ratio\", 0, 0.3),\n            \"learning_rate\": trial.suggest_float(\"learning_rate\", 1e-6, 1e-4, log=True),\n        }\n\nModel Initialization\n~~~~~~~~~~~~~~~~~~~~\n\nThe model initialization function is a function that takes the hyperparameters of the current \"trial\" as input and returns a `SentenceTransformer` model. Generally, this function is quite simple. Here's an example of a model initialization function::\n\n    def hpo_model_init(trial):\n        return SentenceTransformer(\"distilbert-base-uncased\")\n\nLoss Initialization\n~~~~~~~~~~~~~~~~~~~\n\nThe loss initialization function is a function that takes the model initialized for the current trial and returns a loss function. Here's an example of a loss initialization function::\n\n    def hpo_loss_init(model):\n        return losses.CosineSimilarityLoss(model)\n\nCompute Objective\n~~~~~~~~~~~~~~~~~\n\nThe compute objective function is a function that takes the evaluation ``metrics`` and returns the float value to be minimized or maximized. Here's an example of a compute objective function::\n\n    def hpo_compute_objective(metrics):\n        return metrics[\"eval_sts-dev_spearman_cosine\"]\n\n.. note:\n\n    The dictionary keys of ``metrics`` are all prepended with ``eval_``. Additionally, if you're interested in maximizing the performance of an evaluator, note that the ``name`` of the evaluator is also prepended with a ``-``. So, to optimize on ``spearman_cosine`` from :class:`~sentence_transformers.evaluation.EmbeddingSimilarityEvaluator` which was initialized with ``name=\"stsb_dev\"``, then you would use the key ``eval_sts-dev_spearman_cosine`` in your ``hpo_compute_objective``.\n\n    Another common option is to use ``eval_loss``.\n\nPutting It All Together\n------------------------\n\nYou can perform HPO on any regular training loop, the only difference being that you don't call :meth:`SentenceTransformerTrainer.train <sentence_transformers.trainer.SentenceTransformerTrainer.train>`, but :meth:`SentenceTransformerTrainer.hyperparameter_search <sentence_transformers.trainer.SentenceTransformerTrainer.hyperparameter_search>` instead. Here's an example of how to put it all together:\n\n.. sidebar:: Documentation\n\n    #. `sentence-transformers/all-nli <https://huggingface.co/datasets/sentence-transformers/all-nli>`_\n    #. :class:`~sentence_transformers.evaluation.EmbeddingSimilarityEvaluator`\n    #. `Hyperparameter Search Space <#hyperparameter-search-space>`_\n    #. `Model Initialization <#model-initialization>`_\n    #. `Loss Initialization <#loss-initialization>`_\n    #. `Compute Objective <#compute-objective>`_\n    #. :class:`~sentence_transformers.training_args.SentenceTransformerTrainingArguments`\n    #. :class:`~sentence_transformers.trainer.SentenceTransformerTrainer`\n    #. :meth:`~sentence_transformers.trainer.SentenceTransformerTrainer.hyperparameter_search`\n\n::\n\n    from sentence_transformers import losses\n    from sentence_transformers import SentenceTransformer, SentenceTransformerTrainer, SentenceTransformerTrainingArguments\n    from sentence_transformers.evaluation import EmbeddingSimilarityEvaluator, SimilarityFunction\n    from sentence_transformers.training_args import BatchSamplers\n    from datasets import load_dataset\n\n    # 1. Load the AllNLI dataset: https://huggingface.co/datasets/sentence-transformers/all-nli, only 10k train and 1k dev\n    train_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"train[:10000]\")\n    eval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"dev[:1000]\")\n\n    # 2. Create an evaluator to perform useful HPO\n    stsb_eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\n    dev_evaluator = EmbeddingSimilarityEvaluator(\n        sentences1=stsb_eval_dataset[\"sentence1\"],\n        sentences2=stsb_eval_dataset[\"sentence2\"],\n        scores=stsb_eval_dataset[\"score\"],\n        main_similarity=SimilarityFunction.COSINE,\n        name=\"sts-dev\",\n    )\n\n    # 3. Define the Hyperparameter Search Space\n    def hpo_search_space(trial):\n        return {\n            \"num_train_epochs\": trial.suggest_int(\"num_train_epochs\", 1, 2),\n            \"per_device_train_batch_size\": trial.suggest_int(\"per_device_train_batch_size\", 32, 128),\n            \"warmup_ratio\": trial.suggest_float(\"warmup_ratio\", 0, 0.3),\n            \"learning_rate\": trial.suggest_float(\"learning_rate\", 1e-6, 1e-4, log=True),\n        }\n\n    # 4. Define the Model Initialization\n    def hpo_model_init(trial):\n        return SentenceTransformer(\"distilbert-base-uncased\")\n\n    # 5. Define the Loss Initialization\n    def hpo_loss_init(model):\n        return losses.MultipleNegativesRankingLoss(model)\n\n    # 6. Define the Objective Function\n    def hpo_compute_objective(metrics):\n        \"\"\"\n        Valid keys are: 'eval_loss', 'eval_sts-dev_pearson_cosine', 'eval_sts-dev_spearman_cosine',\n        'eval_sts-dev_pearson_manhattan', 'eval_sts-dev_spearman_manhattan', 'eval_sts-dev_pearson_euclidean',\n        'eval_sts-dev_spearman_euclidean', 'eval_sts-dev_pearson_dot', 'eval_sts-dev_spearman_dot',\n        'eval_sts-dev_pearson_max', 'eval_sts-dev_spearman_max', 'eval_runtime', 'eval_samples_per_second',\n        'eval_steps_per_second', 'epoch'\n\n        due to the evaluator that we're using.\n        \"\"\"\n        return metrics[\"eval_sts-dev_spearman_cosine\"]\n\n    # 7. Define the training arguments\n    args = SentenceTransformerTrainingArguments(\n        # Required parameter:\n        output_dir=\"checkpoints\",\n        # Optional training parameters:\n        # max_steps=10000, # We might want to limit the number of steps for HPO\n        fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=False,  # Set to True if you have a GPU that supports BF16\n        batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"no\", # We don't need to evaluate/save during HPO\n        save_strategy=\"no\",\n        logging_steps=10,\n        run_name=\"hpo\",  # Will be used in W&B if `wandb` is installed\n    )\n\n    # 8. Create the trainer with model_init rather than model\n    trainer = SentenceTransformerTrainer(\n        model=None,\n        args=args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        evaluator=dev_evaluator,\n        model_init=hpo_model_init,\n        loss=hpo_loss_init,\n    )\n\n    # 9. Perform the HPO\n    best_trial = trainer.hyperparameter_search(\n        hp_space=hpo_search_space,\n        compute_objective=hpo_compute_objective,\n        n_trials=20,\n        direction=\"maximize\",\n        backend=\"optuna\",\n    )\n    print(best_trial)\n\n::\n\n    [I 2024-05-17 15:10:47,844] Trial 0 finished with value: 0.7889856589698055 and parameters: {'num_train_epochs': 1, 'per_device_train_batch_size': 123, 'warmup_ratio': 0.07380948785410107, 'learning_rate': 2.686331417509812e-06}. Best is trial 0 with value: 0.7889856589698055.\n    [I 2024-05-17 15:12:13,283] Trial 1 finished with value: 0.7927780672090986 and parameters: {'num_train_epochs': 2, 'per_device_train_batch_size': 69, 'warmup_ratio': 0.2927897848007451, 'learning_rate': 5.885372118095137e-06}. Best is trial 1 with value: 0.7927780672090986.\n    [I 2024-05-17 15:12:43,896] Trial 2 finished with value: 0.7684829743509601 and parameters: {'num_train_epochs': 1, 'per_device_train_batch_size': 114, 'warmup_ratio': 0.0739429232666916, 'learning_rate': 7.344415188959276e-05}. Best is trial 1 with value: 0.7927780672090986.\n    [I 2024-05-17 15:14:49,730] Trial 3 finished with value: 0.7873032743147989 and parameters: {'num_train_epochs': 2, 'per_device_train_batch_size': 43, 'warmup_ratio': 0.15184370143796674, 'learning_rate': 9.703232080395476e-06}. Best is trial 1 with value: 0.7927780672090986.\n    [I 2024-05-17 15:15:39,597] Trial 4 finished with value: 0.7759251781929949 and parameters: {'num_train_epochs': 2, 'per_device_train_batch_size': 127, 'warmup_ratio': 0.263946220093495, 'learning_rate': 1.231454337152625e-06}. Best is trial 1 with value: 0.7927780672090986.\n    [I 2024-05-17 15:17:02,191] Trial 5 finished with value: 0.7964580509886684 and parameters: {'num_train_epochs': 1, 'per_device_train_batch_size': 34, 'warmup_ratio': 0.2276865359631089, 'learning_rate': 7.889007438884571e-06}. Best is trial 5 with value: 0.7964580509886684.\n    [I 2024-05-17 15:18:55,559] Trial 6 finished with value: 0.7901878917859169 and parameters: {'num_train_epochs': 2, 'per_device_train_batch_size': 48, 'warmup_ratio': 0.23228838664572948, 'learning_rate': 2.883013292682523e-06}. Best is trial 5 with value: 0.7964580509886684.\n    [I 2024-05-17 15:20:27,027] Trial 7 finished with value: 0.7935671067660925 and parameters: {'num_train_epochs': 2, 'per_device_train_batch_size': 62, 'warmup_ratio': 0.22061123927198237, 'learning_rate': 2.95413457610349e-06}. Best is trial 5 with value: 0.7964580509886684.\n    [I 2024-05-17 15:22:23,147] Trial 8 finished with value: 0.7848123114933252 and parameters: {'num_train_epochs': 2, 'per_device_train_batch_size': 45, 'warmup_ratio': 0.23071701022961139, 'learning_rate': 9.793681667449783e-06}. Best is trial 5 with value: 0.7964580509886684.\n    [I 2024-05-17 15:22:52,826] Trial 9 finished with value: 0.7909708416168918 and parameters: {'num_train_epochs': 1, 'per_device_train_batch_size': 121, 'warmup_ratio': 0.22440506724181647, 'learning_rate': 4.0744671365843346e-05}. Best is trial 5 with value: 0.7964580509886684.\n    [I 2024-05-17 15:23:30,395] Trial 10 finished with value: 0.7928991732385567 and parameters: {'num_train_epochs': 1, 'per_device_train_batch_size': 89, 'warmup_ratio': 0.14607293301068847, 'learning_rate': 2.5557492055039498e-05}. Best is trial 5 with value: 0.7964580509886684.\n    [I 2024-05-17 15:24:18,024] Trial 11 finished with value: 0.7991870087507459 and parameters: {'num_train_epochs': 1, 'per_device_train_batch_size': 66, 'warmup_ratio': 0.16886154348739527, 'learning_rate': 3.705926066938032e-06}. Best is trial 11 with value: 0.7991870087507459.\n    [I 2024-05-17 15:25:44,198] Trial 12 finished with value: 0.7923304174306207 and parameters: {'num_train_epochs': 1, 'per_device_train_batch_size': 33, 'warmup_ratio': 0.15953772535423974, 'learning_rate': 1.8076298025704224e-05}. Best is trial 11 with value: 0.7991870087507459.\n    [I 2024-05-17 15:26:20,739] Trial 13 finished with value: 0.8020260244040395 and parameters: {'num_train_epochs': 1, 'per_device_train_batch_size': 90, 'warmup_ratio': 0.18105202625281253, 'learning_rate': 5.513908793512551e-06}. Best is trial 13 with value: 0.8020260244040395.\n    [I 2024-05-17 15:26:57,783] Trial 14 finished with value: 0.7571110256860063 and parameters: {'num_train_epochs': 1, 'per_device_train_batch_size': 95, 'warmup_ratio': 0.00122391151793258, 'learning_rate': 1.0432486633629492e-06}. Best is trial 13 with value: 0.8020260244040395.\n    [I 2024-05-17 15:27:32,581] Trial 15 finished with value: 0.8009013936824717 and parameters: {'num_train_epochs': 1, 'per_device_train_batch_size': 101, 'warmup_ratio': 0.1761274711346081, 'learning_rate': 4.5918293464430035e-06}. Best is trial 13 with value: 0.8020260244040395.\n    [I 2024-05-17 15:28:05,850] Trial 16 finished with value: 0.8017668050806169 and parameters: {'num_train_epochs': 1, 'per_device_train_batch_size': 103, 'warmup_ratio': 0.10766501647726355, 'learning_rate': 5.0309795522333e-06}. Best is trial 13 with value: 0.8020260244040395.\n    [I 2024-05-17 15:28:37,393] Trial 17 finished with value: 0.7769412380909586 and parameters: {'num_train_epochs': 1, 'per_device_train_batch_size': 108, 'warmup_ratio': 0.1036610178950246, 'learning_rate': 1.7747598626081271e-06}. Best is trial 13 with value: 0.8020260244040395.\n    [I 2024-05-17 15:29:19,340] Trial 18 finished with value: 0.8011921300048339 and parameters: {'num_train_epochs': 1, 'per_device_train_batch_size': 80, 'warmup_ratio': 0.117014165550441, 'learning_rate': 1.238558867958792e-05}. Best is trial 13 with value: 0.8020260244040395.\n    [I 2024-05-17 15:29:59,508] Trial 19 finished with value: 0.8027501854704168 and parameters: {'num_train_epochs': 1, 'per_device_train_batch_size': 84, 'warmup_ratio': 0.014601112207929548, 'learning_rate': 5.627813947769514e-06}. Best is trial 19 with value: 0.8027501854704168.\n\n    BestRun(run_id='19', objective=0.8027501854704168, hyperparameters={'num_train_epochs': 1, 'per_device_train_batch_size': 84, 'warmup_ratio': 0.014601112207929548, 'learning_rate': 5.627813947769514e-06}, run_summary=None)\n\nAs you can see, the strongest hyperparameters reached **0.802** Spearman correlation on the STS (dev) benchmark. For context, training with the default training arguments (``per_device_train_batch_size=8``, ``learning_rate=5e-5``) results in **0.736**, and hyperparameters chosen based on experience (``per_device_train_batch_size=64``, ``learning_rate=2e-5``) results in **0.783** Spearman correlation. Consequently, HPO proved quite effective here in improving the model performance.\n\nExample Scripts\n---------------\n\n- `hpo_nli.py <https://github.com/huggingface/sentence-transformers/blob/main/examples/sentence_transformer/training/hpo/hpo_nli.py>`_ - An example script that performs hyperparameter optimization on the AllNLI dataset.\n"
  },
  {
    "path": "examples/sentence_transformer/training/hpo/hpo_nli.py",
    "content": "from datasets import load_dataset\n\nfrom sentence_transformers import (\n    SentenceTransformer,\n    SentenceTransformerTrainer,\n    SentenceTransformerTrainingArguments,\n    losses,\n)\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator, SimilarityFunction\nfrom sentence_transformers.training_args import BatchSamplers\n\n# 1. Load the AllNLI dataset: https://huggingface.co/datasets/sentence-transformers/all-nli, 10k samples\ntrain_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"train[:10000]\")\neval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"dev[:1000]\")\n\n# 2. Create an evaluator to perform useful HPO\nstsb_eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=stsb_eval_dataset[\"sentence1\"],\n    sentences2=stsb_eval_dataset[\"sentence2\"],\n    scores=stsb_eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\n\n\n# 3. Define the Hyperparameter Search Space\ndef hpo_search_space(trial):\n    return {\n        \"num_train_epochs\": trial.suggest_int(\"num_train_epochs\", 1, 2),\n        \"per_device_train_batch_size\": trial.suggest_int(\"per_device_train_batch_size\", 32, 128),\n        \"warmup_ratio\": trial.suggest_float(\"warmup_ratio\", 0, 0.3),\n        \"learning_rate\": trial.suggest_float(\"learning_rate\", 1e-6, 1e-4, log=True),\n    }\n\n\n# 4. Define the Model Initialization\ndef hpo_model_init(trial):\n    return SentenceTransformer(\"distilbert-base-uncased\")\n\n\n# 5. Define the Loss Initialization\ndef hpo_loss_init(model):\n    return losses.MultipleNegativesRankingLoss(model)\n\n\n# 6. Define the Objective Function\ndef hpo_compute_objective(metrics):\n    \"\"\"\n    Valid keys are: 'eval_loss', 'eval_sts-dev_pearson_cosine', 'eval_sts-dev_spearman_cosine',\n    'eval_sts-dev_pearson_manhattan', 'eval_sts-dev_spearman_manhattan', 'eval_sts-dev_pearson_euclidean',\n    'eval_sts-dev_spearman_euclidean', 'eval_sts-dev_pearson_dot', 'eval_sts-dev_spearman_dot',\n    'eval_sts-dev_pearson_max', 'eval_sts-dev_spearman_max', 'eval_runtime', 'eval_samples_per_second',\n    'eval_steps_per_second', 'epoch'\n\n    due to the evaluator that we're using.\n    \"\"\"\n    return metrics[\"eval_sts-dev_spearman_cosine\"]\n\n\n# 7. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=\"checkpoints\",\n    # Optional training parameters:\n    # max_steps=10000, # We might want to limit the number of steps for HPO\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"no\",  # We don't need to evaluate/save during HPO\n    save_strategy=\"no\",\n    logging_steps=10,\n    run_name=\"hpo\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 8. Create the trainer with model_init rather than model\ntrainer = SentenceTransformerTrainer(\n    model=None,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    evaluator=dev_evaluator,\n    model_init=hpo_model_init,\n    loss=hpo_loss_init,\n)\n\n# 9. Perform the HPO\nbest_trial = trainer.hyperparameter_search(\n    hp_space=hpo_search_space,\n    compute_objective=hpo_compute_objective,\n    n_trials=20,\n    direction=\"maximize\",\n    backend=\"optuna\",\n)\nprint(best_trial)\n\n# Alternatively, to just train normally:\n# trainer.train()\n# print(dev_evaluator(trainer.model))\n"
  },
  {
    "path": "examples/sentence_transformer/training/matryoshka/2d_matryoshka_nli.py",
    "content": "\"\"\"\nThe system trains BERT (or any other transformer model like RoBERTa, DistilBERT etc.) on the SNLI + MultiNLI (AllNLI) dataset\nwith MatryoshkaLoss using MultipleNegativesRankingLoss. This trains a model at output dimensions [768, 512, 256, 128, 64].\nEntailments are positive pairs and the contradiction on AllNLI dataset is added as a hard negative.\nAt every 10% training steps, the model is evaluated on the STS benchmark dataset\n\nUsage:\npython 2d_matryoshka_nli.py\n\nOR\npython 2d_matryoshka_nli.py pretrained_transformer_model_name\n\"\"\"\n\nimport logging\nimport sys\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import (\n    SentenceTransformer,\n    SentenceTransformerTrainer,\n    SentenceTransformerTrainingArguments,\n    losses,\n)\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator, SimilarityFunction\nfrom sentence_transformers.training_args import BatchSamplers\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"distilroberta-base\"\nbatch_size = 128  # The larger you select this, the better the results (usually). But it requires more GPU memory\nnum_train_epochs = 1\n\n# Save path of the model\noutput_dir = f\"output/2d_matryoshka_nli_{model_name.replace('/', '-')}-{datetime.now().strftime('%Y-%m-%d_%H-%M-%S')}\"\n\n# 1. Here we define our SentenceTransformer model. If not already a Sentence Transformer model, it will automatically\n# create one with \"mean\" pooling.\nmodel = SentenceTransformer(model_name)\n# If we want, we can limit the maximum sequence length for the model\n# model.max_seq_length = 75\nlogging.info(model)\n\n# 2. Load the AllNLI dataset: https://huggingface.co/datasets/sentence-transformers/all-nli\ntrain_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"train\")\neval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"dev\")\nlogging.info(train_dataset)\n\n# If you wish, you can limit the number of training samples\n# train_dataset = train_dataset.select(range(5000))\n\n# 3. Define our training loss\ninner_train_loss = losses.MultipleNegativesRankingLoss(model)\ntrain_loss = losses.Matryoshka2dLoss(model, inner_train_loss, [768, 512, 256, 128, 64])\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\nstsb_eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=stsb_eval_dataset[\"sentence1\"],\n    sentences2=stsb_eval_dataset[\"sentence2\"],\n    scores=stsb_eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_train_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"2d-matryoshka-nli\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-nli-2d-matryoshka\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-nli-2d-matryoshka')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/matryoshka/2d_matryoshka_sts.py",
    "content": "\"\"\"\nThis examples trains BERT (or any other transformer model like RoBERTa, DistilBERT etc.) for the STSbenchmark from scratch.\nIt uses MatryoshkaLoss with the powerful CoSENTLoss to train models that perform well at output dimensions [768, 512, 256, 128, 64].\nIt generates sentence embeddings that can be compared using cosine-similarity to measure the similarity.\n\nUsage:\npython 2d_matryoshka_sts.py\n\nOR\npython 2d_matryoshka_sts.py pretrained_transformer_model_name\n\"\"\"\n\nimport logging\nimport sys\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import (\n    SentenceTransformer,\n    SentenceTransformerTrainer,\n    SentenceTransformerTrainingArguments,\n    losses,\n)\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator, SimilarityFunction\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"distilbert-base-uncased\"\nbatch_size = 16\nnum_train_epochs = 4\n\n# Save path of the model\noutput_dir = f\"output/2d_matryoshka_sts_{model_name.replace('/', '-')}-{datetime.now().strftime('%Y-%m-%d_%H-%M-%S')}\"\n\n# 1. Here we define our SentenceTransformer model. If not already a Sentence Transformer model, it will automatically\n# create one with \"mean\" pooling.\nmodel = SentenceTransformer(model_name)\n# If we want, we can limit the maximum sequence length for the model\n# model.max_seq_length = 75\nlogging.info(model)\n\n# 2. Load the STSB dataset: https://huggingface.co/datasets/sentence-transformers/stsb\ntrain_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"train\")\neval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\nlogging.info(train_dataset)\n\n# 3. Define our training loss\n# CoSENTLoss (https://sbert.net/docs/package_reference/sentence_transformer/losses.html#cosentloss) needs two text columns and one\n# similarity score column (between 0 and 1)\ninner_train_loss = losses.CoSENTLoss(model=model)\ntrain_loss = losses.Matryoshka2dLoss(model, inner_train_loss, [768, 512, 256, 128, 64])\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=eval_dataset[\"sentence1\"],\n    sentences2=eval_dataset[\"sentence2\"],\n    scores=eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_train_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"2d-matryoshka-sts\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-sts-2d-matryoshka\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-sts-2d-matryoshka')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/matryoshka/README.md",
    "content": "# Matryoshka Embeddings\n\nDense embedding models typically produce embeddings with a fixed size, such as 768 or 1024. All further computations (clustering, classification, semantic search, retrieval, reranking, etc.) must then be done on these full embeddings. [Matryoshka Representation Learning](https://huggingface.co/papers/2205.13147) revisits this idea, and proposes a solution to train embedding models whose embeddings are still useful after truncation to much smaller sizes. This allows for considerably faster (bulk) processing.\n\n## Use Cases\n\nA particularly interesting use case is to split up processing into two steps: 1) pre-processing with much smaller vectors and then 2) processing the remaining vectors as full size (also called \"shortlisting and reranking\"). Additionally, Matryoshka models will allow you to scale your embedding solutions to your desired storage cost, processing speed and performance.\n\n## Results\n\nLet's look at the actual performance that we may be able to expect from a Matryoshka embedding model versus a regular embedding model. For this experiment, I have trained two models:\n\n- [tomaarsen/mpnet-base-nli-matryoshka](https://huggingface.co/tomaarsen/mpnet-base-nli-matryoshka): Trained by running [matryoshka_nli.py](matryoshka_nli.py) with [microsoft/mpnet-base](https://huggingface.co/microsoft/mpnet-base).\n- [tomaarsen/mpnet-base-nli](https://huggingface.co/tomaarsen/mpnet-base-nli): Trained by running a modified version of [matryoshka_nli.py](matryoshka_nli.py) where the training loss is only `MultipleNegativesRankingLoss` rather than `MatryoshkaLoss` on top of `MultipleNegativesRankingLoss`. I also use [microsoft/mpnet-base](https://huggingface.co/microsoft/mpnet-base) as the base model.\n\nBoth of these models were trained on the AllNLI dataset, which is a concatenation of the [SNLI](https://huggingface.co/datasets/snli) and [MultiNLI](https://huggingface.co/datasets/multi_nli) datasets. I have evaluated these models on the [STSBenchmark](https://huggingface.co/datasets/mteb/stsbenchmark-sts) test set using multiple different embedding dimensions. The results, obtained by running [matryoshka_eval_stsb.py](https://github.com/huggingface/sentence-transformers/blob/main/examples/sentence_transformer/training/matryoshka/matryoshka_eval_stsb.py), are plotted in the following figure:\n\n![results](https://huggingface.co/datasets/huggingface/documentation-images/resolve/main/blog/matryoshka/results.png)\n\nIn the top figure, you can see that the Matryoshka model reaches a higher Spearman similarity than the standard model at all dimensionalities, indicative that the Matryoshka model is superior in this task.\n\nFurthermore, the performance of the Matryoshka model falls off much less quickly than the standard model. This is shown clearly in the second figure, which shows the performance at the embedding dimension relative to the maximum performance. **Even at 8.3% of the embedding size, the Matryoshka model preserves 98.37% of the performance**, much higher than the 96.46% by the standard model.\n\nThese findings are indicative that truncating embeddings by a Matryoshka model could: 1) significantly speed up downstream tasks such as retrieval and 2) significantly save on storage space, all without a notable hit in performance.\n\n## Training\n\nTraining using Matryoshka Representation Learning (MRL) is quite elementary: rather than applying some loss function on only the full-size embeddings, we also apply that same loss function on truncated portions of the embeddings. For example, if a model has an embedding dimension of 768 by default, it can now be trained on 768, 512, 256, 128, 64 and 32. Each of these losses will be added together, optionally with some weight:\n\n```python\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.losses import CoSENTLoss, MatryoshkaLoss\n\nmodel = SentenceTransformer(\"microsoft/mpnet-base\")\n\nbase_loss = CoSENTLoss(model=model)\nloss = MatryoshkaLoss(model=model, loss=base_loss, matryoshka_dims=[768, 512, 256, 128, 64])\n```\n\n- **Reference**: <a href=\"../../../../docs/package_reference/sentence_transformer/losses.html#matryoshkaloss\"><code>MatryoshkaLoss</code></a>\n\nAdditionally, this can be combined with the `AdaptiveLayerLoss` such that the resulting model can be reduced both in the size of the output dimensions, but also in the number of layers for faster inference. See also the [Adaptive Layers](../adaptive_layer/README.md) for more information on reducing the number of model layers. In Sentence Transformers, the combination of these two losses is called `Matryoshka2dLoss`, and a shorthand is provided for simpler training.\n\n```python\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.losses import CoSENTLoss, Matryoshka2dLoss\n\nmodel = SentenceTransformer(\"microsoft/mpnet-base\")\n\nbase_loss = CoSENTLoss(model=model)\nloss = Matryoshka2dLoss(model=model, loss=base_loss, matryoshka_dims=[768, 512, 256, 128, 64])\n```\n\n- **Reference**: <a href=\"../../../../docs/package_reference/sentence_transformer/losses.html#matryoshka2dloss\"><code>Matryoshka2dLoss</code></a>\n\n## Inference\n\nAfter a model has been trained using a Matryoshka loss, you can then run inference with it using <a href=\"../../../../docs/package_reference/sentence_transformer/SentenceTransformer.html#sentence_transformers.SentenceTransformer.encode\"><code>SentenceTransformers.encode</code></a>.\n\n```python\nfrom sentence_transformers import SentenceTransformer\nimport torch.nn.functional as F\n\nmatryoshka_dim = 64\nmodel = SentenceTransformer(\n    \"nomic-ai/nomic-embed-text-v1.5\",\n    trust_remote_code=True,\n    truncate_dim=matryoshka_dim,\n)\n\nembeddings = model.encode(\n    [\n        \"search_query: What is TSNE?\",\n        \"search_document: t-distributed stochastic neighbor embedding (t-SNE) is a statistical method for visualizing high-dimensional data by giving each datapoint a location in a two or three-dimensional map.\",\n        \"search_document: Amelia Mary Earhart was an American aviation pioneer and writer.\",\n    ]\n)\nassert embeddings.shape[-1] == matryoshka_dim\n\nsimilarities = model.similarity(embeddings[0], embeddings[1:])\n# => tensor([[0.7839, 0.4933]])\n```\n\nAs you can see, the similarity between the search query and the correct document is much higher than that of an unrelated document, despite the very small matryoshka dimension applied. Feel free to copy this script locally, modify the `matryoshka_dim`, and observe the difference in similarities.\n\n**Note**: Despite the embeddings being smaller, training and inference of a Matryoshka model is not faster, not more memory-efficient, and not smaller. Only the processing and storage of the resulting embeddings will be faster and cheaper.\n\n## Code Examples\n\nSee the following scripts as examples of how to apply the <a href=\"../../../../docs/package_reference/sentence_transformer/losses.html#matryoshkaloss\"><code>MatryoshkaLoss</code></a> in practice:\n\n- **[matryoshka_nli.py](matryoshka_nli.py)**: This example uses the MultipleNegativesRankingLoss with MatryoshkaLoss to train a strong embedding model using Natural Language Inference (NLI) data. It is an adaptation of the [NLI](../nli/README) documentation.\n- **[matryoshka_nli_reduced_dim.py](matryoshka_nli_reduced_dim.py)**: This example uses the MultipleNegativesRankingLoss with MatryoshkaLoss to train a strong embedding model with a small maximum output dimension of 256. It trains using Natural Language Inference (NLI) data, and is an adaptation of the [NLI](../nli/README) documentation.\n- **[matryoshka_eval_stsb.py](matryoshka_eval_stsb.py)**: This example evaluates the embedding model trained with MatryoshkaLoss in [matryoshka_nli.py](matryoshka_nli.py) on the test set of the STSBenchmark dataset, and compares it to a non-Matryoshka trained model.\n- **[matryoshka_sts.py](matryoshka_sts.py)**: This example uses the CoSENTLoss with MatryoshkaLoss to train an embedding model on the training set of the STSBenchmark dataset. It is an adaptation of the [STS](../sts/README) documentation.\n\nAnd the following scripts to see how to apply <a href=\"../../../../docs/package_reference/sentence_transformer/losses.html#matryoshka2dloss\"><code>Matryoshka2dLoss</code></a>:\n\n- **[2d_matryoshka_nli.py](2d_matryoshka_nli.py)**: This example uses the `MultipleNegativesRankingLoss` with `Matryoshka2dLoss` to train a strong embedding model using Natural Language Inference (NLI) data. It is an adaptation of the [NLI](../nli/README) documentation.\n- **[2d_matryoshka_sts.py](2d_matryoshka_sts.py)**: This example uses the `CoSENTLoss` with `Matryoshka2dLoss` to train an embedding model on the training set of the STSBenchmark dataset. It is an adaptation of the [STS](../sts/README) documentation.\n"
  },
  {
    "path": "examples/sentence_transformer/training/matryoshka/matryoshka_eval_stsb.py",
    "content": "\"\"\"\nThis script evaluates embedding models truncated at different dimensions on the STS\nbenchmark.\n\"\"\"\n\nimport argparse\nimport os\nfrom typing import cast\n\nimport matplotlib.pyplot as plt\nimport numpy as np\nfrom datasets import load_dataset\nfrom tqdm.auto import tqdm\n\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.evaluation import (\n    EmbeddingSimilarityEvaluator,\n    SimilarityFunction,\n)\n\n\n# Dimension plot\ndef _grouped_barplot_ratios(group_name_to_x_to_y: dict[str, dict[int, float]], ax: plt.Axes | None = None) -> plt.Axes:\n    # To save a pandas dependency, do from scratch in matplotlib\n    if ax is None:\n        ax: plt.Axes = plt.subplots()\n    # Sort each by x\n    group_name_to_x_to_y = {\n        group_name: dict(sorted(x_to_y.items(), key=lambda x: x[0]))\n        for group_name, x_to_y in group_name_to_x_to_y.items()\n    }\n    # Check that all x are the same\n    xticks = None\n    for group_name, x_to_y in group_name_to_x_to_y.items():\n        _xticks = x_to_y.keys()\n        if xticks is not None and _xticks != xticks:\n            raise ValueError(f\"{group_name} has different keys: {_xticks}\")\n        xticks = _xticks\n    xticks = sorted(xticks)\n\n    # Max y will be the denominator in the ratio/fraction\n    group_name_to_max_y = {group_name: max(x_to_y.values()) for group_name, x_to_y in group_name_to_x_to_y.items()}\n    num_groups = len(group_name_to_x_to_y)\n    bar_width = np.diff(xticks).min() / (num_groups + 1)\n    # bar_width is the solution to this equation:\n    # Say we have the closest x1, x2 st x1 < x2, so x2 - x1 = np.diff(xticks).min().\n    # (x2 - (bar_width * num_groups/2)) - (x1 + (bar_width * num_groups/2)) = bar_width\n    xs = np.array(\n        [\n            np.linspace(\n                start=xtick - ((bar_width / 2) * (num_groups - 1)),\n                stop=xtick + ((bar_width / 2) * (num_groups - 1)),\n                num=num_groups,\n            )\n            for xtick in xticks\n        ]\n    ).T\n    # xs are the center of where the bar goes on the x axis. They have to be manually set\n    min_ratio = np.inf\n    for i, (group_name, x_to_y) in enumerate(group_name_to_x_to_y.items()):\n        max_y = group_name_to_max_y[group_name]\n        ys = [y / max_y for y in x_to_y.values()]\n        min_ratio = min(min_ratio, min(ys))\n        ax.bar(xs[i], ys, bar_width, label=group_name)\n    ax.set_xticks(xticks)\n    ax.set_xticklabels(xticks)\n    ax.grid(linestyle=\"--\")\n    ax.set_ylim(min(0.95, min_ratio), 1)\n    return ax\n\n\ndef plot_across_dimensions(\n    model_name_to_dim_to_score: dict[str, dict[int, float]],\n    filename: str,\n    figsize: tuple[float, float] = (7, 7),\n    title: str = \"STSB test score for various embedding dimensions (via truncation),\\nwith and without Matryoshka loss\",\n) -> None:\n    # Sort each by key\n    model_name_to_dim_to_score = {\n        model_name: dict(sorted(dim_to_score.items(), key=lambda x: x[0]))\n        for model_name, dim_to_score in model_name_to_dim_to_score.items()\n    }\n    xticks = sorted(list(model_name_to_dim_to_score.values())[0].keys())\n\n    fig, (ax1, ax2) = plt.subplots(2, 1, figsize=figsize)\n    ax1 = cast(plt.Axes, ax1)\n    ax2 = cast(plt.Axes, ax2)\n\n    # Line plot\n    for model_name, dim_to_score in model_name_to_dim_to_score.items():\n        ax1.plot(dim_to_score.keys(), dim_to_score.values(), label=model_name)\n    ax1.set_xticks(xticks)\n    ax1.set_ylabel(\"Spearman correlation\")\n    ax1.grid(linestyle=\"--\")\n    ax1.legend()\n\n    # Bar plot\n    ax2 = _grouped_barplot_ratios(model_name_to_dim_to_score, ax=ax2)\n    ax2.set_xlabel(\"Embedding dimension\")\n    ax2.set_ylabel(\"Ratio of maximum performance\")\n\n    fig.suptitle(title)\n    fig.tight_layout()\n    fig.savefig(filename)\n\n\nif __name__ == \"__main__\":\n    DEFAULT_MODEL_NAMES = [\n        \"tomaarsen/mpnet-base-nli-matryoshka\",  # fit using Matryoshka loss\n        \"tomaarsen/mpnet-base-nli\",  # baseline\n    ]\n    DEFAULT_DIMENSIONS = [768, 512, 256, 128, 64]\n\n    # Parse args\n    parser = argparse.ArgumentParser(description=__doc__)\n    parser.add_argument(\"plot_filename\", type=str, help=\"Where to save the plot of results\")\n    parser.add_argument(\n        \"--model_names\",\n        nargs=\"+\",\n        default=DEFAULT_MODEL_NAMES,\n        help=(\n            \"List of models which can be loaded using \"\n            \"sentence_transformers.SentenceTransformer(). Default: \"\n            f\"{' '.join(DEFAULT_MODEL_NAMES)}\"\n        ),\n    )\n    parser.add_argument(\n        \"--dimensions\",\n        nargs=\"+\",\n        type=int,\n        default=DEFAULT_DIMENSIONS,\n        help=(\n            \"List of dimensions to truncate to and evaluate. Default: \"\n            f\"{' '.join(str(dim) for dim in DEFAULT_DIMENSIONS)}\"\n        ),\n    )\n\n    args = parser.parse_args()\n    plot_filename: str = args.plot_filename\n    model_names: list[str] = args.model_names\n    DIMENSIONS: list[int] = args.dimensions\n\n    # Load STSb\n    stsb_test = load_dataset(\"mteb/stsbenchmark-sts\", split=\"test\")\n    test_evaluator = EmbeddingSimilarityEvaluator(\n        stsb_test[\"sentence1\"],\n        stsb_test[\"sentence2\"],\n        [score / 5 for score in stsb_test[\"score\"]],\n        main_similarity=SimilarityFunction.COSINE,\n        name=\"sts-test\",\n    )\n\n    # Run test_evaluator\n    model_name_to_dim_to_score: dict[str, dict[int, float]] = {}\n    for model_name in tqdm(model_names, desc=\"Evaluating models\"):\n        model = SentenceTransformer(model_name)\n        dim_to_score: dict[int, float] = {}\n        for dim in tqdm(DIMENSIONS, desc=f\"Evaluating {model_name}\"):\n            output_path = os.path.join(model_name, f\"dim-{dim}\")\n            os.makedirs(output_path)\n            test_evaluator.truncate_dim = dim\n            score = test_evaluator(model, output_path=output_path)\n            print(f\"Saved results to {output_path}\")\n            dim_to_score[dim] = score\n        model_name_to_dim_to_score[model_name] = dim_to_score\n\n    # Save plot\n    plot_across_dimensions(model_name_to_dim_to_score, plot_filename)\n"
  },
  {
    "path": "examples/sentence_transformer/training/matryoshka/matryoshka_nli.py",
    "content": "\"\"\"\nThe system trains BERT (or any other transformer model like RoBERTa, DistilBERT etc.) on the SNLI + MultiNLI (AllNLI) dataset\nwith MatryoshkaLoss using MultipleNegativesRankingLoss. This trains a model at output dimensions [768, 512, 256, 128, 64].\nEntailments are positive pairs and the contradiction on AllNLI dataset is added as a hard negative.\nAt every 10% training steps, the model is evaluated on the STS benchmark dataset at the different output dimensions.\n\nUsage:\npython matryoshka_nli.py\n\nOR\npython matryoshka_nli.py pretrained_transformer_model_name\n\"\"\"\n\nimport logging\nimport sys\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import (\n    SentenceTransformer,\n    SentenceTransformerTrainer,\n    SentenceTransformerTrainingArguments,\n    losses,\n)\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator, SequentialEvaluator, SimilarityFunction\nfrom sentence_transformers.training_args import BatchSamplers\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"distilroberta-base\"\nbatch_size = 128  # The larger you select this, the better the results (usually). But it requires more GPU memory\nnum_train_epochs = 1\nmatryoshka_dims = [768, 512, 256, 128, 64]\n\n# Save path of the model\noutput_dir = f\"output/matryoshka_nli_{model_name.replace('/', '-')}-{datetime.now().strftime('%Y-%m-%d_%H-%M-%S')}\"\n\n# 1. Here we define our SentenceTransformer model. If not already a Sentence Transformer model, it will automatically\n# create one with \"mean\" pooling.\nmodel = SentenceTransformer(model_name)\n# If we want, we can limit the maximum sequence length for the model\n# model.max_seq_length = 75\nlogging.info(model)\n\n# 2. Load the AllNLI dataset: https://huggingface.co/datasets/sentence-transformers/all-nli\ntrain_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"train\")\neval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"dev\")\nlogging.info(train_dataset)\n\n# If you wish, you can limit the number of training samples\n# train_dataset = train_dataset.select(range(5000))\n\n# 3. Define our training loss\ninner_train_loss = losses.MultipleNegativesRankingLoss(model)\ntrain_loss = losses.MatryoshkaLoss(model, inner_train_loss, matryoshka_dims=matryoshka_dims)\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\nstsb_eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\nevaluators = []\nfor dim in matryoshka_dims:\n    evaluators.append(\n        EmbeddingSimilarityEvaluator(\n            sentences1=stsb_eval_dataset[\"sentence1\"],\n            sentences2=stsb_eval_dataset[\"sentence2\"],\n            scores=stsb_eval_dataset[\"score\"],\n            main_similarity=SimilarityFunction.COSINE,\n            name=f\"sts-dev-{dim}\",\n            truncate_dim=dim,\n        )\n    )\ndev_evaluator = SequentialEvaluator(evaluators, main_score_function=lambda scores: scores[0])\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_train_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"matryoshka-nli\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\nevaluators = []\nfor dim in matryoshka_dims:\n    evaluators.append(\n        EmbeddingSimilarityEvaluator(\n            sentences1=test_dataset[\"sentence1\"],\n            sentences2=test_dataset[\"sentence2\"],\n            scores=test_dataset[\"score\"],\n            main_similarity=SimilarityFunction.COSINE,\n            name=f\"sts-test-{dim}\",\n            truncate_dim=dim,\n        )\n    )\ntest_evaluator = SequentialEvaluator(evaluators)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-nli-matryoshka\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-nli-matryoshka')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/matryoshka/matryoshka_nli_reduced_dim.py",
    "content": "\"\"\"\nThe system trains BERT (or any other transformer model like RoBERTa, DistilBERT etc.) on the SNLI + MultiNLI (AllNLI) dataset\nwith MatryoshkaLoss using MultipleNegativesRankingLoss. This trains a model at output dimensions [768, 512, 256, 128, 64].\nEntailments are positive pairs and the contradiction on AllNLI dataset is added as a hard negative.\nAt every 10% training steps, the model is evaluated on the STS benchmark dataset at the different output dimensions.\n\nThe difference between this script and matryoshka_nli.py is that this script uses a reduced dimensionality of the base\nmodel by adding a Dense layer with `reduced_dim=256` output dimensions. This might be useful when your desired output\ndimensionality is lower than the base model's default output dimensionality.\n\nUsage:\npython matryoshka_nli_reduced_dim.py\n\nOR\npython matryoshka_nli_reduced_dim.py pretrained_transformer_model_name\n\"\"\"\n\nimport logging\nimport sys\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import (\n    SentenceTransformer,\n    SentenceTransformerTrainer,\n    SentenceTransformerTrainingArguments,\n    losses,\n    models,\n)\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator, SequentialEvaluator, SimilarityFunction\nfrom sentence_transformers.training_args import BatchSamplers\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"distilroberta-base\"\nbatch_size = 128  # The larger you select this, the better the results (usually). But it requires more GPU memory\nnum_train_epochs = 1\nreduced_dim = 256\nmatryoshka_dims = [256, 128, 64, 32, 16]\n\n# Save path of the model\noutput_dir = (\n    f\"output/matryoshka_nli_reduced_{model_name.replace('/', '-')}-{datetime.now().strftime('%Y-%m-%d_%H-%M-%S')}\"\n)\n\n# 1. Here we define our SentenceTransformer model. If not already a Sentence Transformer model, it will automatically\n# create one with \"mean\" pooling.\nmodel = SentenceTransformer(model_name)\n# dense = models.Dense(in_features=pooling_model.get_sentence_embedding_dimension(), out_features=reduced_dim)\nmodel.add_module(\n    \"reduced_dim\", models.Dense(in_features=model.get_sentence_embedding_dimension(), out_features=reduced_dim)\n)\n# If we want, we can limit the maximum sequence length for the model\n# model.max_seq_length = 75\nlogging.info(model)\n\n# 2. Load the AllNLI dataset: https://huggingface.co/datasets/sentence-transformers/all-nli\ntrain_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"train\")\neval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"dev\")\nlogging.info(train_dataset)\n\n# If you wish, you can limit the number of training samples\n# train_dataset = train_dataset.select(range(5000))\n\n# 3. Define our training loss\ninner_train_loss = losses.MultipleNegativesRankingLoss(model)\ntrain_loss = losses.MatryoshkaLoss(model, inner_train_loss, matryoshka_dims=matryoshka_dims)\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\nstsb_eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\nevaluators = []\nfor dim in matryoshka_dims:\n    evaluators.append(\n        EmbeddingSimilarityEvaluator(\n            sentences1=stsb_eval_dataset[\"sentence1\"],\n            sentences2=stsb_eval_dataset[\"sentence2\"],\n            scores=stsb_eval_dataset[\"score\"],\n            main_similarity=SimilarityFunction.COSINE,\n            name=f\"sts-dev-{dim}\",\n            truncate_dim=dim,\n        )\n    )\ndev_evaluator = SequentialEvaluator(evaluators, main_score_function=lambda scores: scores[0])\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_train_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"matryoshka-nli-reduced\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\nevaluators = []\nfor dim in matryoshka_dims:\n    evaluators.append(\n        EmbeddingSimilarityEvaluator(\n            sentences1=test_dataset[\"sentence1\"],\n            sentences2=test_dataset[\"sentence2\"],\n            scores=test_dataset[\"score\"],\n            main_similarity=SimilarityFunction.COSINE,\n            name=f\"sts-test-{dim}\",\n            truncate_dim=dim,\n        )\n    )\ntest_evaluator = SequentialEvaluator(evaluators)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-nli-matryoshka-reduced\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-nli-matryoshka-reduced')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/matryoshka/matryoshka_sts.py",
    "content": "\"\"\"\nThis examples trains BERT (or any other transformer model like RoBERTa, DistilBERT etc.) for the STSbenchmark from scratch.\nIt uses MatryoshkaLoss with the powerful CoSENTLoss to train models that perform well at output dimensions [768, 512, 256, 128, 64].\nIt generates sentence embeddings that can be compared using cosine-similarity to measure the similarity.\n\nUsage:\npython matryoshka_sts.py\n\nOR\npython matryoshka_sts.py pretrained_transformer_model_name\n\"\"\"\n\nimport logging\nimport sys\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import (\n    SentenceTransformer,\n    SentenceTransformerTrainer,\n    SentenceTransformerTrainingArguments,\n    losses,\n)\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator, SequentialEvaluator, SimilarityFunction\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"distilbert-base-uncased\"\nbatch_size = 16\nnum_train_epochs = 4\nmatryoshka_dims = [768, 512, 256, 128, 64]\n\n# Save path of the model\noutput_dir = f\"output/matryoshka_sts_{model_name.replace('/', '-')}-{datetime.now().strftime('%Y-%m-%d_%H-%M-%S')}\"\n\n# 1. Here we define our SentenceTransformer model. If not already a Sentence Transformer model, it will automatically\n# create one with \"mean\" pooling.\nmodel = SentenceTransformer(model_name)\n# If we want, we can limit the maximum sequence length for the model\n# model.max_seq_length = 75\nlogging.info(model)\n\n# 2. Load the STSB dataset: https://huggingface.co/datasets/sentence-transformers/stsb\ntrain_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"train\")\neval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\nlogging.info(train_dataset)\n\n# 3. Define our training loss\n# CoSENTLoss (https://sbert.net/docs/package_reference/sentence_transformer/losses.html#cosentloss) needs two text columns and one\n# similarity score column (between 0 and 1)\ninner_train_loss = losses.CoSENTLoss(model=model)\ntrain_loss = losses.MatryoshkaLoss(model, loss=inner_train_loss, matryoshka_dims=matryoshka_dims)\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\nevaluators = []\nfor dim in matryoshka_dims:\n    evaluators.append(\n        EmbeddingSimilarityEvaluator(\n            sentences1=eval_dataset[\"sentence1\"],\n            sentences2=eval_dataset[\"sentence2\"],\n            scores=eval_dataset[\"score\"],\n            main_similarity=SimilarityFunction.COSINE,\n            name=f\"sts-dev-{dim}\",\n            truncate_dim=dim,\n        )\n    )\ndev_evaluator = SequentialEvaluator(evaluators, main_score_function=lambda scores: scores[0])\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_train_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"matryoshka-sts\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\nevaluators = []\nfor dim in matryoshka_dims:\n    evaluators.append(\n        EmbeddingSimilarityEvaluator(\n            sentences1=test_dataset[\"sentence1\"],\n            sentences2=test_dataset[\"sentence2\"],\n            scores=test_dataset[\"score\"],\n            main_similarity=SimilarityFunction.COSINE,\n            name=f\"sts-test-{dim}\",\n            truncate_dim=dim,\n        )\n    )\ntest_evaluator = SequentialEvaluator(evaluators)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-sts-matryoshka\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-sts-matryoshka')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/ms_marco/README.md",
    "content": "# MS MARCO\n\n[MS MARCO Passage Ranking](https://github.com/microsoft/MSMARCO-Passage-Ranking) is a large dataset to train models for information retrieval. It consists of about 500k real search queries from Bing search engine with the relevant text passage that answers the query.\n\nThis page shows how to **train** Sentence Transformer models on this dataset so that it can be used for searching text passages given queries (key words, phrases or questions).\n\nIf you are interested in how to use these models, see [Application - Retrieve & Re-Rank](../../applications/retrieve_rerank/README.md).\n\nThere are **pre-trained models** available, which you can directly use without the need of training your own models. For more information, see: [Pretrained Models > MSMARCO Passage Models](../../../../docs/sentence_transformer/pretrained_models.md#msmarco-passage-models).\n\n## Bi-Encoder\n\nFor retrieval of suitable documents from a large collection, we have to use a Sentence Transformer (a.k.a. bi-encoder) model. The documents are independently encoded into fixed-sized embeddings. A query is embedded into the same vector space. Relevant documents can then be found by using cosine similarity or dot-product.\n\n![BiEncoder](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/BiEncoder.png)\n\nThis page describes two strategies to **train an bi-encoder** on the MS MARCO dataset:\n\n### MultipleNegativesRankingLoss\n\n**Training code: [train_bi-encoder_mnrl.py](train_bi-encoder_mnrl.py)**\n\n```{eval-rst}\nWhen we use :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss`, we provide triplets: ``(query, positive_passage, negative_passage)`` where ``positive_passage`` is the relevant passage to the query and ``negative_passage`` is a non-relevant passage to the query. We compute the embeddings for all queries, positive passages, and negative passages in the corpus and then optimize the following objective: The ``(query, positive_passage)` pair must be close in the vector space, while ``(query, negative_passage)`` should be distant in vector space.\n\nTo further improve the training, we use **in-batch negatives**: \n```\n\n![MultipleNegativesRankingLoss](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/MultipleNegativeRankingLoss.png)\n\nWe embed all `queries`, `positive_passages`, and `negative_passages` into the vector space. The matching `(query_i, positive_passage_i)` should be close, while there should be a large distance between a `query` and all other (positive/negative) passages from all other triplets in a batch. For a batch size of 64, we compare a query against 64+64=128 passages, from which only one passage should be close and the 127 others should be distant in vector space.\n\nOne way to **improve training** is to choose really good negatives, also know as **hard negative**: The negative should look really similar to the positive passage, but it should not be relevant to the query.\n\nWe find these hard negatives in the following way: We use existing retrieval systems (e.g. lexical search and other bi-encoder retrieval systems), and for each query we find the most relevant passages. We then use a powerful [cross-encoder/ms-marco-MiniLM-L6-v2](https://huggingface.co/cross-encoder/ms-marco-MiniLM-L6-v2) [Cross-Encoder](../../../cross_encoder/applications/README.md) to score the found `(query, passage)` pairs. We provide scores for 160 million such pairs in our [MS MARCO Mined Triplet dataset collection](https://huggingface.co/collections/sentence-transformers/ms-marco-mined-triplets-6644d6f1ff58c5103fe65f23).\n\n```{eval-rst}\nFor :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss`, we must ensure that in the triplet ``(query, positive_passage, negative_passage)`` that the ``negative_passage`` is indeed not relevant for the query. The MS MARCO dataset is sadly **highly redundant**, and even though that there is on average only one passage marked as relevant for a query, it actually contains many passages that humans would consider as relevant. We must ensure that these passages are **not passed as negatives**: We do this by ensuring a certain threshold in the CrossEncoder scores between the relevant passages and the mined hard negative. By default, we set a threshold of 3: If the ``(query, positive_passage)`` gets a score of 9 from the CrossEncoder, than we will only consider negatives with a score below 6 from the CrossEncoder. This threshold ensures that we actually use negatives in our triplets.\n```\n\nYou can find this data by traversing to any of the datasets in the [MS MARCO Mined Triplet dataset collection](https://huggingface.co/collections/sentence-transformers/ms-marco-mined-triplets-6644d6f1ff58c5103fe65f23) and using the `triplet-hard` subset. Across all datasets, this refers to 175.7 million triplets. The original data can be found [here](https://huggingface.co/datasets/sentence-transformers/msmarco-hard-negatives). Load some of it using:\n\n```python\nfrom datasets import load_dataset\n\ntrain_dataset = load_dataset(\"sentence-transformers/msmarco-co-condenser-margin-mse-sym-mnrl-mean-v1\", \"triplet-hard\", split=\"train\")\n# Dataset({\n#     features: ['query', 'positive', 'negative'],\n#     num_rows: 11662655\n# })\nprint(train_dataset[0])\n# {'query': 'what are the liberal arts?', 'positive': 'liberal arts. 1. the academic course of instruction at a college intended to provide general knowledge and comprising the arts, humanities, natural sciences, and social sciences, as opposed to professional or technical subjects.', 'negative': \"Rather than preparing students for a specific career, liberal arts programs focus on cultural literacy and hone communication and analytical skills. They often cover various disciplines, ranging from the humanities to social sciences. 1  Program Levels in Liberal Arts: Associate degree, Bachelor's degree, Master's degree.\"}\n```\n\n### MarginMSE\n\n**Training code: [train_bi-encoder_margin-mse.py](train_bi-encoder_margin-mse.py)**\n\n```{eval-rst}\n:class:`~sentence_transformers.losses.MarginMSELoss` is based on the paper of `Hofstätter et al <https://huggingface.co/papers/2010.02666>`_. Like when training with :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss`, we can use triplets: ``(query, passage1, passage2)``. However, in contrast to :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss`, `passage1` and `passage2` do not have to be strictly positive/negative, both can be relevant or not relevant for a given query.  \n\nWe then compute the `Cross-Encoder <../../../cross_encoder/applications/README.html>`_ score for ``(query, passage1)`` and ``(query, passage2)``. We provide scores for 160 million such pairs in our `msmarco-hard-negatives dataset <https://huggingface.co/datasets/sentence-transformers/msmarco-hard-negatives>`_. We then compute the distance: ``CE_distance = CEScore(query, passage1) - CEScore(query, passage2)``.\n\nFor our Sentence Transformer (e.g. bi-encoder) training, we encode ``query``, ``passage1``, and ``passage2`` into embeddings and then measure the dot-product between  ``(query, passage1)`` and ``(query, passage2)``. Again, we measure the distance: ``BE_distance = DotScore(query, passage1) - DotScore(query, passage2)``\n\nWe then want to ensure that the distance predicted by the bi-encoder is close to the distance predicted by the cross-encoder, i.e., we optimize the mean-squared error (MSE) between ``CE_distance`` and ``BE_distance``.\n\nAn **advantage** of :class:`~sentence_transformers.losses.MarginMSELoss` compared to :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss` is that we **don't require** a ``positive`` and ``negative`` passage. As mentioned before, MS MARCO is redundant and many passages contain the same or similar content. With :class:`~sentence_transformers.losses.MarginMSELoss`, we can train on two relevant passages without issues: In that case, the ``CE_distance`` will be smaller and we expect that our bi-encoder also puts both passages closer in the vector space.\n\nAnd **disadvantage** of :class:`~sentence_transformers.losses.MarginMSELoss` is the slower training time: We need way more epochs to get good results. In :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss`, with a batch size of 64, we compare one query against 128 passages. With :class:`~sentence_transformers.losses.MarginMSELoss`, we compare a query only against two passages.\n```\n"
  },
  {
    "path": "examples/sentence_transformer/training/ms_marco/eval_msmarco.py",
    "content": "\"\"\"\nThis script runs the evaluation of an SBERT msmarco model on the\nMS MARCO dev dataset and reports different performance metrics for cosine similarity & dot-product.\n\nUsage:\npython eval_msmarco.py model_name [max_corpus_size_in_thousands]\n\"\"\"\n\nimport logging\nimport os\nimport sys\nimport tarfile\n\nfrom sentence_transformers import LoggingHandler, SentenceTransformer, evaluation, util\n\n#### Just some code to print debug information to stdout\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO, handlers=[LoggingHandler()]\n)\n#### /print debug information to stdout\n\n# Name of the SBERT model\nmodel_name = sys.argv[1]\n\n# You can limit the approx. max size of the corpus. Pass 100 as second parameter and the corpus has a size of approx 100k docs\ncorpus_max_size = int(sys.argv[2]) * 1000 if len(sys.argv) >= 3 else 0\n\n\n####  Load model\n\nmodel = SentenceTransformer(model_name)\n\n### Data files\ndata_folder = \"msmarco-data\"\nos.makedirs(data_folder, exist_ok=True)\n\ncollection_filepath = os.path.join(data_folder, \"collection.tsv\")\ndev_queries_file = os.path.join(data_folder, \"queries.dev.small.tsv\")\nqrels_filepath = os.path.join(data_folder, \"qrels.dev.tsv\")\n\n### Download files if needed\nif not os.path.exists(collection_filepath) or not os.path.exists(dev_queries_file):\n    tar_filepath = os.path.join(data_folder, \"collectionandqueries.tar.gz\")\n    if not os.path.exists(tar_filepath):\n        logging.info(\"Download: \" + tar_filepath)\n        util.http_get(\n            \"https://msmarco.z22.web.core.windows.net/msmarcoranking/collectionandqueries.tar.gz\", tar_filepath\n        )\n\n    with tarfile.open(tar_filepath, \"r:gz\") as tar:\n        tar.extractall(path=data_folder)\n\n\nif not os.path.exists(qrels_filepath):\n    util.http_get(\"https://msmarco.z22.web.core.windows.net/msmarcoranking/qrels.dev.tsv\", qrels_filepath)\n\n### Load data\n\ncorpus = {}  # Our corpus pid => passage\ndev_queries = {}  # Our dev queries. qid => query\ndev_rel_docs = {}  # Mapping qid => set with relevant pids\nneeded_pids = set()  # Passage IDs we need\nneeded_qids = set()  # Query IDs we need\n\n# Load the 6980 dev queries\nwith open(dev_queries_file, encoding=\"utf8\") as fIn:\n    for line in fIn:\n        qid, query = line.strip().split(\"\\t\")\n        dev_queries[qid] = query.strip()\n\n\n# Load which passages are relevant for which queries\nwith open(qrels_filepath) as fIn:\n    for line in fIn:\n        qid, _, pid, _ = line.strip().split(\"\\t\")\n\n        if qid not in dev_queries:\n            continue\n\n        if qid not in dev_rel_docs:\n            dev_rel_docs[qid] = set()\n        dev_rel_docs[qid].add(pid)\n\n        needed_pids.add(pid)\n        needed_qids.add(qid)\n\n\n# Read passages\nwith open(collection_filepath, encoding=\"utf8\") as fIn:\n    for line in fIn:\n        pid, passage = line.strip().split(\"\\t\")\n        passage = passage\n\n        if pid in needed_pids or corpus_max_size <= 0 or len(corpus) <= corpus_max_size:\n            corpus[pid] = passage.strip()\n\n\n## Run evaluator\nlogging.info(f\"Queries: {len(dev_queries)}\")\nlogging.info(f\"Corpus: {len(corpus)}\")\n\nir_evaluator = evaluation.InformationRetrievalEvaluator(\n    dev_queries,\n    corpus,\n    dev_rel_docs,\n    show_progress_bar=True,\n    corpus_chunk_size=100000,\n    precision_recall_at_k=[10, 100],\n    name=\"msmarco dev\",\n)\n\nir_evaluator(model)\n"
  },
  {
    "path": "examples/sentence_transformer/training/ms_marco/multilingual/README.md",
    "content": "# MS MARCO - Multilingual Training\n\nThis folder demonstrates how to train a multi-lingual SBERT model for [semantic search](https://www.sbert.net/examples/applications/semantic-search/README.html) / [information retrieval](https://www.sbert.net/examples/applications/retrieve_rerank/README.html).\n\nAs dataset, we use the [MS Marco Passage Ranking dataset](https://github.com/microsoft/MSMARCO-Passage-Ranking). It is a large dataset consisting of search queries from Bing search engine with the relevant text passage that answers the query.\n\nSadly this dataset is only available in English. As there are no large, multi-lingual datasets available suitable to train a semantic search model, we will use **machine translation** to translate the training data.\n\n## Translating Data\n\nWe will translate the queries and the passages using [EasyNMT](https://github.com/UKPLab/EasyNMT), which provides state-of-the-art machine translation to 150+ languages.\n\nThen, we will use [Multilingual Knowledge Distillation](https://www.sbert.net/examples/training/multilingual/README.html) and transform the English model trained on MS MARCO to a multi-lingual model.\n"
  },
  {
    "path": "examples/sentence_transformer/training/ms_marco/multilingual/translate_queries.py",
    "content": "\"\"\"\nThis script translates the queries in the MS MARCO dataset to the defined target languages.\n\nFor machine translation, we use EasyNMT: https://github.com/UKPLab/EasyNMT\nYou can install it via: pip install easynmt\n\nUsage:\npython translate_queries [target_language]\n\"\"\"\n\nimport logging\nimport os\nimport sys\nimport tarfile\n\nfrom easynmt import EasyNMT\n\nfrom sentence_transformers import LoggingHandler, util\n\n#### Just some code to print debug information to stdout\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO, handlers=[LoggingHandler()]\n)\n#### /print debug information to stdout\n\ntarget_lang = sys.argv[1]\noutput_folder = \"multilingual-data\"\ndata_folder = \"../msmarco-data\"\n\noutput_filename = os.path.join(output_folder, f\"train_queries.en-{target_lang}.tsv\")\nos.makedirs(output_folder, exist_ok=True)\n\n\n## Does the output file exists? If yes, read it so we can continue the translation\ntranslated_qids = set()\nif os.path.exists(output_filename):\n    with open(output_filename, encoding=\"utf8\") as fIn:\n        for line in fIn:\n            splits = line.strip().split(\"\\t\")\n            translated_qids.add(splits[0])\n\n### Now we read the MS Marco dataset\nos.makedirs(data_folder, exist_ok=True)\n\n# Read qrels file for relevant positives per query\ntrain_queries = {}\nqrels_train = os.path.join(data_folder, \"qrels.train.tsv\")\nif not os.path.exists(qrels_train):\n    util.http_get(\"https://msmarco.z22.web.core.windows.net/msmarcoranking/qrels.train.tsv\", qrels_train)\n\nwith open(qrels_train) as fIn:\n    for line in fIn:\n        qid, _, pid, _ = line.strip().split()\n        if qid not in translated_qids:\n            train_queries[qid] = None\n\n# Read all queries\nqueries_filepath = os.path.join(data_folder, \"queries.train.tsv\")\nif not os.path.exists(queries_filepath):\n    tar_filepath = os.path.join(data_folder, \"queries.tar.gz\")\n    if not os.path.exists(tar_filepath):\n        logging.info(\"Download queries.tar.gz\")\n        util.http_get(\"https://msmarco.z22.web.core.windows.net/msmarcoranking/queries.tar.gz\", tar_filepath)\n\n    with tarfile.open(tar_filepath, \"r:gz\") as tar:\n        tar.extractall(path=data_folder)\n\n\nwith open(queries_filepath, encoding=\"utf8\") as fIn:\n    for line in fIn:\n        qid, query = line.strip().split(\"\\t\")\n        if qid in train_queries:\n            train_queries[qid] = query.strip()\n\n\nqids = [qid for qid in train_queries if train_queries[qid] is not None]\nqueries = [train_queries[qid] for qid in qids]\n\n# Define our translation model\ntranslation_model = EasyNMT(\"opus-mt\")\n\nprint(f\"Start translation of {len(queries)} queries.\")\nprint(\"This can take a while. But you can stop this script at any point\")\n\n\nwith open(output_filename, \"a\" if os.path.exists(output_filename) else \"w\", encoding=\"utf8\") as fOut:\n    for qid, query, translated_query in zip(\n        qids,\n        queries,\n        translation_model.translate_stream(\n            queries,\n            source_lang=\"en\",\n            target_lang=target_lang,\n            beam_size=2,\n            perform_sentence_splitting=False,\n            chunk_size=256,\n            batch_size=64,\n        ),\n    ):\n        fOut.write(\"{}\\t{}\\n\".format(qid, translated_query.replace(\"\\t\", \" \")))\n        fOut.flush()\n"
  },
  {
    "path": "examples/sentence_transformer/training/ms_marco/train-kldiv.py",
    "content": "import logging\nimport random\n\nimport numpy\nimport torch\nfrom datasets import load_dataset\n\nfrom sentence_transformers import (\n    SentenceTransformer,\n    SentenceTransformerModelCardData,\n    SentenceTransformerTrainer,\n    SentenceTransformerTrainingArguments,\n)\nfrom sentence_transformers.evaluation import InformationRetrievalEvaluator, NanoBEIREvaluator, SequentialEvaluator\nfrom sentence_transformers.losses import DistillKLDivLoss\n\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\nrandom.seed(12)\ntorch.manual_seed(12)\nnumpy.random.seed(12)\n\n\ndef main():\n    # 1. Load a model to finetune with 2. (Optional) model card data\n    model = SentenceTransformer(\n        \"microsoft/mpnet-base\",\n        model_card_data=SentenceTransformerModelCardData(\n            language=\"en\",\n            license=\"apache-2.0\",\n            model_name=\"mpnet-base finetuned on MSMARCO via distillation\",\n        ),\n    )\n\n    # 3. Load the MS MARCO dataset: https://huggingface.co/datasets/tomaarsen/msmarco-Qwen3-Reranker-0.6B\n    logging.info(\"Read datasets\")\n    train_dataset = load_dataset(\"tomaarsen/msmarco-Qwen3-Reranker-0.6B\", split=\"train\").select(range(10_000))\n    eval_dataset = load_dataset(\"tomaarsen/msmarco-Qwen3-Reranker-0.6B\", split=\"eval\").select(range(1_000))\n    logging.info(train_dataset)\n    logging.info(train_dataset[0])\n\n    # 4. Define a loss function\n    loss = DistillKLDivLoss(model=model)\n\n    # 5. (Optional) Specify training arguments\n    run_name = \"mpnet-base-msmarco-kldiv\"\n    args = SentenceTransformerTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=1,\n        per_device_train_batch_size=16,\n        per_device_eval_batch_size=16,\n        learning_rate=4e-5,\n        warmup_ratio=0.1,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=100,\n        save_strategy=\"steps\",\n        save_steps=100,\n        save_total_limit=5,\n        logging_steps=20,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n    )\n\n    # 6. (Optional) Create an evaluator & evaluate the base model\n    queries = eval_dataset[\"query\"][:1000]\n    eval_queries = {query_id: query for query_id, query in enumerate(queries)}\n    corpus = eval_dataset[\"positive\"]\n    eval_corpus = {doc_id: doc for doc_id, doc in enumerate(corpus)}\n    eval_relevant_docs = {index: [index] for index in range(len(queries))}\n    dev_evaluator = InformationRetrievalEvaluator(\n        queries=eval_queries,\n        corpus=eval_corpus,\n        relevant_docs=eval_relevant_docs,\n        batch_size=16,\n        name=\"msmarco-eval-1kq-1kd\",\n    )\n    nano_beir_evaluator = NanoBEIREvaluator(dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], batch_size=16)\n    dev_evaluator = SequentialEvaluator([dev_evaluator, nano_beir_evaluator])\n\n    # 7. Create a trainer & train\n    trainer = SentenceTransformerTrainer(\n        model=model,\n        args=args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=dev_evaluator,\n    )\n    trainer.train()\n\n    # 8. Evaluate the model performance again after training\n    dev_evaluator(model)\n\n    # 9. Save the trained model\n    model.save_pretrained(f\"models/{run_name}/final\")\n    print(f\"Model saved to models/{run_name}/final\")\n\n    # 10. (Optional) Push it to the Hugging Face Hub\n    model.push_to_hub(run_name)\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/sentence_transformer/training/ms_marco/train-margin-mse.py",
    "content": "import logging\nimport random\n\nimport numpy\nimport torch\nfrom datasets import load_dataset\n\nfrom sentence_transformers import (\n    SentenceTransformer,\n    SentenceTransformerModelCardData,\n    SentenceTransformerTrainer,\n    SentenceTransformerTrainingArguments,\n)\nfrom sentence_transformers.evaluation import InformationRetrievalEvaluator, NanoBEIREvaluator, SequentialEvaluator\nfrom sentence_transformers.losses import MarginMSELoss\n\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\nrandom.seed(12)\ntorch.manual_seed(12)\nnumpy.random.seed(12)\n\n\ndef main():\n    # 1. Load a model to finetune with 2. (Optional) model card data\n    model = SentenceTransformer(\n        \"microsoft/mpnet-base\",\n        model_card_data=SentenceTransformerModelCardData(\n            language=\"en\",\n            license=\"apache-2.0\",\n            model_name=\"mpnet-base finetuned on MSMARCO via distillation\",\n        ),\n    )\n\n    # 3. Load the MS MARCO dataset: https://huggingface.co/datasets/tomaarsen/msmarco-Qwen3-Reranker-0.6B\n    logging.info(\"Read datasets\")\n    train_dataset = load_dataset(\"tomaarsen/msmarco-Qwen3-Reranker-0.6B\", split=\"train\").select(range(10_000))\n    eval_dataset = load_dataset(\"tomaarsen/msmarco-Qwen3-Reranker-0.6B\", split=\"eval\").select(range(1_000))\n    logging.info(train_dataset)\n    logging.info(train_dataset[0])\n\n    # 4. Define a loss function\n    loss = MarginMSELoss(model=model)\n\n    # 5. (Optional) Specify training arguments\n    run_name = \"mpnet-base-msmarco-margin-mse\"\n    args = SentenceTransformerTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=1,\n        per_device_train_batch_size=16,\n        per_device_eval_batch_size=16,\n        learning_rate=4e-5,\n        warmup_ratio=0.1,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=100,\n        save_strategy=\"steps\",\n        save_steps=100,\n        save_total_limit=5,\n        logging_steps=20,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n    )\n\n    # 6. (Optional) Create an evaluator & evaluate the base model\n    queries = eval_dataset[\"query\"][:1000]\n    eval_queries = {query_id: query for query_id, query in enumerate(queries)}\n    corpus = eval_dataset[\"positive\"]\n    eval_corpus = {doc_id: doc for doc_id, doc in enumerate(corpus)}\n    eval_relevant_docs = {index: [index] for index in range(len(queries))}\n    dev_evaluator = InformationRetrievalEvaluator(\n        queries=eval_queries,\n        corpus=eval_corpus,\n        relevant_docs=eval_relevant_docs,\n        batch_size=16,\n        name=\"msmarco-eval-1kq-1kd\",\n    )\n    nano_beir_evaluator = NanoBEIREvaluator(dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], batch_size=16)\n    dev_evaluator = SequentialEvaluator([dev_evaluator, nano_beir_evaluator])\n\n    # 7. Create a trainer & train\n    trainer = SentenceTransformerTrainer(\n        model=model,\n        args=args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=dev_evaluator,\n    )\n    trainer.train()\n\n    # 8. Evaluate the model performance again after training\n    dev_evaluator(model)\n\n    # 9. Save the trained model\n    model.save_pretrained(f\"models/{run_name}/final\")\n    print(f\"Model saved to models/{run_name}/final\")\n\n    # 10. (Optional) Push it to the Hugging Face Hub\n    model.push_to_hub(run_name)\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/sentence_transformer/training/ms_marco/train_bi-encoder_margin-mse.py",
    "content": "import argparse\nimport gzip\nimport json\nimport logging\nimport os\nimport pickle\nimport random\nimport sys\nimport tarfile\nfrom datetime import datetime\nfrom shutil import copyfile\n\nimport tqdm\nfrom torch.utils.data import DataLoader, Dataset\n\nfrom sentence_transformers import InputExample, LoggingHandler, SentenceTransformer, losses, models, util\n\n#### Just some code to print debug information to stdout\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO, handlers=[LoggingHandler()]\n)\n#### /print debug information to stdout\n\n\nparser = argparse.ArgumentParser()\nparser.add_argument(\"--train_batch_size\", default=64, type=int)\nparser.add_argument(\"--max_seq_length\", default=300, type=int)\nparser.add_argument(\"--model_name\", required=True)\nparser.add_argument(\"--max_passages\", default=0, type=int)\nparser.add_argument(\"--epochs\", default=30, type=int)\nparser.add_argument(\"--pooling\", default=\"mean\")\nparser.add_argument(\n    \"--negs_to_use\",\n    default=None,\n    help=\"From which systems should negatives be used? Multiple systems separated by comma. None = all\",\n)\nparser.add_argument(\"--warmup_steps\", default=1000, type=int)\nparser.add_argument(\"--lr\", default=2e-5, type=float)\nparser.add_argument(\"--num_negs_per_system\", default=5, type=int)\nparser.add_argument(\"--use_pre_trained_model\", default=False, action=\"store_true\")\nparser.add_argument(\"--use_all_queries\", default=False, action=\"store_true\")\nargs = parser.parse_args()\n\nlogging.info(str(args))\n\n\n# The  model we want to fine-tune\ntrain_batch_size = (\n    args.train_batch_size\n)  # Increasing the train batch size improves the model performance, but requires more GPU memory\nmodel_name = args.model_name\nmax_passages = args.max_passages\nmax_seq_length = args.max_seq_length  # Max length for passages. Increasing it, requires more GPU memory\n\nnum_negs_per_system = (\n    args.num_negs_per_system\n)  # We used different systems to mine hard negatives. Number of hard negatives to add from each system\nnum_epochs = args.epochs  # Number of epochs we want to train\n\n# Load our embedding model\nif args.use_pre_trained_model:\n    logging.info(\"use pretrained SBERT model\")\n    model = SentenceTransformer(model_name)\n    model.max_seq_length = max_seq_length\nelse:\n    logging.info(\"Create new SBERT model\")\n    word_embedding_model = models.Transformer(model_name, max_seq_length=max_seq_length)\n    pooling_model = models.Pooling(word_embedding_model.get_word_embedding_dimension(), args.pooling)\n    model = SentenceTransformer(modules=[word_embedding_model, pooling_model])\n\nmodel_save_path = f\"output/train_bi-encoder-margin_mse-{model_name.replace('/', '-')}-batch_size_{train_batch_size}-{datetime.now().strftime('%Y-%m-%d_%H-%M-%S')}\"\n\n\n# Write self to path\nos.makedirs(model_save_path, exist_ok=True)\n\ntrain_script_path = os.path.join(model_save_path, \"train_script.py\")\ncopyfile(__file__, train_script_path)\nwith open(train_script_path, \"a\") as fOut:\n    fOut.write(\"\\n\\n# Script was called via:\\n#python \" + \" \".join(sys.argv))\n\n\n### Now we read the MS Marco dataset\ndata_folder = \"msmarco-data\"\n\n#### Read the corpus files, that contain all the passages. Store them in the corpus dict\ncorpus = {}  # dict in the format: passage_id -> passage. Stores all existent passages\ncollection_filepath = os.path.join(data_folder, \"collection.tsv\")\nif not os.path.exists(collection_filepath):\n    tar_filepath = os.path.join(data_folder, \"collection.tar.gz\")\n    if not os.path.exists(tar_filepath):\n        logging.info(\"Download collection.tar.gz\")\n        util.http_get(\"https://msmarco.z22.web.core.windows.net/msmarcoranking/collection.tar.gz\", tar_filepath)\n\n    with tarfile.open(tar_filepath, \"r:gz\") as tar:\n        tar.extractall(path=data_folder)\n\nlogging.info(\"Read corpus: collection.tsv\")\nwith open(collection_filepath, encoding=\"utf8\") as fIn:\n    for line in fIn:\n        pid, passage = line.strip().split(\"\\t\")\n        pid = int(pid)\n        corpus[pid] = passage\n\n\n### Read the train queries, store in queries dict\nqueries = {}  # dict in the format: query_id -> query. Stores all training queries\nqueries_filepath = os.path.join(data_folder, \"queries.train.tsv\")\nif not os.path.exists(queries_filepath):\n    tar_filepath = os.path.join(data_folder, \"queries.tar.gz\")\n    if not os.path.exists(tar_filepath):\n        logging.info(\"Download queries.tar.gz\")\n        util.http_get(\"https://msmarco.z22.web.core.windows.net/msmarcoranking/queries.tar.gz\", tar_filepath)\n\n    with tarfile.open(tar_filepath, \"r:gz\") as tar:\n        tar.extractall(path=data_folder)\n\n\nwith open(queries_filepath, encoding=\"utf8\") as fIn:\n    for line in fIn:\n        qid, query = line.strip().split(\"\\t\")\n        qid = int(qid)\n        queries[qid] = query\n\n\n# Load a dict (qid, pid) -> ce_score that maps query-ids (qid) and paragraph-ids (pid)\n# to the CrossEncoder score computed by the cross-encoder/ms-marco-MiniLM-L6-v2 model\nce_scores_file = os.path.join(data_folder, \"cross-encoder-ms-marco-MiniLM-L6-v2-scores.pkl.gz\")\nif not os.path.exists(ce_scores_file):\n    logging.info(\"Download cross-encoder scores file\")\n    util.http_get(\n        \"https://huggingface.co/datasets/sentence-transformers/msmarco-hard-negatives/resolve/main/cross-encoder-ms-marco-MiniLM-L-6-v2-scores.pkl.gz\",\n        ce_scores_file,\n    )\n\nlogging.info(\"Load CrossEncoder scores dict\")\nwith gzip.open(ce_scores_file, \"rb\") as fIn:\n    ce_scores = pickle.load(fIn)\n\n# As training data we use hard-negatives that have been mined using various systems\nhard_negatives_filepath = os.path.join(data_folder, \"msmarco-hard-negatives.jsonl.gz\")\nif not os.path.exists(hard_negatives_filepath):\n    logging.info(\"Download cross-encoder scores file\")\n    util.http_get(\n        \"https://huggingface.co/datasets/sentence-transformers/msmarco-hard-negatives/resolve/main/msmarco-hard-negatives.jsonl.gz\",\n        hard_negatives_filepath,\n    )\n\n\nlogging.info(\"Read hard negatives train file\")\ntrain_queries = {}\nnegs_to_use = None\nwith gzip.open(hard_negatives_filepath, \"rt\") as fIn:\n    for line in tqdm.tqdm(fIn):\n        if max_passages > 0 and len(train_queries) >= max_passages:\n            break\n        data = json.loads(line)\n\n        # Get the positive passage ids\n        pos_pids = data[\"pos\"]\n\n        # Get the hard negatives\n        neg_pids = set()\n        if negs_to_use is None:\n            if args.negs_to_use is not None:  # Use specific system for negatives\n                negs_to_use = args.negs_to_use.split(\",\")\n            else:  # Use all systems\n                negs_to_use = list(data[\"neg\"].keys())\n            logging.info(\"Using negatives from the following systems: {}\".format(\", \".join(negs_to_use)))\n\n        for system_name in negs_to_use:\n            if system_name not in data[\"neg\"]:\n                continue\n\n            system_negs = data[\"neg\"][system_name]\n            negs_added = 0\n            for pid in system_negs:\n                if pid not in neg_pids:\n                    neg_pids.add(pid)\n                    negs_added += 1\n                    if negs_added >= num_negs_per_system:\n                        break\n\n        if args.use_all_queries or (len(pos_pids) > 0 and len(neg_pids) > 0):\n            train_queries[data[\"qid\"]] = {\n                \"qid\": data[\"qid\"],\n                \"query\": queries[data[\"qid\"]],\n                \"pos\": pos_pids,\n                \"neg\": neg_pids,\n            }\n\nlogging.info(f\"Train queries: {len(train_queries)}\")\n\n\n# We create a custom MSMARCO dataset that returns triplets (query, positive, negative)\n# on-the-fly based on the information from the mined-hard-negatives jsonl file.\nclass MSMARCODataset(Dataset):\n    def __init__(self, queries, corpus, ce_scores):\n        self.queries = queries\n        self.queries_ids = list(queries.keys())\n        self.corpus = corpus\n        self.ce_scores = ce_scores\n\n        for qid in self.queries:\n            self.queries[qid][\"pos\"] = list(self.queries[qid][\"pos\"])\n            self.queries[qid][\"neg\"] = list(self.queries[qid][\"neg\"])\n            random.shuffle(self.queries[qid][\"neg\"])\n\n    def __getitem__(self, item):\n        query = self.queries[self.queries_ids[item]]\n        query_text = query[\"query\"]\n        qid = query[\"qid\"]\n\n        if len(query[\"pos\"]) > 0:\n            pos_id = query[\"pos\"].pop(0)  # Pop positive and add at end\n            pos_text = self.corpus[pos_id]\n            query[\"pos\"].append(pos_id)\n        else:  # We only have negatives, use two negs\n            pos_id = query[\"neg\"].pop(0)  # Pop negative and add at end\n            pos_text = self.corpus[pos_id]\n            query[\"neg\"].append(pos_id)\n\n        # Get a negative passage\n        neg_id = query[\"neg\"].pop(0)  # Pop negative and add at end\n        neg_text = self.corpus[neg_id]\n        query[\"neg\"].append(neg_id)\n\n        pos_score = self.ce_scores[qid][pos_id]\n        neg_score = self.ce_scores[qid][neg_id]\n\n        return InputExample(texts=[query_text, pos_text, neg_text], label=pos_score - neg_score)\n\n    def __len__(self):\n        return len(self.queries)\n\n\n# For training the SentenceTransformer model, we need a dataset, a dataloader, and a loss used for training.\ntrain_dataset = MSMARCODataset(queries=train_queries, corpus=corpus, ce_scores=ce_scores)\ntrain_dataloader = DataLoader(train_dataset, shuffle=True, batch_size=train_batch_size, drop_last=True)\ntrain_loss = losses.MarginMSELoss(model=model)\n\n# Train the model\nmodel.fit(\n    train_objectives=[(train_dataloader, train_loss)],\n    epochs=num_epochs,\n    warmup_steps=args.warmup_steps,\n    use_amp=True,\n    checkpoint_path=model_save_path,\n    checkpoint_save_steps=10000,\n    optimizer_params={\"lr\": args.lr},\n)\n\n# Train latest model\nmodel.save(model_save_path)\n"
  },
  {
    "path": "examples/sentence_transformer/training/ms_marco/train_bi-encoder_mnrl.py",
    "content": "\"\"\"\nThis examples show how to train a Bi-Encoder for the MS Marco dataset (https://github.com/microsoft/MSMARCO-Passage-Ranking).\n\nThe queries and passages are passed independently to the transformer network to produce fixed sized embeddings.\nThese embeddings can then be compared using cosine-similarity to find matching passages for a given query.\n\nFor training, we use MultipleNegativesRankingLoss. There, we pass triplets in the format:\n(query, positive_passage, negative_passage)\n\nNegative passage are hard negative examples, that were mined using different dense embedding methods and lexical search methods.\nEach positive and negative passage comes with a score from a Cross-Encoder. This allows denoising, i.e. removing false negative\npassages that are actually relevant for the query.\n\nWith a distilbert-base-uncased model, it should achieve a performance of about 33.79 MRR@10 on the MSMARCO Passages Dev-Corpus\n\nRunning this script:\npython train_bi-encoder-v3.py\n\"\"\"\n\nimport argparse\nimport gzip\nimport json\nimport logging\nimport os\nimport pickle\nimport random\nimport tarfile\nfrom datetime import datetime\n\nimport tqdm\nfrom torch.utils.data import DataLoader, Dataset\n\nfrom sentence_transformers import InputExample, LoggingHandler, SentenceTransformer, losses, models, util\n\n#### Just some code to print debug information to stdout\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO, handlers=[LoggingHandler()]\n)\n#### /print debug information to stdout\n\n\nparser = argparse.ArgumentParser()\nparser.add_argument(\"--train_batch_size\", default=64, type=int)\nparser.add_argument(\"--max_seq_length\", default=300, type=int)\nparser.add_argument(\"--model_name\", required=True)\nparser.add_argument(\"--max_passages\", default=0, type=int)\nparser.add_argument(\"--epochs\", default=10, type=int)\nparser.add_argument(\"--pooling\", default=\"mean\")\nparser.add_argument(\n    \"--negs_to_use\",\n    default=None,\n    help=\"From which systems should negatives be used? Multiple systems separated by comma. None = all\",\n)\nparser.add_argument(\"--warmup_steps\", default=1000, type=int)\nparser.add_argument(\"--lr\", default=2e-5, type=float)\nparser.add_argument(\"--num_negs_per_system\", default=5, type=int)\nparser.add_argument(\"--use_pre_trained_model\", default=False, action=\"store_true\")\nparser.add_argument(\"--use_all_queries\", default=False, action=\"store_true\")\nparser.add_argument(\"--ce_score_margin\", default=3.0, type=float)\nargs = parser.parse_args()\n\nprint(args)\n\n# The  model we want to fine-tune\nmodel_name = args.model_name\n\ntrain_batch_size = (\n    args.train_batch_size\n)  # Increasing the train batch size improves the model performance, but requires more GPU memory\nmax_seq_length = args.max_seq_length  # Max length for passages. Increasing it, requires more GPU memory\nce_score_margin = args.ce_score_margin  # Margin for the CrossEncoder score between negative and positive passages\nnum_negs_per_system = (\n    args.num_negs_per_system\n)  # We used different systems to mine hard negatives. Number of hard negatives to add from each system\nnum_epochs = args.epochs  # Number of epochs we want to train\n\n# Load our embedding model\nif args.use_pre_trained_model:\n    logging.info(\"use pretrained SBERT model\")\n    model = SentenceTransformer(model_name)\n    model.max_seq_length = max_seq_length\nelse:\n    logging.info(\"Create new SBERT model\")\n    word_embedding_model = models.Transformer(model_name, max_seq_length=max_seq_length)\n    pooling_model = models.Pooling(word_embedding_model.get_word_embedding_dimension(), args.pooling)\n    model = SentenceTransformer(modules=[word_embedding_model, pooling_model])\n\nmodel_save_path = \"output/train_bi-encoder-mnrl-{}-margin_{:.1f}-{}\".format(\n    model_name.replace(\"/\", \"-\"), ce_score_margin, datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n)\n\n\n### Now we read the MS Marco dataset\ndata_folder = \"msmarco-data\"\n\n#### Read the corpus files, that contain all the passages. Store them in the corpus dict\ncorpus = {}  # dict in the format: passage_id -> passage. Stores all existent passages\ncollection_filepath = os.path.join(data_folder, \"collection.tsv\")\nif not os.path.exists(collection_filepath):\n    tar_filepath = os.path.join(data_folder, \"collection.tar.gz\")\n    if not os.path.exists(tar_filepath):\n        logging.info(\"Download collection.tar.gz\")\n        util.http_get(\"https://msmarco.z22.web.core.windows.net/msmarcoranking/collection.tar.gz\", tar_filepath)\n\n    with tarfile.open(tar_filepath, \"r:gz\") as tar:\n        tar.extractall(path=data_folder)\n\nlogging.info(\"Read corpus: collection.tsv\")\nwith open(collection_filepath, encoding=\"utf8\") as fIn:\n    for line in fIn:\n        pid, passage = line.strip().split(\"\\t\")\n        pid = int(pid)\n        corpus[pid] = passage\n\n\n### Read the train queries, store in queries dict\nqueries = {}  # dict in the format: query_id -> query. Stores all training queries\nqueries_filepath = os.path.join(data_folder, \"queries.train.tsv\")\nif not os.path.exists(queries_filepath):\n    tar_filepath = os.path.join(data_folder, \"queries.tar.gz\")\n    if not os.path.exists(tar_filepath):\n        logging.info(\"Download queries.tar.gz\")\n        util.http_get(\"https://msmarco.z22.web.core.windows.net/msmarcoranking/queries.tar.gz\", tar_filepath)\n\n    with tarfile.open(tar_filepath, \"r:gz\") as tar:\n        tar.extractall(path=data_folder)\n\n\nwith open(queries_filepath, encoding=\"utf8\") as fIn:\n    for line in fIn:\n        qid, query = line.strip().split(\"\\t\")\n        qid = int(qid)\n        queries[qid] = query\n\n\n# Load a dict (qid, pid) -> ce_score that maps query-ids (qid) and paragraph-ids (pid)\n# to the CrossEncoder score computed by the cross-encoder/ms-marco-MiniLM-L6-v2 model\nce_scores_file = os.path.join(data_folder, \"cross-encoder-ms-marco-MiniLM-L6-v2-scores.pkl.gz\")\nif not os.path.exists(ce_scores_file):\n    logging.info(\"Download cross-encoder scores file\")\n    util.http_get(\n        \"https://huggingface.co/datasets/sentence-transformers/msmarco-hard-negatives/resolve/main/cross-encoder-ms-marco-MiniLM-L-6-v2-scores.pkl.gz\",\n        ce_scores_file,\n    )\n\nlogging.info(\"Load CrossEncoder scores dict\")\nwith gzip.open(ce_scores_file, \"rb\") as fIn:\n    ce_scores = pickle.load(fIn)\n\n# As training data we use hard-negatives that have been mined using various systems\nhard_negatives_filepath = os.path.join(data_folder, \"msmarco-hard-negatives.jsonl.gz\")\nif not os.path.exists(hard_negatives_filepath):\n    logging.info(\"Download cross-encoder scores file\")\n    util.http_get(\n        \"https://huggingface.co/datasets/sentence-transformers/msmarco-hard-negatives/resolve/main/msmarco-hard-negatives.jsonl.gz\",\n        hard_negatives_filepath,\n    )\n\n\nlogging.info(\"Read hard negatives train file\")\ntrain_queries = {}\nnegs_to_use = None\nwith gzip.open(hard_negatives_filepath, \"rt\") as fIn:\n    for line in tqdm.tqdm(fIn):\n        data = json.loads(line)\n\n        # Get the positive passage ids\n        qid = data[\"qid\"]\n        pos_pids = data[\"pos\"]\n\n        if len(pos_pids) == 0:  # Skip entries without positives passages\n            continue\n\n        pos_min_ce_score = min([ce_scores[qid][pid] for pid in data[\"pos\"]])\n        ce_score_threshold = pos_min_ce_score - ce_score_margin\n\n        # Get the hard negatives\n        neg_pids = set()\n        if negs_to_use is None:\n            if args.negs_to_use is not None:  # Use specific system for negatives\n                negs_to_use = args.negs_to_use.split(\",\")\n            else:  # Use all systems\n                negs_to_use = list(data[\"neg\"].keys())\n            logging.info(\"Using negatives from the following systems: {}\".format(\", \".join(negs_to_use)))\n\n        for system_name in negs_to_use:\n            if system_name not in data[\"neg\"]:\n                continue\n\n            system_negs = data[\"neg\"][system_name]\n            negs_added = 0\n            for pid in system_negs:\n                if ce_scores[qid][pid] > ce_score_threshold:\n                    continue\n\n                if pid not in neg_pids:\n                    neg_pids.add(pid)\n                    negs_added += 1\n                    if negs_added >= num_negs_per_system:\n                        break\n\n        if args.use_all_queries or (len(pos_pids) > 0 and len(neg_pids) > 0):\n            train_queries[data[\"qid\"]] = {\n                \"qid\": data[\"qid\"],\n                \"query\": queries[data[\"qid\"]],\n                \"pos\": pos_pids,\n                \"neg\": neg_pids,\n            }\n\ndel ce_scores\n\nlogging.info(f\"Train queries: {len(train_queries)}\")\n\n\n# We create a custom MSMARCO dataset that returns triplets (query, positive, negative)\n# on-the-fly based on the information from the mined-hard-negatives jsonl file.\nclass MSMARCODataset(Dataset):\n    def __init__(self, queries, corpus):\n        self.queries = queries\n        self.queries_ids = list(queries.keys())\n        self.corpus = corpus\n\n        for qid in self.queries:\n            self.queries[qid][\"pos\"] = list(self.queries[qid][\"pos\"])\n            self.queries[qid][\"neg\"] = list(self.queries[qid][\"neg\"])\n            random.shuffle(self.queries[qid][\"neg\"])\n\n    def __getitem__(self, item):\n        query = self.queries[self.queries_ids[item]]\n        query_text = query[\"query\"]\n\n        pos_id = query[\"pos\"].pop(0)  # Pop positive and add at end\n        pos_text = self.corpus[pos_id]\n        query[\"pos\"].append(pos_id)\n\n        neg_id = query[\"neg\"].pop(0)  # Pop negative and add at end\n        neg_text = self.corpus[neg_id]\n        query[\"neg\"].append(neg_id)\n\n        return InputExample(texts=[query_text, pos_text, neg_text])\n\n    def __len__(self):\n        return len(self.queries)\n\n\n# For training the SentenceTransformer model, we need a dataset, a dataloader, and a loss used for training.\ntrain_dataset = MSMARCODataset(train_queries, corpus=corpus)\ntrain_dataloader = DataLoader(train_dataset, shuffle=True, batch_size=train_batch_size)\ntrain_loss = losses.MultipleNegativesRankingLoss(model=model)\n\n# Train the model\nmodel.fit(\n    train_objectives=[(train_dataloader, train_loss)],\n    epochs=num_epochs,\n    warmup_steps=args.warmup_steps,\n    use_amp=True,\n    checkpoint_path=model_save_path,\n    checkpoint_save_steps=len(train_dataloader),\n    optimizer_params={\"lr\": args.lr},\n)\n\n# Save the model\nmodel.save(model_save_path)\n"
  },
  {
    "path": "examples/sentence_transformer/training/multilingual/README.md",
    "content": "# Multilingual Models\n\nThe issue with multilingual BERT (mBERT) as well as with XLM-RoBERTa is that those produce rather bad sentence representation out-of-the-box. Further, the vectors spaces between languages are not aligned, i.e., the sentences with the same content in different languages would be mapped to different locations in the vector space.\n\nIn my publication [Making Monolingual Sentence Embeddings Multilingual using Knowledge Distillation](https://huggingface.co/papers/2004.09813) I describe an easy approach to extend sentence embeddings to further languages.\n\nChien Vu also wrote a nice blog article on this technique: [A complete guide to transfer learning from English to other Languages using Sentence Embeddings BERT Models](https://medium.com/data-science/a-complete-guide-to-transfer-learning-from-english-to-other-languages-using-sentence-embeddings-8c427f8804a9)\n\n## Extend your own models\n\n![Multilingual Knowledge Distillation](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/multilingual-distillation.png)\n\nThe idea is based on a fixed (monolingual) **teacher model** that produces sentence embeddings with our desired properties in one language (e.g. English). The **student model** is supposed to mimic the teacher model, i.e., the same English sentence should be mapped to the same vector by the teacher and by the student model. Additionally, in order to make the student model work for other languages, we train the student model on parallel (translated) sentences. The translation of each sentence should also be mapped to the same vector as the original sentence.\n\nIn the above figure, the student model should map *Hello World* and the German translation *Hallo Welt* to the vector of `teacher_model('Hello World')`. We achieve this by training the student model using mean squared error (MSE) loss.\n\nIn our experiments we initialized the student model with the multilingual [XLM-RoBERTa model](https://huggingface.co/FacebookAI/xlm-roberta-base).\n\n## Training\n\nFor a **fully automatic code example**, see [make_multilingual.py](make_multilingual.py).\n\nThis scripts downloads the parallel sentences corpus, a corpus with transcripts and translations from talks. It than extends a monolingual model to several languages (en, de, es, it, fr, ar, tr). This corpus contains parallel data for more than 100 languages, hence, you can simple change the script and train a multilingual model in your favorite languages.\n\n## Datasets\n\n```{eval-rst}\nAs training data we require parallel sentences, i.e., sentences translated in various languages. In particular, we will use :class:`~datasets.Dataset` instances with ``\"english\"`` and ``\"non_english\"`` columns. We have prepared a large collection of such datasets in our `Parallel Sentences dataset collection <https://huggingface.co/collections/sentence-transformers/parallel-sentences-datasets-6644d644123d31ba5b1c8785>`_.\n```\n\nThe training script will take the `\"english\"` column and add a `\"label\"` column containing the embeddings of the english texts. Then, the student model `\"english\"` and `\"non_english\"` will be trained to be similar to this `\"label\"`. You can load such a training dataset like so:\n\n```python\nfrom datasets import load_dataset\n\ntrain_dataset = load_dataset(\"sentence-transformers/parallel-sentences-talks\", \"en-de\", split=\"train\")\nprint(train_dataset[0])\n# {\"english\": \"So I think practicality is one case where it's worth teaching people by hand.\", \"non_english\": \"Ich denke, dass es sich aus diesem Grund lohnt, den Leuten das Rechnen von Hand beizubringen.\"}\n```\n\n## Sources for Training Data\n\nA great website for a vast number of parallel (translated) datasets is [OPUS](http://opus.nlpl.eu/). There, you find parallel datasets for more than 400 languages. You can use these to create your own parallel sentence datasets, if you wish.\n\n## Evaluation\n\nTraining can be evaluated in different ways. For an example how to use these evaluation methods, see [make_multilingual.py](make_multilingual.py).\n\n### MSE Evaluation\n\nYou can measure the mean squared error (MSE) between the student embeddings and teacher embeddings.\n\n```python\nfrom datasets import load_dataset\n\neval_dataset = load_dataset(\"sentence-transformers/parallel-sentences-talks\", \"en-fr\", split=\"dev\")\n\ndev_mse = MSEEvaluator(\n    source_sentences=eval_dataset[\"english\"],\n    target_sentences=eval_dataset[\"non_english\"],\n    name=\"en-fr-dev\",\n    teacher_model=teacher_model,\n    batch_size=32,\n)\n```\n\nThis evaluator computes the teacher embeddings for the `source_sentences`, for example, for English. During training, the student model is used to compute embeddings for the `target_sentences`, for example, for French. The distance between teacher and student embeddings is measures. Lower scores indicate a better performance.\n\n### Translation Accuracy\n\nYou can also measure the translation accuracy. As inputs, this evaluator accepts a list of `source_sentences` (e.g. English), and a list of `target_sentences` (e.g. Spanish), such that `target_sentences[i]` is a translation of `source_sentences[i]`.\n\nFor each sentence pair, we check if `source_sentences[i]` we check if `target_sentences[i]` has the highest similarity out of all target sentences. If this is the case, we have a hit, otherwise an error. This evaluator reports accuracy (higher = better).\n\n```python\nfrom datasets import load_dataset\n\neval_dataset = load_dataset(\"sentence-transformers/parallel-sentences-talks\", \"en-fr\", split=\"dev\")\n\ndev_trans_acc = TranslationEvaluator(\n    source_sentences=eval_dataset[\"english\"],\n    target_sentences=eval_dataset[\"non_english\"],\n    name=\"en-fr-dev\",\n    batch_size=32,\n)\n```\n\n### Multilingual Semantic Textual Similarity\n\nYou can also measure the semantic textual similarity (STS) between sentence pairs in different languages:\n\n```python\nfrom datasets import load_dataset\n\ntest_dataset = load_dataset(\"mteb/sts17-crosslingual-sts\", \"nl-en\", split=\"test\")\n\ntest_emb_similarity = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=[score / 5.0 for score in test_dataset[\"score\"]],  # Convert 0-5 scores to 0-1 scores\n    batch_size=32,\n    name=f\"sts17-nl-en-test\",\n    show_progress_bar=False,\n)\n```\n\nWhere `sentences1` and `sentences2` are lists of sentences and score is numeric value indicating the semantic similarity between `sentences1[i]` and `sentences2[i]`.\n\n## Available Pre-trained Models\n\nFor a list of available models, see [Pretrained Models](../../../../docs/sentence_transformer/pretrained_models.md#multilingual-models).\n\n## Usage\n\nYou can use the models in the following way:\n\n```python\nfrom sentence_transformers import SentenceTransformer\n\nmodel = SentenceTransformer(\"paraphrase-multilingual-MiniLM-L12-v2\")\nembeddings = model.encode([\"Hello World\", \"Hallo Welt\", \"Hola mundo\", \"Bye, Moon!\"])\nsimilarities = model.similarity(embeddings, embeddings)\n# tensor([[1.0000, 0.9429, 0.8880, 0.4558],\n#         [0.9429, 1.0000, 0.9680, 0.5307],\n#         [0.8880, 0.9680, 1.0000, 0.4933],\n#         [0.4558, 0.5307, 0.4933, 1.0000]])\n```\n\n## Performance\n\nThe performance was evaluated on the [Semantic Textual Similarity (STS) 2017 dataset](https://web.archive.org/web/20230321115929/http://ixa2.si.ehu.eus/stswiki/index.php/Main_Page). The task is to predict the semantic similarity (on a scale 0-5) of two given sentences. STS2017 has monolingual test data for English, Arabic, and Spanish, and cross-lingual test data for English-Arabic, -Spanish and -Turkish.\n\nWe extended the STS2017 and added cross-lingual test data for English-German, French-English, Italian-English, and Dutch-English ([STS2017-extended.zip](https://public.ukp.informatik.tu-darmstadt.de/reimers/sentence-transformers/datasets/STS2017-extended.zip)). The performance is measured using Spearman correlation between the predicted similarity score and the gold score.\n\n<table class=\"docutils\">\n  <tr>\n    <th>Model</th>\n    <th>AR-AR</th>\n    <th>AR-EN</th>\n    <th>ES-ES</th>\n    <th>ES-EN</th>\n    <th>EN-EN</th>\n    <th>TR-EN</th>\n    <th>EN-DE</th>\n    <th>FR-EN</th>\n    <th>IT-EN</th>\n    <th>NL-EN</th>\n    <th>Average</th>\n  </tr>\n  <tr>\n    <td>XLM-RoBERTa mean pooling </td>\n    <td align=\"center\">25.7</td>\n    <td align=\"center\">17.4</td>\n    <td align=\"center\">51.8</td>\n    <td align=\"center\">10.9</td>\n    <td align=\"center\">50.7</td>\n    <td align=\"center\">9.2</td>\n    <td align=\"center\">21.3</td>\n    <td align=\"center\">16.6</td>\n    <td align=\"center\">22.9</td>\n    <td align=\"center\">26.0</td>\n    <td align=\"center\">25.2</td>\n  </tr>\n  <tr>\n    <td>mBERT mean pooling </td>\n    <td align=\"center\">50.9</td>\n    <td align=\"center\">16.7</td>\n    <td align=\"center\">56.7</td>\n    <td align=\"center\">21.5</td>\n    <td align=\"center\">54.4</td>\n    <td align=\"center\">16.0</td>\n    <td align=\"center\">33.9</td>\n    <td align=\"center\">33.0</td>\n    <td align=\"center\">34.0</td>\n    <td align=\"center\">35.6</td>\n    <td align=\"center\">35.3</td>\n  </tr>\n  <tr>\n    <td>LASER</td>\n    <td align=\"center\">68.9</td>\n    <td align=\"center\">66.5</td>\n    <td align=\"center\">79.7</td>\n    <td align=\"center\">57.9</td>\n    <td align=\"center\">77.6</td>\n    <td align=\"center\">72.0</td>\n    <td align=\"center\">64.2</td>\n    <td align=\"center\">69.1</td>\n    <td align=\"center\">70.8</td>\n    <td align=\"center\">68.5</td>\n    <td align=\"center\">69.5</td>\n  </tr> \n  <tr>\n    <td colspan=\"12\"><b>Sentence Transformer Models</b></td>\n  </tr>\n  <tr>\n  <td>distiluse-base-multilingual-cased</td>\n    <td align=\"center\">75.9</td>\n    <td align=\"center\">77.6</td>\n    <td align=\"center\">85.3</td>\n    <td align=\"center\">78.7</td>\n    <td align=\"center\">85.4</td>\n    <td align=\"center\">75.5</td>\n    <td align=\"center\">80.3</td>\n    <td align=\"center\">80.2</td>\n    <td align=\"center\">80.5</td>\n    <td align=\"center\">81.7</td>\n    <td align=\"center\">80.1</td>\n    </tr>\n</table>\n\n## Citation\n\nIf you use the code for multilingual models, feel free to cite our publication [Making Monolingual Sentence Embeddings Multilingual using Knowledge Distillation](https://huggingface.co/papers/2004.09813):\n\n```\n@article{reimers-2020-multilingual-sentence-bert,\n    title = \"Making Monolingual Sentence Embeddings Multilingual using Knowledge Distillation\",\n    author = \"Reimers, Nils and Gurevych, Iryna\",\n    journal= \"arXiv preprint arXiv:2004.09813\",\n    month = \"04\",\n    year = \"2020\",\n    url = \"http://arxiv.org/abs/2004.09813\",\n}\n```\n"
  },
  {
    "path": "examples/sentence_transformer/training/multilingual/get_parallel_data_opus.py",
    "content": "\"\"\"\nOPUS (http://opus.nlpl.eu/) is a great collection of different parallel datasets for more than 400 languages.\nOn the website, you can download parallel datasets for many languages in different formats. I found that\nthe format \"Bottom-left triangle: download plain text files (MOSES/GIZA++)\"  requires minimal\noverhead for post-processing to get it into a suitable format for this library.\n\nYou can use the OPUS dataset to create multilingual sentence embeddings. This script contains code to download\nOPUS datasets for the desired languages and to create training files in the right format.\n\n1) First, you need to install OpusTools (https://github.com/Helsinki-NLP/OpusTools/tree/master/opustools_pkg):\npip install opustools\n\n2) Once you have OpusTools installed, you can download data in the right format via:\nmkdir parallel-sentences\nopus_read -d [CORPUS] -s [SRC_LANG] -t [TRG_LANG] --write parallel-sentences/[FILENAME].tsv.gz   -wm moses -dl opus -p raw\n\nFor example:\nmkdir parallel-sentences\nopus_read -d JW300 -s en -t de --write parallel-sentences/JW300-en-de.tsv.gz -wm moses -dl opus -p raw\n\nThis downloads the JW300 Corpus (http://opus.nlpl.eu/JW300.php) for English (en) and German (de) and write the output to\nparallel-sentences/JW300-en-de.tsv.gz\n\n\n####################\n\nThis python code automates the download and creation of the parallel sentences files.\n\n\n\"\"\"\n\nimport os\n\nfrom opustools import OpusRead\n\ncorpora = [\"JW300\"]  # Corpora you want to use\nsource_languages = [\"en\"]  # Source language, our teacher model is able to understand\ntarget_languages = [\"de\", \"es\", \"it\", \"fr\", \"ar\", \"tr\"]  # Target languages, out student model should learn\n\noutput_folder = \"parallel-sentences\"\nopus_download_folder = \"./opus\"\n\n# Iterator over all corpora / source languages / target languages combinations and download files\nos.makedirs(output_folder, exist_ok=True)\n\nfor corpus in corpora:\n    for src_lang in source_languages:\n        for trg_lang in target_languages:\n            output_filename = os.path.join(output_folder, f\"{corpus}-{src_lang}-{trg_lang}.tsv.gz\")\n            if not os.path.exists(output_filename):\n                print(\"Create:\", output_filename)\n                try:\n                    read = OpusRead(\n                        directory=corpus,\n                        source=src_lang,\n                        target=trg_lang,\n                        write=[output_filename],\n                        download_dir=opus_download_folder,\n                        preprocess=\"raw\",\n                        write_mode=\"moses\",\n                        suppress_prompts=True,\n                    )\n                    read.printPairs()\n                except Exception:\n                    print(\"An error occurred during the creation of\", output_filename)\n"
  },
  {
    "path": "examples/sentence_transformer/training/multilingual/get_parallel_data_talks.py",
    "content": "\"\"\"\nThis script downloads the parallel sentences corpus and create parallel sentences tsv files that can be used to extend\nexistent sentence embedding models to new languages.\n\nThe parallel sentences corpus is a crawl of transcripts from talks, which are translated to 100+ languages.\n\nThe parallel sentences corpus cannot be downloaded automatically. It is available for research purposes only (CC-BY-NC).\n\nThe training procedure can be found in the files make_multilingual.py.\n\nFurther information can be found in our paper:\nMaking Monolingual Sentence Embeddings Multilingual using Knowledge Distillation\nhttps://huggingface.co/papers/2004.09813\n\"\"\"\n\nimport csv\nimport gzip\nimport os\n\nfrom tqdm.autonotebook import tqdm\n\nimport sentence_transformers.util\n\nsource_languages = set([\"en\"])  # Languages our (monolingual) teacher model understands\ntarget_languages = set([\"de\", \"es\", \"it\", \"fr\", \"ar\", \"tr\"])  # New languages we want to extend to\n\n\ndev_sentences = 1000  # Number of sentences we want to use for development\ndownload_url = \"https://sbert.net/datasets/parallel-sentences.tsv.gz\"  # Specify parallel sentences URL here\nparallel_sentences_path = \"../datasets/parallel-sentences.tsv.gz\"  # Path of the parallel-sentences.tsv.gz file.\nparallel_sentences_folder = \"parallel-sentences/\"\n\n\nos.makedirs(os.path.dirname(parallel_sentences_path), exist_ok=True)\nif not os.path.exists(parallel_sentences_path):\n    print(\"parallel-sentences.tsv.gz does not exists. Try to download from server\")\n    sentence_transformers.util.http_get(download_url, parallel_sentences_path)\n\n\nos.makedirs(parallel_sentences_folder, exist_ok=True)\ntrain_files = []\ndev_files = []\nfiles_to_create = []\nfor source_lang in source_languages:\n    for target_lang in target_languages:\n        output_filename_train = os.path.join(\n            parallel_sentences_folder, f\"talks-{source_lang}-{target_lang}-train.tsv.gz\"\n        )\n        output_filename_dev = os.path.join(parallel_sentences_folder, f\"talks-{source_lang}-{target_lang}-dev.tsv.gz\")\n        train_files.append(output_filename_train)\n        dev_files.append(output_filename_dev)\n        if not os.path.exists(output_filename_train) or not os.path.exists(output_filename_dev):\n            files_to_create.append(\n                {\n                    \"src_lang\": source_lang,\n                    \"trg_lang\": target_lang,\n                    \"fTrain\": gzip.open(output_filename_train, \"wt\", encoding=\"utf8\"),\n                    \"fDev\": gzip.open(output_filename_dev, \"wt\", encoding=\"utf8\"),\n                    \"devCount\": 0,\n                }\n            )\n\nif len(files_to_create) > 0:\n    print(\n        \"Parallel sentences files {} do not exist. Create these files now\".format(\n            \", \".join(map(lambda x: x[\"src_lang\"] + \"-\" + x[\"trg_lang\"], files_to_create))\n        )\n    )\n    with gzip.open(parallel_sentences_path, \"rt\", encoding=\"utf8\") as fIn:\n        reader = csv.DictReader(fIn, delimiter=\"\\t\", quoting=csv.QUOTE_NONE)\n        for line in tqdm(reader, desc=\"Sentences\"):\n            for outfile in files_to_create:\n                src_text = line[outfile[\"src_lang\"]].strip()\n                trg_text = line[outfile[\"trg_lang\"]].strip()\n\n                if src_text != \"\" and trg_text != \"\":\n                    if outfile[\"devCount\"] < dev_sentences:\n                        outfile[\"devCount\"] += 1\n                        fOut = outfile[\"fDev\"]\n                    else:\n                        fOut = outfile[\"fTrain\"]\n\n                    fOut.write(f\"{src_text}\\t{trg_text}\\n\")\n\n    for outfile in files_to_create:\n        outfile[\"fTrain\"].close()\n        outfile[\"fDev\"].close()\n\n\nprint(\"---DONE---\")\n"
  },
  {
    "path": "examples/sentence_transformer/training/multilingual/get_parallel_data_tatoeba.py",
    "content": "\"\"\"\nTatoeba (https://tatoeba.org/) is a collection of sentences and translation, mainly aiming for language learning.\nIt is available for more than 300 languages.\n\nThis script downloads the Tatoeba corpus and extracts the sentences & translations in the languages you like\n\"\"\"\n\nimport gzip\nimport os\nimport tarfile\n\nimport sentence_transformers\n\n# Note: Tatoeba uses 3 letter languages codes (ISO-639-2),\n# while other datasets like OPUS use 2 letter language codes (ISO-639-1)\n# For training of sentence transformers, which type of language code is used doesn't matter.\n# For language codes, see: https://en.wikipedia.org/wiki/List_of_ISO_639-2_codes\nsource_languages = set([\"eng\"])\ntarget_languages = set([\"deu\", \"ara\", \"tur\", \"spa\", \"ita\", \"fra\"])\n\nnum_dev_sentences = 1000  # Number of sentences that are used to create a development set\n\n\ntatoeba_folder = \"../datasets/tatoeba\"\noutput_folder = \"parallel-sentences/\"\n\n\nsentences_file_bz2 = os.path.join(tatoeba_folder, \"sentences.tar.bz2\")\nsentences_file = os.path.join(tatoeba_folder, \"sentences.csv\")\nlinks_file_bz2 = os.path.join(tatoeba_folder, \"links.tar.bz2\")\nlinks_file = os.path.join(tatoeba_folder, \"links.csv\")\n\ndownload_url = \"https://downloads.tatoeba.org/exports/\"\n\n\nos.makedirs(tatoeba_folder, exist_ok=True)\nos.makedirs(output_folder, exist_ok=True)\n\n# Download files if needed\nfor filepath in [sentences_file_bz2, links_file_bz2]:\n    if not os.path.exists(filepath):\n        url = download_url + os.path.basename(filepath)\n        print(\"Download\", url)\n        sentence_transformers.util.http_get(url, filepath)\n\n# Extract files if needed\nif not os.path.exists(sentences_file):\n    print(\"Extract\", sentences_file_bz2)\n    tar = tarfile.open(sentences_file_bz2, \"r:bz2\")\n    tar.extract(\"sentences.csv\", path=tatoeba_folder)\n    tar.close()\n\nif not os.path.exists(links_file):\n    print(\"Extract\", links_file_bz2)\n    tar = tarfile.open(links_file_bz2, \"r:bz2\")\n    tar.extract(\"links.csv\", path=tatoeba_folder)\n    tar.close()\n\n\n# Read sentences\nsentences = {}\nall_langs = target_languages.union(source_languages)\nprint(\"Read sentences.csv file\")\nwith open(sentences_file, encoding=\"utf8\") as fIn:\n    for line in fIn:\n        id, lang, sentence = line.strip().split(\"\\t\")\n        if lang in all_langs:\n            sentences[id] = (lang, sentence)\n\n# Read links that map the translations between different languages\nprint(\"Read links.csv\")\ntranslations = {src_lang: {trg_lang: {} for trg_lang in target_languages} for src_lang in source_languages}\nwith open(links_file, encoding=\"utf8\") as fIn:\n    for line in fIn:\n        src_id, target_id = line.strip().split()\n\n        if src_id in sentences and target_id in sentences:\n            src_lang, src_sent = sentences[src_id]\n            trg_lang, trg_sent = sentences[target_id]\n\n            if src_lang in source_languages and trg_lang in target_languages:\n                if src_sent not in translations[src_lang][trg_lang]:\n                    translations[src_lang][trg_lang][src_sent] = []\n                translations[src_lang][trg_lang][src_sent].append(trg_sent)\n\n# Write everything to the output folder\nprint(\"Write output files\")\nfor src_lang in source_languages:\n    for trg_lang in target_languages:\n        source_sentences = list(translations[src_lang][trg_lang])\n        train_sentences = source_sentences[num_dev_sentences:]\n        dev_sentences = source_sentences[0:num_dev_sentences]\n\n        print(f\"{src_lang}-{trg_lang} has {len(source_sentences)} sentences\")\n        if len(dev_sentences) > 0:\n            with gzip.open(\n                os.path.join(output_folder, f\"Tatoeba-{src_lang}-{trg_lang}-dev.tsv.gz\"),\n                \"wt\",\n                encoding=\"utf8\",\n            ) as fOut:\n                for sent in dev_sentences:\n                    fOut.write(\"\\t\".join([sent] + translations[src_lang][trg_lang][sent]))\n                    fOut.write(\"\\n\")\n\n        if len(train_sentences) > 0:\n            with gzip.open(\n                os.path.join(output_folder, f\"Tatoeba-{src_lang}-{trg_lang}-train.tsv.gz\"),\n                \"wt\",\n                encoding=\"utf8\",\n            ) as fOut:\n                for sent in train_sentences:\n                    fOut.write(\"\\t\".join([sent] + translations[src_lang][trg_lang][sent]))\n                    fOut.write(\"\\n\")\n\n\nprint(\"---DONE---\")\n"
  },
  {
    "path": "examples/sentence_transformer/training/multilingual/get_parallel_data_wikimatrix.py",
    "content": "\"\"\"\nThis script downloads the WikiMatrix corpus (https://github.com/facebookresearch/LASER/tree/main/tasks/WikiMatrix)\n and create parallel sentences tsv files that can be used to extend existent sentence embedding models to new languages.\n\nThe WikiMatrix mined parallel sentences from Wikipedia in various languages.\n\nFurther information can be found in our paper:\nMaking Monolingual Sentence Embeddings Multilingual using Knowledge Distillation\nhttps://huggingface.co/papers/2004.09813\n\"\"\"\n\nimport gzip\nimport os\n\nimport sentence_transformers.util\n\nsource_languages = set([\"en\"])  # Languages our (monolingual) teacher model understands\ntarget_languages = set([\"de\", \"es\", \"it\", \"fr\", \"ar\", \"tr\"])  # New languages we want to extend to\n\n\nnum_dev_sentences = 1000  # Number of sentences we want to use for development\nthreshold = 1.075  # Only use sentences with a LASER similarity score above the threshold\n\ndownload_url = \"https://dl.fbaipublicfiles.com/laser/WikiMatrix/v1/\"\ndownload_folder = \"../datasets/WikiMatrix/\"\nparallel_sentences_folder = \"parallel-sentences/\"\n\n\nos.makedirs(os.path.dirname(download_folder), exist_ok=True)\nos.makedirs(parallel_sentences_folder, exist_ok=True)\n\n\nfor source_lang in source_languages:\n    for target_lang in target_languages:\n        filename_train = os.path.join(\n            parallel_sentences_folder, f\"WikiMatrix-{source_lang}-{target_lang}-train.tsv.gz\"\n        )\n        filename_dev = os.path.join(parallel_sentences_folder, f\"WikiMatrix-{source_lang}-{target_lang}-dev.tsv.gz\")\n\n        if not os.path.exists(filename_train) and not os.path.exists(filename_dev):\n            langs_ordered = sorted([source_lang, target_lang])\n            wikimatrix_filename = \"WikiMatrix.{}-{}.tsv.gz\".format(*langs_ordered)\n            wikimatrix_filepath = os.path.join(download_folder, wikimatrix_filename)\n\n            if not os.path.exists(wikimatrix_filepath):\n                print(\"Download\", download_url + wikimatrix_filename)\n                try:\n                    sentence_transformers.util.http_get(download_url + wikimatrix_filename, wikimatrix_filepath)\n                except Exception:\n                    print(\"Was not able to download\", download_url + wikimatrix_filename)\n                    continue\n\n            if not os.path.exists(wikimatrix_filepath):\n                continue\n\n            train_sentences = []\n            dev_sentences = []\n            dev_sentences_set = set()\n            extract_dev_sentences = True\n\n            with gzip.open(wikimatrix_filepath, \"rt\", encoding=\"utf8\") as fIn:\n                for line in fIn:\n                    score, sent1, sent2 = line.strip().split(\"\\t\")\n                    sent1 = sent1.strip()\n                    sent2 = sent2.strip()\n                    score = float(score)\n\n                    if score < threshold:\n                        break\n\n                    if sent1 == sent2:\n                        continue\n\n                    if langs_ordered.index(source_lang) == 1:  # Swap, so that src lang is sent1\n                        sent1, sent2 = sent2, sent1\n\n                    # Avoid duplicates in development set\n                    if sent1 in dev_sentences_set or sent2 in dev_sentences_set:\n                        continue\n\n                    if extract_dev_sentences:\n                        dev_sentences.append([sent1, sent2])\n                        dev_sentences_set.add(sent1)\n                        dev_sentences_set.add(sent2)\n\n                        if len(dev_sentences) >= num_dev_sentences:\n                            extract_dev_sentences = False\n                    else:\n                        train_sentences.append([sent1, sent2])\n\n            print(\"Write\", len(dev_sentences), \"dev sentences\", filename_dev)\n            with gzip.open(filename_dev, \"wt\", encoding=\"utf8\") as fOut:\n                for sents in dev_sentences:\n                    fOut.write(\"\\t\".join(sents))\n                    fOut.write(\"\\n\")\n\n            print(\"Write\", len(train_sentences), \"train sentences\", filename_train)\n            with gzip.open(filename_train, \"wt\", encoding=\"utf8\") as fOut:\n                for sents in train_sentences:\n                    fOut.write(\"\\t\".join(sents))\n                    fOut.write(\"\\n\")\n\n\nprint(\"---DONE---\")\n"
  },
  {
    "path": "examples/sentence_transformer/training/multilingual/make_multilingual.py",
    "content": "\"\"\"\nThis script contains an example how to extend an existent sentence embedding model to new languages.\n\nGiven a (monolingual) teacher model you would like to extend to new languages, which is specified in the teacher_model_name\nvariable. We train a multilingual student model to imitate the teacher model (variable student_model_name)\non multiple languages.\n\nFor training, you need parallel sentence data (machine translation training data). You need tab-separated files (.tsv)\nwith the first column a sentence in a language understood by the teacher model, e.g. English,\nand the further columns contain the according translations for languages you want to extend to.\n\nThis scripts downloads automatically the parallel sentences corpus. This corpus contains transcripts from\ntalks translated to 100+ languages. For other parallel data, see get_parallel_data_[].py scripts\n\nFurther information can be found in our paper:\nMaking Monolingual Sentence Embeddings Multilingual using Knowledge Distillation\nhttps://huggingface.co/papers/2004.09813\n\"\"\"\n\nimport logging\nimport traceback\nfrom datetime import datetime\n\nimport numpy as np\nfrom datasets import DatasetDict, load_dataset\n\nfrom sentence_transformers import LoggingHandler, SentenceTransformer\nfrom sentence_transformers.evaluation import (\n    EmbeddingSimilarityEvaluator,\n    MSEEvaluator,\n    SequentialEvaluator,\n    TranslationEvaluator,\n)\nfrom sentence_transformers.losses import MSELoss\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO, handlers=[LoggingHandler()]\n)\nlogger = logging.getLogger(__name__)\n\n\n# The teacher model is monolingual, we use it for English embeddings\nteacher_model_name = \"paraphrase-distilroberta-base-v2\"\n# The student model is multilingual, we train it such that embeddings of non-English texts mimic the teacher model's English embeddings\nstudent_model_name = \"xlm-roberta-base\"\n\nstudent_max_seq_length = 128  # Student model max. lengths for inputs (number of word pieces)\ntrain_batch_size = 64  # Batch size for training\ninference_batch_size = 64  # Batch size at inference\nmax_sentences_per_language = 500000  # Maximum number of  parallel sentences for training\n\nnum_train_epochs = 5  # Train for x epochs\nnum_evaluation_steps = 5000  # Evaluate performance after every xxxx steps\n\n\n# Define the language codes you would like to extend the model to\nsource_languages = set([\"en\"])  # Our teacher model accepts English (en) sentences\n# We want to extend the model to these new languages. For language codes, see the header of the train file\ntarget_languages = set([\"de\", \"es\", \"it\", \"fr\", \"ar\", \"tr\"])\n\n\noutput_dir = (\n    \"output/make-multilingual-\"\n    + \"-\".join(sorted(list(source_languages)) + sorted(list(target_languages)))\n    + \"-\"\n    + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n)\n\n# 1a. Here we define our SentenceTransformer teacher model.\nteacher_model = SentenceTransformer(teacher_model_name)\n# If we want, we can limit the maximum sequence length for the model\n# teacher_model.max_seq_length = 128\nlogging.info(f\"Teacher model: {teacher_model}\")\n\n# 1b. Here we define our SentenceTransformer student model. If not already a Sentence Transformer model,\n# it will automatically create one with \"mean\" pooling.\nstudent_model = SentenceTransformer(student_model_name)\n# If we want, we can limit the maximum sequence length for the model\nstudent_model.max_seq_length = student_max_seq_length\nlogging.info(f\"Student model: {student_model}\")\n\n# 2. Load the parallel sentences training dataset: https://huggingface.co/datasets?other=sentence-transformers&sort=trending&search=parallel-sentences\n# NOTE: We can also use multiple datasets if we want\ndataset_to_use = \"sentence-transformers/parallel-sentences-talks\"\n# dataset_to_use = \"sentence-transformers/parallel-sentences-europarl\"\n# dataset_to_use = \"sentence-transformers/parallel-sentences-global-voices\"\n# dataset_to_use = \"sentence-transformers/parallel-sentences-muse\"\n# dataset_to_use = \"sentence-transformers/parallel-sentences-jw300\"\n# dataset_to_use = \"sentence-transformers/parallel-sentences-news-commentary\"\n# dataset_to_use = \"sentence-transformers/parallel-sentences-opensubtitles\"\n# dataset_to_use = \"sentence-transformers/parallel-sentences-tatoeba\"\n# dataset_to_use = \"sentence-transformers/parallel-sentences-wikimatrix\"\n# dataset_to_use = \"sentence-transformers/parallel-sentences-wikititles\"\ntrain_dataset_dict = DatasetDict()\neval_dataset_dict = DatasetDict()\nfor source_lang in source_languages:\n    for target_lang in target_languages:\n        subset = f\"{source_lang}-{target_lang}\"\n        try:\n            train_dataset = load_dataset(dataset_to_use, subset, split=\"train\")\n            if len(train_dataset) > max_sentences_per_language:\n                train_dataset = train_dataset.select(range(max_sentences_per_language))\n        except Exception as exc:\n            logging.error(f\"Could not load dataset {dataset_to_use}/{source_lang}-{target_lang}: {exc}\")\n            continue\n\n        try:\n            eval_dataset = load_dataset(dataset_to_use, subset, split=\"dev\")\n            if len(eval_dataset) > 1000:\n                eval_dataset = eval_dataset.select(range(1000))\n        except Exception:\n            logging.info(\n                f\"Could not load dataset {dataset_to_use}/{source_lang}-{target_lang} dev split, splitting 1k samples from train\"\n            )\n            dataset = train_dataset.train_test_split(test_size=1000, shuffle=True)\n            train_dataset = dataset[\"train\"]\n            eval_dataset = dataset[\"test\"]\n\n        train_dataset_dict[subset] = train_dataset\n        eval_dataset_dict[subset] = eval_dataset\nlogging.info(train_dataset_dict)\n\n\n# We want the student EN embeddings to be similar to the teacher EN embeddings and\n# the student non-EN embeddings to be similar to the teacher EN embeddings\ndef prepare_dataset(batch):\n    return {\n        \"english\": batch[\"english\"],\n        \"non_english\": batch[\"non_english\"],\n        \"label\": teacher_model.encode(batch[\"english\"], batch_size=inference_batch_size, show_progress_bar=False),\n    }\n\n\ncolumn_names = list(train_dataset_dict.values())[0].column_names\ntrain_dataset_dict = train_dataset_dict.map(\n    prepare_dataset, batched=True, batch_size=30000, remove_columns=column_names\n)\nlogging.info(\"Prepared datasets for training:\", train_dataset_dict)\n\n# 3. Define our training loss\n# MSELoss (https://sbert.net/docs/package_reference/sentence_transformer/losses.html#mseloss) needs one text columns and one\n# column with embeddings from the teacher model\ntrain_loss = MSELoss(model=student_model)\n\n# 4. Define evaluators for use during training. This is useful to keep track of alongside the evaluation loss.\nevaluators = []\n\nfor subset, eval_dataset in eval_dataset_dict.items():\n    logger.info(f\"Creating evaluators for {subset}\")\n\n    # Mean Squared Error (MSE) measures the (euclidean) distance between teacher and student embeddings\n    dev_mse = MSEEvaluator(\n        source_sentences=eval_dataset[\"english\"],\n        target_sentences=eval_dataset[\"non_english\"],\n        name=subset,\n        teacher_model=teacher_model,\n        batch_size=inference_batch_size,\n    )\n    evaluators.append(dev_mse)\n\n    # TranslationEvaluator computes the embeddings for all parallel sentences. It then check if the embedding of\n    # source[i] is the closest to target[i] out of all available target sentences\n    dev_trans_acc = TranslationEvaluator(\n        source_sentences=eval_dataset[\"english\"],\n        target_sentences=eval_dataset[\"non_english\"],\n        name=subset,\n        batch_size=inference_batch_size,\n    )\n    evaluators.append(dev_trans_acc)\n\n    # Try to load this subset from STS17\n    test_dataset = None\n    try:\n        test_dataset = load_dataset(\"mteb/sts17-crosslingual-sts\", subset, split=\"test\")\n    except Exception:\n        try:\n            test_dataset = load_dataset(\"mteb/sts17-crosslingual-sts\", f\"{subset[3:]}-{subset[:2]}\", split=\"test\")\n            subset = f\"{subset[3:]}-{subset[:2]}\"\n        except Exception:\n            pass\n    if test_dataset:\n        test_evaluator = EmbeddingSimilarityEvaluator(\n            sentences1=test_dataset[\"sentence1\"],\n            sentences2=test_dataset[\"sentence2\"],\n            scores=[score / 5.0 for score in test_dataset[\"score\"]],  # Convert 0-5 scores to 0-1 scores\n            batch_size=inference_batch_size,\n            name=f\"sts17-{subset}-test\",\n            show_progress_bar=False,\n        )\n        evaluators.append(test_evaluator)\n\nevaluator = SequentialEvaluator(evaluators, main_score_function=lambda scores: np.mean(scores))\n# Now also prepare the evaluation datasets for training\neval_dataset_dict = eval_dataset_dict.map(prepare_dataset, batched=True, batch_size=30000, remove_columns=column_names)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_train_epochs,\n    per_device_train_batch_size=train_batch_size,\n    per_device_eval_batch_size=train_batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    learning_rate=2e-5,\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=num_evaluation_steps,\n    save_strategy=\"steps\",\n    save_steps=num_evaluation_steps,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=f\"multilingual-{'-'.join(source_languages)}-{'-'.join(target_languages)}\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=student_model,\n    args=args,\n    train_dataset=train_dataset_dict,\n    eval_dataset=eval_dataset_dict,\n    loss=train_loss,\n    evaluator=evaluator,\n)\ntrainer.train()\n\n# 7. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nstudent_model.save(final_output_dir)\n\n# 8. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = student_model_name if \"/\" not in student_model_name else student_model_name.split(\"/\")[-1]\ntry:\n    student_model.push_to_hub(f\"{model_name}-multilingual-{'-'.join(source_languages)}-{'-'.join(target_languages)}\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-multilingual-{'-'.join(source_languages)}-{'-'.join(target_languages)}')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/nli/README.md",
    "content": "# Natural Language Inference\n\nGiven two sentence (premise and hypothesis), Natural Language Inference (NLI) is the task of deciding if the premise entails the hypothesis, if they are contradiction, or if they are neutral. Commonly used NLI dataset are [SNLI](https://huggingface.co/datasets/stanfordnlp/snli) and [MultiNLI](https://huggingface.co/datasets/nyu-mll/multi_nli).\n\n[Conneau et al.](https://huggingface.co/papers/1705.02364) showed that NLI data can be quite useful when training Sentence Embedding methods. We also found this in our [Sentence-BERT-Paper](https://huggingface.co/papers/1908.10084) and often use NLI as a first fine-tuning step for sentence embedding methods.\n\nTo train on NLI, see the following example files:\n\n1. **[training_nli.py](training_nli.py)**:\n   ```{eval-rst}\n   This example uses :class:`~sentence_transformers.losses.SoftmaxLoss` as described in the original [Sentence Transformers paper](https://huggingface.co/papers/1908.10084).\n   ```\n1. **[training_nli_v2.py](training_nli_v2.py)**:\n   ```{eval-rst}\n   The :class:`~sentence_transformers.losses.SoftmaxLoss` as used in our original SBERT paper does not yield optimal performance. A better loss is :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss`, where we provide pairs or triplets. In this script, we provide a triplet of the format: (anchor, entailment_sentence, contradiction_sentence). The NLI data provides such triplets. The :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss` yields much higher performances and is more intuitive than :class:`~sentence_transformers.losses.SoftmaxLoss`. We have used this loss to train the paraphrase model in our `Making Monolingual Sentence Embeddings Multilingual using Knowledge Distillation <https://huggingface.co/papers/2004.09813>`_ paper.\n   ```\n1. **[training_nli_v3.py](training_nli_v3.py)**\n   ```{eval-rst}\n   Following the `GISTEmbed <https://huggingface.co/papers/2402.16829>`_ paper, we can modify the in-batch negative selection from :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss` using a guiding model. Candidate negative pairs are ignored during training if the guiding model considers the pair to be too similar. In practice, the :class:`~sentence_transformers.losses.GISTEmbedLoss` tends to produce a stronger training signal than :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss` at the cost of some training overhead for running inference on the guiding model.\n   ```\n1. **[training_nli_angle.py](training_nli_angle.py)**\n   ```{eval-rst}\n   This example uses :class:`~sentence_transformers.losses.AnglELoss` on the `triplet subset of AllNLI <https://huggingface.co/datasets/sentence-transformers/all-nli/viewer/triplet>`_. Each example consists of (premise, entailment, contradiction), where the entailment sentence is treated as a positive and the contradiction sentence as a hard negative. Internally, :class:`~sentence_transformers.losses.AnglELoss` converts these triplets (and more generally, n-tuples of the form (anchor, positive, negative_1, ..., negative_n)) into pairwise comparisons so that the anchor–positive pairs are ranked above the anchor–negative pairs.\n   ```\n\n```{eval-rst}\nYou can also train and use :class:`~sentence_transformers.cross_encoder.CrossEncoder` models for this task. See `Cross Encoder > Training Examples > Natural Language Inference <../../../cross_encoder/training/nli/README.html>`_ for more details.\n```\n\n## Data\n\nWe combine [SNLI](https://huggingface.co/datasets/stanfordnlp/snli) and [MultiNLI](https://huggingface.co/datasets/nyu-mll/multi_nli) into a dataset we call [AllNLI](https://huggingface.co/datasets/sentence-transformers/all-nli). These two datasets contain sentence pairs and one of three labels: entailment, neutral, contradiction:\n\n| Sentence A (Premise) | Sentence B (Hypothesis) | Label |\n| --- | --- | --- |\n| A soccer game with multiple males playing. | Some men are playing a sport. | entailment |\n| An older and younger man smiling. | Two men are smiling and laughing at the cats playing on the floor. | neutral |\n| A man inspects the uniform of a figure in some East Asian country. | The man is sleeping. | contradiction |\n\nWe format AllNLI in a few different subsets, compatible with different loss functions. See for example the [triplet subset of AllNLI](https://huggingface.co/datasets/sentence-transformers/all-nli/viewer/triplet).\n\n## SoftmaxLoss\n\n```{eval-rst}\n`Conneau et al. <https://huggingface.co/papers/1705.02364>`_ described how a softmax classifier on top of a `siamese network <https://en.wikipedia.org/wiki/Siamese_neural_network>`_ can be used to learn meaningful sentence representation. We can achieve this by using :class:`~sentence_transformers.losses.SoftmaxLoss`:\n```\n\n<img src=\"https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/SBERT_SoftmaxLoss.png\" alt=\"SBERT SoftmaxLoss\" width=\"250\"/>\n\nWe pass the two sentences through our SentenceTransformer model and get the sentence embeddings *u* and *v*. We then concatenate *u*, *v* and *|u-v|* to form one long vector. This vector is then passed to a softmax classifier, which predicts our three classes (entailment, neutral, contradiction).\n\nThis setup learns sentence embeddings that can later be used for wide variety of tasks.\n\n## MultipleNegativesRankingLoss\n\n```{eval-rst}\nThat the :class:`~sentence_transformers.losses.SoftmaxLoss` with NLI data produces (relatively) good sentence embeddings is rather coincidental. The :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss` is much more intuitive and produces significantly better sentence representations.\n```\n\nThe training data for MultipleNegativesRankingLoss consists of sentence pairs [(a<sub>1</sub>, b<sub>1</sub>), ..., (a<sub>n</sub>, b<sub>n</sub>)] where we assume that (a<sub>i</sub>, b<sub>i</sub>) are similar sentences and (a<sub>i</sub>, b<sub>j</sub>) are dissimilar sentences for i != j. The minimizes the distance between (a<sub>i</sub>, b<sub>i</sub>) while it simultaneously maximizes the distance (a<sub>i</sub>, b<sub>j</sub>) for all i != j. For example, in the following picture:\n\n<img src=\"https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/MultipleNegativeRankingLoss.png\" alt=\"SBERT MultipleNegativeRankingLoss\" width=\"350\"/>\n\nThe distance between (a<sub>1</sub>, b<sub>1</sub>) is reduced, while the distance between (a<sub>1</sub>, b<sub>2...5</sub>) will be increased. The same is done for a<sub>2</sub>, ..., a<sub>5</sub>.\n\n```{eval-rst}\nUsing :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss` with NLI is rather easy: We define sentences that have an *entailment* label as positive pairs. E.g, we have pairs like (*\"A soccer game with multiple males playing.\"*, *\"Some men are playing a sport.\"*) and want that these pairs are close in vector space. The `pair subset of AllNLI <https://huggingface.co/datasets/sentence-transformers/all-nli/viewer/pair>`_ has been prepared in this format.\n```\n\n### MultipleNegativesRankingLoss with Hard Negatives\n\nWe can further improve MultipleNegativesRankingLoss by providing triplets rather than pairs: [(a<sub>1</sub>, b<sub>1</sub>, c<sub>1</sub>), ..., (a<sub>n</sub>, b<sub>n</sub>, c<sub>n</sub>)]. The samples for c<sub>i</sub> are so-called hard-negatives: On a lexical level, they are similar to a<sub>i</sub> and b<sub>i</sub>, but on a semantic level, they mean different things and should not be close to a<sub>i</sub> in the vector space.\n\nFor NLI data, we can use the contradiction-label to create such triplets with a hard negative. So our triplets look like this:\n(\"*A soccer game with multiple males playing.\"*, *\"Some men are playing a sport.\"*, *\"A group of men playing a baseball game.\"*). We want the sentences *\"A soccer game with multiple males playing.\"* and *\"Some men are playing a sport.\"* to be close in the vector space, while there should be a larger distance between *\"A soccer game with multiple males playing.\"* and \"*A group of men playing a baseball game.\"*. The [triplet subset of AllNLI](https://huggingface.co/datasets/sentence-transformers/all-nli/viewer/triplet) has been prepared in this format.\n\n### GISTEmbedLoss\n\n```{eval-rst}\n\n:class:`~sentence_transformers.losses.MultipleNegativesRankingLoss` can be extended even further by recognizing that the in-batch negative sampling as shown in `this example <#multiplenegativesrankingloss>`_ is a bit flawed. In particular, we automatically assume that the pairs (a\\ :sub:`1`\\ , b\\ :sub:`2`\\ ), ..., (a\\ :sub:`1`\\ , b\\ :sub:`n`\\ ) are negative, but that does not strictly have to be true.\n\nTo address this, :class:`~sentence_transformers.losses.GISTEmbedLoss` uses a Sentence Transformer model to guide the in-batch negative sample selection. In particular, if the guide model considers the similarity of (a\\ :sub:`1`\\ , b\\ :sub:`n`\\ ) to be larger than (a\\ :sub:`1`\\ , b\\ :sub:`1`\\ ), then the (a\\ :sub:`1`\\ , b\\ :sub:`n`\\ ) pair is considered a false negative and consequently ignored in the training process. In essence, this results in higher quality training data for the model.\n```\n"
  },
  {
    "path": "examples/sentence_transformer/training/nli/training_nli.py",
    "content": "\"\"\"\nThe system trains BERT (or any other transformer model like RoBERTa, DistilBERT etc.) on the SNLI + MultiNLI (AllNLI) dataset\nwith softmax loss function. At every 1000 training steps, the model is evaluated on the\nSTS benchmark dataset\n\nUsage:\npython training_nli.py\n\nOR\npython training_nli.py pretrained_transformer_model_name\n\"\"\"\n\nimport logging\nimport sys\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer, losses\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n# You can specify any Hugging Face pre-trained model here, for example, bert-base-uncased, roberta-base, xlm-roberta-base\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"bert-base-uncased\"\ntrain_batch_size = 16\n\noutput_dir = \"output/training_nli_\" + model_name.replace(\"/\", \"-\") + \"-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n\n\n# 1. Here we define our SentenceTransformer model. If not already a Sentence Transformer model, it will automatically\n# create one with \"mean\" pooling.\nmodel = SentenceTransformer(model_name)\n\n# 2. Load the AllNLI dataset: https://huggingface.co/datasets/sentence-transformers/all-nli\n# We'll start with 10k training samples, but you can increase this to get a stronger model\nlogging.info(\"Read AllNLI train dataset\")\ntrain_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair-class\", split=\"train\").select(range(10000))\neval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair-class\", split=\"dev\").select(range(1000))\nlogging.info(train_dataset)\n\n# 3. Define our training loss: https://sbert.net/docs/package_reference/sentence_transformer/losses.html#softmaxloss\ntrain_loss = losses.SoftmaxLoss(\n    model=model,\n    sentence_embedding_dimension=model.get_sentence_embedding_dimension(),\n    num_labels=3,\n)\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\nstsb_eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=stsb_eval_dataset[\"sentence1\"],\n    sentences2=stsb_eval_dataset[\"sentence2\"],\n    scores=stsb_eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\nlogging.info(\"Evaluation before training:\")\ndev_evaluator(model)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=1,\n    per_device_train_batch_size=train_batch_size,\n    per_device_eval_batch_size=train_batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"nli-v1\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-nli-v1\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-nli-v1')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/nli/training_nli_angle.py",
    "content": "\"\"\"\nThe system trains BERT (or any other transformer model like RoBERTa, DistilBERT etc.) on the SNLI + MultiNLI (AllNLI) dataset\nwith AnglELoss. Entailments are positive pairs and the contradiction on AllNLI dataset is added as a hard negative.\nAt every 10% training steps, the model is evaluated on the STS benchmark dataset\n\nUsage:\npython training_nli_angle.py\n\nOR\npython training_nli_angle.py pretrained_transformer_model_name\n\"\"\"\n\nimport logging\nimport sys\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer, losses\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import BatchSamplers, SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"distilroberta-base\"\ntrain_batch_size = 128  # The larger you select this, the better the results (usually). But it requires more GPU memory\nmax_seq_length = 75\nnum_epochs = 1\n\n# Save path of the model\noutput_dir = (\n    \"output/training_nli_angle_\" + model_name.replace(\"/\", \"-\") + \"-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n)\n\n\n# 1. Here we define our SentenceTransformer model. If not already a Sentence Transformer model, it will automatically\n# create one with \"mean\" pooling.\nmodel = SentenceTransformer(model_name)\n\n# 2. Load the AllNLI dataset: https://huggingface.co/datasets/sentence-transformers/all-nli\n# We'll start with 10k training samples, but you can increase this to get a stronger model\nlogging.info(\"Read AllNLI train dataset\")\ntrain_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"train\").select(range(10000))\neval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"dev\").select(range(1000))\nlogging.info(train_dataset)\n\n# 3. Define our training loss: https://sbert.net/docs/package_reference/sentence_transformer/losses.html#angleloss\ntrain_loss = losses.AnglELoss(model)\n# It is recommended to use AnglELoss together with MultipleNegativesRankingLoss, e.g. by creating a small class\n# that initializes both losses, computes both losses in `forward` and returns the (optionally weighted) sum.\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\nstsb_eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=stsb_eval_dataset[\"sentence1\"],\n    sentences2=stsb_eval_dataset[\"sentence2\"],\n    scores=stsb_eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\nlogging.info(\"Evaluation before training:\")\ndev_evaluator(model)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=1,\n    per_device_train_batch_size=train_batch_size,\n    per_device_eval_batch_size=train_batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    batch_sampler=BatchSamplers.NO_DUPLICATES,\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=0.1,\n    save_strategy=\"steps\",\n    save_steps=0.1,\n    save_total_limit=2,\n    logging_steps=0.05,\n    run_name=\"nli-angle\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-nli-angle\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-nli-angle')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/nli/training_nli_v2.py",
    "content": "\"\"\"\nThe system trains BERT (or any other transformer model like RoBERTa, DistilBERT etc.) on the SNLI + MultiNLI (AllNLI) dataset\nwith MultipleNegativesRankingLoss. Entailments are positive pairs and the contradiction on AllNLI dataset is added as a hard negative.\nAt every 10% training steps, the model is evaluated on the STS benchmark dataset\n\nUsage:\npython training_nli_v2.py\n\nOR\npython training_nli_v2.py pretrained_transformer_model_name\n\"\"\"\n\nimport logging\nimport sys\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer, losses\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import BatchSamplers, SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"distilroberta-base\"\ntrain_batch_size = 128  # The larger you select this, the better the results (usually). But it requires more GPU memory\nmax_seq_length = 75\nnum_epochs = 1\n\n# Save path of the model\noutput_dir = (\n    \"output/training_nli_v2_\" + model_name.replace(\"/\", \"-\") + \"-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n)\n\n\n# 1. Here we define our SentenceTransformer model. If not already a Sentence Transformer model, it will automatically\n# create one with \"mean\" pooling.\nmodel = SentenceTransformer(model_name)\n\n# 2. Load the AllNLI dataset: https://huggingface.co/datasets/sentence-transformers/all-nli\n# We'll start with 10k training samples, but you can increase this to get a stronger model\nlogging.info(\"Read AllNLI train dataset\")\ntrain_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"train\").select(range(10000))\neval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"dev\").select(range(1000))\nlogging.info(train_dataset)\n\n# 3. Define our training loss: https://sbert.net/docs/package_reference/sentence_transformer/losses.html#multiplenegativesrankingloss\ntrain_loss = losses.MultipleNegativesRankingLoss(model)\n\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\nstsb_eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=stsb_eval_dataset[\"sentence1\"],\n    sentences2=stsb_eval_dataset[\"sentence2\"],\n    scores=stsb_eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\nlogging.info(\"Evaluation before training:\")\ndev_evaluator(model)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=1,\n    per_device_train_batch_size=train_batch_size,\n    per_device_eval_batch_size=train_batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    batch_sampler=BatchSamplers.NO_DUPLICATES,\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=10,\n    save_strategy=\"steps\",\n    save_steps=10,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"nli-v2\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-nli-v2\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-nli-v2')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/nli/training_nli_v3.py",
    "content": "\"\"\"\nThe system trains BERT (or any other transformer model like RoBERTa, DistilBERT etc.) on the SNLI + MultiNLI (AllNLI) dataset\nwith GISTEmbedLoss, using all-MiniLM-L6-v2 as an efficient guiding model. Entailments are positive pairs and the contradiction\non AllNLI dataset is added as a hard negative. At every 10% training steps, the model is evaluated on the STS benchmark dataset\n\nUsage:\npython training_nli_v3.py\n\nOR\npython training_nli_v3.py pretrained_transformer_model_name\n\"\"\"\n\nimport logging\nimport sys\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer, losses\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import BatchSamplers, SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"distilroberta-base\"\ntrain_batch_size = 128  # The larger you select this, the better the results (usually). But it requires more GPU memory\nmax_seq_length = 75\nnum_epochs = 1\n\n# Save path of the model\noutput_dir = (\n    \"output/training_nli_v3_\" + model_name.replace(\"/\", \"-\") + \"-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n)\n\n\n# 1. Here we define our SentenceTransformer model. If not already a Sentence Transformer model, it will automatically\n# create one with \"mean\" pooling.\nmodel = SentenceTransformer(model_name)\n\n# 2. Load the AllNLI dataset: https://huggingface.co/datasets/sentence-transformers/all-nli\n# We'll start with 10k training samples, but you can increase this to get a stronger model\nlogging.info(\"Read AllNLI train dataset\")\ntrain_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"train\").select(range(10000))\neval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"dev\").select(range(1000))\nlogging.info(train_dataset)\n\n# 3. Define our training loss: https://sbert.net/docs/package_reference/sentence_transformer/losses.html#gistembedloss\n# The guiding model\nguide_model = SentenceTransformer(\"all-MiniLM-L6-v2\")\ntrain_loss = losses.GISTEmbedLoss(model, guide_model)\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\nstsb_eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=stsb_eval_dataset[\"sentence1\"],\n    sentences2=stsb_eval_dataset[\"sentence2\"],\n    scores=stsb_eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\nlogging.info(\"Evaluation before training:\")\ndev_evaluator(model)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=1,\n    per_device_train_batch_size=train_batch_size,\n    per_device_eval_batch_size=train_batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    batch_sampler=BatchSamplers.NO_DUPLICATES,\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=10,\n    save_strategy=\"steps\",\n    save_steps=10,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"nli-v3\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-nli-v3\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-nli-v3')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/other/training_batch_hard_trec.py",
    "content": "\"\"\"\nThis script trains sentence transformers with a batch hard loss function.\n\nThe TREC dataset will be automatically downloaded and put in the datasets/ directory\n\nUsual triplet loss takes 3 inputs: anchor, positive, negative and optimizes the network such that\nthe positive sentence is closer to the anchor than the negative sentence. However, a challenge here is\nto select good triplets. If the negative sentence is selected randomly, the training objective is often\ntoo easy and the network fails to learn good representations.\n\nBatch hard triplet loss (https://huggingface.co/papers/1703.07737) creates triplets on the fly. It requires that the\ndata is labeled (e.g. labels 1, 2, 3) and we assume that samples with the same label are similar:\n\nIn a batch, it checks for sent1 with label 1 what is the other sentence with label 1 that is the furthest (hard positive)\nwhich sentence with another label is the closest (hard negative example). It then tries to optimize this, i.e.\nall sentences with the same label should be close and sentences for different labels should be clearly separated.\n\"\"\"\n\nimport logging\nimport random\nimport traceback\nfrom collections import defaultdict\nfrom datetime import datetime\n\nfrom datasets import Dataset, load_dataset\n\nfrom sentence_transformers import LoggingHandler, SentenceTransformer, losses\nfrom sentence_transformers.evaluation import TripletEvaluator\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import BatchSamplers, SentenceTransformerTrainingArguments\n\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO, handlers=[LoggingHandler()]\n)\n\n\ndef trec_dataset(\n    validation_dataset_nb=500,\n):\n    dataset = load_dataset(\"omkar334/trec\")\n\n    train_set = dataset[\"train\"].remove_columns([\"coarse_label\"]).rename_column(\"fine_label\", \"label\")\n    test_set = dataset[\"test\"].remove_columns([\"coarse_label\"]).rename_column(\"fine_label\", \"label\")\n\n    # Create a dev set from train set\n    if validation_dataset_nb > 0:\n        dev_set = train_set.select(range(len(train_set) - validation_dataset_nb, len(train_set)))\n        train_set = train_set.select(range(len(train_set) - validation_dataset_nb))\n\n    # For dev & test set, we return triplets (anchor, positive, negative)\n    random.seed(42)  # Fix seed, so that we always get the same triplets\n    dev_triplets = triplets_from_labeled_dataset(dev_set)\n    test_triplets = triplets_from_labeled_dataset(test_set)\n\n    return train_set, dev_triplets, test_triplets\n\n\ndef triplets_from_labeled_dataset(dataset):\n    # Create triplets for a [(label, sentence), (label, sentence)...] dataset\n    # by using each example as an anchor and selecting randomly a\n    # positive instance with the same label and a negative instance with a different label\n\n    # Pre-compute label groupings\n    label_to_indices = defaultdict(list)\n    for idx, label in enumerate(dataset[\"label\"]):\n        label_to_indices[label].append(idx)\n\n    # Filter out labels with < 2 samples\n    valid_labels = {k: v for k, v in label_to_indices.items() if len(v) >= 2}\n    other_labels_map = {k: [label for label in valid_labels if label != k] for k in valid_labels}\n\n    triplets = []\n    for idx, (text, label) in enumerate(zip(dataset[\"text\"], dataset[\"label\"])):\n        if label not in valid_labels:\n            continue\n\n        pos_idx = random.choice([i for i in valid_labels[label] if i != idx])\n        neg_label = random.choice(other_labels_map[label])\n        neg_idx = random.choice(valid_labels[neg_label])\n\n        triplets.append({\"anchor\": text, \"positive\": dataset[pos_idx][\"text\"], \"negative\": dataset[neg_idx][\"text\"]})\n\n    return Dataset.from_list(triplets)\n\n\n# You can specify any huggingface/transformers pre-trained model here, for example, bert-base-uncased, roberta-base, xlm-roberta-base\nmodel_name = \"all-distilroberta-v1\"\n\n# Create training dataset\nbatch_size = 32\noutput_path = \"output/finetune-batch-hard-trec-\" + model_name + \"-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\nnum_epochs = 1\n\nlogging.info(\"Loading TREC dataset\")\ntrain_set, dev_set, test_set = trec_dataset()\n\n# Load pretrained model\nlogging.info(\"Load model\")\nmodel = SentenceTransformer(model_name)\n\n\n# Triplet losses\n# There are 4 triplet loss variants:\n# - BatchHardTripletLoss\n# - BatchHardSoftMarginTripletLoss\n# - BatchSemiHardTripletLoss\n# - BatchAllTripletLoss\n\ntrain_loss = losses.BatchAllTripletLoss(model=model)\n# train_loss = losses.BatchHardTripletLoss(model=model)\n# train_loss = losses.BatchHardSoftMarginTripletLoss(model=model)\n# train_loss = losses.BatchSemiHardTripletLoss(model=model)\n\n\nlogging.info(\"Read TREC val dataset\")\ndev_evaluator = TripletEvaluator(\n    anchors=dev_set[\"anchor\"],\n    positives=dev_set[\"positive\"],\n    negatives=dev_set[\"negative\"],\n    name=\"trec_dev\",\n)\n\nlogging.info(\"Performance before fine-tuning:\")\nmodel.evaluate(dev_evaluator)\n\n\n# Prepare the training arguments\nargs = SentenceTransformerTrainingArguments(\n    output_dir=output_path,\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    # GROUP_BY_LABEL ensures each batch has at least 2 distinct labels with at least 2 samples per label\n    batch_sampler=BatchSamplers.GROUP_BY_LABEL,\n    eval_strategy=\"steps\",\n    eval_steps=0.2,\n    save_strategy=\"steps\",\n    save_steps=0.2,\n    logging_steps=0.1,\n)\n\n# Train the model\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_set,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# Load the stored model and evaluate its performance on TREC dataset\n\nlogging.info(\"Evaluating model on test set\")\ntest_evaluator = TripletEvaluator(\n    anchors=test_set[\"anchor\"],\n    positives=test_set[\"positive\"],\n    negatives=test_set[\"negative\"],\n    name=\"trec-test\",\n)\nmodel.evaluate(test_evaluator)\n\n# Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_path}/final\"\nmodel.save_pretrained(final_output_dir)\n\n# (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-trec\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-trec')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/other/training_gooaq_infonce_gor.py",
    "content": "\"\"\"\nThis script trains a sentence transformer using a combination of InfoNCE (via MultipleNegativesRankingLoss)\nand Global Orthogonal Regularization (GOR) loss. The combination helps learn embeddings that are both\ndiscriminative and well-distributed in the embedding space.\n\nThe script uses the GooAQ dataset (https://huggingface.co/datasets/sentence-transformers/gooaq), which contains\nquestion-answer pairs from Google's \"People Also Ask\" feature. The model learns to encode questions and answers\nsuch that matching pairs are close in embedding space.\n\nUsage:\npython training_gooaq_infonce_gor.py\n\"\"\"\n\nimport logging\nimport random\nimport traceback\nfrom collections.abc import Iterable\n\nimport torch\nfrom datasets import Dataset, load_dataset\nfrom torch import Tensor\n\nfrom sentence_transformers import (\n    SentenceTransformer,\n    SentenceTransformerModelCardData,\n    SentenceTransformerTrainer,\n    SentenceTransformerTrainingArguments,\n)\nfrom sentence_transformers.evaluation import InformationRetrievalEvaluator\nfrom sentence_transformers.losses.GlobalOrthogonalRegularizationLoss import GlobalOrthogonalRegularizationLoss\nfrom sentence_transformers.losses.MultipleNegativesRankingLoss import MultipleNegativesRankingLoss\nfrom sentence_transformers.training_args import BatchSamplers\nfrom sentence_transformers.util import cos_sim\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n\n# Define a custom loss that combines InfoNCE and Global Orthogonal Regularization\nclass InfoNCEGORLoss(torch.nn.Module):\n    \"\"\"\n    Combines MultipleNegativesRankingLoss (InfoNCE) with Global Orthogonal Regularization Loss.\n\n    This loss encourages the model to:\n    1. Learn discriminative embeddings where positive pairs are closer than negative pairs (InfoNCE)\n    2. Distribute embeddings more evenly across the embedding space to avoid mode collapse (GOR)\n    \"\"\"\n\n    def __init__(self, model: SentenceTransformer, similarity_fct=cos_sim, scale=20.0) -> None:\n        super().__init__()\n        self.model = model\n        self.info_nce_loss = MultipleNegativesRankingLoss(model, similarity_fct=similarity_fct, scale=scale)\n        self.gor_loss = GlobalOrthogonalRegularizationLoss(model, similarity_fct=similarity_fct)\n\n    def forward(\n        self,\n        sentence_features: Iterable[dict[str, Tensor]],\n        labels: Tensor | None = None,\n    ) -> dict[str, Tensor]:\n        embeddings = [self.model(sentence_feature)[\"sentence_embedding\"] for sentence_feature in sentence_features]\n        info_nce_loss: dict[str, Tensor] = {\n            \"info_nce\": self.info_nce_loss.compute_loss_from_embeddings(embeddings, labels)\n        }\n        gor_loss: dict[str, Tensor] = self.gor_loss.compute_loss_from_embeddings(embeddings, labels)\n        return {**info_nce_loss, **gor_loss}\n\n\n# Model and training parameters\nmodel_name = \"microsoft/mpnet-base\"\nnum_train_samples = 100_000\nnum_eval_samples = 10_000\ntrain_batch_size = 64\nnum_epochs = 1\n\n# 1. Load a model to finetune with optional model card data\nlogging.info(f\"Loading model: {model_name}\")\nmodel = SentenceTransformer(\n    model_name,\n    model_card_data=SentenceTransformerModelCardData(\n        language=\"en\",\n        license=\"apache-2.0\",\n        model_name=\"MPNet base trained on GooAQ using InfoNCE + Global Orthogonal Regularization\",\n    ),\n)\n\n# 2. Load the GooAQ dataset: https://huggingface.co/datasets/sentence-transformers/gooaq\nlogging.info(\"Loading GooAQ dataset\")\ndataset = load_dataset(\"sentence-transformers/gooaq\", split=\"train\").select(range(num_train_samples))\ndataset = dataset.add_column(\"id\", range(len(dataset)))\ndataset_dict = dataset.train_test_split(test_size=num_eval_samples, seed=12)\ntrain_dataset: Dataset = dataset_dict[\"train\"]\neval_dataset: Dataset = dataset_dict[\"test\"]\nlogging.info(f\"Train dataset size: {len(train_dataset)}\")\nlogging.info(f\"Eval dataset size: {len(eval_dataset)}\")\n\n# 3. Define the loss function\nloss = InfoNCEGORLoss(model)\n\n# 4. (Optional) Create an evaluator for use during training\n# We create a small corpus for evaluation to measure retrieval performance\nlogging.info(\"Creating evaluation corpus\")\nrandom.seed(12)\nqueries = dict(zip(eval_dataset[\"id\"], eval_dataset[\"question\"]))\n# Use only the answers that correspond to the evaluation queries for a focused evaluation\ncorpus = {qid: dataset[qid][\"answer\"] for qid in queries}\nrelevant_docs = {qid: {qid} for qid in eval_dataset[\"id\"]}\n\ndev_evaluator = InformationRetrievalEvaluator(\n    corpus=corpus,\n    queries=queries,\n    relevant_docs=relevant_docs,\n    show_progress_bar=True,\n    name=\"gooaq-dev\",\n)\n\n# Evaluate the base model before training\nlogging.info(\"Performance before fine-tuning:\")\ndev_evaluator(model)\n\n# 5. Define the training arguments\nshort_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\nrun_name = f\"{short_model_name}-gooaq-infonce-gor\"\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=f\"models/{run_name}\",\n    # Optional training parameters:\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=train_batch_size,\n    per_device_eval_batch_size=train_batch_size,\n    learning_rate=2e-5,\n    warmup_ratio=0.1,\n    fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=True,  # Set to True if you have a GPU that supports BF16\n    # Use NO_DUPLICATES to ensure each batch has unique samples, which benefits MultipleNegativesRankingLoss\n    batch_sampler=BatchSamplers.NO_DUPLICATES,\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=50,\n    logging_first_step=True,\n    run_name=run_name,  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create a trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset.remove_columns(\"id\"),\n    eval_dataset=eval_dataset.remove_columns(\"id\"),\n    loss=loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the trained model on the test set\nlogging.info(\"Evaluating trained model\")\ndev_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"models/{run_name}/final\"\nmodel.save_pretrained(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\ntry:\n    model.push_to_hub(run_name)\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/other/training_multi-task.py",
    "content": "\"\"\"\nThis is an example how to train SentenceTransformers in a multi-task setup.\n\nThe system trains BERT on the AllNLI and on the STSbenchmark dataset.\n\"\"\"\n\nimport logging\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.losses import CosineSimilarityLoss, SoftmaxLoss\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import MultiDatasetBatchSamplers, SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n# Read the dataset\nmodel_name = \"bert-base-uncased\"\nnum_train_epochs = 1\nbatch_size = 16\noutput_dir = \"output/training_multi-task_\" + model_name + \"-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n\n# 1. Here we define our SentenceTransformer model. If not already a Sentence Transformer model, it will automatically\n# create one with \"mean\" pooling.\nmodel = SentenceTransformer(model_name)\n# If we want, we can limit the maximum sequence length for the model\n# model.max_seq_length = 75\nlogging.info(model)\n\n# 2a. Load the AllNLI dataset: https://huggingface.co/datasets/sentence-transformers/all-nli\nnli_train_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair-class\", split=\"train\")\nnli_eval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair-class\", split=\"dev\").select(range(1000))\nlogging.info(nli_train_dataset)\n\n# 2b. Load the STSB dataset: https://huggingface.co/datasets/sentence-transformers/stsb\nstsb_train_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"train\")\nstsb_eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\nstsb_test_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\nlogging.info(stsb_train_dataset)\n\n# 3. Define our training losses\n# 3a. SoftmaxLoss for the NLI data (sentence_A, sentence_B, class), see also https://sbert.net/docs/training/loss_overview.html\ntrain_loss_nli = SoftmaxLoss(\n    model=model, sentence_embedding_dimension=model.get_sentence_embedding_dimension(), num_labels=3\n)\n# 3b. CosineSimilarityLoss for the STSB data (sentence_A, sentence_B, similarity score between 0 and 1)\ntrain_loss_sts = CosineSimilarityLoss(model=model)\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=stsb_eval_dataset[\"sentence1\"],\n    sentences2=stsb_eval_dataset[\"sentence2\"],\n    scores=stsb_eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_train_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    # With ROUND_ROBIN you'll sample the same amount from each dataset, until one of the multi-datasets is exhausted\n    # The alternative is PROPORTIONAL, which samples from each dataset in proportion to the dataset size,\n    # but that will lead to a lot of samples from the larger dataset (AllNLI in this case)\n    multi_dataset_batch_sampler=MultiDatasetBatchSamplers.ROUND_ROBIN,\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"multi-task\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset={\n        \"all-nli\": nli_train_dataset,\n        \"sts\": stsb_train_dataset,\n    },\n    eval_dataset={\n        \"all-nli\": nli_eval_dataset,\n        \"sts\": stsb_eval_dataset,\n    },\n    loss={\n        \"all-nli\": train_loss_nli,\n        \"sts\": train_loss_sts,\n    },\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=stsb_test_dataset[\"sentence1\"],\n    sentences2=stsb_test_dataset[\"sentence2\"],\n    scores=stsb_test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-multi-task\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-multi-task')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/other/training_wikipedia_sections.py",
    "content": "\"\"\"\nThis script trains sentence transformers with a triplet loss function.\n\nAs corpus, we use the wikipedia sections dataset that was describd by Dor et al., 2018, Learning Thematic Similarity Metric Using Triplet Networks.\n\"\"\"\n\nimport logging\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.evaluation import TripletEvaluator\nfrom sentence_transformers.losses import TripletLoss\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n# You can specify any huggingface/transformers pre-trained model here, for example, bert-base-uncased, roberta-base, xlm-roberta-base\nmodel_name = \"distilbert-base-uncased\"\nbatch_size = 16\nnum_train_epochs = 1\n\noutput_dir = \"output/training-wikipedia-sections-\" + model_name + \"-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n\n# 1. Here we define our SentenceTransformer model. If not already a Sentence Transformer model, it will automatically\n# create one with \"mean\" pooling.\nmodel = SentenceTransformer(model_name)\n# If we want, we can limit the maximum sequence length for the model\n# model.max_seq_length = 75\nlogging.info(model)\n\n# 2. Load the Wikipedia-Sections dataset: https://huggingface.co/datasets/sentence-transformers/wikipedia-sections\ntrain_dataset = load_dataset(\"sentence-transformers/wikipedia-sections\", \"triplet\", split=\"train\").select(\n    range(10_000)\n)\neval_dataset = load_dataset(\"sentence-transformers/wikipedia-sections\", \"triplet\", split=\"validation\").select(\n    range(1000)\n)\ntest_dataset = load_dataset(\"sentence-transformers/wikipedia-sections\", \"triplet\", split=\"test\").select(range(1000))\nlogging.info(train_dataset)\n\n# 3. Define our training loss\n# TripletLoss (https://sbert.net/docs/package_reference/sentence_transformer/losses.html#tripletloss) needs three text columns\ntrain_loss = TripletLoss(model)\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\ndev_evaluator = TripletEvaluator(\n    anchors=eval_dataset[:1000][\"anchor\"],\n    positives=eval_dataset[:1000][\"positive\"],\n    negatives=eval_dataset[:1000][\"negative\"],\n    name=\"wikipedia-sections-dev\",\n)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_train_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"wikipedia-sections-triplet\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_evaluator = TripletEvaluator(\n    anchors=test_dataset[\"anchor\"],\n    positives=test_dataset[\"positive\"],\n    negatives=test_dataset[\"negative\"],\n    name=\"wikipedia-sections-test\",\n)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-wikipedia-sections-triplet\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-wikipedia-sections-triplet')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/paraphrases/README.md",
    "content": "# Paraphrase Data\n\n```{eval-rst}\nIn our paper `Making Monolingual Sentence Embeddings Multilingual using Knowledge Distillation <https://huggingface.co/papers/2004.09813>`_, we showed that paraphrase data together with :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss` is a powerful combination to learn sentence embeddings models. Read `NLI > MultipleNegativesRankingLoss <../nli/README.html#multiplenegativesrankingloss>`_ for more information on this loss function.\n```\n\nThe [training.py](training.py) script loads various datasets from the [Dataset Overview](../../../../docs/sentence_transformer/dataset_overview.md#pre-existing-datasets). We construct batches by sampling examples from the respective dataset. So far, examples are not mixed between the datasets, i.e., a batch consists only of examples from a single dataset.\n\nAs the dataset sizes are quite different in size, we perform [round-robin sampling](../../../../docs/package_reference/sentence_transformer/sampler.md#sentence_transformers.training_args.MultiDatasetBatchSamplers) to train using the same amount of batches from each dataset.\n\n## Pre-Trained Models\n\nHave a look at [pre-trained models](../../../../docs/sentence_transformer/pretrained_models.md) to view all models that were trained on these paraphrase datasets.\n\n- [paraphrase-MiniLM-L12-v2](https://huggingface.co/sentence-transformers/paraphrase-MiniLM-L12-v2) - Trained on the following datasets: AllNLI, sentence-compression, SimpleWiki, altlex, msmarco-triplets, quora_duplicates, coco_captions,flickr30k_captions, yahoo_answers_title_question, S2ORC_citation_pairs, stackexchange_duplicate_questions, wiki-atomic-edits\n- [paraphrase-distilroberta-base-v2](https://huggingface.co/sentence-transformers/paraphrase-distilroberta-base-v2) - Trained on the following datasets: AllNLI, sentence-compression, SimpleWiki, altlex, msmarco-triplets, quora_duplicates, coco_captions,flickr30k_captions, yahoo_answers_title_question, S2ORC_citation_pairs, stackexchange_duplicate_questions, wiki-atomic-edits\n- [paraphrase-distilroberta-base-v1](https://huggingface.co/sentence-transformers/paraphrase-distilroberta-base-v1) - Trained on the following datasets: AllNLI, sentence-compression, SimpleWiki, altlex, quora_duplicates, wiki-atomic-edits, wiki-split\n- [paraphrase-xlm-r-multilingual-v1](https://huggingface.co/sentence-transformers/paraphrase-xlm-r-multilingual-v1) - Multilingual version of paraphrase-distilroberta-base-v1, trained on parallel data for 50+ languages. (Teacher: [paraphrase-distilroberta-base-v1](https://huggingface.co/sentence-transformers/paraphrase-distilroberta-base-v1), Student: [xlm-r-base](https://huggingface.co/FacebookAI/xlm-roberta-base))\n"
  },
  {
    "path": "examples/sentence_transformer/training/paraphrases/training.py",
    "content": "\"\"\"\nNote: This script was modified with the v3 release of Sentence Transformers.\nAs a result, it does not produce exactly the same behaviour as the original script.\n\"\"\"\n\nimport logging\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.losses import MultipleNegativesRankingLoss\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import (\n    BatchSamplers,\n    MultiDatasetBatchSamplers,\n    SentenceTransformerTrainingArguments,\n)\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\nmodel_name = \"distilroberta-base\"\nnum_epochs = 1\nbatch_size = 128\nmax_seq_length = 128\n\n# Save path of the model\noutput_dir = (\n    \"output/training_paraphrases_\" + model_name.replace(\"/\", \"-\") + \"-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n)\n\n# 2. Load some training dataset from: https://huggingface.co/datasets?other=sentence-transformers\n# Notably, we are looking for datasets compatible with MultipleNegativesRankingLoss, which accepts\n# triplets of sentences (anchor, positive, negative) and pairs of sentences (anchor, positive).\nall_nli_train_dataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"train\")\nsentence_compression_train_dataset = load_dataset(\"sentence-transformers/sentence-compression\", split=\"train\")\nsimple_wiki_train_dataset = load_dataset(\"sentence-transformers/simple-wiki\", split=\"train\")\naltlex_train_dataset = load_dataset(\"sentence-transformers/altlex\", split=\"train\")\nquora_train_dataset = load_dataset(\"sentence-transformers/quora-duplicates\", \"triplet\", split=\"train\")\ncoco_train_dataset = load_dataset(\"sentence-transformers/coco-captions\", split=\"train\")\nflickr_train_dataset = load_dataset(\"sentence-transformers/flickr30k-captions\", split=\"train\")\nyahoo_answers_train_dataset = load_dataset(\n    \"sentence-transformers/yahoo-answers\", \"title-question-answer-pair\", split=\"train\"\n)\nstack_exchange_train_dataset = load_dataset(\n    \"sentence-transformers/stackexchange-duplicates\", \"title-title-pair\", split=\"train\"\n)\n\ntrain_dataset_dict = {\n    \"all-nli\": all_nli_train_dataset,\n    \"sentence-compression\": sentence_compression_train_dataset,\n    \"simple-wiki\": simple_wiki_train_dataset,\n    \"altlex\": altlex_train_dataset,\n    \"quora-duplicates\": quora_train_dataset,\n    \"coco-captions\": coco_train_dataset,\n    \"flickr30k-captions\": flickr_train_dataset,\n    \"yahoo-answers\": yahoo_answers_train_dataset,\n    \"stack-exchange\": stack_exchange_train_dataset,\n}\nprint(train_dataset_dict)\n\n# 1. Here we define our SentenceTransformer model. If not already a Sentence Transformer model, it will automatically\n# create one with \"mean\" pooling.\nmodel = SentenceTransformer(model_name)\n# If we want, we can limit the maximum sequence length for the model\nmodel.max_seq_length = max_seq_length\nlogging.info(model)\n\n# 3. Define our training loss\ntrain_loss = MultipleNegativesRankingLoss(model)\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\nstsb_eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=stsb_eval_dataset[\"sentence1\"],\n    sentences2=stsb_eval_dataset[\"sentence2\"],\n    scores=stsb_eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n    # We can use ROUND_ROBIN or PROPORTIONAL - to avoid focusing too much on one dataset, we will\n    # use round robin, which samples the same amount of batches from each dataset, until one dataset is empty\n    multi_dataset_batch_sampler=MultiDatasetBatchSamplers.ROUND_ROBIN,\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=1000,\n    save_strategy=\"steps\",\n    save_steps=1000,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"paraphrases-multi\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset_dict,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-paraphrases-multi\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-paraphrases-multi')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/peft/README.md",
    "content": "# Training with PEFT Adapters\n\nSentence Transformers has been integrated with [PEFT](https://huggingface.co/docs/peft/en/index) (Parameter-Efficient Fine-Tuning), allowing you to finetune embedding models without fine-tuning all of the model parameters. Instead, with PEFT methods you are only finetuning a fraction of (extra) model parameters with only a minor hit in performance compared to full model finetuning.\n\nFor high-throughput LoRA/QLoRA training with long context and additional optimizations, you can also use the [Unsloth-based training examples](../unsloth/README.md), which build on top of Sentence Transformers via `FastSentenceTransformer`.\n\nPEFT Adapter models can be loaded just like any others, for example [tomaarsen/bert-base-uncased-gooaq-peft](https://huggingface.co/tomaarsen/bert-base-uncased-gooaq-peft) which does not contain a `model.safetensors` but only a tiny `adapter_model.safetensors`:\n\n```python\nfrom sentence_transformers import SentenceTransformer\n\n# Download from the 🤗 Hub\nmodel = SentenceTransformer(\"tomaarsen/bert-base-uncased-gooaq-peft\")\n# Run inference\nsentences = [\n    \"is toprol xl the same as metoprolol?\",\n    \"Metoprolol succinate is also known by the brand name Toprol XL. It is the extended-release form of metoprolol. Metoprolol succinate is approved to treat high blood pressure, chronic chest pain, and congestive heart failure.\",\n    \"Metoprolol starts to work after about 2 hours, but it can take up to 1 week to fully take effect. You may not feel any different when you take metoprolol, but this doesn't mean it's not working. It's important to keep taking your medicine\"\n]\nembeddings = model.encode(sentences)\nprint(embeddings.shape)\n# [3, 768]\n\n# Get the similarity scores for the embeddings\nsimilarities = model.similarity(embeddings[0], embeddings[1:])\nprint(similarities)\n# tensor([[0.7913, 0.4976]])\n```\n\n## Compatibility Methods\n\n```{eval-rst}\nThe :class:`~sentence_transformers.SentenceTransformer` supports 7 methods for interacting with the PEFT Adapters:\n\n   * :meth:`~sentence_transformers.SentenceTransformer.add_adapter`: Adds a fresh new adapter to the current model for training.\n   * :meth:`~sentence_transformers.SentenceTransformer.load_adapter`: Load adapter weights from a file or Hugging Face Hub repository.\n   * :meth:`~sentence_transformers.SentenceTransformer.active_adapters`: Gets the current active adapters.\n   * :meth:`~sentence_transformers.SentenceTransformer.set_adapter`: Tell your model to use a specific adapter and disable all others.\n   * :meth:`~sentence_transformers.SentenceTransformer.enable_adapters`: Enable all adapters.\n   * :meth:`~sentence_transformers.SentenceTransformer.disable_adapters`: Disable all adapters.\n   * :meth:`~sentence_transformers.SentenceTransformer.get_adapter_state_dict`: Get the adapter state dict with the weights.\n   * :meth:`~sentence_transformers.SentenceTransformer.delete_adapter`: Delete an adapter from the model.\n\n```\n\n## Adding a New Adapter\n\n```{eval-rst}\nAdding a new adapter to a model is as simple as calling :meth:`~sentence_transformers.SentenceTransformer.add_adapter` with a (subclass of) :class:`~peft.PeftConfig` on an initialized Sentence Transformer model. In the following example, we use a :class:`~peft.LoraConfig` instance.\n```\n\n```python\nfrom sentence_transformers import SentenceTransformer\n\n# 1. Load a model to finetune with 2. (Optional) model card data\nmodel = SentenceTransformer(\n    \"all-MiniLM-L6-v2\",\n    model_card_data=SentenceTransformerModelCardData(\n        language=\"en\",\n        license=\"apache-2.0\",\n        model_name=\"all-MiniLM-L6-v2 adapter finetuned on GooAQ pairs\",\n    ),\n)\n\n# 3. Create a LoRA adapter for the model & add it\npeft_config = LoraConfig(\n    task_type=TaskType.FEATURE_EXTRACTION,\n    inference_mode=False,\n    r=64,\n    lora_alpha=128,\n    lora_dropout=0.1,\n)\nmodel.add_adapter(peft_config)\n\n# Proceed as usual... See https://sbert.net/docs/sentence_transformer/training_overview.html\n```\n\n## Loading a Pretrained Adapter\n\nWe've created a small adapter model called [tomaarsen/bert-base-uncased-gooaq-peft](https://huggingface.co/tomaarsen/bert-base-uncased-gooaq-peft) on top of the [bert-base-uncased](https://huggingface.co/bert-base-uncased) base model.\n\nThe `adapter_model.safetensors` is 9.44MB, only 2.14% of the size of the base model's `model.safetensors`. To load an adapter model like this one, you can either load this adapter directly:\n\n```python\nfrom sentence_transformers import SentenceTransformer\n\nmodel = SentenceTransformer(\"tomaarsen/bert-base-uncased-gooaq-peft\")\nembeddings = model.encode([\"This is an example sentence\", \"Each sentence is converted\"])\nprint(embeddings.shape)\n# (2, 768)\n```\n\nOr you can load the base model and load the adapter into it:\n\n```python\nfrom sentence_transformers import SentenceTransformer\n\nmodel = SentenceTransformer(\"bert-base-uncased\")\nmodel.load_adapter(\"tomaarsen/bert-base-uncased-gooaq-peft\")\nembeddings = model.encode([\"This is an example sentence\", \"Each sentence is converted\"])\nprint(embeddings.shape)\n# (2, 768)\n```\n\nIn most cases, the former is easiest, as it will work regardless of whether the model is an adapter model or not.\n\n## Training Script\n\nSee the following example file for a full example of how PEFT can be used with Sentence Transformers:\n\n- **[training_gooaq_lora.py](training_gooaq_lora.py)**: This is a simple recipe for finetuning [bert-base-uncased](https://huggingface.co/google-bert/bert-base-uncased) on the GooAQ question-answer dataset with the excellent MultipleNegativesRankingLoss, but it has been adapted to use a [LoRA adapter](https://huggingface.co/docs/peft/en/package_reference/lora) from PEFT.\n\nThis script was used to train [tomaarsen/bert-base-uncased-gooaq-peft](https://huggingface.co/tomaarsen/bert-base-uncased-gooaq-peft), which reached 0.4705 NDCG@10 on the NanoBEIR benchmark; only marginally behind [tomaarsen/bert-base-uncased-gooaq](https://huggingface.co/tomaarsen/bert-base-uncased-gooaq) which scores 0.4728 NDCG@10 with a modified script that uses full model finetuning.\n\nFor a similar GooAQ recipe implemented with Unsloth and `FastSentenceTransformer`, see [training_gooaq_unsloth.py](../unsloth/training_gooaq_unsloth.py). For a larger medical retrieval example using `google/embeddinggemma-300m` and MIRIAD, see [training_medical_unsloth.py](../unsloth/training_medical_unsloth.py).\n"
  },
  {
    "path": "examples/sentence_transformer/training/peft/training_gooaq_lora.py",
    "content": "import logging\nimport sys\nimport traceback\n\nfrom datasets import Dataset, load_dataset\nfrom peft import LoraConfig, TaskType\n\nfrom sentence_transformers import (\n    SentenceTransformer,\n    SentenceTransformerModelCardData,\n    SentenceTransformerTrainer,\n    SentenceTransformerTrainingArguments,\n)\nfrom sentence_transformers.evaluation import NanoBEIREvaluator\nfrom sentence_transformers.losses import CachedMultipleNegativesRankingLoss\nfrom sentence_transformers.training_args import BatchSamplers\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n# You can specify any Hugging Face pre-trained model here, for example, bert-base-uncased, roberta-base, xlm-roberta-base\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"bert-base-uncased\"\nmodel_name_only = model_name.split(\"/\")[-1]\n\n# 1. Load a model to finetune with 2. (Optional) model card data\nmodel = SentenceTransformer(\n    model_name,\n    model_card_data=SentenceTransformerModelCardData(\n        language=\"en\",\n        license=\"apache-2.0\",\n        model_name=f\"{model_name_only} adapter finetuned on GooAQ pairs\",\n    ),\n)\n\n# Create a LoRA adapter for the model\npeft_config = LoraConfig(\n    task_type=TaskType.FEATURE_EXTRACTION,\n    inference_mode=False,\n    r=64,\n    lora_alpha=128,\n    lora_dropout=0.1,\n)\nmodel.add_adapter(peft_config)\n\n# 3. Load a dataset to finetune on\ndataset = load_dataset(\"sentence-transformers/gooaq\", split=\"train\")\ndataset_dict = dataset.train_test_split(test_size=10_000, seed=12)\ntrain_dataset: Dataset = dataset_dict[\"train\"].select(range(1_000_000))\neval_dataset: Dataset = dataset_dict[\"test\"]\n\n# 4. Define a loss function\nloss = CachedMultipleNegativesRankingLoss(model, mini_batch_size=32)\n\n# 5. (Optional) Specify training arguments\nrun_name = f\"{model_name_only}-gooaq-peft\"\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=f\"models/{run_name}\",\n    # Optional training parameters:\n    num_train_epochs=1,\n    per_device_train_batch_size=1024,\n    per_device_eval_batch_size=1024,\n    learning_rate=2e-5,\n    warmup_ratio=0.1,\n    fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=True,  # Set to True if you have a GPU that supports BF16\n    batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=25,\n    logging_first_step=True,\n    run_name=run_name,  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. (Optional) Create an evaluator & evaluate the base model\n# The full corpus, but only the evaluation queries\ndev_evaluator = NanoBEIREvaluator()\ndev_evaluator(model)\n\n# 7. Create a trainer & train\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# (Optional) Evaluate the trained model on the evaluator after training\ndev_evaluator(model)\n\n# 8. Save the trained model\nfinal_output_dir = f\"models/{run_name}/final\"\nmodel.save_pretrained(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\ntry:\n    model.push_to_hub(run_name)\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/prompts/README.md",
    "content": "# Training with Prompts\n\n## What are Prompts?\n\nMany modern embedding models are trained with \"instructions\" or \"prompts\" following the [INSTRUCTOR paper](https://huggingface.co/papers/2212.09741). These prompts are strings, prefixed to each text to be embedded, allowing the model to distinguish between different types of text.\n\nFor example, the [mixedbread-ai/mxbai-embed-large-v1](https://huggingface.co/mixedbread-ai/mxbai-embed-large-v1) model was trained with `Represent this sentence for searching relevant passages: ` as the prompt for all queries. This prompt is stored in the [model configuration](https://huggingface.co/mixedbread-ai/mxbai-embed-large-v1/blob/main/config_sentence_transformers.json) under the prompt name `\"query\"`, so users can specify that `prompt_name` in `model.encode`:\n\n```python\nfrom sentence_transformers import SentenceTransformer\n\nmodel = SentenceTransformer(\"mixedbread-ai/mxbai-embed-large-v1\")\nquery_embedding = model.encode(\"What are Pandas?\", prompt_name=\"query\")\n# or\n# query_embedding = model.encode(\"What are Pandas?\", prompt=\"Represent this sentence for searching relevant passages: \")\ndocument_embeddings = model.encode([\n    \"Pandas is a software library written for the Python programming language for data manipulation and analysis.\",\n    \"Pandas are a species of bear native to South Central China. They are also known as the giant panda or simply panda.\",\n    \"Koala bears are not actually bears, they are marsupials native to Australia.\",\n])\nsimilarity = model.similarity(query_embedding, document_embeddings)\nprint(similarity)\n# => tensor([[0.7594, 0.7560, 0.4674]])\n```\n\nSee [Prompt Templates](https://sbert.net/examples/applications/computing-embeddings/README.html#prompt-templates) for more information about inference with prompts.\n\n## Why would we train with Prompts?\n\nThe [INSTRUCTOR paper](https://huggingface.co/papers/2212.09741) showed that adding prompts or instructions before each text could improve model performance by an average of ~6%, with major gains especially for classification, clustering, and semantic textual similarity. Note that the performance improvements for retrieval are notably lower at 0.4% and 2.7% for small and large models, respectively.\n\n<div align=\"center\">\n<img src=\"https://huggingface.co/tomaarsen/mpnet-base-nq-prompts/resolve/main/instructor.png\" alt=\"instructor results\" width=\"720\"/>\n</div>\n\nMore recently, the [BGE paper](https://huggingface.co/papers/2309.07597) showed similar findings, showing about a 1.4% performance increase for retrieval if the query is prefixed with `Represent this sentence for searching relevant passages: `. The authors conclude that using instructions may substantially contribute to the quality of task-specific fine-tuning.\n\n<div align=\"center\">\n<img src=\"https://huggingface.co/tomaarsen/mpnet-base-nq-prompts/resolve/main/bge.png\" alt=\"bge results\" width=\"720\"/>\n</div>\n\nIn essence, using instructions or prompts allows for improved performance as long as they are used both during training and inference.\n\n## How do we train with Prompts?\n\n```{eval-rst}\nSince the v3.3.0 Sentence Transformers release, it's possible to finetune embedding models with prompts using the ``prompts`` argument in the :class:`~sentence_transformers.training_args.SentenceTransformerTrainingArguments` class. There are 4 separate accepted formats for this argument:\n\n1. ``str``: A single prompt to use for all columns in all datasets. For example::\n\n    args = SentenceTransformerTrainingArguments(\n        ...,\n        prompts=\"text: \",\n        ...,\n    )\n2. ``Dict[str, str]``: A dictionary mapping column names to prompts, applied to all datasets. For example::\n\n    args = SentenceTransformerTrainingArguments(\n        ...,\n        prompts={\n            \"query\": \"query: \",\n            \"answer\": \"document: \",\n        },\n        ...,\n    )\n3. ``Dict[str, str]``: A dictionary mapping dataset names to prompts. This should only be used if your training/evaluation/test datasets are a :class:`~datasets.DatasetDict` or a dictionary of :class:`~datasets.Dataset`. For example::\n\n    args = SentenceTransformerTrainingArguments(\n        ...,\n        prompts={\n            \"stsb\": \"Represent this text for semantic similarity search: \",\n            \"nq\": \"Represent this text for retrieval: \",\n        },\n        ...,\n    )\n4. ``Dict[str, Dict[str, str]]``: A dictionary mapping dataset names to dictionaries mapping column names to prompts. This should only be used if your training/evaluation/test datasets are a :class:`~datasets.DatasetDict` or a dictionary of :class:`~datasets.Dataset`. For example::\n\n    args = SentenceTransformerTrainingArguments(\n        ...,\n        prompts={\n            \"stsb\": {\n                \"sentence1\": \"sts: \",\n                \"sentence2\": \"sts: \",\n            },\n            \"nq\": {\n                \"query\": \"query: \",\n                \"document\": \"document: \",\n            },\n        },\n        ...,\n    )\n\nAdditionally, some research papers (`INSTRUCTOR <https://huggingface.co/papers/2212.09741>`_, `NV-Embed <https://huggingface.co/papers/2405.17428>`_) exclude the prompt from the mean pooling step, such that it's only used in the Transformer blocks. In Sentence Transformers, this can be configured with the ``include_prompt`` argument/attribute in the :class:`~sentence_transformers.models.Pooling` module or via the :meth:`SentenceTransformer.set_pooling_include_prompt() <sentence_transformers.SentenceTransformer.set_pooling_include_prompt>` method. In my personal experience, models that include the prompt in the pooling tend to perform better.\n```\n\n### Training Script\n\n```{eval-rst}\nSee the following script as an example of how to train with prompts in practice:\n\n* `training_nq_prompts.py <https://github.com/huggingface/sentence-transformers/blob/main/examples/sentence_transformer/training/prompts/training_nq_prompts.py>`_: This script finetunes `mpnet-base <https://huggingface.co/microsoft/mpnet-base>`_ on 100k query-answer pairs from the `natural-questions <https://huggingface.co/datasets/sentence-transformers/natural-questions>`_ dataset using the :class:`~sentence_transformers.losses.CachedMultipleNegativesRankingLoss` loss. The model is evaluated during training using the :class:`~sentence_transformers.evaluation.NanoBEIREvaluator`.\n\nThis script has two variables that affect 1) whether prompts are used and 2) whether prompts are included in the pooling. I have finetuned both ``mpnet-base`` and ``bert-base-uncased`` under the various different settings, resulting in a 0.66% and 0.90% relative improvements on ``NDCG@10`` at no extra cost.\n\n.. tab:: Experiments with ``mpnet-base``\n\n    Running the script under various settings resulted in these checkpoints:\n\n    * `tomaarsen/mpnet-base-nq <https://huggingface.co/tomaarsen/mpnet-base-nq>`_\n    * `tomaarsen/mpnet-base-nq-prompts <https://huggingface.co/tomaarsen/mpnet-base-nq-prompts>`_\n\n    .. note::\n    \n        ``mpnet-base`` seems to be a tad unstable when training with prompts and excluding those prompts in the pooling: the loss spikes at some point, an effect not observed with e.g. ``bert-base-uncased``.\n\n    For these two models, the model trained with prompts consistently outperforms the baseline model all throughout training:\n\n    .. raw:: html\n\n        <img src=\"https://huggingface.co/tomaarsen/mpnet-base-nq-prompts/resolve/main/mpnet_base_nq_nanobeir.png\" alt=\"NanoBEIR results of mpnet-base-nq vs mpnet-base-nq-prompts\" width=\"480\"/>\n\n    Additionally, the model trained with prompts includes these prompts in the training dataset details in the automatically generated model card: `tomaarsen/mpnet-base-nq-prompts#natural-questions <https://huggingface.co/tomaarsen/mpnet-base-nq-prompts#natural-questions>`_.\n\n    .. important::\n        If you train with prompts, then it's heavily recommended to store prompts in the model configuration as a mapping of prompt names to prompt strings. You can do this by initializing the :class:`~sentence_transformers.SentenceTransformer` with a ``prompts`` dictionary before saving it, updating the ``model.prompts`` of a loaded model before saving it, and/or updating the `config_sentence_transformers.json <https://huggingface.co/tomaarsen/mpnet-base-nq-prompts/blob/main/config_sentence_transformers.json>`_ file of the saved model.\n\n    After adding the prompts in the model configuration, the final usage of the prompt-trained model becomes::\n\n        from sentence_transformers import SentenceTransformer\n\n        model = SentenceTransformer(\"tomaarsen/mpnet-base-nq-prompts\")\n        query_embedding = model.encode(\"What are Pandas?\", prompt_name=\"query\")\n        document_embeddings = model.encode([\n            \"Pandas is a software library written for the Python programming language for data manipulation and analysis.\",\n            \"Pandas are a species of bear native to South Central China. They are also known as the giant panda or simply panda.\",\n            \"Koala bears are not actually bears, they are marsupials native to Australia.\",\n            ],\n            prompt_name=\"document\",\n        )\n        similarity = model.similarity(query_embedding, document_embeddings)\n        print(similarity)\n        # => tensor([[0.4725, 0.7339, 0.4369]])\n\n.. tab:: Experiments with ``bert-base-uncased``\n\n    Running the script under various settings resulted in these checkpoints:\n\n    * `tomaarsen/bert-base-nq <https://huggingface.co/tomaarsen/bert-base-nq>`_\n    * `tomaarsen/bert-base-nq-prompts <https://huggingface.co/tomaarsen/bert-base-nq-prompts>`_\n    * `tomaarsen/bert-base-nq-prompts-exclude-pooling-prompts <https://huggingface.co/tomaarsen/bert-base-nq-prompts-exclude-pooling-prompts>`_\n\n    For these three models, the model trained with prompts consistently outperforms the baseline model all throughout training, except for the very first evaluation. The model that excludes the prompt in the mean pooling consistently performs notably worse than either of the other two.\n\n    .. raw:: html\n\n        <img src=\"https://huggingface.co/tomaarsen/mpnet-base-nq-prompts/resolve/main/bert_base_nq_nanobeir.png\" alt=\"NanoBEIR results\" width=\"480\"/>\n\n    Additionally, the model trained with prompts includes these prompts in the training dataset details in the automatically generated model card: `tomaarsen/bert-base-nq-prompts#natural-questions <https://huggingface.co/tomaarsen/bert-base-nq-prompts#natural-questions>`_.\n    \n    .. important::\n        If you train with prompts, then it's heavily recommended to store prompts in the model configuration as a mapping of prompt names to prompt strings. You can do this by initializing the :class:`~sentence_transformers.SentenceTransformer` with a ``prompts`` dictionary before saving it, updating the ``model.prompts`` of a loaded model before saving it, and/or updating the `config_sentence_transformers.json <https://huggingface.co/tomaarsen/mpnet-base-nq-prompts/blob/main/config_sentence_transformers.json>`_ file of the saved model.\n\n    After adding the prompts in the model configuration, the final usage of the prompt-trained model becomes::\n    \n        from sentence_transformers import SentenceTransformer\n\n        model = SentenceTransformer(\"tomaarsen/bert-base-nq-prompts\")\n        query_embedding = model.encode(\"What are Pandas?\", prompt_name=\"query\")\n        document_embeddings = model.encode([\n            \"Pandas is a software library written for the Python programming language for data manipulation and analysis.\",\n            \"Pandas are a species of bear native to South Central China. They are also known as the giant panda or simply panda.\",\n            \"Koala bears are not actually bears, they are marsupials native to Australia.\",\n            ],\n            prompt_name=\"document\",\n        )\n        similarity = model.similarity(query_embedding, document_embeddings)\n        print(similarity)\n        # => tensor([[0.3955, 0.8226, 0.5706]])\n```\n"
  },
  {
    "path": "examples/sentence_transformer/training/prompts/training_nq_prompts.py",
    "content": "# See https://huggingface.co/collections/tomaarsen/training-with-prompts-672ce423c85b4d39aed52853 for some already trained models\n\nimport logging\nimport random\n\nimport numpy\nimport torch\nfrom datasets import Dataset, load_dataset\n\nfrom sentence_transformers import (\n    SentenceTransformer,\n    SentenceTransformerModelCardData,\n    SentenceTransformerTrainer,\n    SentenceTransformerTrainingArguments,\n)\nfrom sentence_transformers.evaluation import NanoBEIREvaluator\nfrom sentence_transformers.losses import CachedMultipleNegativesRankingLoss\nfrom sentence_transformers.training_args import BatchSamplers\n\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\nrandom.seed(12)\ntorch.manual_seed(12)\nnumpy.random.seed(12)\n\n# Feel free to adjust these variables:\nuse_prompts = True\ninclude_prompts_in_pooling = True\n\n# 1. Load a model to finetune with 2. (Optional) model card data\nmodel = SentenceTransformer(\n    \"microsoft/mpnet-base\",\n    model_card_data=SentenceTransformerModelCardData(\n        language=\"en\",\n        license=\"apache-2.0\",\n        model_name=\"MPNet base trained on Natural Questions pairs\",\n    ),\n)\nmodel.set_pooling_include_prompt(include_prompts_in_pooling)\n\n# 2. (Optional) Define prompts\nif use_prompts:\n    query_prompt = \"query: \"\n    corpus_prompt = \"document: \"\n    prompts = {\n        \"query\": query_prompt,\n        \"answer\": corpus_prompt,\n    }\n\n# 3. Load a dataset to finetune on\ndataset = load_dataset(\"sentence-transformers/natural-questions\", split=\"train\")\ndataset_dict = dataset.train_test_split(test_size=1_000, seed=12)\ntrain_dataset: Dataset = dataset_dict[\"train\"]\neval_dataset: Dataset = dataset_dict[\"test\"]\n\n# 4. Define a loss function\nloss = CachedMultipleNegativesRankingLoss(model, mini_batch_size=16)\n\n# 5. (Optional) Specify training arguments\nrun_name = \"mpnet-base-nq\"\nif use_prompts:\n    run_name += \"-prompts\"\nif not include_prompts_in_pooling:\n    run_name += \"-exclude-pooling-prompts\"\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=f\"models/{run_name}\",\n    # Optional training parameters:\n    num_train_epochs=1,\n    per_device_train_batch_size=256,\n    per_device_eval_batch_size=256,\n    learning_rate=2e-5,\n    warmup_ratio=0.1,\n    fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=True,  # Set to True if you have a GPU that supports BF16\n    batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=50,\n    save_strategy=\"steps\",\n    save_steps=50,\n    save_total_limit=2,\n    logging_steps=5,\n    logging_first_step=True,\n    run_name=run_name,  # Will be used in W&B if `wandb` is installed\n    seed=12,\n    prompts=prompts if use_prompts else None,\n)\n\n# 6. (Optional) Create an evaluator & evaluate the base model\ndev_evaluator = NanoBEIREvaluator(\n    query_prompts=query_prompt if use_prompts else None,\n    corpus_prompts=corpus_prompt if use_prompts else None,\n)\ndev_evaluator(model)\n\n# 7. Create a trainer & train\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# (Optional) Evaluate the trained model on the evaluator after training\ndev_evaluator(model)\n\n# 8. Save the trained model\nmodel.save_pretrained(f\"models/{run_name}/final\")\n\n# 9. (Optional) Push it to the Hugging Face Hub\nmodel.push_to_hub(run_name)\n"
  },
  {
    "path": "examples/sentence_transformer/training/quora_duplicate_questions/README.md",
    "content": "# Quora Duplicate Questions\n\nThis folder contains scripts that demonstrate how to train SentenceTransformers for **Information Retrieval**. As a simple example, we will use the [Quora Duplicate Questions dataset](https://huggingface.co/datasets/sentence-transformers/quora-duplicates). It contains over 500,000 sentences with over 400,000 pairwise annotations whether two questions are a duplicate or not.\n\nModels trained on this dataset can be used for mining duplicate questions, i.e., given a large set of sentences (in this case questions), identify all pairs that are duplicates. See [Paraphrase Mining](../../applications/paraphrase-mining/README.md) for an example how to use sentence transformers to mine for duplicate questions / paraphrases. This approach can be scaled to hundred thousands of sentences.\n\n```{eval-rst}\nYou can also train and use :class:`~sentence_transformers.cross_encoder.CrossEncoder` models for this task. See `Cross Encoder > Training Examples > Quora Duplicate Questions <../../../cross_encoder/training/quora_duplicate_questions/README.html>`_ for more details.\n```\n\n## Training\n\n```{eval-rst}\nChoosing the right loss function is crucial for finetuning useful models. For the given task, two loss functions are especially suitable: :class:`~sentence_transformers.losses.OnlineContrastiveLoss` and :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss`.\n```\n\n### Contrastive Loss\n\nFor the complete training example, see [training_OnlineContrastiveLoss.py](training_OnlineContrastiveLoss.py).\n\n```{eval-rst}\nThe Quora Duplicates dataset has a `pair-class subset <https://huggingface.co/datasets/sentence-transformers/quora-duplicates/viewer/pair-class>`_ which consists of question pairs and labels: 1 for duplicate and 0 for different.\n\nAs shown by our `Loss Overview <../../../../docs/sentence_transformer/loss_overview.html>`_, this allows us to use :class:`~sentence_transformers.losses.ContrastiveLoss`. Similar pairs with label 1 are pulled together, so that they are close in vector space, while dissimilar pairs that are closer than a defined margin are pushed away in vector space.\n\nAn improved version is :class:`~sentence_transformers.losses.OnlineContrastiveLoss`. This loss looks which negative pairs have a lower distance than the largest positive pair and which positive pairs have a higher distance than the lowest distance of negative pairs. I.e., this loss automatically detects the hard cases in a batch and computes the loss only for these cases.\n```\n\nThe loss can be used like this:\n\n```python\nfrom datasets import load_dataset\n\ntrain_dataset = load_dataset(\"sentence-transformers/quora-duplicates\", \"pair-class\", split=\"train\")\n# => Dataset({\n#     features: ['sentence1', 'sentence2', 'label'],\n#     num_rows: 404290\n# })\nprint(train_dataset[0])\n# => {'sentence1': 'What is the step by step guide to invest in share market in india?', 'sentence2': 'What is the step by step guide to invest in share market?', 'label': 0}\ntrain_loss = losses.OnlineContrastiveLoss(model=model, margin=0.5)\n```\n\n## MultipleNegativesRankingLoss\n\nFor the complete example, see [training_MultipleNegativesRankingLoss.py](training_MultipleNegativesRankingLoss.py).\n\n```{eval-rst}\n:class:`~sentence_transformers.losses.MultipleNegativesRankingLoss` is especially suitable for Information Retrieval / Semantic Search. A nice advantage is that it only requires positive pairs, i.e., we only need examples of duplicate questions. See `NLI > MultipleNegativesRankingLoss <../nli/README.html#multiplenegativesrankingloss>`_ for more information on how the loss works.\n```\n\nUsing the loss is easy and does not require tuning of any hyperparameters:\n\n```python\nfrom datasets import load_dataset\n\ntrain_dataset = load_dataset(\"sentence-transformers/quora-duplicates\", \"pair\", split=\"train\")\n# => Dataset({\n#     features: ['anchor', 'positive'],\n#     num_rows: 149263\n# })\nprint(train_dataset[0])\n# => {'anchor': 'Astrology: I am a Capricorn Sun Cap moon and cap rising...what does that say about me?', 'positive': \"I'm a triple Capricorn (Sun, Moon and ascendant in Capricorn) What does this say about me?\"}\ntrain_loss = losses.MultipleNegativesRankingLoss(model)\n```\n\nAs 'is_duplicate' is a symmetric relation, we can use not just (anchor, positive) but also (positive, anchor) to our training sample set:\n\n```python\nfrom datasets import concatenate_datasets\n\ntrain_dataset = concatenate_datasets([\n    train_dataset,\n    train_dataset.rename_columns({\"anchor\": \"positive\", \"positive\": \"anchor\"})\n])\n# Dataset({\n#     features: ['anchor', 'positive'],\n#     num_rows: 298526\n# })\n```\n\n```{eval-rst}\n.. note::\n    Increasing the batch sizes usually yields better results, as the  task gets harder. It is more difficult to identify the correct duplicate question out of a set of 100 questions than out of a set of only 10 questions. So it is advisable to set the training batch size as large as possible. I trained it with a batch size of 350 on 32 GB GPU memory.\n\n.. note::\n    :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss` only works if *(a_i, b_j)* with j != i is actually a negative, non-duplicate question pair. In few instances, this assumption is wrong. But in the majority of cases, if we sample two random questions, they are not duplicates. If your dataset cannot fulfil this property,  :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss` might not work well.\n```\n\n### Multi-Task-Learning\n\n```{eval-rst}\n:class:`~sentence_transformers.losses.ContrastiveLoss` works well for pair classification, i.e., given two pairs, are these duplicates or not. It pushes negative pairs far away in vector space, so that the distinguishing between duplicate and non-duplicate pairs works good.\n\n:class:`~sentence_transformers.losses.MultipleNegativesRankingLoss` on the other sides mainly reduces the distance between positive pairs out of large set of possible candidates. However, the distance between  non-duplicate questions is not so large, so that this loss does not work that well for pair classification.\n```\n\nIn [training_multi-task-learning.py](training_multi-task-learning.py) I demonstrate how we can train the network with both losses. The essential code is to define both losses and to pass it to the fit method.\n\n```python\nfrom datasets import load_dataset\nfrom sentence_transformers.losses import ContrastiveLoss, MultipleNegativesRankingLoss\nfrom sentence_transformers import SentenceTransformerTrainer, SentenceTransformer\n\nmodel_name = \"stsb-distilbert-base\"\nmodel = SentenceTransformer(model_name)\n\n# https://huggingface.co/datasets/sentence-transformers/quora-duplicates\nmnrl_dataset = load_dataset(\n    \"sentence-transformers/quora-duplicates\", \"triplet\", split=\"train\"\n)  # The \"pair\" subset also works\nmnrl_train_dataset = mnrl_dataset.select(range(100000))\nmnrl_eval_dataset = mnrl_dataset.select(range(100000, 101000))\n\nmnrl_train_loss = MultipleNegativesRankingLoss(model=model)\n\n# https://huggingface.co/datasets/sentence-transformers/quora-duplicates\ncl_dataset = load_dataset(\"sentence-transformers/quora-duplicates\", \"pair-class\", split=\"train\")\ncl_train_dataset = cl_dataset.select(range(100000))\ncl_eval_dataset = cl_dataset.select(range(100000, 101000))\n\ncl_train_loss = ContrastiveLoss(model=model, margin=0.5)\n\n# Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    train_dataset={\n        \"mnrl\": mnrl_train_dataset,\n        \"cl\": cl_train_dataset,\n    },\n    eval_dataset={\n        \"mnrl\": mnrl_eval_dataset,\n        \"cl\": cl_eval_dataset,\n    },\n    loss={\n        \"mnrl\": mnrl_train_loss,\n        \"cl\": cl_train_loss,\n    },\n)\ntrainer.train()\n```\n\n## Pretrained Models\n\nCurrently the following models trained on Quora Duplicate Questions are available:\n\n- [distilbert-base-nli-stsb-quora-ranking](https://huggingface.co/sentence-transformers/distilbert-base-nli-stsb-quora-ranking): We extended the [distilbert-base-nli-stsb-mean-tokens](https://huggingface.co/sentence-transformers/distilbert-base-nli-stsb-mean-tokens) model and trained it with *OnlineContrastiveLoss* and with *MultipleNegativesRankingLoss* on the Quora Duplicate questions dataset. For the code, see [training_multi-task-learning.py](training_multi-task-learning.py)\n- [distilbert-multilingual-nli-stsb-quora-ranking](https://huggingface.co/sentence-transformers/distilbert-multilingual-nli-stsb-quora-ranking): Extension of *distilbert-base-nli-stsb-quora-ranking* to be multi-lingual. Trained on parallel data for 50 languages.\n\nYou can load & use pre-trained models like this:\n\n```python\nfrom sentence_transformers import SentenceTransformer\n\nmodel = SentenceTransformer(\"distilbert-base-nli-stsb-quora-ranking\")\n```\n"
  },
  {
    "path": "examples/sentence_transformer/training/quora_duplicate_questions/application_duplicate_questions_mining.py",
    "content": "\"\"\"\nThis application demonstrates how to find duplicate questions (paraphrases) in a long\nlist of sentences.\n\"\"\"\n\nfrom sentence_transformers import SentenceTransformer, util\n\n# Questions can be a long list of sentences up to 100k sentences or more.\n# For demonstration purposes, we limit it to a few questions which all have on duplicate\nquestions = [\n    \"How did you catch your spouse cheating?\",\n    \"How can I find out if my husband is cheating?\",\n    \"Is my wife cheating?\",\n    \"How do I know if my partner is cheating?\",\n    \"Why is Starbucks in India overrated?\",\n    \"Is Starbucks overrated in india?\",\n    \"How can I lose weight fast without exercise?\",\n    \"Can I lose weight without exercise?\",\n    \"Which city is the best in India? Why?\",\n    \"Which is the best city in India?\",\n    \"How can I stay focused in class?\",\n    \"How can I stay focused on my school work?\",\n    \"How can I Remotely hack a mobile phone?\",\n    \"How can I hack my phone?\",\n    \"Where should I stay in Goa?\",\n    \"Which are the best hotels in Goa?\",\n    \"Why does hair turn white?\",\n    \"What causes older peoples hair to turn grey?\",\n    \"What is the easiest way to get followers on Quora?\",\n    \"How do I get more followers for my Quora?\",\n]\n\nmodel = SentenceTransformer(\"all-MiniLM-L6-v2\")\n\n# Given a model and a List of strings (texts), evaluation.ParaphraseMiningEvaluator.paraphrase_mining performs a\n# mining task by computing cosine similarity between all possible combinations and returning the ones with the highest scores.\n# It returns a list of tuples (score, i, j) with i, j representing the index in the questions list.\npairs = util.paraphrase_mining(model, questions)\n\n# Output Top-20 pairs:\nfor score, qid1, qid2 in pairs[0:20]:\n    print(f\"{score:.3f}\\t{questions[qid1]}\\t\\t\\t{questions[qid2]}\")\n"
  },
  {
    "path": "examples/sentence_transformer/training/quora_duplicate_questions/create_splits.py",
    "content": "\"\"\"\nThe Quora Duplicate Questions dataset contains questions pairs from Quora (www.quora.com)\nalong with a label whether the two questions are a duplicate, i.e., have an identical intention.\n\nExample of a duplicate pair:\nHow do I enhance my English?  AND  How can I become good at English?\n\nExample of a non-duplicate pair:\nHow are roads named?   AND    How are airport runways named?\n\nMore details and the original Quora dataset can be found here:\nhttps://www.quora.com/q/quoradata/First-Quora-Dataset-Release-Question-Pairs\nDataset: http://qim.fs.quoracdn.net/quora_duplicate_questions.tsv\n\nYou do not need to run this script. You can download all files from here:\nhttps://sbert.net/datasets/quora-duplicate-questions.zip\n\nThis script does the following:\n1) After reading the quora_duplicate_questions.tsv, as provided by Quora, we add a transitive closure: If question (A, B) are duplicates and (B, C) are duplicates, than (A, C) must also be a duplicate. We add these missing links.\n\n2) Next, we split sentences into train, dev, and test with a ratio of about 85% / 5% / 10%. In contrast to must other Quora data splits, like the split provided by GLUE, we ensure that the three sets are overlap free, i.e., no sentences in dev / test will appear in the train dataset. In order to achieve three distinct datasets, we pick a sentence and then assign all duplicate sentences to this dataset to that respective set\n\n3) After distributing sentences to the three dataset split, we create files to facilitate 3 different tasks:\n    3.1) Classification - Given two sentences, are these a duplicate? This is identical to the original Quora task and the task in GLUE, but with the big difference that sentences in dev / test have not been seen in train.\n    3.2) Duplicate Question Mining - Given a large set of questions, identify all duplicates. The dev set consists of about 50k questions, the test set of about 100k sentences.\n    3.3) Information Retrieval - Given a question as query, find in a large corpus (~350k questions) the duplicates of the query question.\n\n\nThe output consists of the following files:\n\nquora_duplicate_questions.tsv - Original file provided by Quora (https://www.quora.com/q/quoradata/First-Quora-Dataset-Release-Question-Pairs)\n\nclassification/\n    train/dev/test_pairs.tsv - Distinct sets of question pairs with label for duplicate / non-duplicate. These splits can be used for sentence pair classification tasks\n\nduplicate-mining/ - Given a large set of questions, find all duplicates.\n    _corpus.tsv - Large set of sentences\n    _duplicates.tsv - All duplicate questions in the respective corpus.tsv\n\ninformation-retrieval/  - Given a large corpus of questions, find the duplicates for a given query\n    corpus.tsv - This file will be used for train/dev/test. It contains all questions in the corpus\n    dev/test-queries.tsv - Queries and the respective duplicate questions (QIDs) in the corpus\n\n\"\"\"\n\nimport csv\nimport os\nimport random\nfrom collections import defaultdict\n\nfrom sentence_transformers.util import http_get\n\nrandom.seed(42)\n\n# Get raw file\nsource_file = \"quora-IR-dataset/quora_duplicate_questions.tsv\"\nos.makedirs(\"quora-IR-dataset\", exist_ok=True)\nos.makedirs(\"quora-IR-dataset/graph\", exist_ok=True)\nos.makedirs(\"quora-IR-dataset/information-retrieval\", exist_ok=True)\nos.makedirs(\"quora-IR-dataset/classification\", exist_ok=True)\nos.makedirs(\"quora-IR-dataset/duplicate-mining\", exist_ok=True)\n\nif not os.path.exists(source_file):\n    print(\"Download file to\", source_file)\n    http_get(\"http://qim.fs.quoracdn.net/quora_duplicate_questions.tsv\", source_file)\n\n# Read pairwise file\nsentences = {}\nduplicates = defaultdict(lambda: defaultdict(bool))\nrows = []\nwith open(source_file, encoding=\"utf8\") as fIn:\n    reader = csv.DictReader(fIn, delimiter=\"\\t\", quoting=csv.QUOTE_MINIMAL)\n    for row in reader:\n        id1 = row[\"qid1\"]\n        id2 = row[\"qid2\"]\n        question1 = row[\"question1\"].replace(\"\\r\", \"\").replace(\"\\n\", \" \").replace(\"\\t\", \" \")\n        question2 = row[\"question2\"].replace(\"\\r\", \"\").replace(\"\\n\", \" \").replace(\"\\t\", \" \")\n        is_duplicate = row[\"is_duplicate\"]\n\n        if question1 == \"\" or question2 == \"\":\n            continue\n\n        sentences[id1] = question1\n        sentences[id2] = question2\n\n        rows.append(\n            {\"qid1\": id1, \"qid2\": id2, \"question1\": question1, \"question2\": question2, \"is_duplicate\": is_duplicate}\n        )\n\n        if is_duplicate == \"1\":\n            duplicates[id1][id2] = True\n            duplicates[id2][id1] = True\n\n\n# Search for (near) exact duplicates\n# The original Quora duplicate questions dataset is an incomplete annotation,\n# i.e., there are several duplicate question pairs which are not marked as duplicates.\n# These missing annotation can make it difficult to compare approaches.\n# Here we use a simple approach that searches for near identical questions, that only differ in maybe a stopword\n# We mark these found question pairs also as duplicate to increase the annotation coverage\nstopwords = set(\n    [\n        \"a\",\n        \"about\",\n        \"above\",\n        \"after\",\n        \"again\",\n        \"against\",\n        \"ain\",\n        \"all\",\n        \"am\",\n        \"an\",\n        \"and\",\n        \"any\",\n        \"are\",\n        \"aren\",\n        \"aren't\",\n        \"as\",\n        \"at\",\n        \"be\",\n        \"because\",\n        \"been\",\n        \"before\",\n        \"being\",\n        \"below\",\n        \"between\",\n        \"both\",\n        \"but\",\n        \"by\",\n        \"can\",\n        \"couldn\",  # codespell:ignore couldn\n        \"couldn't\",\n        \"d\",\n        \"did\",\n        \"didn\",\n        \"didn't\",\n        \"do\",\n        \"does\",\n        \"doesn\",\n        \"doesn't\",\n        \"doing\",\n        \"don\",\n        \"don't\",\n        \"down\",\n        \"during\",\n        \"each\",\n        \"few\",\n        \"for\",\n        \"from\",\n        \"further\",\n        \"had\",\n        \"hadn\",\n        \"hadn't\",\n        \"has\",\n        \"hasn\",\n        \"hasn't\",\n        \"have\",\n        \"haven\",\n        \"haven't\",\n        \"having\",\n        \"he\",\n        \"her\",\n        \"here\",\n        \"hers\",\n        \"herself\",\n        \"him\",\n        \"himself\",\n        \"his\",\n        \"i\",\n        \"if\",\n        \"in\",\n        \"into\",\n        \"is\",\n        \"isn\",\n        \"isn't\",\n        \"it's\",\n        \"its\",\n        \"itself\",\n        \"just\",\n        \"ll\",\n        \"m\",\n        \"ma\",\n        \"me\",\n        \"mightn\",\n        \"mightn't\",\n        \"more\",\n        \"most\",\n        \"mustn\",\n        \"mustn't\",\n        \"my\",\n        \"myself\",\n        \"needn\",\n        \"needn't\",\n        \"no\",\n        \"nor\",\n        \"not\",\n        \"now\",\n        \"o\",\n        \"of\",\n        \"off\",\n        \"on\",\n        \"once\",\n        \"only\",\n        \"or\",\n        \"other\",\n        \"our\",\n        \"ours\",\n        \"ourselves\",\n        \"out\",\n        \"over\",\n        \"own\",\n        \"re\",\n        \"s\",\n        \"same\",\n        \"shan\",\n        \"shan't\",\n        \"she\",\n        \"she's\",\n        \"should\",\n        \"should've\",\n        \"shouldn\",\n        \"shouldn't\",\n        \"so\",\n        \"some\",\n        \"such\",\n        \"t\",\n        \"than\",\n        \"that\",\n        \"that'll\",\n        \"the\",\n        \"their\",\n        \"theirs\",\n        \"them\",\n        \"themselves\",\n        \"then\",\n        \"there\",\n        \"these\",\n        \"they\",\n        \"this\",\n        \"those\",\n        \"through\",\n        \"to\",\n        \"too\",\n        \"under\",\n        \"until\",\n        \"up\",\n        \"ve\",\n        \"very\",\n        \"was\",\n        \"wasn\",\n        \"wasn't\",\n        \"we\",\n        \"were\",\n        \"weren\",\n        \"weren't\",\n        \"which\",\n        \"while\",\n        \"will\",\n        \"with\",\n        \"won\",\n        \"won't\",\n        \"wouldn\",\n        \"wouldn't\",\n        \"y\",\n        \"you\",\n        \"you'd\",\n        \"you'll\",\n        \"you're\",\n        \"you've\",\n        \"your\",\n        \"yours\",\n        \"yourself\",\n        \"yourselves\",\n    ]\n)\n\nnum_new_duplicates = 0\nsentences_norm = {}\n\nfor id, sent in sentences.items():\n    sent_norm = sent.lower()\n\n    # Replace some common paraphrases\n    sent_norm = sent_norm.replace(\"how do you\", \"how do i\").replace(\"how do we\", \"how do i\")\n    sent_norm = (\n        sent_norm.replace(\"how can we\", \"how can i\")\n        .replace(\"how can you\", \"how can i\")\n        .replace(\"how can i\", \"how do i\")\n    )\n    sent_norm = sent_norm.replace(\"really true\", \"true\")\n    sent_norm = sent_norm.replace(\"what are the importance\", \"what is the importance\")\n    sent_norm = sent_norm.replace(\"what was\", \"what is\")\n    sent_norm = sent_norm.replace(\"so many\", \"many\")\n    sent_norm = sent_norm.replace(\"would it take\", \"will it take\")\n\n    # Remove any punctuation characters\n    for c in [\",\", \"!\", \".\", \"?\", \"'\", '\"', \":\", \";\", \"[\", \"]\", \"{\", \"}\", \"<\", \">\"]:\n        sent_norm = sent_norm.replace(c, \" \")\n\n    # Remove stop words\n    tokens = sent_norm.split()\n    tokens = [token for token in tokens if token not in stopwords]\n    sent_norm = \"\".join(tokens)\n\n    if sent_norm in sentences_norm:\n        if not duplicates[id][sentences_norm[sent_norm]]:\n            num_new_duplicates += 1\n\n        duplicates[id][sentences_norm[sent_norm]] = True\n        duplicates[sentences_norm[sent_norm]][id] = True\n    else:\n        sentences_norm[sent_norm] = id\n\n\nprint(\"(Nearly) exact duplicates found:\", num_new_duplicates)\n\n\n# Add transitive closure (if a,b and b,c duplicates => a,c are duplicates)\nnew_entries = True\nwhile new_entries:\n    print(\"Add transitive closure\")\n    new_entries = False\n    for a in sentences:\n        for b in list(duplicates[a]):\n            for c in list(duplicates[b]):\n                if a != c and not duplicates[a][c]:\n                    new_entries = True\n                    duplicates[a][c] = True\n                    duplicates[c][a] = True\n\n\n# Distribute rows to train/dev/test split\n# Ensure that sets contain distinct sentences\nis_assigned = set()\nrandom.shuffle(rows)\n\ntrain_ids = set()\ndev_ids = set()\ntest_ids = set()\n\ncounter = 0\nfor row in rows:\n    if row[\"qid1\"] in is_assigned and row[\"qid2\"] in is_assigned:\n        continue\n    elif row[\"qid1\"] in is_assigned or row[\"qid2\"] in is_assigned:\n        if row[\"qid2\"] in is_assigned:  # Ensure that qid1 is assigned and qid2 not yet\n            row[\"qid1\"], row[\"qid2\"] = row[\"qid2\"], row[\"qid1\"]\n\n        # Move qid2 to the same split as qid1\n        target_set = train_ids\n        if row[\"qid1\"] in dev_ids:\n            target_set = dev_ids\n        elif row[\"qid1\"] in test_ids:\n            target_set = test_ids\n\n    else:\n        # Distribution about 85%/5%/10%\n        target_set = train_ids\n        if counter % 10 == 0:\n            target_set = dev_ids\n        elif counter % 10 == 1 or counter % 10 == 2:\n            target_set = test_ids\n        counter += 1\n\n    # Get the sentence with all duplicates and add it to the respective sets\n    target_set.add(row[\"qid1\"])\n    is_assigned.add(row[\"qid1\"])\n\n    target_set.add(row[\"qid2\"])\n    is_assigned.add(row[\"qid2\"])\n\n    for b in list(duplicates[row[\"qid1\"]]) + list(duplicates[row[\"qid2\"]]):\n        target_set.add(b)\n        is_assigned.add(b)\n\n\n# Assert all sets are mutually exclusive\nassert len(train_ids.intersection(dev_ids)) == 0\nassert len(train_ids.intersection(test_ids)) == 0\nassert len(test_ids.intersection(dev_ids)) == 0\n\n\nprint(\"\\nTrain sentences:\", len(train_ids))\nprint(\"Dev sentences:\", len(dev_ids))\nprint(\"Test sentences:\", len(test_ids))\n\n\n# Extract the ids for duplicate questions for train/dev/test\ndef get_duplicate_set(ids_set):\n    dups_set = set()\n    for a in ids_set:\n        for b in duplicates[a]:\n            ids = sorted([a, b])\n            dups_set.add(tuple(ids))\n    return dups_set\n\n\ntrain_duplicates = get_duplicate_set(train_ids)\ndev_duplicates = get_duplicate_set(dev_ids)\ntest_duplicates = get_duplicate_set(test_ids)\n\n\nprint(\"\\nTrain duplicates\", len(train_duplicates))\nprint(\"Dev duplicates\", len(dev_duplicates))\nprint(\"Test duplicates\", len(test_duplicates))\n\n############### Write general files about the duplicate questions graph ############\nwith open(\"quora-IR-dataset/graph/sentences.tsv\", \"w\", encoding=\"utf8\") as fOut:\n    fOut.write(\"qid\\tquestion\\n\")\n    for id, question in sentences.items():\n        fOut.write(f\"{id}\\t{question}\\n\")\n\nduplicates_list = set()\nfor a in duplicates:\n    for b in duplicates[a]:\n        duplicates_list.add(tuple(sorted([int(a), int(b)])))\n\n\nduplicates_list = list(duplicates_list)\nduplicates_list = sorted(duplicates_list, key=lambda x: x[0] * 1000000 + x[1])\n\n\nprint(\"\\nWrite duplicate graph in pairwise format\")\nwith open(\"quora-IR-dataset/graph/duplicates-graph-pairwise.tsv\", \"w\", encoding=\"utf8\") as fOut:\n    fOut.write(\"qid1\\tqid2\\n\")\n    for a, b in duplicates_list:\n        fOut.write(f\"{a}\\t{b}\\n\")\n\n\nprint(\"Write duplicate graph in list format\")\nwith open(\"quora-IR-dataset/graph/duplicates-graph-list.tsv\", \"w\", encoding=\"utf8\") as fOut:\n    fOut.write(\"qid1\\tqid2\\n\")\n    for a in sorted(duplicates.keys(), key=lambda x: int(x)):\n        if len(duplicates[a]) > 0:\n            fOut.write(\"{}\\t{}\\n\".format(a, \",\".join(sorted(duplicates[a]))))\n\nprint(\"Write duplicate graph in connected subgraph format\")\nwith open(\"quora-IR-dataset/graph/duplicates-graph-connected-nodes.tsv\", \"w\", encoding=\"utf8\") as fOut:\n    written_qids = set()\n    fOut.write(\"qids\\n\")\n    for a in sorted(duplicates.keys(), key=lambda x: int(x)):\n        if a not in written_qids:\n            ids = set()\n            ids.add(a)\n\n            for b in duplicates[a]:\n                ids.add(b)\n\n            fOut.write(\"{}\\n\".format(\",\".join(sorted(ids, key=lambda x: int(x)))))\n            for id in ids:\n                written_qids.add(id)\n\n\ndef write_qids(name, ids_list):\n    with open(\"quora-IR-dataset/graph/\" + name + \"-questions.tsv\", \"w\", encoding=\"utf8\") as fOut:\n        fOut.write(\"qid\\n\")\n        fOut.write(\"\\n\".join(sorted(ids_list, key=lambda x: int(x))))\n\n\nwrite_qids(\"train\", train_ids)\nwrite_qids(\"dev\", dev_ids)\nwrite_qids(\"test\", test_ids)\n\n\n####### Output for duplicate mining #######\ndef write_mining_files(name, ids, dups):\n    with open(\"quora-IR-dataset/duplicate-mining/\" + name + \"_corpus.tsv\", \"w\", encoding=\"utf8\") as fOut:\n        fOut.write(\"qid\\tquestion\\n\")\n        for id in ids:\n            fOut.write(f\"{id}\\t{sentences[id]}\\n\")\n\n    with open(\"quora-IR-dataset/duplicate-mining/\" + name + \"_duplicates.tsv\", \"w\", encoding=\"utf8\") as fOut:\n        fOut.write(\"qid1\\tqid2\\n\")\n        for a, b in dups:\n            fOut.write(f\"{a}\\t{b}\\n\")\n\n\nwrite_mining_files(\"train\", train_ids, train_duplicates)\nwrite_mining_files(\"dev\", dev_ids, dev_duplicates)\nwrite_mining_files(\"test\", test_ids, test_duplicates)\n\n\n###### Classification dataset #####\nwith (\n    open(\"quora-IR-dataset/classification/train_pairs.tsv\", \"w\", encoding=\"utf8\") as fOutTrain,\n    open(\"quora-IR-dataset/classification/dev_pairs.tsv\", \"w\", encoding=\"utf8\") as fOutDev,\n    open(\"quora-IR-dataset/classification/test_pairs.tsv\", \"w\", encoding=\"utf8\") as fOutTest,\n):\n    fOutTrain.write(\"\\t\".join([\"qid1\", \"qid2\", \"question1\", \"question2\", \"is_duplicate\"]) + \"\\n\")\n    fOutDev.write(\"\\t\".join([\"qid1\", \"qid2\", \"question1\", \"question2\", \"is_duplicate\"]) + \"\\n\")\n    fOutTest.write(\"\\t\".join([\"qid1\", \"qid2\", \"question1\", \"question2\", \"is_duplicate\"]) + \"\\n\")\n\n    for row in rows:\n        id1 = row[\"qid1\"]\n        id2 = row[\"qid2\"]\n\n        target = None\n        if id1 in train_ids and id2 in train_ids:\n            target = fOutTrain\n        elif id1 in dev_ids and id2 in dev_ids:\n            target = fOutDev\n        elif id1 in test_ids and id2 in test_ids:\n            target = fOutTest\n\n        if target is not None:\n            target.write(\"\\t\".join([row[\"qid1\"], row[\"qid2\"], sentences[id1], sentences[id2], row[\"is_duplicate\"]]))\n            target.write(\"\\n\")\n\n\n####### Write files for Information Retrieval #####\nnum_dev_queries = 5000\nnum_test_queries = 10000\n\ncorpus_ids = train_ids.copy()\ndev_queries = set()\ntest_queries = set()\n\n# Create dev queries\nrnd_dev_ids = sorted(list(dev_ids))\nrandom.shuffle(rnd_dev_ids)\n\nfor a in rnd_dev_ids:\n    if a not in corpus_ids:\n        if len(dev_queries) < num_dev_queries and len(duplicates[a]) > 0:\n            dev_queries.add(a)\n        else:\n            corpus_ids.add(a)\n\n        for b in duplicates[a]:\n            if b not in dev_queries:\n                corpus_ids.add(b)\n\n# Create test queries\nrnd_test_ids = sorted(list(test_ids))\nrandom.shuffle(rnd_test_ids)\n\nfor a in rnd_test_ids:\n    if a not in corpus_ids:\n        if len(test_queries) < num_test_queries and len(duplicates[a]) > 0:\n            test_queries.add(a)\n        else:\n            corpus_ids.add(a)\n\n        for b in duplicates[a]:\n            if b not in test_queries:\n                corpus_ids.add(b)\n\n# Write output for information-retrieval\nprint(\"\\nInformation Retrieval Setup\")\nprint(\"Corpus size:\", len(corpus_ids))\nprint(\"Dev queries:\", len(dev_queries))\nprint(\"Test queries:\", len(test_queries))\n\nwith open(\"quora-IR-dataset/information-retrieval/corpus.tsv\", \"w\", encoding=\"utf8\") as fOut:\n    fOut.write(\"qid\\tquestion\\n\")\n    for id in sorted(corpus_ids, key=lambda id: int(id)):\n        fOut.write(f\"{id}\\t{sentences[id]}\\n\")\n\nwith open(\"quora-IR-dataset/information-retrieval/dev-queries.tsv\", \"w\", encoding=\"utf8\") as fOut:\n    fOut.write(\"qid\\tquestion\\tduplicate_qids\\n\")\n    for id in sorted(dev_queries, key=lambda id: int(id)):\n        fOut.write(\"{}\\t{}\\t{}\\n\".format(id, sentences[id], \",\".join(duplicates[id])))\n\nwith open(\"quora-IR-dataset/information-retrieval/test-queries.tsv\", \"w\", encoding=\"utf8\") as fOut:\n    fOut.write(\"qid\\tquestion\\tduplicate_qids\\n\")\n    for id in sorted(test_queries, key=lambda id: int(id)):\n        fOut.write(\"{}\\t{}\\t{}\\n\".format(id, sentences[id], \",\".join(duplicates[id])))\n\n\nprint(\"--DONE--\")\n"
  },
  {
    "path": "examples/sentence_transformer/training/quora_duplicate_questions/training_MultipleNegativesRankingLoss.py",
    "content": "\"\"\"\nThis scripts demonstrates how to train a sentence embedding model for Information Retrieval.\n\nAs dataset, we use Quora Duplicates Questions, where we have pairs of duplicate questions.\n\nAs loss function, we use MultipleNegativesRankingLoss. Here, we only need positive pairs, i.e., pairs of sentences/texts that are considered to be relevant. Our dataset looks like this (a_1, b_1), (a_2, b_2), ... with a_i / b_i a text and (a_i, b_i) are relevant (e.g. are duplicates).\n\nMultipleNegativesRankingLoss takes a random subset of these, for example (a_1, b_1), ..., (a_n, b_n). a_i and b_i are considered to be relevant and should be close in vector space. All other b_j (for i != j) are negative examples and the distance between a_i and b_j should be maximized. Note: MultipleNegativesRankingLoss only works if a random b_j is likely not to be relevant for a_i. This is the case for our duplicate questions dataset: If a sample randomly b_j, it is unlikely to be a duplicate of a_i.\n\n\nThe model we get works well for duplicate questions mining and for duplicate questions information retrieval. For question pair classification, other losses (like OnlineConstrativeLoss) work better.\n\"\"\"\n\nimport logging\nimport random\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.evaluation import (\n    BinaryClassificationEvaluator,\n    InformationRetrievalEvaluator,\n    ParaphraseMiningEvaluator,\n    SequentialEvaluator,\n)\nfrom sentence_transformers.losses import MultipleNegativesRankingLoss\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import BatchSamplers, SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n# As base model, we use DistilBERT-base that was pre-trained on NLI and STSb data\nmodel_name = \"stsb-distilbert-base\"\nmodel = SentenceTransformer(model_name)\n# Training for multiple epochs can be beneficial, as in each epoch a mini-batch is sampled differently\n# hence, we get different negatives for each positive\nnum_train_epochs = 1\n# Increasing the batch size improves the performance for MultipleNegativesRankingLoss. Choose it as large as possible\n# I achieved the good results with a batch size of 300-350\nbatch_size = 64\n\noutput_dir = \"output/training_mnrl-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n\n################### Load Quora Duplicate Questions dataset ##################\n\n# https://huggingface.co/datasets/sentence-transformers/quora-duplicates\ndataset = load_dataset(\n    \"sentence-transformers/quora-duplicates\", \"triplet\", split=\"train\"\n)  # The \"pair\" subset also works\ntrain_dataset = dataset.select(range(100000))\neval_dataset = dataset.select(range(100000, 101000))\n\ntrain_loss = MultipleNegativesRankingLoss(model=model)\n\n################### Development  Evaluators ##################\n# We add 3 evaluators, that evaluate the model on Duplicate Questions pair classification,\n# Duplicate Questions Mining, and Duplicate Questions Information Retrieval\nevaluators = []\n\n###### Classification ######\n# Given (question1, question2), is this a duplicate or not?\n# The evaluator will compute the embeddings for both questions and then compute\n# a cosine similarity. If the similarity is above a threshold, we have a duplicate.\n\nduplicate_classes_dataset = load_dataset(\"sentence-transformers/quora-duplicates\", \"pair-class\", split=\"train[-1000:]\")\nbinary_acc_evaluator = BinaryClassificationEvaluator(\n    sentences1=duplicate_classes_dataset[\"sentence1\"],\n    sentences2=duplicate_classes_dataset[\"sentence2\"],\n    labels=duplicate_classes_dataset[\"label\"],\n    name=\"quora-duplicates\",\n)\nevaluators.append(binary_acc_evaluator)\n\n\n###### Duplicate Questions Mining ######\n# Given a large corpus of questions, identify all duplicates in that corpus.\n\n# Load the Quora Duplicates Mining dataset\n# https://huggingface.co/datasets/sentence-transformers/quora-duplicates-mining\nquestions_dataset = load_dataset(\"sentence-transformers/quora-duplicates-mining\", \"questions\", split=\"dev\")\nduplicates_dataset = load_dataset(\"sentence-transformers/quora-duplicates-mining\", \"duplicates\", split=\"dev\")\n\n# Create a mapping from qid to question & a list of duplicates (qid1, qid2)\nqid_to_questions = dict(zip(questions_dataset[\"qid\"], questions_dataset[\"question\"]))\nduplicates = list(zip(duplicates_dataset[\"qid1\"], duplicates_dataset[\"qid2\"]))\n\n# The ParaphraseMiningEvaluator computes the cosine similarity between all sentences and\n# extracts a list with the pairs that have the highest similarity. Given the duplicate\n# information in dev_duplicates, it then computes and F1 score how well our duplicate mining worked\nparaphrase_mining_evaluator = ParaphraseMiningEvaluator(qid_to_questions, duplicates, name=\"quora-duplicates-dev\")\n\nevaluators.append(paraphrase_mining_evaluator)\n\n\n###### Duplicate Questions Information Retrieval ######\n# Given a question and a large corpus of thousands questions, find the most relevant (i.e. duplicate) question\n# in that corpus.\n\n# https://huggingface.co/datasets/BeIR/quora\n# https://huggingface.co/datasets/BeIR/quora-qrels\nnew_ir_corpus = load_dataset(\"BeIR/quora\", \"corpus\", split=\"corpus\")\nnew_ir_queries = load_dataset(\"BeIR/quora\", \"queries\", split=\"queries\")\nnew_ir_relevant_docs_data = load_dataset(\"BeIR/quora-qrels\", split=\"validation\")\n\n# Shrink the corpus size heavily to only the relevant documents + 10,000 random documents\nrequired_corpus_ids = list(map(str, new_ir_relevant_docs_data[\"corpus-id\"]))\nrequired_corpus_ids += random.sample(new_ir_corpus[\"_id\"], k=10_000)\nnew_ir_corpus = new_ir_corpus.filter(lambda x: x[\"_id\"] in required_corpus_ids)\n\n# Convert the datasets to dictionaries\nnew_ir_corpus = dict(zip(new_ir_corpus[\"_id\"], new_ir_corpus[\"text\"]))  # Our corpus (qid => question)\nnew_ir_queries = dict(zip(new_ir_queries[\"_id\"], new_ir_queries[\"text\"]))  # Our queries (qid => question)\nnew_ir_relevant_docs = {}  # Query ID to relevant documents (qid => set([relevant_question_ids])\nfor qid, corpus_ids in zip(new_ir_relevant_docs_data[\"query-id\"], new_ir_relevant_docs_data[\"corpus-id\"]):\n    qid = str(qid)\n    corpus_ids = str(corpus_ids)\n    if qid not in new_ir_relevant_docs:\n        new_ir_relevant_docs[qid] = set()\n    new_ir_relevant_docs[qid].add(corpus_ids)\n\n# Given queries, a corpus and a mapping with relevant documents, the InformationRetrievalEvaluator computes different IR\n# metrics. For our use case MRR@k and Accuracy@k are relevant.\nir_evaluator = InformationRetrievalEvaluator(new_ir_queries, new_ir_corpus, new_ir_relevant_docs)\nevaluators.append(ir_evaluator)\n\n# Create a SequentialEvaluator. This SequentialEvaluator runs all three evaluators in a sequential order.\n# We optimize the model with respect to the score from the last evaluator (scores[-1])\nseq_evaluator = SequentialEvaluator(evaluators, main_score_function=lambda scores: scores[-1])\n\nlogging.info(\"Evaluate model without training\")\nseq_evaluator(model, epoch=0, steps=0)\n\n# Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_train_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=250,\n    save_strategy=\"steps\",\n    save_steps=250,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"mnrl\",  # Will be used in W&B if `wandb` is installed\n)\n\n# Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=seq_evaluator,\n)\ntrainer.train()\n\n# Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-mnrl\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-mnrl')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/quora_duplicate_questions/training_OnlineContrastiveLoss.py",
    "content": "\"\"\"\nThis scripts demonstrates how to train a sentence embedding model for question pair classification\nwith cosine-similarity and a simple threshold.\n\nAs dataset, we use Quora Duplicates Questions, where we have labeled pairs of questions being either duplicates (label 1) or non-duplicate (label 0).\n\nAs loss function, we use OnlineConstrativeLoss. It reduces the distance between positive pairs, i.e., it pulls the embeddings of positive pairs closer together. For negative pairs, it pushes them further apart.\n\nAn issue with constrative loss is, that it might push sentences away that are already well positioned in vector space.\n\"\"\"\n\nimport logging\nimport random\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.evaluation import (\n    BinaryClassificationEvaluator,\n    InformationRetrievalEvaluator,\n    ParaphraseMiningEvaluator,\n    SequentialEvaluator,\n)\nfrom sentence_transformers.losses import OnlineContrastiveLoss\nfrom sentence_transformers.losses.ContrastiveLoss import SiameseDistanceMetric\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import BatchSamplers, SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n# As base model, we use DistilBERT-base that was pre-trained on NLI and STSb data\nmodel_name = \"stsb-distilbert-base\"\nmodel = SentenceTransformer(model_name)\nnum_train_epochs = 1\nbatch_size = 64\n\noutput_dir = \"output/training_ocl-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n\n################### Load Quora Duplicate Questions dataset ##################\n# https://huggingface.co/datasets/sentence-transformers/quora-duplicates\ndataset = load_dataset(\"sentence-transformers/quora-duplicates\", \"pair-class\", split=\"train\")\ndataset = dataset.train_test_split(test_size=1000)\ntrain_dataset = dataset[\"train\"].select(range(100000))\neval_dataset = dataset[\"test\"]\n\n# Negative pairs should have a distance of at least 0.5\nmargin = 0.5\n# As distance metric, we use cosine distance (cosine_distance = 1-cosine_similarity)\ndistance_metric = SiameseDistanceMetric.COSINE_DISTANCE\ntrain_loss = OnlineContrastiveLoss(model=model, distance_metric=distance_metric, margin=margin)\n\n################### Development  Evaluators ##################\n# We add 3 evaluators, that evaluate the model on Duplicate Questions pair classification,\n# Duplicate Questions Mining, and Duplicate Questions Information Retrieval\nevaluators = []\n\n###### Classification ######\n# Given (question1, question2), is this a duplicate or not?\n# The evaluator will compute the embeddings for both questions and then compute\n# a cosine similarity. If the similarity is above a threshold, we have a duplicate.\n\nbinary_acc_evaluator = BinaryClassificationEvaluator(\n    sentences1=eval_dataset[\"sentence1\"],\n    sentences2=eval_dataset[\"sentence2\"],\n    labels=eval_dataset[\"label\"],\n    name=\"quora-duplicates\",\n)\nevaluators.append(binary_acc_evaluator)\n\n\n###### Duplicate Questions Mining ######\n# Given a large corpus of questions, identify all duplicates in that corpus.\n\n# Load the Quora Duplicates Mining dataset\n# https://huggingface.co/datasets/sentence-transformers/quora-duplicates-mining\nquestions_dataset = load_dataset(\"sentence-transformers/quora-duplicates-mining\", \"questions\", split=\"dev\")\nduplicates_dataset = load_dataset(\"sentence-transformers/quora-duplicates-mining\", \"duplicates\", split=\"dev\")\n\n# Create a mapping from qid to question & a list of duplicates (qid1, qid2)\nqid_to_questions = dict(zip(questions_dataset[\"qid\"], questions_dataset[\"question\"]))\nduplicates = list(zip(duplicates_dataset[\"qid1\"], duplicates_dataset[\"qid2\"]))\n\n# The ParaphraseMiningEvaluator computes the cosine similarity between all sentences and\n# extracts a list with the pairs that have the highest similarity. Given the duplicate\n# information in dev_duplicates, it then computes and F1 score how well our duplicate mining worked\nparaphrase_mining_evaluator = ParaphraseMiningEvaluator(qid_to_questions, duplicates, name=\"quora-duplicates-dev\")\n\nevaluators.append(paraphrase_mining_evaluator)\n\n\n###### Duplicate Questions Information Retrieval ######\n# Given a question and a large corpus of thousands questions, find the most relevant (i.e. duplicate) question\n# in that corpus.\n\n# https://huggingface.co/datasets/BeIR/quora\n# https://huggingface.co/datasets/BeIR/quora-qrels\nnew_ir_corpus = load_dataset(\"BeIR/quora\", \"corpus\", split=\"corpus\")\nnew_ir_queries = load_dataset(\"BeIR/quora\", \"queries\", split=\"queries\")\nnew_ir_relevant_docs_data = load_dataset(\"BeIR/quora-qrels\", split=\"validation\")\n\n# Shrink the corpus size heavily to only the relevant documents + 10,000 random documents\nrequired_corpus_ids = list(map(str, new_ir_relevant_docs_data[\"corpus-id\"]))\nrequired_corpus_ids += random.sample(new_ir_corpus[\"_id\"], k=10_000)\nnew_ir_corpus = new_ir_corpus.filter(lambda x: x[\"_id\"] in required_corpus_ids)\n\n# Convert the datasets to dictionaries\nnew_ir_corpus = dict(zip(new_ir_corpus[\"_id\"], new_ir_corpus[\"text\"]))  # Our corpus (qid => question)\nnew_ir_queries = dict(zip(new_ir_queries[\"_id\"], new_ir_queries[\"text\"]))  # Our queries (qid => question)\nnew_ir_relevant_docs = {}  # Query ID to relevant documents (qid => set([relevant_question_ids])\nfor qid, corpus_ids in zip(new_ir_relevant_docs_data[\"query-id\"], new_ir_relevant_docs_data[\"corpus-id\"]):\n    qid = str(qid)\n    corpus_ids = str(corpus_ids)\n    if qid not in new_ir_relevant_docs:\n        new_ir_relevant_docs[qid] = set()\n    new_ir_relevant_docs[qid].add(corpus_ids)\n\n# Given queries, a corpus and a mapping with relevant documents, the InformationRetrievalEvaluator computes different IR\n# metrics. For our use case MRR@k and Accuracy@k are relevant.\nir_evaluator = InformationRetrievalEvaluator(new_ir_queries, new_ir_corpus, new_ir_relevant_docs)\nevaluators.append(ir_evaluator)\n\n# Create a SequentialEvaluator. This SequentialEvaluator runs all three evaluators in a sequential order.\n# We optimize the model with respect to the score from the last evaluator (scores[-1])\nseq_evaluator = SequentialEvaluator(evaluators, main_score_function=lambda scores: scores[-1])\n\nlogging.info(\"Evaluate model without training\")\nseq_evaluator(model, epoch=0, steps=0)\n\n# Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_train_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    batch_sampler=BatchSamplers.NO_DUPLICATES,  # OCL benefits from no duplicate samples in a batch\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=250,\n    save_strategy=\"steps\",\n    save_steps=250,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"online-contrastive-loss\",  # Will be used in W&B if `wandb` is installed\n)\n\n# Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=seq_evaluator,\n)\ntrainer.train()\n\n# Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-ocl\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-ocl')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/quora_duplicate_questions/training_multi-task-learning.py",
    "content": "\"\"\"\nThis script combines training_OnlineContrastiveLoss.py with training_MultipleNegativesRankingLoss.py\n\nOnline constrative loss works well for classification (are question1 and question2 duplicates?), but it\nperforms less well for duplicate questions mining. MultipleNegativesRankingLoss works well for duplicate\nquestions mining, but it has some issues with classification as it does not push dissimilar pairs away.\n\nThis script combines both losses to get the best of both worlds.\n\nMulti task learning is achieved quite easily by initializing the SentenceTransformerTrainer like this:\nSentenceTransformerTrainer(\n    train_dataset={\"mnrl\": MultipleNegativesRankingLoss_train_dataset, \"cl\": ContrastiveLoss_train_dataset},\n    loss={\"mnrl\": MultipleNegativesRankingLoss(model=model), \"cl\": ContrastiveLoss(model=model)},\n    ...\n)\n\"\"\"\n\nimport logging\nimport random\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.evaluation import (\n    BinaryClassificationEvaluator,\n    InformationRetrievalEvaluator,\n    ParaphraseMiningEvaluator,\n    SequentialEvaluator,\n)\nfrom sentence_transformers.losses import ContrastiveLoss, MultipleNegativesRankingLoss\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import (\n    BatchSamplers,\n    MultiDatasetBatchSamplers,\n    SentenceTransformerTrainingArguments,\n)\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n# As base model, we use DistilBERT-base that was pre-trained on NLI and STSb data\nmodel_name = \"stsb-distilbert-base\"\nmodel = SentenceTransformer(model_name)\n# Training for multiple epochs can be beneficial, as in each epoch a mini-batch is sampled differently\n# hence, we get different negatives for each positive\nnum_train_epochs = 1\n# Increasing the batch size improves the performance for MultipleNegativesRankingLoss. Choose it as large as possible\n# I achieved the good results with a batch size of 300-350\nbatch_size = 64\n\noutput_dir = \"output/training_mnrl-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n\n################### Load Quora Duplicate Questions dataset ##################\n\n# https://huggingface.co/datasets/sentence-transformers/quora-duplicates\nmnrl_dataset = load_dataset(\n    \"sentence-transformers/quora-duplicates\", \"triplet\", split=\"train\"\n)  # The \"pair\" subset also works\nmnrl_train_dataset = mnrl_dataset.select(range(100000))\nmnrl_eval_dataset = mnrl_dataset.select(range(100000, 101000))\n\nmnrl_train_loss = MultipleNegativesRankingLoss(model=model)\n\n# https://huggingface.co/datasets/sentence-transformers/quora-duplicates\ncl_dataset = load_dataset(\"sentence-transformers/quora-duplicates\", \"pair-class\", split=\"train\")\ncl_train_dataset = cl_dataset.select(range(100000))\ncl_eval_dataset = cl_dataset.select(range(100000, 101000))\n\ncl_train_loss = ContrastiveLoss(model=model, margin=0.5)\n\n################### Development  Evaluators ##################\n# We add 3 evaluators, that evaluate the model on Duplicate Questions pair classification,\n# Duplicate Questions Mining, and Duplicate Questions Information Retrieval\nevaluators = []\n\n###### Classification ######\n# Given (question1, question2), is this a duplicate or not?\n# The evaluator will compute the embeddings for both questions and then compute\n# a cosine similarity. If the similarity is above a threshold, we have a duplicate.\n\nduplicate_classes_dataset = load_dataset(\"sentence-transformers/quora-duplicates\", \"pair-class\", split=\"train[-1000:]\")\nbinary_acc_evaluator = BinaryClassificationEvaluator(\n    sentences1=duplicate_classes_dataset[\"sentence1\"],\n    sentences2=duplicate_classes_dataset[\"sentence2\"],\n    labels=duplicate_classes_dataset[\"label\"],\n    name=\"quora-duplicates\",\n)\nevaluators.append(binary_acc_evaluator)\n\n\n###### Duplicate Questions Mining ######\n# Given a large corpus of questions, identify all duplicates in that corpus.\n\n# Load the Quora Duplicates Mining dataset\n# https://huggingface.co/datasets/sentence-transformers/quora-duplicates-mining\nquestions_dataset = load_dataset(\"sentence-transformers/quora-duplicates-mining\", \"questions\", split=\"dev\")\nduplicates_dataset = load_dataset(\"sentence-transformers/quora-duplicates-mining\", \"duplicates\", split=\"dev\")\n\n# Create a mapping from qid to question & a list of duplicates (qid1, qid2)\nqid_to_questions = dict(zip(questions_dataset[\"qid\"], questions_dataset[\"question\"]))\nduplicates = list(zip(duplicates_dataset[\"qid1\"], duplicates_dataset[\"qid2\"]))\n\n# The ParaphraseMiningEvaluator computes the cosine similarity between all sentences and\n# extracts a list with the pairs that have the highest similarity. Given the duplicate\n# information in dev_duplicates, it then computes and F1 score how well our duplicate mining worked\nparaphrase_mining_evaluator = ParaphraseMiningEvaluator(qid_to_questions, duplicates, name=\"quora-duplicates-dev\")\n\nevaluators.append(paraphrase_mining_evaluator)\n\n\n###### Duplicate Questions Information Retrieval ######\n# Given a question and a large corpus of thousands questions, find the most relevant (i.e. duplicate) question\n# in that corpus.\n\n# https://huggingface.co/datasets/BeIR/quora\n# https://huggingface.co/datasets/BeIR/quora-qrels\nnew_ir_corpus = load_dataset(\"BeIR/quora\", \"corpus\", split=\"corpus\")\nnew_ir_queries = load_dataset(\"BeIR/quora\", \"queries\", split=\"queries\")\nnew_ir_relevant_docs_data = load_dataset(\"BeIR/quora-qrels\", split=\"validation\")\n\n# Shrink the corpus size heavily to only the relevant documents + 10,000 random documents\nrequired_corpus_ids = list(map(str, new_ir_relevant_docs_data[\"corpus-id\"]))\nrequired_corpus_ids += random.sample(new_ir_corpus[\"_id\"], k=10_000)\nnew_ir_corpus = new_ir_corpus.filter(lambda x: x[\"_id\"] in required_corpus_ids)\n\n# Convert the datasets to dictionaries\nnew_ir_corpus = dict(zip(new_ir_corpus[\"_id\"], new_ir_corpus[\"text\"]))  # Our corpus (qid => question)\nnew_ir_queries = dict(zip(new_ir_queries[\"_id\"], new_ir_queries[\"text\"]))  # Our queries (qid => question)\nnew_ir_relevant_docs = {}  # Query ID to relevant documents (qid => set([relevant_question_ids])\nfor qid, corpus_ids in zip(new_ir_relevant_docs_data[\"query-id\"], new_ir_relevant_docs_data[\"corpus-id\"]):\n    qid = str(qid)\n    corpus_ids = str(corpus_ids)\n    if qid not in new_ir_relevant_docs:\n        new_ir_relevant_docs[qid] = set()\n    new_ir_relevant_docs[qid].add(corpus_ids)\n\n# Given queries, a corpus and a mapping with relevant documents, the InformationRetrievalEvaluator computes different IR\n# metrics. For our use case MRR@k and Accuracy@k are relevant.\nir_evaluator = InformationRetrievalEvaluator(new_ir_queries, new_ir_corpus, new_ir_relevant_docs)\nevaluators.append(ir_evaluator)\n\n# Create a SequentialEvaluator. This SequentialEvaluator runs all three evaluators in a sequential order.\n# We optimize the model with respect to the score from the last evaluator (scores[-1])\nseq_evaluator = SequentialEvaluator(evaluators, main_score_function=lambda scores: scores[-1])\n\nlogging.info(\"Evaluate model without training\")\nseq_evaluator(model, epoch=0, steps=0)\n\n# Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_train_epochs,\n    per_device_train_batch_size=batch_size,\n    per_device_eval_batch_size=batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n    multi_dataset_batch_sampler=MultiDatasetBatchSamplers.PROPORTIONAL,  # PROPORTIONAL or ROUND_ROBIN\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=250,\n    save_strategy=\"steps\",\n    save_steps=250,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"mnrl-cl-multi\",  # Will be used in W&B if `wandb` is installed\n)\n\n# Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset={\n        \"mnrl\": mnrl_train_dataset,\n        \"cl\": cl_train_dataset,\n    },\n    eval_dataset={\n        \"mnrl\": mnrl_eval_dataset,\n        \"cl\": cl_eval_dataset,\n    },\n    loss={\n        \"mnrl\": mnrl_train_loss,\n        \"cl\": cl_train_loss,\n    },\n    evaluator=seq_evaluator,\n)\ntrainer.train()\n\n# Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-mnrl-cl-multi\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-mnrl-cl-multi')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/sts/README.md",
    "content": "# Semantic Textual Similarity\n\nSemantic Textual Similarity (STS) assigns a score on the similarity of two texts. In this example, we use the [stsb](https://huggingface.co/datasets/sentence-transformers/stsb) dataset as training data to fine-tune our model. See the following example scripts how to tune SentenceTransformer on STS data:\n\n- **[training_stsbenchmark.py](training_stsbenchmark.py)** - This example shows how to create a SentenceTransformer model from scratch by using a pre-trained transformer model (e.g. [`distilbert-base-uncased`](https://huggingface.co/distilbert/distilbert-base-uncased)) together with a pooling layer.\n- **[training_stsbenchmark_continue_training.py](training_stsbenchmark_continue_training.py)** - This example shows how to continue training on STS data for a previously created & trained SentenceTransformer model (e.g. [`all-mpnet-base-v2`](https://huggingface.co/sentence-transformers/all-mpnet-base-v2)).\n\n```{eval-rst}\nYou can also train and use :class:`~sentence_transformers.cross_encoder.CrossEncoder` models for this task. See `Cross Encoder > Training Examples > Semantic Textual Similarity <../../../cross_encoder/training/sts/README.html>`_ for more details.\n```\n\n## Training data\n\n```{eval-rst}\nIn STS, we have sentence pairs annotated together with a score indicating the similarity. In the original STSbenchmark dataset, the scores range from 0 to 5. We have normalized these scores to range between 0 and 1 in `stsb <https://huggingface.co/datasets/sentence-transformers/stsb>`_, as that is required for :class:`~sentence_transformers.losses.CosineSimilarityLoss` as you can see in the `Loss Overiew <../../../../docs/sentence_transformer/loss_overview.html>`_.\n```\n\nHere is a simplified version of our training data:\n\n```python\nfrom datasets import Dataset\n\nsentence1_list = [\"My first sentence\", \"Another pair\"]\nsentence2_list = [\"My second sentence\", \"Unrelated sentence\"]\nlabels_list = [0.8, 0.3]\ntrain_dataset = Dataset.from_dict({\n    \"sentence1\": sentence1_list,\n    \"sentence2\": sentence2_list,\n    \"label\": labels_list,\n})\n# => Dataset({\n#     features: ['sentence1', 'sentence2', 'label'],\n#     num_rows: 2\n# })\nprint(train_dataset[0])\n# => {'sentence1': 'My first sentence', 'sentence2': 'My second sentence', 'label': 0.8}\nprint(train_dataset[1])\n# => {'sentence1': 'Another pair', 'sentence2': 'Unrelated sentence', 'label': 0.3}\n```\n\nIn the aforementioned scripts, we directly load the [stsb](https://huggingface.co/datasets/sentence-transformers/stsb) dataset:\n\n```python\nfrom datasets import load_dataset\n\ntrain_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"train\")\n# => Dataset({\n#     features: ['sentence1', 'sentence2', 'score'],\n#     num_rows: 5749\n# })\n```\n\n## Loss Function\n\n```{eval-rst}\nWe use :class:`~sentence_transformers.losses.CosineSimilarityLoss` as our loss function.\n```\n\n<img src=\"https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/SBERT_Siamese_Network.png\" alt=\"SBERT Siamese Network Architecture\" width=\"250\"/>\n\nFor each sentence pair, we pass sentence A and sentence B through the BERT-based model, which yields the embeddings *u* und *v*. The similarity of these embeddings is computed using cosine similarity and the result is compared to the gold similarity score. Note that the two sentences are fed through the same model rather than two separate models. In particular, the cosine similarity for similar texts is maximized and the cosine similarity for dissimilar texts is minimized. This allows our model to be fine-tuned and to recognize the similarity of sentences.\n\nFor more details, see [Sentence-BERT: Sentence Embeddings using Siamese BERT-Networks](https://huggingface.co/papers/1908.10084).\n\n```{eval-rst}\n:class:`~sentence_transformers.losses.CoSENTLoss` and :class:`~sentence_transformers.losses.AnglELoss` are more modern variants of :class:`~sentence_transformers.losses.CosineSimilarityLoss` that accept the same data format of a sentence pair with a similarity score ranging from 0.0 to 1.0. Informal experiments indicate that these two produce stronger models than :class:`~sentence_transformers.losses.CosineSimilarityLoss`.\n```\n"
  },
  {
    "path": "examples/sentence_transformer/training/sts/training_stsbenchmark.py",
    "content": "\"\"\"\nThis examples trains BERT (or any other transformer model like RoBERTa, DistilBERT etc.) for the STSbenchmark from scratch. It generates sentence embeddings\nthat can be compared using cosine-similarity to measure the similarity.\n\nUsage:\npython training_stsbenchmark.py\n\nOR\npython training_stsbenchmark.py pretrained_transformer_model_name\n\"\"\"\n\nimport logging\nimport sys\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer, losses\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n# You can specify any Hugging Face pre-trained model here, for example, bert-base-uncased, roberta-base, xlm-roberta-base\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"distilbert-base-uncased\"\ntrain_batch_size = 16\nnum_epochs = 4\noutput_dir = (\n    \"output/training_stsbenchmark_\" + model_name.replace(\"/\", \"-\") + \"-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n)\n\n# 1. Here we define our SentenceTransformer model. If not already a Sentence Transformer model, it will automatically\n# create one with \"mean\" pooling.\nmodel = SentenceTransformer(model_name)\n\n# 2. Load the STSB dataset: https://huggingface.co/datasets/sentence-transformers/stsb\ntrain_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"train\")\neval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\nlogging.info(train_dataset)\n\n# 3. Define our training loss\n# CosineSimilarityLoss (https://sbert.net/docs/package_reference/sentence_transformer/losses.html#cosinesimilarityloss) needs two text columns and one\n# similarity score column (between 0 and 1)\ntrain_loss = losses.CosineSimilarityLoss(model=model)\n# train_loss = losses.CoSENTLoss(model=model)\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=eval_dataset[\"sentence1\"],\n    sentences2=eval_dataset[\"sentence2\"],\n    scores=eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=train_batch_size,\n    per_device_eval_batch_size=train_batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    evaluation_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"sts\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-sts\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-sts')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/sts/training_stsbenchmark_continue_training.py",
    "content": "\"\"\"\nThis example loads the pre-trained SentenceTransformer model 'nli-distilroberta-base-v2' from Hugging Face.\nIt then fine-tunes this model for some epochs on the STS benchmark dataset.\n\nNote: In this example, you must specify a SentenceTransformer model.\nIf you want to fine-tune a huggingface/transformers model like bert-base-uncased, see training_nli.py and training_stsbenchmark.py\n\"\"\"\n\nimport logging\nimport sys\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer, losses\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n# You can specify any Sentence Transformer model here, for example all-mpnet-base-v2, all-MiniLM-L6-v2, mixedbread-ai/mxbai-embed-large-v1\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"sentence-transformers/all-mpnet-base-v2\"\ntrain_batch_size = 16\nnum_epochs = 4\noutput_dir = (\n    \"output/training_stsbenchmark_\" + model_name.replace(\"/\", \"-\") + \"-\" + datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n)\n\n# 1. Here we define our SentenceTransformer model.\nmodel = SentenceTransformer(model_name)\n\n# 2. Load the STSB dataset: https://huggingface.co/datasets/sentence-transformers/stsb\ntrain_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"train\")\neval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\nlogging.info(train_dataset)\n\n# 3. Define our training loss\n# CosineSimilarityLoss (https://sbert.net/docs/package_reference/sentence_transformer/losses.html#cosinesimilarityloss) needs two text columns and one\n# similarity score column (between 0 and 1)\ntrain_loss = losses.CosineSimilarityLoss(model=model)\n# train_loss = losses.CoSENTLoss(model=model)\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=eval_dataset[\"sentence1\"],\n    sentences2=eval_dataset[\"sentence2\"],\n    scores=eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=train_batch_size,\n    per_device_eval_batch_size=train_batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=100,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"sts\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-sts\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-sts')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/unsloth/README.md",
    "content": "# Training with Unsloth\n\nSentence Transformers integrates with [Unsloth](https://unsloth.ai/docs), an open-source training framework that focuses on fast, memory-efficient fine-tuning for encoder-style models (including many Sentence Transformers checkpoints). Unsloth can train embedding, classifier, BERT, and reranker models with high throughput and long context while keeping VRAM usage low.\n\nThis directory contains examples of how to use Unsloth together with Sentence Transformers. If you are looking for the more general PEFT-based adapter workflow built directly on top of Sentence Transformers, see the [PEFT training README](../peft/README.md).\n\nUnsloth builds on top of Hugging Face `sentence-transformers` to support most Sentence Transformers compatible models like Qwen3-Embedding, EmbeddingGemma, BERT, and more. Models like `google/embeddinggemma-300m` can be fine-tuned on GPUs with as little as 3 GB of VRAM and then used anywhere: Sentence Transformers, Transformers, LangChain, LlamaIndex, Haystack, Txtai, vLLM, llama.cpp, TEI, FAISS/vector DBs, and more.\n\n## Examples in this repository\n\nThe following scripts demonstrate Unsloth-based fine-tuning for Sentence Transformers models:\n\n- [training_gooaq_unsloth.py](training_gooaq_unsloth.py): Fine-tunes a BERT-style encoder on the GooAQ question-answer dataset using `FastSentenceTransformer` and a LoRA adapter, with `CachedMultipleNegativesRankingLoss` and NanoBEIR evaluation.\n- [training_medical_unsloth.py](training_medical_unsloth.py): Fine-tunes `google/embeddinggemma-300m` on the MIRIAD medical retrieval dataset using LoRA, InformationRetrievalEvaluator, and GPU memory tracking for LoRA-specific overhead.\n\nFor PEFT-based training that does not rely on Unsloth, see:\n\n- [PEFT training with adapters](../peft/README.md): Native PEFT integration in Sentence Transformers (LoRA and other adapter types) with examples such as `training_gooaq_lora.py`.\n\n## Unsloth Colab notebooks\n\nThe Unsloth project maintains several Colab notebooks that combine their training pipeline with Sentence Transformers-compatible models:\n\n- [EmbeddingGemma (300M)](https://colab.research.google.com/github/unslothai/notebooks/blob/main/nb/EmbeddingGemma_(300M).ipynb)\n- [Qwen3-Embedding 4B](https://colab.research.google.com/github/unslothai/notebooks/blob/main/nb/Qwen3_Embedding_(4B).ipynb) • [0.6B](https://colab.research.google.com/github/unslothai/notebooks/blob/main/nb/Qwen3_Embedding_(0_6B).ipynb)\n- [BGE M3](https://colab.research.google.com/github/unslothai/notebooks/blob/main/nb/BGE_M3.ipynb)\n- [ModernBERT-large](https://colab.research.google.com/github/unslothai/notebooks/blob/main/nb/ModernBert.ipynb)\n- [All-MiniLM-L6-v2](https://colab.research.google.com/github/unslothai/notebooks/blob/main/nb/All_MiniLM_L6_v2.ipynb)\n- [GTE ModernBert](https://colab.research.google.com/github/unslothai/notebooks/blob/main/nb/ModernBert.ipynb)\n\n## Fine-tuning via FastSentenceTransformer\n\nThe Unsloth integration for Sentence Transformers is centered around `FastSentenceTransformer`, which mirrors the usual Sentence Transformers API but adds optimized training paths. For models without `modules.json`, we fall back to the default Sentence Transformers pooling modules. If you use custom heads or nonstandard pooling, double-check the resulting embeddings.\n\nKey save/push methods on `FastSentenceTransformer`:\n\n- `save_pretrained()`: Saves LoRA adapters to a local folder.\n- `save_pretrained_merged()`: Saves the merged model (base model + adapters) to a local folder.\n- `push_to_hub()`: Pushes LoRA adapters to the Hugging Face Hub.\n- `push_to_hub_merged()`: Pushes the merged model to the Hugging Face Hub.\n\nOne important detail: when loading a model for inference with `FastSentenceTransformer`, you must pass `for_inference=True`:\n\n```python\nfrom unsloth import FastSentenceTransformer\n\nmodel = FastSentenceTransformer.from_pretrained(\n    \"sentence-transformers/all-MiniLM-L6-v2\",\n    for_inference=True,\n)\n```\n\nFor Hugging Face Hub authorization, you can run:\n\n```bash\nhf auth login\n```\n\ninside the same environment before calling the Hub methods. After that, `push_to_hub()` and `push_to_hub_merged()` do not require an explicit token argument.\n\n## Inference and deployment\n\nOnce you have fine-tuned a model with Unsloth, you can load it back into Sentence Transformers or any other compatible stack and run inference as usual. For example, when you have pushed a LoRA adapter to the Hub, you can:\n\n```python\nfrom sentence_transformers import SentenceTransformer\n\nmodel = SentenceTransformer(\"<your-unsloth-finetuned-model>\")\n\nquery = \"Which planet is known as the Red Planet?\"\ndocuments = [\n    \"Venus is often called Earth's twin because of its similar size and proximity.\",\n    \"Mars, known for its reddish appearance, is often referred to as the Red Planet.\",\n    \"Jupiter, the largest planet in our solar system, has a prominent red spot.\",\n    \"Saturn, famous for its rings, is sometimes mistaken for the Red Planet.\",\n]\n\nquery_embedding = model.encode_query(query)\ndocument_embedding = model.encode_document(documents)\nsimilarity = model.similarity(query_embedding, document_embedding)\n```\n\nYour Unsloth-finetuned model can then be deployed anywhere Sentence Transformers models work: custom APIs, vector databases, RAG pipelines, or inference servers like TEI and vLLM.\n\n## Benchmarks\n\nUnsloth benchmarks indicate 1.8–3.3× speedups for embedding fine-tuning over strong FlashAttention 2 baselines, across sequence lengths from 128 to 2048 and beyond. For example, `google/embeddinggemma-300m` can be trained with QLoRA on ~3GB VRAM and with LoRA on ~6GB VRAM.\n\nFor up-to-date benchmark visualizations and details, see the Unsloth documentation: [Embedding fine-tuning benchmarks](https://unsloth.ai/docs/new/embedding-finetuning#unsloth-benchmarks).\n\n### Resources\n\nFor more information, see:\n\n- [Unsloth embedding fine-tuning documentation](https://unsloth.ai/docs/new/embedding-finetuning)\n- [Unsloth GitHub repository](https://github.com/unslothai/unsloth)\n"
  },
  {
    "path": "examples/sentence_transformer/training/unsloth/training_gooaq_unsloth.py",
    "content": "import logging\nimport sys\nimport traceback\n\nfrom datasets import Dataset, load_dataset\nfrom unsloth import FastSentenceTransformer\n\nfrom sentence_transformers import (\n    SentenceTransformerTrainer,\n    SentenceTransformerTrainingArguments,\n)\nfrom sentence_transformers.evaluation import NanoBEIREvaluator\nfrom sentence_transformers.losses import CachedMultipleNegativesRankingLoss\nfrom sentence_transformers.training_args import BatchSamplers\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n# You can specify any Hugging Face pre-trained model here, for example, bert-base-uncased, roberta-base, xlm-roberta-base\nmodel_name = sys.argv[1] if len(sys.argv) > 1 else \"bert-base-uncased\"\nmodel_name_only = model_name.split(\"/\")[-1]\n\n# 1. Load a model to finetune using FastSentenceTransformer\nmodel = FastSentenceTransformer.from_pretrained(\n    model_name,\n    max_seq_length=1024,\n    full_finetuning=False,\n)\n\n# 2. Create a LoRA adapter for the model using unsloth's optimized implementation\nmodel = FastSentenceTransformer.get_peft_model(\n    model,\n    r=64,  # Choose any number > 0 ! Suggested 8, 16, 32, 64, 128\n    # target_modules = [\"q_proj\", \"k_proj\", \"v_proj\", \"o_proj\",\n    #                   \"gate_proj\", \"up_proj\", \"down_proj\",],\n    lora_alpha=128,\n    lora_dropout=0.1,  # Supports any, but = 0 is optimized\n    bias=\"none\",  # Supports any, but = \"none\" is optimized\n    # [NEW] \"unsloth\" uses 30% less VRAM, fits 2x larger batch sizes!\n    use_gradient_checkpointing=\"unsloth\",  # True or \"unsloth\" for very long context\n    random_state=3407,\n    use_rslora=False,  # We support rank stabilized LoRA\n    loftq_config=None,  # And LoftQ\n    task_type=\"FEATURE_EXTRACTION\",\n)\nmodel.bfloat16()\n# From this point onwards, use the `model` as a regular SentenceTransformer model\n\n# 3. Load a dataset to finetune on\ndataset = load_dataset(\"sentence-transformers/gooaq\", split=\"train\")\ndataset_dict = dataset.train_test_split(test_size=10_000, seed=12)\ntrain_dataset: Dataset = dataset_dict[\"train\"].select(range(1_000_000))\neval_dataset: Dataset = dataset_dict[\"test\"]\n\n# 4. Define a loss function\nloss = CachedMultipleNegativesRankingLoss(model, mini_batch_size=32)\n\n# 5. (Optional) Specify training arguments\nrun_name = f\"{model_name_only}-gooaq-unsloth\"\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=f\"models/{run_name}\",\n    # Optional training parameters:\n    num_train_epochs=1,\n    per_device_train_batch_size=1024,\n    per_device_eval_batch_size=1024,\n    learning_rate=2e-5,\n    warmup_ratio=0.1,\n    fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=True,  # Set to True if you have a GPU that supports BF16\n    batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=0.1,\n    save_strategy=\"steps\",\n    save_steps=0.1,\n    save_total_limit=2,\n    logging_steps=0.01,\n    logging_first_step=True,\n    run_name=run_name,  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. (Optional) Create an evaluator & evaluate the base model\ndev_evaluator = NanoBEIREvaluator()\ndev_evaluator(model)\n\n# 7. Create a trainer & train\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# (Optional) Evaluate the trained model on the evaluator after training\ndev_evaluator(model)\n\n# 8. Save the trained model\nfinal_output_dir = f\"models/{run_name}/final\"\nmodel.save_pretrained(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\ntry:\n    model.push_to_hub(run_name)\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/training/unsloth/training_medical_unsloth.py",
    "content": "import logging\nimport traceback\n\nimport torch\nfrom datasets import Dataset, load_dataset\nfrom unsloth import FastSentenceTransformer, is_bf16_supported\n\nfrom sentence_transformers import SentenceTransformerTrainer, SentenceTransformerTrainingArguments, losses\nfrom sentence_transformers.evaluation import InformationRetrievalEvaluator\nfrom sentence_transformers.training_args import BatchSamplers\n\n# 1. Load a base model to finetune using FastSentenceTransformer\nmodel = FastSentenceTransformer.from_pretrained(\n    model_name=\"google/embeddinggemma-300m\",\n    max_seq_length=1024,\n    full_finetuning=False,\n)\n\n# 2. Add LoRA adapters so we only need to update a small amount of parameters\nmodel = FastSentenceTransformer.get_peft_model(\n    model,\n    r=32,  # Choose any number > 0 ! Suggested 8, 16, 32, 64, 128\n    target_modules=[\n        \"q_proj\",\n        \"k_proj\",\n        \"v_proj\",\n        \"o_proj\",\n        \"gate_proj\",\n        \"up_proj\",\n        \"down_proj\",\n    ],\n    lora_alpha=64,\n    lora_dropout=0,  # Supports any, but = 0 is optimized\n    bias=\"none\",  # Supports any, but = \"none\" is optimized\n    # [NEW] \"unsloth\" uses 30% less VRAM, fits 2x larger batch sizes!\n    use_gradient_checkpointing=\"unsloth\",  # True or \"unsloth\" for very long context\n    random_state=3407,\n    use_rslora=False,  # We support rank stabilized LoRA\n    loftq_config=None,  # And LoftQ\n    task_type=\"FEATURE_EXTRACTION\",\n)\nmodel.bfloat16()\n\n# 3. Load a medical retrieval dataset (MIRIAD) with streaming for low memory usage\nstream_train = list(load_dataset(\"tomaarsen/miriad-4.4M-split\", split=\"train\", streaming=True).take(10000))\nstream_eval = list(load_dataset(\"tomaarsen/miriad-4.4M-split\", split=\"eval\", streaming=True).take(2000))\n\ntrain_dataset = Dataset.from_generator(lambda: (yield from stream_train))\neval_dataset = Dataset.from_generator(lambda: (yield from stream_eval))\nprint(train_dataset)\nprint(train_dataset[0])\n\n# 4. Build an Information Retrieval evaluator for MIRIAD\nqueries = dict(enumerate(eval_dataset[\"question\"]))\ncorpus = dict(enumerate(list(eval_dataset[\"passage_text\"]) + train_dataset[\"passage_text\"][:2000]))\nrelevant_docs = {idx: [idx] for idx in queries}\nevaluator = InformationRetrievalEvaluator(\n    queries=queries,\n    corpus=corpus,\n    relevant_docs=relevant_docs,\n    batch_size=64,\n)\nevaluator(model)\n\n# 5. Define a loss function\n# This will use other positives in the same batch as negative examples\nloss = losses.MultipleNegativesRankingLoss(model)\n\n# 6. Define training arguments\nrun_name = \"embeddinggemma-300m-miriad-unsloth\"\nargs = SentenceTransformerTrainingArguments(\n    # num_train_epochs=1,  # You can use num_train_epochs or max_steps to limit training\n    # max_steps=30,\n    per_device_train_batch_size=64,\n    per_device_eval_batch_size=64,\n    gradient_accumulation_steps=2,  # Use GA to mimic a larger batch size, although the loss doesn't benefit from it\n    learning_rate=2e-5,\n    logging_steps=0.01,\n    warmup_ratio=0.03,\n    prompts={  # Map training column names to model prompts\n        \"question\": model.prompts[\"query\"],\n        \"passage_text\": model.prompts[\"document\"],\n    },\n    eval_strategy=\"steps\",\n    eval_steps=0.2,\n    save_strategy=\"steps\",\n    save_steps=0.2,\n    bf16=is_bf16_supported(),  # Use BF16 when the GPU supports it\n    output_dir=\"output\",\n    lr_scheduler_type=\"linear\",\n    # Because we have duplicate anchors in the dataset, we don't want\n    # to accidentally use them for negative examples\n    batch_sampler=BatchSamplers.NO_DUPLICATES,\n)\n\n# 7. Create a trainer & train the model\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=loss,\n    args=args,\n    evaluator=evaluator,  # Optional, will make training slower\n)\n\n# Track GPU memory usage for this LoRA run\ngpu_stats = torch.cuda.get_device_properties(0)\nstart_gpu_memory = round(torch.cuda.max_memory_reserved() / 1024 / 1024 / 1024, 3)\nmax_memory = round(gpu_stats.total_memory / 1024 / 1024 / 1024, 3)\nprint(f\"GPU = {gpu_stats.name}. Max memory = {max_memory} GB.\")\nprint(f\"{start_gpu_memory} GB of memory reserved.\")\n\ntrainer_stats = trainer.train()\n\nused_memory = round(torch.cuda.max_memory_reserved() / 1024 / 1024 / 1024, 3)\nused_memory_for_lora = round(used_memory - start_gpu_memory, 3)\nused_percentage = round(used_memory / max_memory * 100, 3)\nlora_percentage = round(used_memory_for_lora / max_memory * 100, 3)\nprint(f\"{trainer_stats.metrics['train_runtime']} seconds used for training.\")\nprint(f\"{round(trainer_stats.metrics['train_runtime'] / 60, 2)} minutes used for training.\")\nprint(f\"Peak reserved memory = {used_memory} GB.\")\nprint(f\"Peak reserved memory for training = {used_memory_for_lora} GB.\")\nprint(f\"Peak reserved memory % of max memory = {used_percentage} %.\")\nprint(f\"Peak reserved memory for training % of max memory = {lora_percentage} %.\")\n\n# (Optional) Evaluate the trained model on the evaluator after training\nevaluator(model)\n\n# 8. Run an inference example on a clinical question\nquery = \"Patient presents with sharp chest pain that improves when leaning forward.\"\n\ncandidates = [\n    \"Acute Pericarditis often involves pleuritic chest pain relieved by sitting up and leaning forward.\",\n    \"Myocardial Infarction typically presents with crushing substernal pressure and radiation to the left arm.\",\n    \"Pneumothorax is characterized by sudden onset shortness of breath and unilateral chest pain.\",\n    \"Gastroesophageal Reflux Disease (GERD) causes burning retrosternal pain usually after meals.\",\n]\n\nquery_emb = model.encode(query, convert_to_tensor=True)\ncandidate_embs = model.encode(candidates, convert_to_tensor=True)\nsimilarities = model.similarity(query_emb, candidate_embs)\n\nranking = similarities.argsort(descending=True)[0]\n\nfor idx in ranking.tolist():\n    score = similarities[0][idx].item()\n    text = candidates[idx]\n    print(f\"{score:.4f} | {text}\")\n\n# 9. Save the trained model, only the LoRA adapters. Use save_pretrained_merged to save a full model.\nfinal_output_dir = f\"models/{run_name}/final\"\nmodel.save_pretrained(final_output_dir)\n\n# 10. (Optional) Save the model to the Hugging Face Hub (adapters only). Use push_to_hub_merged to push a full model.\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\ntry:\n    model.push_to_hub(run_name)\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/CT/README.md",
    "content": "# CT\n\nCarlsson et al. present in [Semantic Re-Tuning With Contrastive Tension (CT)](https://openreview.net/pdf?id=Ov_sMNau-PF) ([Github](https://github.com/FreddeFrallan/Contrastive-Tension)) an unsupervised learning approach for sentence embeddings that just requires sentences.\n\n## Background\n\nDuring training, CT builds two independent encoders ('Model1' and 'Model2') with initial parameters shared to encode a pair of sentences. If Model1 and Model2 encode the same sentence, then the dot-product of the two sentence embeddings should be large. If Model1 and Model2 encode different sentences, then their dot-product should be small.\n\nThe original CT paper uses batchs that contain multiple mini-batches. For the example of K=7, each mini-batch consists of sentence pairs (S_A, S_A), (S_A, S_B), (S_A, S_C), ..., (S_A, S_H) and the corresponding labels are 1, 0, 0, ..., 0. In other words, one identical pair of sentences is viewed as the positive example and other pairs of different sentences are viewed as the negative examples (i.e. 1 positive + K negative pairs). The training objective is the binary cross-entropy between the generated similarity scores and labels. This example is illustrated in the figure (from the Appendix A.1 of the CT paper) below:\n\n![CT working](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/CT.jpg)\n\nAfter training, the model 2 will be used for inference, which usually has better performance.\n\nIn **[CT_Improved](../CT_In-Batch_Negatives/README.md)** we propose an improvement to CT by using in-batch negative sampling.\n\n## Performance\n\nIn some preliminary experiments, we compate performance on the STSbenchmark dataset (trained with 1 million sentences from Wikipedia) and on the paraphrase mining task for the Quora duplicate questions dataset (trained with questions from Quora).\n\n| Method | STSb (Spearman) | Quora-Duplicate-Question (Avg. Precision) |\n| --- | :---: | :---:\n| CT | 75.7 | 36.5\n| CT-Improved | 78.5 | 40.1\n\nNote: We used the code provided in this repository, not the official code from the authors.\n\n## CT from Sentences File\n\n**[train_ct_from_file.py](train_ct_from_file.py)** loads sentences from a provided text file. It is expected, that the there is one sentence per line in that text file.\n\nSimCSE will be training using these sentences. Checkpoints are stored every 500 steps to the output folder.\n\n## Further Training Examples\n\n- **[train_stsb_ct.py](train_stsb_ct.py)**: This example uses 1 million sentences from Wikipedia to train with CT. It evaluate the performance on the [STSbenchmark dataset](https://ixa2.si.ehu.eus/stswiki/index.php/STSbenchmark).\n- **[train_askubuntu_ct.py](train_askubuntu_ct.py)**: This example trains on [AskUbuntu Questions dataset](https://github.com/taolei87/askubuntu), a dataset with questions from the AskUbuntu Stackexchange forum.\n\n**Note:**\nThis is a re-implementation of CT within sentence-transformers. For the official CT code, see: [FreddeFrallan/Contrastive-Tension](https://github.com/FreddeFrallan/Contrastive-Tension)\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/CT/train_askubuntu_ct.py",
    "content": "import logging\nimport random\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import LoggingHandler, SentenceTransformer\nfrom sentence_transformers.evaluation import RerankingEvaluator\nfrom sentence_transformers.losses import ContrastiveTensionLoss\nfrom sentence_transformers.models import Pooling, Transformer\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Just some code to print debug information to stdout\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO, handlers=[LoggingHandler()]\n)\n# print debug information to stdout\n\n# Some training parameters. We use a batch size of 16, for every positive example we include 8-1=7 negative examples\n# Sentences are truncated to 75 word pieces\nmodel_name = \"distilbert-base-uncased\"\nbatch_size = 16\npos_neg_ratio = 8  # batch_size must be divisible by pos_neg_ratio\nmax_seq_length = 75\nnum_epochs = 1\n\noutput_path = \"output/train_askubuntu_ct-{}-{}-{}\".format(\n    model_name, batch_size, datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n)\n\n\n# Read eval/test datasets, skipping samples without positive examples\ntest_dataset = load_dataset(\"sentence-transformers/askubuntu\", split=\"test\").filter(lambda x: x[\"positive\"])\neval_dataset = load_dataset(\"sentence-transformers/askubuntu\", split=\"dev\").filter(lambda x: x[\"positive\"])\n\ndev_or_test_questions = set()\nfor dataset in (eval_dataset, test_dataset):\n    dev_or_test_questions.update(dataset[\"query\"])\n    dev_or_test_questions.update(question for question_list in dataset[\"positive\"] for question in question_list)\n    dev_or_test_questions.update(question for question_list in dataset[\"negative\"] for question in question_list)\n\n# Load questions for training, skipping those that are part of dev or test sets\ntrain_dataset = load_dataset(\"sentence-transformers/askubuntu-questions\", split=\"train\").filter(\n    lambda x: x[\"text\"] not in dev_or_test_questions\n)\n\n\n# Generate sentence pairs for ContrastiveTensionLoss\ndef to_ct_pairs(sample, pos_neg_ratio=8):\n    pos_neg_ratio = 1 / pos_neg_ratio\n    return {\n        \"text1\": sample[\"text\"],\n        \"text2\": sample[\"text\"] if random.random() < pos_neg_ratio else random.choice(train_dataset)[\"text\"],\n    }\n\n\ntrain_dataset = train_dataset.map(to_ct_pairs, fn_kwargs={\"pos_neg_ratio\": pos_neg_ratio}, remove_columns=[\"text\"])\nlogging.info(train_dataset)\nlogging.info(train_dataset[0])\n\n# Initialize an SBERT model\nword_embedding_model = Transformer(model_name, max_seq_length=max_seq_length)\npooling_model = Pooling(word_embedding_model.get_word_embedding_dimension())\nmodel = SentenceTransformer(modules=[word_embedding_model, pooling_model])\n\n# As loss, we use ContrastiveTensionLoss\ntrain_loss = ContrastiveTensionLoss(model)\n\n# Create a dev evaluator\ndev_evaluator = RerankingEvaluator(eval_dataset, name=\"askubuntu-dev\")\ntest_evaluator = RerankingEvaluator(test_dataset, name=\"askubuntu-test\")\n\n# Evaluate the model before training\ndev_evaluator(model)\ntest_evaluator(model)\n\nlogging.info(\"Start training\")\n# Prepare the training arguments\nargs = SentenceTransformerTrainingArguments(\n    output_dir=output_path,\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=batch_size,\n    warmup_steps=0,\n    learning_rate=2e-6,\n    weight_decay=0,\n    eval_strategy=\"steps\",\n    eval_steps=1000,\n    save_strategy=\"steps\",\n    save_steps=1000,\n    logging_steps=100,\n    fp16=False,  # Set to True, if your GPU has optimized FP16 cores\n    optim=\"rmsprop\",\n)\n\n# Train the model\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\nlogging.info(\"Evaluating after training\")\ndev_evaluator(model)\ntest_evaluator(model)\n\n# Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_path}/final\"\nmodel.save_pretrained(final_output_dir)\n\n# (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-askubuntu-ct\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-askubuntu-ct')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/CT/train_ct_from_file.py",
    "content": "\"\"\"\nThis file loads sentences from a provided text file. It is expected, that the there is one sentence per line in that text file.\n\nCT will be training using these sentences. Checkpoints are stored every 500 steps to the output folder.\n\nUsage:\npython train_ct_from_file.py path/to/sentences.txt\n\n\"\"\"\n\nimport gzip\nimport logging\nimport random\nimport sys\nimport traceback\nfrom datetime import datetime\n\nimport tqdm\nfrom datasets import Dataset\n\nfrom sentence_transformers import LoggingHandler, SentenceTransformer, losses, models\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Just some code to print debug information to stdout\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO, handlers=[LoggingHandler()]\n)\n# print debug information to stdout\n\n# Training parameters\nmodel_name = \"distilbert-base-uncased\"\nbatch_size = 16\npos_neg_ratio = 8  # batch_size must be divisible by pos_neg_ratio\nnum_epochs = 1\nmax_seq_length = 75\n\n# Input file path (a text file, each line a sentence)\nif len(sys.argv) < 2:\n    print(f\"Run this script with: python {sys.argv[0]} path/to/sentences.txt\")\n    exit()\n\nfilepath = sys.argv[1]\n\n# Save path to store our model\noutput_name = \"\"\nif len(sys.argv) >= 3:\n    output_name = \"-\" + sys.argv[2].replace(\" \", \"_\").replace(\"/\", \"_\").replace(\"\\\\\", \"_\")\n\nmodel_output_path = \"output/train_ct{}-{}\".format(output_name, datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\"))\n\n\n# Use Hugging Face/transformers model (like BERT, RoBERTa, XLNet, XLM-R) for mapping tokens to embeddings\nword_embedding_model = models.Transformer(model_name, max_seq_length=max_seq_length)\n\n# Apply mean pooling to get one fixed sized sentence vector\npooling_model = models.Pooling(word_embedding_model.get_word_embedding_dimension())\nmodel = SentenceTransformer(modules=[word_embedding_model, pooling_model])\n\n# Read the train corpus\ntrain_sentences = []\nwith (\n    gzip.open(filepath, \"rt\", encoding=\"utf8\") if filepath.endswith(\".gz\") else open(filepath, encoding=\"utf8\") as fIn\n):\n    for line in tqdm.tqdm(fIn, desc=\"Read file\"):\n        line = line.strip()\n        if len(line) >= 10:\n            train_sentences.append(line)\n\ntrain_dataset = Dataset.from_dict({\"text1\": train_sentences})\nlogging.info(f\"Train sentences: {len(train_sentences)}\")\n\n\n# Generate sentence pairs for ContrastiveTensionLoss\ndef to_ct_pairs(sample, pos_neg_ratio=8):\n    pos_neg_ratio = 1 / pos_neg_ratio\n    sample[\"text2\"] = sample[\"text1\"] if random.random() < pos_neg_ratio else random.choice(train_sentences)\n    return sample\n\n\ntrain_dataset = train_dataset.map(to_ct_pairs, fn_kwargs={\"pos_neg_ratio\": pos_neg_ratio})\nlogging.info(train_dataset)\n\n# As loss, we use ContrastiveTensionLoss\ntrain_loss = losses.ContrastiveTensionLoss(model)\n\n# Prepare the training arguments\nargs = SentenceTransformerTrainingArguments(\n    output_dir=model_output_path,\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=batch_size,\n    warmup_ratio=0.1,\n    learning_rate=5e-5,\n    save_strategy=\"steps\",\n    save_steps=0.5,\n    logging_steps=0.1,\n    fp16=False,  # Set to True, if your GPU supports FP16 cores\n    optim=\"adamw_torch\",\n)\n\n# Train the model\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    loss=train_loss,\n)\ntrainer.train()\n\n# Show similarity between first two sentences as an example\nif len(train_sentences) >= 2:\n    logging.info(\"\\nExample similarity calculation:\")\n    sentence1 = train_sentences[0]\n    sentence2 = train_sentences[1]\n    embedding1 = model.encode(sentence1, convert_to_tensor=True)\n    embedding2 = model.encode(sentence2, convert_to_tensor=True)\n    similarity = model.similarity(embedding1, embedding2).item()\n    logging.info(f\"  Sentence 1: {sentence1[:60]}...\")\n    logging.info(f\"  Sentence 2: {sentence2[:60]}...\")\n    logging.info(f\"  Cosine similarity: {similarity:.4f}\")\n\n\n# Save the trained & evaluated model locally\nfinal_output_dir = f\"{model_output_path}/final\"\nmodel.save_pretrained(final_output_dir)\n\n# (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-ct-from-file\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-ct-from-file')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/CT/train_stsb_ct.py",
    "content": "import logging\nimport random\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import LoggingHandler, SentenceTransformer, losses, models\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Just some code to print debug information to stdout\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO, handlers=[LoggingHandler()]\n)\n# /print debug information to stdout\n\n# Training parameters\nmodel_name = \"distilbert-base-uncased\"\nbatch_size = 16\npos_neg_ratio = 8  # batch_size must be divisible by pos_neg_ratio\nnum_epochs = 1\nmax_seq_length = 75\n\n# Save path to store our model\noutput_dir = \"output/train_stsb_ct-{}-{}\".format(model_name, datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\"))\n\n# We use 1 Million sentences from Wikipedia to train our model\ntrain_dataset = load_dataset(\"sentence-transformers/wiki1m-for-simcse\", split=\"train\")\ntrain_dataset = train_dataset.filter(lambda example: len(example[\"text\"].strip()) >= 10)\nlogging.info(train_dataset)\n\n\n# Generate sentence pairs for ContrastiveTensionLoss\ndef to_ct_pairs(sample, pos_neg_ratio=8):\n    pos_neg_ratio = 1 / pos_neg_ratio\n    return {\n        \"text1\": sample[\"text\"],\n        \"text2\": sample[\"text\"] if random.random() < pos_neg_ratio else random.choice(train_dataset)[\"text\"],\n    }\n\n\ntrain_dataset = train_dataset.map(to_ct_pairs, fn_kwargs={\"pos_neg_ratio\": pos_neg_ratio}, remove_columns=[\"text\"])\nlogging.info(train_dataset)\nlogging.info(train_dataset[0])\n\n# Download and load STSb\neval_sts_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ntest_sts_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\n\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=eval_sts_dataset[\"sentence1\"],\n    sentences2=eval_sts_dataset[\"sentence2\"],\n    scores=eval_sts_dataset[\"score\"],\n    name=\"sts-dev\",\n)\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_sts_dataset[\"sentence1\"],\n    sentences2=test_sts_dataset[\"sentence2\"],\n    scores=test_sts_dataset[\"score\"],\n    name=\"sts-test\",\n)\n\n# Initialize an SBERT model\nword_embedding_model = models.Transformer(model_name, max_seq_length=max_seq_length)\npooling_model = models.Pooling(word_embedding_model.get_word_embedding_dimension())\nmodel = SentenceTransformer(modules=[word_embedding_model, pooling_model])\n\n# Let's evaluate the model before training\ndev_evaluator(model)\ntest_evaluator(model)\n\n# As loss, we use ContrastiveTensionLoss\ntrain_loss = losses.ContrastiveTensionLoss(model)\n\n# Prepare the training arguments\nargs = SentenceTransformerTrainingArguments(\n    output_dir=output_dir,\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=batch_size,\n    warmup_steps=0,\n    learning_rate=1e-5,\n    weight_decay=0,\n    eval_strategy=\"steps\",\n    eval_steps=1000,\n    save_strategy=\"steps\",\n    save_steps=1000,\n    logging_steps=100,\n    fp16=False,  # Set to True, if your GPU has optimized FP16 cores\n    optim=\"rmsprop\",\n)\n\n# Train the model\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\nlogging.info(\"Evaluating after training\")\ndev_evaluator(model)\ntest_evaluator(model)\n\n# Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save_pretrained(final_output_dir)\n\n# (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-stsb-ct\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-stsb-ct')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/CT_In-Batch_Negatives/README.md",
    "content": "# CT (In-Batch Negatives)\n\nCarlsson et al. present in [Semantic Re-Tuning With Contrastive Tension (CT)](https://openreview.net/pdf?id=Ov_sMNau-PF) an unsupervised learning approach for sentence embeddings that just requires sentences.\n\n## Background\n\nDuring training, CT builds two independent encoders ('Model1' and 'Model2') with initial parameters shared to encode a pair of sentences. If Model1 and Model2 encode the same sentence, then the dot-product of the two sentence embeddings should be large. If Model1 and Model2 encode different sentences, then their dot-product should be small.\n\nIn the original CT paper, specially created batches are used. We implemented an improved version that uses in-batch negative sampling: Model1 and Model2 both encode the same set of sentences. We maximize the scores for matching indexes (i.e. Model1(S_i) and Model2(S_i)) while we minimize the scores for different indexes (i.e. Model1(S_i) and Model2(S_j) for i != j).\n\nUsing in-batch negative sampling gives a stronger training signal than the original loss function proposed by Carlsson et al.\n\n![CT working](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/CT.jpg)\n\nAfter training, the model 2 will be used for inference, which usually has better performance.\n\n## Performance\n\nIn some preliminary experiments, we compare performance on the STSbenchmark dataset (trained with 1 million sentences from Wikipedia) and on the Quora duplicate questions dataset (trained with questions from Quora).\n\n| Method | STSb (Spearman) | Quora-Duplicate-Question (Avg. Precision) |\n| --- | :---: | :---:\n| CT | 75.7 | 36.5\n| CT (In-Batch Negatives) | 78.5 | 40.1\n\nNote: We used the code provided in this repository, not the official code from the authors.\n\n## CT from Sentences File\n\n**[train_ct-improved_from_file.py](train_ct-improved_from_file.py)** loads sentences from a provided text file. It is expected, that the there is one sentence per line in that text file.\n\nSimCSE will be training using these sentences. Checkpoints are stored every 500 steps to the output folder.\n\n## Further Training Examples\n\n- **[train_stsb_ct-improved.py](train_stsb_ct-improved.py)**: This example uses 1 million sentences from Wikipedia to train with CT. It evaluate the performance on the [STSbenchmark dataset](https://ixa2.si.ehu.eus/stswiki/index.php/STSbenchmark).\n- **[train_askubuntu_ct-improved.py](train_askubuntu_ct-improved.py)**: This example trains on [AskUbuntu Questions dataset](https://github.com/taolei87/askubuntu), a dataset with questions from the AskUbuntu Stackexchange forum.\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/CT_In-Batch_Negatives/train_askubuntu_ct-improved.py",
    "content": "import logging\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import LoggingHandler, SentenceTransformer\nfrom sentence_transformers.evaluation import RerankingEvaluator\nfrom sentence_transformers.losses import ContrastiveTensionLossInBatchNegatives\nfrom sentence_transformers.models import Pooling, Transformer\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Just some code to print debug information to stdout\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO, handlers=[LoggingHandler()]\n)\n# print debug information to stdout\n\n# Some training parameters. We use a batch size of 16, for every positive example we include 8-1=7 negative examples\n# Sentences are truncated to 75 word pieces\n# Training parameters\nmodel_name = \"distilbert-base-uncased\"\nbatch_size = 128\nepochs = 1\nmax_seq_length = 75\n\noutput_path = \"output/train_askubuntu_ct-improved-{}-{}-{}\".format(\n    model_name, batch_size, datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n)\n\n# Read eval/test datasets, skipping samples without positive examples\ntest_dataset = load_dataset(\"sentence-transformers/askubuntu\", split=\"test\").filter(lambda x: x[\"positive\"])\neval_dataset = load_dataset(\"sentence-transformers/askubuntu\", split=\"dev\").filter(lambda x: x[\"positive\"])\n\ndev_or_test_questions = set()\nfor dataset in (eval_dataset, test_dataset):\n    dev_or_test_questions.update(dataset[\"query\"])\n    dev_or_test_questions.update(question for question_list in dataset[\"positive\"] for question in question_list)\n    dev_or_test_questions.update(question for question_list in dataset[\"negative\"] for question in question_list)\n\n# Load questions for training, skipping those that are part of dev or test sets\ntrain_dataset = load_dataset(\"sentence-transformers/askubuntu-questions\", split=\"train\").filter(\n    lambda x: x[\"text\"] not in dev_or_test_questions\n)\nlogging.info(train_dataset)\n\n# Initialize an SBERT model\nword_embedding_model = Transformer(model_name, max_seq_length=max_seq_length)\npooling_model = Pooling(word_embedding_model.get_word_embedding_dimension())\nmodel = SentenceTransformer(modules=[word_embedding_model, pooling_model])\n\n# Loss\ntrain_loss = ContrastiveTensionLossInBatchNegatives(model)\n\n# Evaluators\ndev_evaluator = RerankingEvaluator(eval_dataset, name=\"AskUbuntu dev\")\ntest_evaluator = RerankingEvaluator(test_dataset, name=\"AskUbuntu test\")\ndev_evaluator(model)\ntest_evaluator(model)\n\nlogging.info(\"Start training\")\n\n# Prepare the training arguments\nargs = SentenceTransformerTrainingArguments(\n    output_dir=output_path,\n    num_train_epochs=epochs,\n    per_device_train_batch_size=batch_size,\n    warmup_ratio=0.1,\n    eval_strategy=\"steps\",\n    eval_steps=0.1,\n    logging_steps=0.01,\n    learning_rate=5e-5,\n    save_strategy=\"no\",\n    fp16=True,\n)\n\n# Train the model\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    evaluator=dev_evaluator,\n    loss=train_loss,\n)\n\nlogging.info(\"Start training\")\ntrainer.train()\n\n# Run test evaluation on the latest model\ntest_evaluator(model)\n\nlatest_output_path = output_path + \"-latest\"\nmodel.save_pretrained(latest_output_path)\n\n# (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-askubuntu-ct-improved\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\nTo upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({latest_output_path!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-askubuntu-ct-improved')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/CT_In-Batch_Negatives/train_ct-improved_from_file.py",
    "content": "\"\"\"\nThis file loads sentences from a provided text file. It is expected, that the there is one sentence per line in that text file.\nCT will be training using these sentences.\n\nUsage:\npython train_ct-improved_from_file.py path/to/sentences.txt\n\"\"\"\n\nimport gzip\nimport logging\nimport sys\nimport traceback\nfrom datetime import datetime\n\nimport tqdm\nfrom datasets import Dataset\n\nfrom sentence_transformers import LoggingHandler, SentenceTransformer\nfrom sentence_transformers.losses import ContrastiveTensionLossInBatchNegatives\nfrom sentence_transformers.models import Pooling, Transformer\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Just some code to print debug information to stdout\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO, handlers=[LoggingHandler()]\n)\n# print debug information to stdout\n\n# Training parameters\nmodel_name = \"distilbert-base-uncased\"\nbatch_size = 128\nnum_epochs = 1\nmax_seq_length = 75\n\n# Input file path (a text file, each line a sentence)\nif len(sys.argv) < 2:\n    print(f\"Run this script with: python {sys.argv[0]} path/to/sentences.txt\")\n    exit()\n\nfilepath = sys.argv[1]\n\n# Save path to store our model\noutput_name = \"\"\nif len(sys.argv) >= 3:\n    output_name = \"-\" + sys.argv[2].replace(\" \", \"_\").replace(\"/\", \"_\").replace(\"\\\\\", \"_\")\n\nmodel_output_path = \"output/train_ct-improved{}-{}\".format(output_name, datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\"))\n\n\n# Use Hugging Face/transformers model (like BERT, RoBERTa, XLNet, XLM-R) for mapping tokens to embeddings\nword_embedding_model = Transformer(model_name, max_seq_length=max_seq_length)\n\n# Apply mean pooling to get one fixed sized sentence vector\npooling_model = Pooling(word_embedding_model.get_word_embedding_dimension())\nmodel = SentenceTransformer(modules=[word_embedding_model, pooling_model])\n\n# Read the train corpus\ntrain_sentences = []\nwith (\n    gzip.open(filepath, \"rt\", encoding=\"utf8\") if filepath.endswith(\".gz\") else open(filepath, encoding=\"utf8\") as fIn\n):\n    for line in tqdm.tqdm(fIn, desc=\"Read file\"):\n        line = line.strip()\n        if len(line) >= 10:\n            train_sentences.append(line)\n\ntrain_dataset = Dataset.from_dict({\"text1\": train_sentences})\nlogging.info(f\"Train sentences: {len(train_sentences)}\")\n\ntrain_loss = ContrastiveTensionLossInBatchNegatives(model)\n\n# Prepare the training arguments\nargs = SentenceTransformerTrainingArguments(\n    output_dir=model_output_path,\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=batch_size,\n    warmup_ratio=0.1,\n    learning_rate=5e-5,\n    save_strategy=\"steps\",\n    save_steps=0.5,\n    logging_steps=0.1,\n    fp16=False,  # Set to True, if your GPU supports FP16 cores\n    optim=\"adamw_torch\",\n)\n\n# Train the model\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    loss=train_loss,\n)\ntrainer.train()\n\n# Show similarity between first two sentences as an example\nif len(train_sentences) >= 2:\n    logging.info(\"\\nExample similarity calculation:\")\n    sentence1 = train_sentences[0]\n    sentence2 = train_sentences[1]\n    embedding1 = model.encode(sentence1, convert_to_tensor=True)\n    embedding2 = model.encode(sentence2, convert_to_tensor=True)\n    similarity = model.similarity(embedding1, embedding2).item()\n    logging.info(f\"  Sentence 1: {sentence1[:60]}...\")\n    logging.info(f\"  Sentence 2: {sentence2[:60]}...\")\n    logging.info(f\"  Cosine similarity: {similarity:.4f}\")\n\n# Save the trained & evaluated model locally\nfinal_output_dir = f\"{model_output_path}/final\"\nmodel.save_pretrained(final_output_dir)\n\n# (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-ct-improved-from-file\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-ct-improved-from-file')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/CT_In-Batch_Negatives/train_stsb_ct-improved.py",
    "content": "import logging\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import LoggingHandler, SentenceTransformer, losses, models, util\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Just some code to print debug information to stdout\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\",\n    datefmt=\"%Y-%m-%d %H:%M:%S\",\n    level=logging.INFO,\n    handlers=[LoggingHandler()],\n)\n# print debug information to stdout\n\n# Training parameters\nmodel_name = \"distilbert-base-uncased\"\nbatch_size = 128\nepochs = 1\nmax_seq_length = 75\n\n# Save path to store our model\nmodel_save_path = \"output/training_stsb_ct-improved-{}-{}\".format(\n    model_name, datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n)\n\n# Train sentences\n# We use 1 Million sentences from Wikipedia to train our model\ntrain_dataset = load_dataset(\"sentence-transformers/wiki1m-for-simcse\", split=\"train[:1000]\")\ntrain_dataset = train_dataset.map(lambda x: {\"text\": x[\"text\"].strip()})\nprint(train_dataset)\n\n# Download and load STSb\ndev_sts_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ntest_sts_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\n\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    dev_sts_dataset[\"sentence1\"],\n    dev_sts_dataset[\"sentence2\"],\n    dev_sts_dataset[\"score\"],\n    name=\"sts-dev\",\n)\n\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    test_sts_dataset[\"sentence1\"],\n    test_sts_dataset[\"sentence2\"],\n    test_sts_dataset[\"score\"],\n    name=\"sts-test\",\n)\n\n# Initialize an SBERT model\nword_embedding_model = models.Transformer(model_name, max_seq_length=max_seq_length)\npooling_model = models.Pooling(word_embedding_model.get_word_embedding_dimension())\nmodel = SentenceTransformer(modules=[word_embedding_model, pooling_model])\n\n# Loss\ntrain_loss = losses.ContrastiveTensionLossInBatchNegatives(model, scale=1, similarity_fct=util.dot_score)\n\n# Prepare the training arguments\nargs = SentenceTransformerTrainingArguments(\n    output_dir=model_save_path,\n    num_train_epochs=epochs,\n    per_device_train_batch_size=batch_size,\n    warmup_ratio=0.1,\n    eval_strategy=\"steps\",\n    eval_steps=0.1,\n    logging_steps=0.01,\n    learning_rate=5e-5,\n    save_strategy=\"no\",\n    fp16=True,\n)\n\n# Trainer\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    evaluator=dev_evaluator,\n    loss=train_loss,\n)\n\n# Train the model\ntrainer.train()\n\ndev_evaluator(model)\ntest_evaluator(model)\n\nfinal_output_path = model_save_path + \"-final\"\nmodel.save_pretrained(final_output_path)\n\n# (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-stsb-ct\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\nTo upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_path!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-stsb-ct')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/MLM/README.md",
    "content": "# MLM\n\nMasked Language Model (MLM) is the process how BERT was pre-trained. It has been shown, that to continue MLM on your own data can improve performances (see [Don't Stop Pretraining: Adapt Language Models to Domains and Tasks](https://huggingface.co/papers/2004.10964)). In our [TSDAE-paper](https://huggingface.co/papers/2104.06979) we also show that MLM is a powerful pre-training strategy for learning sentence embeddings. This is especially the case when you work on some specialized domain.\n\n**Note:** Only running MLM will not yield good sentence embeddings. But you can first tune your favorite transformer model with MLM on your domain specific data. Then you can fine-tune the model with the labeled data you have or using other data sets like [NLI](../../training/nli/README.md), [Paraphrases](../../training/paraphrases/README.md), or [STS](../../training/sts/README.md).\n\n![MLM working](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/MLM.png)\n\n## Running MLM\n\nThe **[train_mlm.py](train_mlm.py)** script provides an easy option to run MLM on your data. You run this script by:\n\n```bash\npython train_mlm.py distilbert-base path/train.txt\n```\n\nYou can also provide an optional dev dataset:\n\n```bash\npython train_mlm.py distilbert-base path/train.txt path/dev.txt\n```\n\nEach line in train.txt / dev.txt is interpreted as one input for the transformer network, i.e. as one sentence or paragraph.\n\nFor more information how to run MLM with huggingface transformers, see the [Language model training examples](https://github.com/huggingface/transformers/tree/main/examples/pytorch/language-modeling).\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/MLM/train_mlm.py",
    "content": "\"\"\"\nThis file runs Masked Language Model. You provide a training file. Each line is interpreted as a sentence / paragraph.\nOptionally, you can also provide a dev file.\n\nThe fine-tuned model is stored in the output/model_name folder.\n\nUsage:\npython train_mlm.py model_name data/train_sentences.txt [data/dev_sentences.txt]\n\"\"\"\n\nimport gzip\nimport sys\nfrom datetime import datetime\n\nfrom transformers import (\n    AutoModelForMaskedLM,\n    AutoTokenizer,\n    DataCollatorForLanguageModeling,\n    DataCollatorForWholeWordMask,\n    Trainer,\n    TrainingArguments,\n)\n\nif len(sys.argv) < 3:\n    print(\"Usage: python train_mlm.py model_name data/train_sentences.txt [data/dev_sentences.txt]\")\n    exit()\n\nmodel_name = sys.argv[1]\nper_device_train_batch_size = 64\n\nsave_steps = 1000  # Save model every 1k steps\nnum_train_epochs = 3  # Number of epochs\nuse_fp16 = False  # Set to True, if your GPU supports FP16 operations\nmax_length = 100  # Max length for a text input\ndo_whole_word_mask = True  # If set to true, whole words are masked\nmlm_prob = 0.15  # Probability that a word is replaced by a [MASK] token\n\n# Load the model\nmodel = AutoModelForMaskedLM.from_pretrained(model_name)\ntokenizer = AutoTokenizer.from_pretrained(model_name)\n\n\noutput_dir = \"output/{}-{}\".format(model_name.replace(\"/\", \"_\"), datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\"))\nprint(\"Save checkpoints to:\", output_dir)\n\n\n##### Load our training datasets\n\ntrain_sentences = []\ntrain_path = sys.argv[2]\nwith (\n    gzip.open(train_path, \"rt\", encoding=\"utf8\")\n    if train_path.endswith(\".gz\")\n    else open(train_path, encoding=\"utf8\") as fIn\n):\n    for line in fIn:\n        line = line.strip()\n        if len(line) >= 10:\n            train_sentences.append(line)\n\nprint(\"Train sentences:\", len(train_sentences))\n\ndev_sentences = []\nif len(sys.argv) >= 4:\n    dev_path = sys.argv[3]\n    with (\n        gzip.open(dev_path, \"rt\", encoding=\"utf8\")\n        if dev_path.endswith(\".gz\")\n        else open(dev_path, encoding=\"utf8\") as fIn\n    ):\n        for line in fIn:\n            line = line.strip()\n            if len(line) >= 10:\n                dev_sentences.append(line)\n\nprint(\"Dev sentences:\", len(dev_sentences))\n\n\n# A dataset wrapper, that tokenizes our data on-the-fly\nclass TokenizedSentencesDataset:\n    def __init__(self, sentences, tokenizer, max_length, cache_tokenization=False):\n        self.tokenizer = tokenizer\n        self.sentences = sentences\n        self.max_length = max_length\n        self.cache_tokenization = cache_tokenization\n\n    def __getitem__(self, item):\n        if not self.cache_tokenization:\n            return self.tokenizer(\n                self.sentences[item],\n                add_special_tokens=True,\n                truncation=True,\n                max_length=self.max_length,\n                return_special_tokens_mask=True,\n            )\n\n        if isinstance(self.sentences[item], str):\n            self.sentences[item] = self.tokenizer(\n                self.sentences[item],\n                add_special_tokens=True,\n                truncation=True,\n                max_length=self.max_length,\n                return_special_tokens_mask=True,\n            )\n        return self.sentences[item]\n\n    def __len__(self):\n        return len(self.sentences)\n\n\ntrain_dataset = TokenizedSentencesDataset(train_sentences, tokenizer, max_length)\ndev_dataset = (\n    TokenizedSentencesDataset(dev_sentences, tokenizer, max_length, cache_tokenization=True)\n    if len(dev_sentences) > 0\n    else None\n)\n\n\n##### Training arguments\n\nif do_whole_word_mask:\n    data_collator = DataCollatorForWholeWordMask(tokenizer=tokenizer, mlm=True, mlm_probability=mlm_prob)\nelse:\n    data_collator = DataCollatorForLanguageModeling(tokenizer=tokenizer, mlm=True, mlm_probability=mlm_prob)\n\ntraining_args = TrainingArguments(\n    output_dir=output_dir,\n    overwrite_output_dir=True,\n    num_train_epochs=num_train_epochs,\n    evaluation_strategy=\"steps\" if dev_dataset is not None else \"no\",\n    per_device_train_batch_size=per_device_train_batch_size,\n    eval_steps=save_steps,\n    save_steps=save_steps,\n    logging_steps=save_steps,\n    save_total_limit=1,\n    prediction_loss_only=True,\n    fp16=use_fp16,\n)\n\ntrainer = Trainer(\n    model=model, args=training_args, data_collator=data_collator, train_dataset=train_dataset, eval_dataset=dev_dataset\n)\n\nprint(\"Save tokenizer to:\", output_dir)\ntokenizer.save_pretrained(output_dir)\n\ntrainer.train()\n\nprint(\"Save model to:\", output_dir)\nmodel.save_pretrained(output_dir)\n\nprint(\"Training done\")\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/README.md",
    "content": "# Unsupervised Learning\n\nThis page contains a collection of unsupervised learning methods to learn sentence embeddings. The methods have in common that they **do not require labeled training data**. Instead, they can learn semantically meaningful sentence embeddings just from the text itself.\n\n```{eval-rst}\n.. note::\n    Unsupervised learning approaches are still an activate research area and in many cases the models perform rather poorly compared to models that are using training pairs as provided in our `training data collection <https://huggingface.co/collections/sentence-transformers/embedding-model-datasets-6644d7a3673a511914aa7552>`_. A better approach is `Domain Adaptation <../domain_adaptation/README.html>`_ where you combine unsupervised learning on your target domain with existent labeled data. This should give the best performance on your specific corpus.\n```\n\n## TSDAE\n\nIn our work [TSDAE (Transformer-based Denoising AutoEncoder)](https://huggingface.co/papers/2104.06979) we present an unsupervised sentence embedding learning method based on denoising auto-encoders:\n\n![](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/TSDAE.png)\n\nWe add noise to the input text, in our case, we delete about 60% of the words in the text. The encoder maps this input to a fixed-sized sentence embeddings. A decoder then tries to re-create the original text without the noise. Later, we use the encoder as the sentence embedding methods.\n\nSee **[TSDAE](TSDAE/README.md)** for more information and training examples.\n\n## SimCSE\n\nGao et al. present in [SimCSE: Simple Contrastive Learning of Sentence Embeddings](https://huggingface.co/papers/2104.08821) a method that passes the same sentence twice to the sentence embedding encoder. Due to the drop-out, it will be encoded at slightly different positions in vector space.\n\nThe distance between these two embeddings will be minimized, while the distance to other embeddings of the other sentences in the same batch will be maximized.\n\n![SimCSE working](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/SimCSE.png)\n\nSee **[SimCSE](SimCSE/README.md)** for more information and training examples.\n\n## CT\n\nCarlsson et al. present in [Semantic Re-Tuning With Contrastive Tension (CT)](https://openreview.net/pdf?id=Ov_sMNau-PF) an unsupervised method that uses two models: If the same sentences are passed to Model1 and Model2, then the respective sentence embeddings should get a large dot-score. If the different sentences are passed, then the sentence embeddings should get a low score.\n\n![CT working](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/CT.jpg)\n\nSee **[CT](CT/README.md)** for more information and training examples.\n\n## CT (In-Batch Negative Sampling)\n\nThe CT method from Carlsson et al. provides sentence pairs to the two models. This can be improved by using in-batch negative sampling: Model1 and Model2 both encode the same set of sentences. We maximize the scores for matching indexes (i.e. Model1(S_i) and Model2(S_i)) while we minimize the scores for different indexes (i.e. Model1(S_i) and Model2(S_j) for i != j).\n\nSee **[CT_In-Batch_Negatives](CT_In-Batch_Negatives/README.md)** for more information and training examples.\n\n## Masked Language Model (MLM)\n\nBERT showed that Masked Language Model (MLM) is a powerful pre-training approach. It is advisable to first run MLM a large dataset from your domain before you do fine-tuning. See **[MLM](MLM/README.md)** for more information and training examples.\n\n## GenQ\n\nIn our paper [BEIR: A Heterogeneous Benchmark for Zero-shot Evaluation of Information Retrieval Models](https://huggingface.co/papers/2104.08663) we present a method to learn a semantic search method by generating queries for given passages. This method has been improved in [GPL: Generative Pseudo Labeling for Unsupervised Domain Adaptation of Dense Retrieval](https://huggingface.co/papers/2112.07577).\n\nWe pass all passages in our collection through a trained T5 model, which generates potential queries from users. We then use these (query, passage) pairs to train a SentenceTransformer model.\n\n![Query Generation](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/query-generation.png)\n\nSee **[GenQ](query_generation/README.md)** for more information and training examples. See **[GPL](../domain_adaptation/README.md)** for the improved version that uses a multi-step training approach.\n\n## GPL\n\nIn [GPL: Generative Pseudo Labeling for Unsupervised Domain Adaptation of Dense Retrieval](https://huggingface.co/papers/2112.07577) we show an improved version of GenQ, which combines the generation with negative mining and pseudo labeling using a Cross-Encoder. It leads to significantly improved results. See **[Domain Adaptation](../domain_adaptation/README.md)** for more information.\n\n![GPL Architecture](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/gpl_architecture.png)\n\n## Performance Comparison\n\nIn our paper [TSDAE](https://huggingface.co/papers/2104.06979) we compare approaches for sentence embedding tasks, and in [GPL](https://huggingface.co/papers/2112.07577) we compare them for semantic search tasks (given a query, find relevant passages). While the unsupervised approach achieve acceptable performances for sentence embedding tasks, they perform poorly for semantic search tasks.\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/SimCSE/README.md",
    "content": "# SimCSE\n\nGao et al. present in [SimCSE](https://huggingface.co/papers/2104.08821) a simple method to train sentence embeddings without having training data.\n\nThe idea is to encode the same sentence twice. Due to the used dropout in transformer models, both sentence embeddings will be at slightly different positions. The distance between these two embeddings will be minimized, while the distance to other embeddings of the other sentences in the same batch will be maximized (they serve as negative examples).\n\n![SimCSE working](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/SimCSE.png)\n\n## Usage with SentenceTransformers\n\nSentenceTransformers implements the [MultipleNegativesRankingLoss](https://www.sbert.net/docs/package_reference/sentence_transformer/losses.html#multiplenegativesrankingloss), which makes training with SimCSE trivial:\n\n```python\nfrom sentence_transformers import SentenceTransformer, InputExample\nfrom sentence_transformers import models, losses\nfrom torch.utils.data import DataLoader\n\n# Define your sentence transformer model using CLS pooling\nmodel_name = \"distilroberta-base\"\nword_embedding_model = models.Transformer(model_name, max_seq_length=32)\npooling_model = models.Pooling(word_embedding_model.get_word_embedding_dimension())\nmodel = SentenceTransformer(modules=[word_embedding_model, pooling_model])\n\n# Define a list with sentences (1k - 100k sentences)\ntrain_sentences = [\n    \"Your set of sentences\",\n    \"Model will automatically add the noise\",\n    \"And re-construct it\",\n    \"You should provide at least 1k sentences\",\n]\n\n# Convert train sentences to sentence pairs\ntrain_data = [InputExample(texts=[s, s]) for s in train_sentences]\n\n# DataLoader to batch your data\ntrain_dataloader = DataLoader(train_data, batch_size=128, shuffle=True)\n\n# Use the denoising auto-encoder loss\ntrain_loss = losses.MultipleNegativesRankingLoss(model)\n\n# Call the fit method\nmodel.fit(\n    train_objectives=[(train_dataloader, train_loss)], epochs=1, show_progress_bar=True\n)\n\nmodel.save(\"output/simcse-model\")\n```\n\n## SimCSE from Sentences File\n\n**[train_simcse_from_file.py](train_simcse_from_file.py)** loads sentences from a provided text file. It is expected, that the there is one sentence per line in that text file.\n\nSimCSE will be training using these sentences. Checkpoints are stored every 500 steps to the output folder.\n\n## Training Examples\n\n- **[train_askubuntu_simcse.py](train_askubuntu_simcse.py)** - Shows the example how to train with SimCSE on the [AskUbuntu Questions dataset](https://github.com/taolei87/askubuntu).\n- **[train_stsb_simcse.py](train_stsb_simcse.py)** - This script uses 1 million sentences and evaluates SimCSE on the [STSbenchmark dataset](https://ixa2.si.ehu.eus/stswiki/index.php/STSbenchmark).\n\n## Ablation Study\n\nWe use the evaluation setup proposed in our [TSDAE paper](https://huggingface.co/papers/2104.06979).\n\nUsing mean pooling, with max_seq_length=32 and batch_size=128\n\n| Base Model | AskUbuntu Test-Performance (MAP) |\n| ---- | :----: |\n| distilbert-base-uncased | 53.59 |\n| bert-base-uncased | 54.89 |\n| **distilroberta-base** | **56.16** |\n| roberta-base | 55.89 |\n\nUsing mean pooling, with max_seq_length=32 and distilroberta-base model.\n\n| Batch Size | AskUbuntu Test-Performance (MAP) |\n| ---- | :----: |\n| 128 | 56.16 |\n| 256 | 56.63 |\n| **512** | **56.69** |\n\nUsing max_seq_length=32, distilroberta-base model, and 512 batch size.\n\n| Pooling Mode | AskUbuntu Test-Performance (MAP) |\n| ---- | :----: |\n| **Mean pooling** | **56.69** |\n| CLS pooling | 56.56 |\n| Max pooling | 52.91 |\n\n**Note:**\nThis is a re-implementation of SimCSE within sentence-transformers. For the official CT code, see: [princeton-nlp/SimCSE](https://github.com/princeton-nlp/SimCSE)\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/SimCSE/train_askubuntu_simcse.py",
    "content": "import logging\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import (\n    LoggingHandler,\n    SentenceTransformer,\n    SentenceTransformerTrainer,\n    SentenceTransformerTrainingArguments,\n    models,\n)\nfrom sentence_transformers.evaluation import RerankingEvaluator\nfrom sentence_transformers.losses import MultipleNegativesRankingLoss\n\n# Just some code to print debug information to stdout\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO, handlers=[LoggingHandler()]\n)\n\n# Some training parameters. For the example, we use a batch_size of 128, a max sentence length (max_seq_length)\n# of 32 word pieces and as model roberta-base\nmodel_name = \"FacebookAI/roberta-base\"\nbatch_size = 128\nmax_seq_length = 32\nnum_epochs = 1\n\noutput_path = \"output/askubuntu-simcse-{}-{}-{}\".format(\n    model_name, batch_size, datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n)\n\n# Read eval/test datasets, skipping samples without positive examples\ntest_dataset = load_dataset(\"sentence-transformers/askubuntu\", split=\"test\").filter(lambda x: x[\"positive\"])\neval_dataset = load_dataset(\"sentence-transformers/askubuntu\", split=\"dev\").filter(lambda x: x[\"positive\"])\n\ndev_or_test_questions = set()\nfor dataset in (eval_dataset, test_dataset):\n    dev_or_test_questions.update(dataset[\"query\"])\n    dev_or_test_questions.update(question for question_list in dataset[\"positive\"] for question in question_list)\n    dev_or_test_questions.update(question for question_list in dataset[\"negative\"] for question in question_list)\n\n# Load questions for training, skipping those that are part of dev or test sets\ntrain_dataset = load_dataset(\"sentence-transformers/askubuntu-questions\", split=\"train\").filter(\n    lambda x: x[\"text\"] not in dev_or_test_questions\n)\nlogging.info(train_dataset)\n\n# Because SimCSE uses pairs of positive pairs, with in-batch negatives, we need to convert the dataset accordingly\ntrain_dataset = train_dataset.add_column(\"identical_text\", train_dataset[\"text\"])\n\n# Initialize an SBERT model\nword_embedding_model = models.Transformer(model_name, max_seq_length=max_seq_length)\n\n# Apply mean pooling\npooling_model = models.Pooling(\n    word_embedding_model.get_word_embedding_dimension(),\n    pooling_mode_mean_tokens=True,\n    pooling_mode_cls_token=False,\n    pooling_mode_max_tokens=False,\n)\nmodel = SentenceTransformer(modules=[word_embedding_model, pooling_model])\n\n# As Loss function, we use MultipleNegativesRankingLoss\ntrain_loss = MultipleNegativesRankingLoss(model)\n\n# Create a dev evaluator\ndev_evaluator = RerankingEvaluator(eval_dataset, name=\"AskUbuntu dev\")\ntest_evaluator = RerankingEvaluator(test_dataset, name=\"AskUbuntu test\")\n\nlogging.info(\"Performance before training\")\ndev_evaluator(model)\ntest_evaluator(model)\n\n# Prepare training arguments\nargs = SentenceTransformerTrainingArguments(\n    output_dir=output_path,\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=batch_size,\n    warmup_ratio=0.1,\n    eval_strategy=\"steps\",\n    eval_steps=0.1,\n    logging_steps=0.01,\n    learning_rate=5e-5,\n    save_strategy=\"no\",\n    fp16=True,  # If your GPU does not have FP16 cores, set fp16=False\n)\n\n# Train the model\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    evaluator=dev_evaluator,\n    loss=train_loss,\n)\n\nlogging.info(\"Start training\")\ntrainer.train()\n\n# Run evaluation\ndev_evaluator(model)\ntest_evaluator(model)\n\nlatest_output_path = output_path + \"-latest\"\nmodel.save_pretrained(latest_output_path)\n\n# (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-askubuntu-simcse\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\nTo upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({latest_output_path!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-askubuntu-simcse')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/SimCSE/train_simcse_from_file.py",
    "content": "\"\"\"\nThis file loads sentences from a provided text file. It is expected, that the there is one sentence per line in that text file.\n\nSimCSE will be training using these sentences. Checkpoints are stored every 500 steps to the output folder.\n\nUsage:\npython train_simcse_from_file.py path/to/sentences.txt\n\n\"\"\"\n\nimport gzip\nimport logging\nimport sys\nfrom datetime import datetime\n\nimport tqdm\nfrom datasets import Dataset\n\nfrom sentence_transformers import LoggingHandler, SentenceTransformer, losses, models\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Just some code to print debug information to stdout\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\",\n    datefmt=\"%Y-%m-%d %H:%M:%S\",\n    level=logging.INFO,\n    handlers=[LoggingHandler()],\n)\n\n# Training parameters\nmodel_name = \"distilroberta-base\"\ntrain_batch_size = 128\nmax_seq_length = 32\nnum_epochs = 1\n\n# Input file path (a text file, each line a sentence)\nif len(sys.argv) < 2:\n    print(f\"Run this script with: python {sys.argv[0]} path/to/sentences.txt\")\n    exit()\n\nfilepath = sys.argv[1]\n\n# Save path to store our model\noutput_name = \"\"\nif len(sys.argv) >= 3:\n    output_name = \"-\" + sys.argv[2].replace(\" \", \"_\").replace(\"/\", \"_\").replace(\"\\\\\", \"_\")\n\nmodel_output_path = \"output/train_simcse{}-{}\".format(output_name, datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\"))\n\n\n# Use Hugging Face/transformers model (like BERT, RoBERTa, XLNet, XLM-R) for mapping tokens to embeddings\nword_embedding_model = models.Transformer(model_name, max_seq_length=max_seq_length)\n\n# Apply mean pooling to get one fixed sized sentence vector\npooling_model = models.Pooling(word_embedding_model.get_word_embedding_dimension())\nmodel = SentenceTransformer(modules=[word_embedding_model, pooling_model])\n\n# Read the train corpus\ntrain_samples = []\nwith (\n    gzip.open(filepath, \"rt\", encoding=\"utf8\") if filepath.endswith(\".gz\") else open(filepath, encoding=\"utf8\")\n) as fIn:\n    for line in tqdm.tqdm(fIn, desc=\"Read file\"):\n        line = line.strip()\n        if len(line) >= 10:\n            train_samples.append({\"sentence1\": line, \"sentence2\": line})\n\nlogging.info(f\"Train sentences: {len(train_samples)}\")\ntrain_dataset = Dataset.from_list(train_samples)\n\n# We train our model using the MultipleNegativesRankingLoss\ntrain_loss = losses.MultipleNegativesRankingLoss(model)\n\n# Prepare training arguments\nargs = SentenceTransformerTrainingArguments(\n    output_dir=model_output_path,\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=train_batch_size,\n    warmup_ratio=0.1,\n    save_steps=0.1,\n    logging_steps=0.01,\n    learning_rate=5e-5,\n    save_strategy=\"steps\",\n    fp16=False,  # Set to True, if your GPU supports FP16 cores\n    optim=\"adamw_torch\",\n)\n\n# Train the model\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    loss=train_loss,\n)\n\ntrainer.train()\n\n# Save the trained & evaluated model locally\nfinal_output_dir = f\"{model_output_path}/final\"\nmodel.save_pretrained(final_output_dir)\n\n# (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-simcse\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\nTo upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-simcse')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/SimCSE/train_stsb_simcse.py",
    "content": "import logging\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import LoggingHandler, SentenceTransformer\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.losses import MultipleNegativesRankingLoss\nfrom sentence_transformers.models import Pooling, Transformer\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Just some code to print debug information to stdout\nlogging.basicConfig(\n    format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO, handlers=[LoggingHandler()]\n)\n# /print debug information to stdout\n\n# Training parameters\nmodel_name = \"distilbert-base-uncased\"\ntrain_batch_size = 128\nnum_epochs = 1\nmax_seq_length = 32\n\n# Save path to store our model\nmodel_save_path = \"output/training_stsb_simcse-{}-{}-{}\".format(\n    model_name, train_batch_size, datetime.now().strftime(\"%Y-%m-%d_%H-%M-%S\")\n)\n\n# Here we define our SentenceTransformer model\nword_embedding_model = Transformer(model_name, max_seq_length=max_seq_length)\npooling_model = Pooling(word_embedding_model.get_word_embedding_dimension())\nmodel = SentenceTransformer(modules=[word_embedding_model, pooling_model])\n\n# We use 1 Million sentences from Wikipedia to train our model\ntrain_dataset = load_dataset(\"sentence-transformers/wiki1m-for-simcse\", split=\"train\")\n\n\n# SimCSE (or InfoNCE) require positive pairs (or larger), so if we only have single sentences,\n# we can simply duplicate the sentences to create a weak dataset of positive pairs. The loss\n# will take negative samples from the other samples in the batch.\ndef simcse_map(example):\n    text = example[\"text\"].strip()\n    return {\n        \"sentence1\": text,\n        \"sentence2\": text,\n    }\n\n\ntrain_dataset = (\n    load_dataset(\"sentence-transformers/wiki1m-for-simcse\", split=\"train\")\n    .filter(lambda x: len(x[\"text\"].strip()) >= 10)\n    .map(simcse_map, remove_columns=[\"text\"])\n)\nlogging.info(train_dataset)\n\n# Download and load STSb\neval_sts_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ntest_sts_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\n\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=eval_sts_dataset[\"sentence1\"],\n    sentences2=eval_sts_dataset[\"sentence2\"],\n    scores=eval_sts_dataset[\"score\"],\n    name=\"sts-dev\",\n)\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_sts_dataset[\"sentence1\"],\n    sentences2=test_sts_dataset[\"sentence2\"],\n    scores=test_sts_dataset[\"score\"],\n    name=\"sts-test\",\n)\n\n# We train our model using the MultipleNegativesRankingLoss\ntrain_loss = MultipleNegativesRankingLoss(model)\n\nlogging.info(\"Performance before training\")\ndev_evaluator(model)\ntest_evaluator(model)\n\n# Prepare training arguments\nargs = SentenceTransformerTrainingArguments(\n    output_dir=model_save_path,\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=train_batch_size,\n    warmup_ratio=0.1,\n    eval_strategy=\"steps\",\n    eval_steps=0.1,\n    logging_steps=0.01,\n    learning_rate=5e-5,\n    save_strategy=\"no\",\n    fp16=True,  # If your GPU does not have FP16 cores, set fp16=False\n)\n\n# Train the model\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    evaluator=dev_evaluator,\n    loss=train_loss,\n)\n\nlogging.info(\"Start training\")\ntrainer.train()\n\n# Run evaluation\nlogging.info(\"Performance after training\")\ndev_evaluator(model)\ntest_evaluator(model)\n\nlatest_output_path = model_save_path + \"-latest\"\nmodel.save_pretrained(latest_output_path)\n\n# (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-stsb-simcse\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\nTo upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({latest_output_path!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-stsb-simcse')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/TSDAE/README.md",
    "content": "# TSDAE\n\nThis section shows an example, of how we can train an unsupervised [TSDAE (Transformer-based Denoising AutoEncoder)](https://huggingface.co/papers/2104.06979) model with pure sentences as training data.\n\n## Background\n\nDuring training, TSDAE encodes damaged sentences into fixed-sized vectors and requires the decoder to reconstruct the original sentences from these sentence embeddings. For good reconstruction quality, the semantics must be captured well in the sentence embeddings from the encoder. Later, at inference, we only use the encoder for creating sentence embeddings. The architecture is illustrated in the figure below:\n\n![](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/TSDAE.png)\n\n## Unsupervised Training with TSDAE\n\nTraining with TSDAE is simple. You just need a set of sentences:\n\n```python\nimport random\n\nfrom datasets import Dataset\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.losses import DenoisingAutoEncoderLoss\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# 1. Define a SentenceTransformer model\nmodel = SentenceTransformer(\"bert-base-uncased\")\n\n# 2. Some example sentences\nsentences = [\n    \"This is an example sentence.\",\n    \"Each sentence will be noised and reconstructed.\",\n    \"TSDAE learns good sentence embeddings.\",\n    \"Sentence Transformers make it easy to train models.\",\n]\n\ndataset = Dataset.from_dict({\"text\": sentences})\n\n\ndef noise_transform(batch, del_ratio=0.6):\n    noisy = []\n    for text in batch[\"text\"]:\n        words = text.split()\n        keep_prob = 1.0 - del_ratio\n        kept_words = [w for w in words if random.random() < keep_prob]\n        noisy.append(\" \".join(kept_words))\n    return {\"noisy\": noisy, \"text\": batch[\"text\"]}\n\n\n# 3. Add a lazy transform that adds noise to the sentences on-the-fly\ndataset.set_transform(transform=lambda batch: noise_transform(batch), columns=[\"text\"], output_all_columns=True)\n\n# 4. Define the TSDAE loss\ntrain_loss = DenoisingAutoEncoderLoss(\n    model,\n    decoder_name_or_path=\"bert-base-uncased\",\n    tie_encoder_decoder=True,\n)\n\n# 5. Initialize a simple training arguments & trainer\nargs = SentenceTransformerTrainingArguments(\n    output_dir=\"output/tsdae-example\",\n    num_train_epochs=1,\n    per_device_train_batch_size=4,\n)\n\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=dataset,\n    loss=train_loss,\n)\n\n# 6. Train and save the model\ntrainer.train()\nmodel.save_pretrained(\"output/tsdae-example/final\")\n```\n\nSee **[train_stsb_tsdae.py](train_stsb_tsdae.py)** for the complete code.\n\n## TSDAE from Sentences File\n\n**[train_tsdae_from_file.py](train_tsdae_from_file.py)** loads sentences from a provided text file. It is expected, that the there is one sentence per line in that text file.\n\nTSDAE will be training using these sentences. Checkpoints are stored every 500 steps to the output folder.\n\n## TSDAE on AskUbuntu Dataset\n\nThe [AskUbuntu dataset](https://github.com/taolei87/askubuntu) is a manually annotated dataset for the [AskUbuntu forum](https://askubuntu.com/). For 400 questions, experts annotated for each question 20 other questions if they are related or not. The questions are split into train & development set.\n\n**[train_askubuntu_tsdae.py](train_askubuntu_tsdae.py)** - Shows an example how to train a model on AskUbuntu using only sentences without any labels. As sentences, we use the titles that are not used in the dev / test set.\n\n| Model | MAP-Score on test set |\n| ---- | :----: |\n| TSDAE (bert-base-uncased) | 59.4 |\n| **pretrained SentenceTransformer models** | |\n| nli-bert-base | 50.7 |\n| paraphrase-distilroberta-base-v1 | 54.8 |\n| stsb-roberta-large | 54.6 |\n\n\n## TSDAE as Pre-Training Task\n\nAs we show in our [TSDAE paper](https://huggingface.co/papers/2104.06979), TSDAE also a powerful pre-training method outperforming the classical Mask Language Model (MLM) pre-training task.\n\nYou first train your model with the TSDAE loss. After you have trained for a certain number of steps / after the model converges, you can further fine-tune your pre-trained model like any other SentenceTransformer model.\n\n## Citation\n\nIf you use the code for augmented sbert, feel free to cite our publication [TSDAE: Using Transformer-based Sequential Denoising Auto-Encoderfor Unsupervised Sentence Embedding Learning](https://huggingface.co/papers/2104.06979):\n\n```bibtex\n@article{wang-2021-TSDAE,\n    title = \"TSDAE: Using Transformer-based Sequential Denoising Auto-Encoderfor Unsupervised Sentence Embedding Learning\",\n    author = \"Wang, Kexin and Reimers, Nils and  Gurevych, Iryna\", \n    journal= \"arXiv preprint arXiv:2104.06979\",\n    month = \"4\",\n    year = \"2021\",\n    url = \"https://arxiv.org/abs/2104.06979\",\n}\n```\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/TSDAE/eval_askubuntu.py",
    "content": "\"\"\"\nThis scripts runs the evaluation (dev & test) for the AskUbuntu dataset\n\nUsage:\npython eval_askubuntu.py [sbert_model_name_or_path]\n\"\"\"\n\nimport logging\nimport sys\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer\nfrom sentence_transformers.evaluation import RerankingEvaluator\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\nmodel = SentenceTransformer(sys.argv[1])\n\n\n# Read datasets\ntest_dataset = load_dataset(\"sentence-transformers/askubuntu\", split=\"test\").filter(lambda x: x[\"positive\"])\neval_dataset = load_dataset(\"sentence-transformers/askubuntu\", split=\"dev\").filter(lambda x: x[\"positive\"])\n\n# Create a dev evaluator\ndev_evaluator = RerankingEvaluator(eval_dataset, name=\"AskUbuntu dev\")\n\nlogging.info(\"Dev performance\")\ndev_evaluator(model)\n\ntest_evaluator = RerankingEvaluator(test_dataset, name=\"AskUbuntu test\")\nlogging.info(\"Test performance\")\ntest_evaluator(model)\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/TSDAE/train_askubuntu_tsdae.py",
    "content": "import logging\nimport random\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer, models\nfrom sentence_transformers.evaluation import RerankingEvaluator\nfrom sentence_transformers.losses import DenoisingAutoEncoderLoss\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n# Training parameters\nmodel_name = \"bert-base-uncased\"\ntrain_batch_size = 8\nnum_epochs = 1\nmax_seq_length = 75\n\noutput_dir = f\"output/training_stsb_tsdae-{model_name.replace('/', '-')}-{train_batch_size}-{datetime.now().strftime('%Y-%m-%d_%H-%M-%S')}\"\n\n# 1. Defining our sentence transformer model\nword_embedding_model = models.Transformer(model_name, max_seq_length=max_seq_length)\npooling_model = models.Pooling(word_embedding_model.get_word_embedding_dimension(), \"cls\")\nmodel = SentenceTransformer(modules=[word_embedding_model, pooling_model])\n# or to load a pre-trained SentenceTransformer model OR use mean pooling\n# model = SentenceTransformer(model_name)\n# model.max_seq_length = max_seq_length\n\n\n# 2. Read eval/test datasets, skipping samples without positive examples\ntest_dataset = load_dataset(\"sentence-transformers/askubuntu\", split=\"test\").filter(lambda x: x[\"positive\"])\neval_dataset = load_dataset(\"sentence-transformers/askubuntu\", split=\"dev\").filter(lambda x: x[\"positive\"])\n\ndev_or_test_questions = set()\nfor dataset in (eval_dataset, test_dataset):\n    dev_or_test_questions.update(dataset[\"query\"])\n    dev_or_test_questions.update(question for question_list in dataset[\"positive\"] for question in question_list)\n    dev_or_test_questions.update(question for question_list in dataset[\"negative\"] for question in question_list)\n\n# Load questions for training, skipping those that are part of dev or test sets\ntrain_dataset = load_dataset(\"sentence-transformers/askubuntu-questions\", split=\"train\").filter(\n    lambda x: x[\"text\"] not in dev_or_test_questions\n)\nlogging.info(train_dataset)\n\n\ndef noise_transform(batch, del_ratio=0.6):\n    \"\"\"\n    Applies noise by randomly deleting words.\n\n    WARNING: nltk's tokenization/detokenization is designed primarily for English.\n    For other languages, especially those without clear word boundaries (e.g., Chinese),\n    custom tokenization and detokenization are strongly recommended.\n\n    Args:\n        batch (Dict[str, List[str]]): A dictionary with the structure\n            {column_name: [string1, string2, ...]}, where each list contains\n            the batch data for the respective column.\n        del_ratio (float): The ratio of words to delete. Defaults to 0.6.\n    \"\"\"\n    from nltk import word_tokenize\n    from nltk.tokenize.treebank import TreebankWordDetokenizer\n\n    assert 0.0 <= del_ratio < 1.0, \"del_ratio must be in the range [0, 1)\"\n    assert isinstance(batch, dict) and \"text\" in batch, \"batch must be a dictionary with a 'text' key.\"\n\n    texts = batch[\"text\"]\n    noisy_texts = []\n    for text in texts:\n        words = word_tokenize(text)\n        n = len(words)\n        if n == 0:\n            noisy_texts.append(text)\n            continue\n\n        kept_words = [word for word in words if random.random() < del_ratio]\n        # Guarantee that at least one word remains\n        if len(kept_words) == 0:\n            noisy_texts.append(random.choice(words))\n            continue\n\n        noisy_texts.append(TreebankWordDetokenizer().detokenize(kept_words))\n    return {\"noisy\": noisy_texts, \"text\": texts}\n\n\n# TSDAE requires a dataset with 2 columns: a noisified text column and a text column\n# We use a function to delete some words, but you can customize `noise_transform` to noisify your text some other way.\n# We use `set_transform` instead of `map` so the noisified text differs each epoch.\ntrain_dataset.set_transform(transform=lambda batch: noise_transform(batch), columns=[\"text\"], output_all_columns=True)\nprint(train_dataset)\nprint(train_dataset[0])\n\"\"\"\nDataset({\n    features: ['text'],\n    num_rows: 160436\n})\n{\n    'noisy': 'how to get \"battery is broken go?',\n    'text': \"how to get the `` your battery is broken '' message to go away ?\",\n}\n\"\"\"\n# As you can see, the noisy text is applied on the fly when the sample is accessed.\nprint(eval_dataset)\nprint(test_dataset)\n\"\"\"\nDataset({\n    features: ['query', 'positive', 'negative'],\n    num_rows: 189\n})\nDataset({\n    features: ['query', 'positive', 'negative'],\n    num_rows: 186\n})\n\"\"\"\n\n# 3. Define our training loss: https://sbert.net/docs/package_reference/sentence_transformer/losses.html#denoisingautoencoderLoss\n# Note that this will likely result in warnings as we're loading 'model_name' as a decoder, but it likely won't\n# have weights for that yet. This is fine, as we'll be training it from scratch.\ntrain_loss = DenoisingAutoEncoderLoss(model, decoder_name_or_path=model_name, tie_encoder_decoder=True)\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\nlogging.info(\"Evaluation before training:\")\ndev_evaluator = RerankingEvaluator(eval_dataset, name=\"AskUbuntu-dev\")\ndev_evaluator(model)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    learning_rate=3e-5,\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=train_batch_size,\n    per_device_eval_batch_size=train_batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=100,\n    save_strategy=\"steps\",\n    save_steps=500,\n    save_total_limit=2,\n    logging_steps=10,\n    run_name=\"tsdae-askubuntu\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the model performance on the test set after training\nlogging.info(\"Evaluation after training:\")\ntest_evaluator = RerankingEvaluator(test_dataset, name=\"AskUbuntu-test\")\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-tsdae-askubuntu\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-tsdae-askubuntu')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/TSDAE/train_stsb_tsdae.py",
    "content": "import logging\nimport random\nimport traceback\nfrom datetime import datetime\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SentenceTransformer, models\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.losses import DenoisingAutoEncoderLoss\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n# Training parameters\nmodel_name = \"bert-base-uncased\"\ntrain_batch_size = 8\nnum_epochs = 1\nmax_seq_length = 75\n\noutput_dir = f\"output/training_stsb_tsdae-{model_name.replace('/', '-')}-{train_batch_size}-{datetime.now().strftime('%Y-%m-%d_%H-%M-%S')}\"\n\n# 1. Defining our sentence transformer model\nword_embedding_model = models.Transformer(model_name, max_seq_length=max_seq_length)\npooling_model = models.Pooling(word_embedding_model.get_word_embedding_dimension(), \"cls\")\nmodel = SentenceTransformer(modules=[word_embedding_model, pooling_model])\n# or to load a pre-trained SentenceTransformer model OR use mean pooling\n# model = SentenceTransformer(model_name)\n# model.max_seq_length = max_seq_length\n\n# 2. We use 1 Million sentences from Wikipedia to train our model:\n# https://huggingface.co/datasets/sentence-transformers/wiki1m-for-simcse\ndataset = load_dataset(\"sentence-transformers/wiki1m-for-simcse\", split=\"train\")\n\n\ndef noise_transform(batch, del_ratio=0.6):\n    \"\"\"\n    Applies noise by randomly deleting words.\n\n    WARNING: nltk's tokenization/detokenization is designed primarily for English.\n    For other languages, especially those without clear word boundaries (e.g., Chinese),\n    custom tokenization and detokenization are strongly recommended.\n\n    Args:\n        batch (Dict[str, List[str]]): A dictionary with the structure\n            {column_name: [string1, string2, ...]}, where each list contains\n            the batch data for the respective column.\n        del_ratio (float): The ratio of words to delete. Defaults to 0.6.\n    \"\"\"\n    from nltk import word_tokenize\n    from nltk.tokenize.treebank import TreebankWordDetokenizer\n\n    assert 0.0 <= del_ratio < 1.0, \"del_ratio must be in the range [0, 1)\"\n    assert isinstance(batch, dict) and \"text\" in batch, \"batch must be a dictionary with a 'text' key.\"\n\n    texts = batch[\"text\"]\n    noisy_texts = []\n    for text in texts:\n        words = word_tokenize(text)\n        n = len(words)\n        if n == 0:\n            noisy_texts.append(text)\n            continue\n\n        kept_words = [word for word in words if random.random() < del_ratio]\n        # Guarantee that at least one word remains\n        if len(kept_words) == 0:\n            noisy_texts.append(random.choice(words))\n            continue\n\n        noisy_texts.append(TreebankWordDetokenizer().detokenize(kept_words))\n    return {\"noisy\": noisy_texts, \"text\": texts}\n\n\n# TSDAE requires a dataset with 2 columns: a noisified text column and a text column\n# We use a function to delete some words, but you can customize `noise_transform` to noisify your text some other way.\n# We use `set_transform` instead of `map` so the noisified text differs each epoch.\ndataset.set_transform(transform=lambda batch: noise_transform(batch), columns=[\"text\"], output_all_columns=True)\ndataset = dataset.train_test_split(test_size=10000)\ntrain_dataset = dataset[\"train\"]\neval_dataset = dataset[\"test\"]\nprint(train_dataset)\nprint(train_dataset[0])\n\"\"\"\nDataset({\n    features: ['text'],\n    num_rows: 990000\n})\n{\n    'noisy': 'to be the primary antiviral drug used combat influenza commonly as the bird flu.',\n    'text': 'Oseltamivir is considered to be the primary antiviral drug used to combat avian influenza, commonly known as the bird flu.',\n}\n\"\"\"\n# As you can see, the noisy text is applied on the fly when the sample is accessed.\n\n# 3. Define our training loss: https://sbert.net/docs/package_reference/sentence_transformer/losses.html#denoisingautoencoderLoss\n# Note that this will likely result in warnings as we're loading 'model_name' as a decoder, but it likely won't\n# have weights for that yet. This is fine, as we'll be training it from scratch.\ntrain_loss = DenoisingAutoEncoderLoss(model, decoder_name_or_path=model_name, tie_encoder_decoder=True)\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\nstsb_eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=stsb_eval_dataset[\"sentence1\"],\n    sentences2=stsb_eval_dataset[\"sentence2\"],\n    scores=stsb_eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\nlogging.info(\"Evaluation before training:\")\ndev_evaluator(model)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    learning_rate=3e-5,\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=train_batch_size,\n    per_device_eval_batch_size=train_batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=10000,\n    save_strategy=\"steps\",\n    save_steps=10000,\n    save_total_limit=2,\n    logging_steps=1000,\n    run_name=\"tsdae\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-tsdae\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-tsdae')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/TSDAE/train_tsdae_from_file.py",
    "content": "import gzip\nimport logging\nimport random\nimport sys\nimport traceback\nfrom datetime import datetime\n\nimport tqdm\nfrom datasets import Dataset, load_dataset\n\nfrom sentence_transformers import SentenceTransformer, models\nfrom sentence_transformers.evaluation import EmbeddingSimilarityEvaluator\nfrom sentence_transformers.losses import DenoisingAutoEncoderLoss\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n# Training parameters\nmodel_name = \"bert-base-uncased\"\ntrain_batch_size = 8\nnum_epochs = 1\nmax_seq_length = 75\n\noutput_dir = f\"output/training_tsdae-{model_name.replace('/', '-')}-{train_batch_size}-{datetime.now().strftime('%Y-%m-%d_%H-%M-%S')}\"\n\n# 1. Defining our sentence transformer model\nword_embedding_model = models.Transformer(model_name, max_seq_length=max_seq_length)\npooling_model = models.Pooling(word_embedding_model.get_word_embedding_dimension(), \"cls\")\nmodel = SentenceTransformer(modules=[word_embedding_model, pooling_model])\n# or to load a pre-trained SentenceTransformer model OR use mean pooling\n# model = SentenceTransformer(model_name)\n# model.max_seq_length = max_seq_length\n\n# 2. We use a file provided by the user to train our model\n# Input file path (a text file, each line a sentence)\nif len(sys.argv) < 2:\n    print(f\"Run this script with: python {sys.argv[0]} path/to/sentences.txt\")\n    exit()\n\nfilepath = sys.argv[1]\ntrain_sentences = []\nwith (\n    gzip.open(filepath, \"rt\", encoding=\"utf8\") if filepath.endswith(\".gz\") else open(filepath, encoding=\"utf8\") as fIn\n):\n    for line in tqdm.tqdm(fIn, desc=\"Reading file\"):\n        line = line.strip()\n        if len(line) >= 10:\n            train_sentences.append(line)\n\n# Create a dataset from the sentences\ndataset = Dataset.from_dict({\"text\": train_sentences})\n\n\ndef noise_transform(batch, del_ratio=0.6):\n    \"\"\"\n    Applies noise by randomly deleting words.\n\n    WARNING: nltk's tokenization/detokenization is designed primarily for English.\n    For other languages, especially those without clear word boundaries (e.g., Chinese),\n    custom tokenization and detokenization are strongly recommended.\n\n    Args:\n        batch (Dict[str, List[str]]): A dictionary with the structure\n            {column_name: [string1, string2, ...]}, where each list contains\n            the batch data for the respective column.\n        del_ratio (float): The ratio of words to delete. Defaults to 0.6.\n    \"\"\"\n    from nltk import word_tokenize\n    from nltk.tokenize.treebank import TreebankWordDetokenizer\n\n    assert 0.0 <= del_ratio < 1.0, \"del_ratio must be in the range [0, 1)\"\n    assert isinstance(batch, dict) and \"text\" in batch, \"batch must be a dictionary with a 'text' key.\"\n\n    noisy_texts = []\n    for text in batch[\"text\"]:\n        words = word_tokenize(text)\n        n = len(words)\n        if n == 0:\n            noisy_texts.append(text)\n            continue\n\n        kept_words = [word for word in words if random.random() < del_ratio]\n        # Guarantee that at least one word remains\n        if len(kept_words) == 0:\n            noisy_texts.append(random.choice(words))\n            continue\n\n        noisy_texts.append(TreebankWordDetokenizer().detokenize(kept_words))\n    return {\"noisy\": noisy_texts, \"text\": batch[\"text\"]}\n\n\n# TSDAE requires a dataset with 2 columns: a noisified text column and a text column\n# We use a function to delete some words, but you can customize `noise_transform` to noisify your text some other way.\n# We use `set_transform` instead of `map` so the noisified text differs each epoch.\ndataset.set_transform(transform=lambda batch: noise_transform(batch), columns=[\"text\"], output_all_columns=True)\ndataset = dataset.train_test_split(test_size=10000)\ntrain_dataset = dataset[\"train\"]\neval_dataset = dataset[\"test\"]\nprint(train_dataset)\nprint(train_dataset[0])\n\"\"\"\nDataset({\n    features: ['text'],\n    num_rows: 990000\n})\n{\n    'noisy': 'to be the primary antiviral drug used combat influenza commonly as the bird flu.',\n    'text': 'Oseltamivir is considered to be the primary antiviral drug used to combat avian influenza, commonly known as the bird flu.',\n}\n\"\"\"\n# As you can see, the noisy text is applied on the fly when the sample is accessed.\n\n# 3. Define our training loss: https://sbert.net/docs/package_reference/sentence_transformer/losses.html#denoisingautoencoderLoss\n# Note that this will likely result in warnings as we're loading 'model_name' as a decoder, but it likely won't\n# have weights for that yet. This is fine, as we'll be training it from scratch.\ntrain_loss = DenoisingAutoEncoderLoss(model, decoder_name_or_path=model_name, tie_encoder_decoder=True)\n\n# 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\nstsb_eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\ndev_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=stsb_eval_dataset[\"sentence1\"],\n    sentences2=stsb_eval_dataset[\"sentence2\"],\n    scores=stsb_eval_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-dev\",\n)\nlogging.info(\"Evaluation before training:\")\ndev_evaluator(model)\n\n# 5. Define the training arguments\nargs = SentenceTransformerTrainingArguments(\n    # Required parameter:\n    output_dir=output_dir,\n    # Optional training parameters:\n    learning_rate=3e-5,\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=train_batch_size,\n    per_device_eval_batch_size=train_batch_size,\n    warmup_ratio=0.1,\n    fp16=True,  # Set to False if you get an error that your GPU can't run on FP16\n    bf16=False,  # Set to True if you have a GPU that supports BF16\n    # Optional tracking/debugging parameters:\n    eval_strategy=\"steps\",\n    eval_steps=1000,\n    save_strategy=\"steps\",\n    save_steps=1000,\n    save_total_limit=2,\n    logging_steps=100,\n    run_name=\"tsdae\",  # Will be used in W&B if `wandb` is installed\n)\n\n# 6. Create the trainer & start training\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    eval_dataset=eval_dataset,\n    loss=train_loss,\n    evaluator=dev_evaluator,\n)\ntrainer.train()\n\n# 7. Evaluate the model performance on the STS Benchmark test dataset\ntest_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\ntest_evaluator = EmbeddingSimilarityEvaluator(\n    sentences1=test_dataset[\"sentence1\"],\n    sentences2=test_dataset[\"sentence2\"],\n    scores=test_dataset[\"score\"],\n    main_similarity=SimilarityFunction.COSINE,\n    name=\"sts-test\",\n)\ntest_evaluator(model)\n\n# 8. Save the trained & evaluated model locally\nfinal_output_dir = f\"{output_dir}/final\"\nmodel.save(final_output_dir)\n\n# 9. (Optional) save the model to the Hugging Face Hub!\n# It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\nmodel_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\ntry:\n    model.push_to_hub(f\"{model_name}-tsdae\")\nexcept Exception:\n    logging.error(\n        f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n        f\"`huggingface-cli login`, followed by loading the model using `model = SentenceTransformer({final_output_dir!r})` \"\n        f\"and saving it using `model.push_to_hub('{model_name}-tsdae')`.\"\n    )\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/query_generation/1_programming_query_generation.py",
    "content": "\"\"\"\nIn this example we train a semantic search model to search through Wikipedia\narticles about programming articles & technologies.\n\nWe use the text paragraphs from the following Wikipedia articles:\nAssembly language, C , C Sharp , C++, Go , Java , JavaScript, Keras, Laravel, MATLAB, Matplotlib, MongoDB, MySQL, Natural Language Toolkit, NumPy, pandas (software), Perl, PHP, PostgreSQL, Python , PyTorch, R , React, Rust , Scala , scikit-learn, SciPy, Swift , TensorFlow, Vue.js\n\nIn:\n1_programming_query_generation.py - We generate queries for all paragraphs from these articles\n2_programming_train_bi-encoder.py - We train a SentenceTransformer bi-encoder with these generated queries. This results in a model we can then use for semantic search (for the given Wikipedia articles).\n3_programming_semantic_search.py - Shows how the trained model can be used for semantic search\n\"\"\"\n\nimport gzip\nimport json\nimport os\n\nimport torch\nimport tqdm\nfrom transformers import T5ForConditionalGeneration, T5Tokenizer\n\nfrom sentence_transformers import util\n\nparagraphs = set()\n\n# We use the Wikipedia articles of certain programming languages\ncorpus_filepath = \"wiki-programmming-20210101.jsonl.gz\"\nif not os.path.exists(corpus_filepath):\n    util.http_get(\"https://sbert.net/datasets/wiki-programmming-20210101.jsonl.gz\", corpus_filepath)\n\nwith gzip.open(corpus_filepath, \"rt\") as fIn:\n    for line in fIn:\n        data = json.loads(line.strip())\n\n        for p in data[\"paragraphs\"]:\n            if len(p) > 100:  # Only take paragraphs with at least 100 chars\n                paragraphs.add(p)\n\nparagraphs = list(paragraphs)\nprint(\"Paragraphs:\", len(paragraphs))\n\n\n# Now we load the model that is able to generate queries given a paragraph.\n# This model was trained on the MS MARCO dataset, a dataset with 500k\n# queries from Bing and the respective relevant passage\ntokenizer = T5Tokenizer.from_pretrained(\"BeIR/query-gen-msmarco-t5-large-v1\")\nmodel = T5ForConditionalGeneration.from_pretrained(\"BeIR/query-gen-msmarco-t5-large-v1\")\nmodel.eval()\n\n# Select the device\ndevice = \"cuda\" if torch.cuda.is_available() else \"cpu\"\nmodel.to(device)\n\n# Parameters for generation\nbatch_size = 8  # Batch size\nnum_queries = 5  # Number of queries to generate for every paragraph\nmax_length_paragraph = 300  # Max length for paragraph\nmax_length_query = 64  # Max length for output query\n\n# Now for every paragraph in our corpus, we generate the queries\nwith open(\"generated_queries.tsv\", \"w\", encoding=\"utf-8\") as fOut:\n    for start_idx in tqdm.trange(0, len(paragraphs), batch_size):\n        sub_paragraphs = paragraphs[start_idx : start_idx + batch_size]\n        inputs = tokenizer.prepare_seq2seq_batch(\n            sub_paragraphs, max_length=max_length_paragraph, truncation=True, return_tensors=\"pt\"\n        ).to(device)\n        outputs = model.generate(\n            **inputs, max_length=max_length_query, do_sample=True, top_p=0.95, num_return_sequences=num_queries\n        )\n\n        for idx, out in enumerate(outputs):\n            query = tokenizer.decode(out, skip_special_tokens=True)\n            para = sub_paragraphs[int(idx / num_queries)]\n            fOut.write(\"{}\\t{}\\n\".format(query.replace(\"\\t\", \" \").strip(), para.replace(\"\\t\", \" \").strip()))\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/query_generation/2_programming_train_bi-encoder.py",
    "content": "\"\"\"\nIn this example we train a semantic search model to search through Wikipedia\narticles about programming articles & technologies.\n\nWe use the text paragraphs from the following Wikipedia articles:\nAssembly language, C , C Sharp , C++, Go , Java , JavaScript, Keras, Laravel, MATLAB, Matplotlib, MongoDB, MySQL, Natural Language Toolkit, NumPy, pandas (software), Perl, PHP, PostgreSQL, Python , PyTorch, R , React, Rust , Scala , scikit-learn, SciPy, Swift , TensorFlow, Vue.js\n\nIn:\n1_programming_query_generation.py - We generate queries for all paragraphs from these articles\n2_programming_train_bi-encoder.py - We train a SentenceTransformer bi-encoder with these generated queries. This results in a model we can then use for semantic search (for the given Wikipedia articles).\n3_programming_semantic_search.py - Shows how the trained model can be used for semantic search\n\"\"\"\n\nimport os\n\nfrom datasets import Dataset\n\nfrom sentence_transformers import SentenceTransformer, losses, models\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import BatchSamplers, SentenceTransformerTrainingArguments\n\ntrain_examples = []\nwith open(\"generated_queries.tsv\", encoding=\"utf-8\") as fIn:\n    for line in fIn:\n        query, paragraph = line.strip().split(\"\\t\", maxsplit=1)\n        train_examples.append({\"sentence1\": query, \"sentence2\": paragraph})\n\ntrain_dataset = Dataset.from_list(train_examples)\n\n# Now we create a SentenceTransformer model from scratch\nword_emb = models.Transformer(\"distilbert-base-uncased\")\npooling = models.Pooling(word_emb.get_word_embedding_dimension())\nmodel = SentenceTransformer(modules=[word_emb, pooling])\n\n# MultipleNegativesRankingLoss requires input pairs (query, relevant_passage)\n# and trains the model so that is is suitable for semantic search\ntrain_loss = losses.MultipleNegativesRankingLoss(model)\n\n\n# Tune the model\nnum_epochs = 3\nbatch_size = 64\n\n# Prepare the training arguments\nargs = SentenceTransformerTrainingArguments(\n    output_dir=\"output/programming-model\",\n    num_train_epochs=num_epochs,\n    per_device_train_batch_size=batch_size,\n    warmup_ratio=0.1,\n    learning_rate=2e-5,\n    save_strategy=\"no\",\n    logging_steps=0.01,\n    batch_sampler=BatchSamplers.NO_DUPLICATES,\n)\n\n# Train the model\ntrainer = SentenceTransformerTrainer(\n    model=model,\n    args=args,\n    train_dataset=train_dataset,\n    loss=train_loss,\n)\n\ntrainer.train()\n\nos.makedirs(\"output\", exist_ok=True)\nmodel.save(\"output/programming-model\")\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/query_generation/3_programming_semantic_search.py",
    "content": "\"\"\"\nIn this example we train a semantic search model to search through Wikipedia\narticles about programming articles & technologies.\n\nWe use the text paragraphs from the following Wikipedia articles:\nAssembly language, C , C Sharp , C++, Go , Java , JavaScript, Keras, Laravel, MATLAB, Matplotlib, MongoDB, MySQL, Natural Language Toolkit, NumPy, pandas (software), Perl, PHP, PostgreSQL, Python , PyTorch, R , React, Rust , Scala , scikit-learn, SciPy, Swift , TensorFlow, Vue.js\n\nIn:\n1_programming_query_generation.py - We generate queries for all paragraphs from these articles\n2_programming_train_bi-encoder.py - We train a SentenceTransformer bi-encoder with these generated queries. This results in a model we can then use for semantic search (for the given Wikipedia articles).\n3_programming_semantic_search.py - Shows how the trained model can be used for semantic search\n\"\"\"\n\nimport gzip\nimport json\nimport os\n\nfrom sentence_transformers import SentenceTransformer, util\n\n# Load the model we trained in 2_programming_train_bi-encoder.py\nmodel = SentenceTransformer(\"output/programming-model\")\n\n# Load the corpus\ndocs = []\ncorpus_filepath = \"wiki-programmming-20210101.jsonl.gz\"\nif not os.path.exists(corpus_filepath):\n    util.http_get(\"https://sbert.net/datasets/wiki-programmming-20210101.jsonl.gz\", corpus_filepath)\n\nwith gzip.open(corpus_filepath, \"rt\") as fIn:\n    for line in fIn:\n        data = json.loads(line.strip())\n        title = data[\"title\"]\n        for p in data[\"paragraphs\"]:\n            if len(p) > 100:  # Only take paragraphs with at least 100 chars\n                docs.append((title, p))\n\nparagraph_emb = model.encode([d[1] for d in docs], convert_to_tensor=True)\n\nprint(\"Available Wikipedia Articles:\")\nprint(\", \".join(sorted(list(set([d[0] for d in docs])))))\n\n# Example for semantic search\nwhile True:\n    query = input(\"Query: \")\n    query_emb = model.encode(query, convert_to_tensor=True)\n    hits = util.semantic_search(query_emb, paragraph_emb, top_k=3)[0]\n\n    for hit in hits:\n        doc = docs[hit[\"corpus_id\"]]\n        print(\"{:.2f}\\t{}\\t\\t{}\".format(hit[\"score\"], doc[0], doc[1]))\n\n    print(\"\\n=================\\n\")\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/query_generation/README.md",
    "content": "# GenQ\n\nIn our paper [BEIR: A Heterogeneous Benchmark for Zero-shot Evaluation of Information Retrieval Models](https://huggingface.co/papers/2104.08663) we presented a method to adapt a model for [asymmetric semantic search](../../applications/semantic-search/README.md) for a corpus without labeled training data.\n\n## Background\n\nIn [asymmetric semantic search](../../applications/semantic-search/README.md), the user provides a (short) query like some keywords or a question. We then want to retrieve a longer text passage that provides the answer.\n\nFor example:\n\n```\nquery: What is Python?\npassage to retrieve: Python is an interpreted, high-level and general-purpose programming language. Python's design philosophy emphasizes code readability with its notable use of significant whitespace. Its language constructs and object-oriented approach aim to help programmers write clear, logical code for small and large-scale projects.\n```\n\nWe showed how to train such models when sufficient training data (query & relevant passage) is available here: [Training MS MARCO dataset](../../training/ms_marco/README.md)\n\nIn this tutorial, we show how to train such models if **no training data is available**, i.e., if you don't have thousands of labeled query & relevant passage pairs.\n\n## Overview\n\nWe use **synthetic query generation** to achieve our goal. We start with the passage from our document collection and create possible queries that users might ask or search for.\n\n![Query Generation](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/query-generation.png)\n\nFor example, we have the following text passage:\n\n```\n Python is an interpreted, high-level and general-purpose programming language. Python's design philosophy emphasizes code readability with its notable use of significant whitespace. Its language constructs and object-oriented approach aim to help programmers write clear, logical code for small and large-scale projects.\n```\n\nWe pass this passage through a specially trained [T5 model](https://huggingface.co/papers/1910.10683) which generates possible queries for us. For the above passage, it might generate these queries:\n\n- What is python\n- definition python\n- what language uses whitespaces\n\nWe then use these generated queries to create our training set:\n\n```\n(What is python, Python is an interpreted...)\n(definition python, Python is an interpreted...)\n(what language uses whitespaces, Python is an interpreted...)\n```\n\nAnd train our SentenceTransformer bi-encoder with it.\n\n## Query Generation\n\nIn [BeIR](https://huggingface.co/BeIR) we provide different models that can be used for query generation. In this example, we use the T5 model that was trained by [docTTTTTquery](https://github.com/castorini/docTTTTTquery):\n\n```python\nfrom transformers import T5Tokenizer, T5ForConditionalGeneration\nimport torch\n\ntokenizer = T5Tokenizer.from_pretrained(\"BeIR/query-gen-msmarco-t5-large-v1\")\nmodel = T5ForConditionalGeneration.from_pretrained(\"BeIR/query-gen-msmarco-t5-large-v1\")\nmodel.eval()\n\npara = \"Python is an interpreted, high-level and general-purpose programming language. Python's design philosophy emphasizes code readability with its notable use of significant whitespace. Its language constructs and object-oriented approach aim to help programmers write clear, logical code for small and large-scale projects.\"\n\ninput_ids = tokenizer.encode(para, return_tensors=\"pt\")\nwith torch.no_grad():\n    outputs = model.generate(\n        input_ids=input_ids,\n        max_length=64,\n        do_sample=True,\n        top_p=0.95,\n        num_return_sequences=3,\n    )\n\nprint(\"Paragraph:\")\nprint(para)\n\nprint(\"\\nGenerated Queries:\")\nfor i in range(len(outputs)):\n    query = tokenizer.decode(outputs[i], skip_special_tokens=True)\n    print(f\"{i + 1}: {query}\")\n```\n\nIn the above code, we use [Top-p (nucleus) sampling](https://huggingface.co/blog/how-to-generate) which will randomly pick a word from a collection of likely words. As a consequence, the model will generate different queries each time.\n\n## Bi-Encoder Training\n\nWith the generated queries, we can then train a bi-encoder using the use [MultipleNegativesRankingLoss](https://www.sbert.net/docs/package_reference/sentence_transformer/losses.html#multiplenegativesrankingloss).\n\n## Full Example\n\nWe train a semantic search model to search through Wikipedia\narticles about programming articles & technologies.\n\nWe use the text paragraphs from the following Wikipedia articles:\nAssembly language, C , C# , C++, Go , Java , JavaScript, Keras, Laravel, MATLAB, Matplotlib, MongoDB, MySQL, Natural Language Toolkit, NumPy, pandas (software), Perl, PHP, PostgreSQL, Python , PyTorch, R , React, Rust , Scala , scikit-learn, SciPy, Swift , TensorFlow, Vue.js\n\nIn:\n\n- [1_programming_query_generation.py](1_programming_query_generation.py) - We generate queries for all paragraphs from these articles\n- [2_programming_train_bi-encoder.py](2_programming_train_bi-encoder.py) - We train a SentenceTransformer bi-encoder with these generated queries. This results in a model we can then use for semantic search (for the given Wikipedia articles).\n- [3_programming_semantic_search.py](3_programming_semantic_search.py) - Shows how the trained model can be used for semantic search.\n"
  },
  {
    "path": "examples/sentence_transformer/unsupervised_learning/query_generation/example_query_generation.py",
    "content": "import random\n\nimport numpy as np\nimport torch\nfrom transformers import T5ForConditionalGeneration, T5Tokenizer\n\n# Set all seeds to make output deterministic\ntorch.manual_seed(0)\nnp.random.seed(0)\nrandom.seed(0)\n\n\n# Paragraphs for which we want to generate queries\nparagraphs = [\n    \"Python is an interpreted, high-level and general-purpose programming language. Python's design philosophy emphasizes code readability with its notable use of significant whitespace. Its language constructs and object-oriented approach aim to help programmers write clear, logical code for small and large-scale projects.\",\n    'Python is dynamically-typed and garbage-collected. It supports multiple programming paradigms, including structured (particularly, procedural), object-oriented and functional programming. Python is often described as a \"batteries included\" language due to its comprehensive standard library.',\n    \"Python was created in the late 1980s, and first released in 1991, by Guido van Rossum as a successor to the ABC programming language. Python 2.0, released in 2000, introduced new features, such as list comprehensions, and a garbage collection system with reference counting, and was discontinued with version 2.7 in 2020. Python 3.0, released in 2008, was a major revision of the language that is not completely backward-compatible and much Python 2 code does not run unmodified on Python 3. With Python 2's end-of-life (and pip having dropped support in 2021), only Python 3.6.x and later are supported, with older versions still supporting e.g. Windows 7 (and old installers not restricted to 64-bit Windows).\",\n    \"Python interpreters are supported for mainstream operating systems and available for a few more (and in the past supported many more). A global community of programmers develops and maintains CPython, a free and open-source reference implementation. A non-profit organization, the Python Software Foundation, manages and directs resources for Python and CPython development.\",\n    \"As of January 2021, Python ranks third in TIOBE’s index of most popular programming languages, behind C and Java, having previously gained second place and their award for the most popularity gain for 2020.\",\n    \"Java is a class-based, object-oriented programming language that is designed to have as few implementation dependencies as possible. It is a general-purpose programming language intended to let application developers write once, run anywhere (WORA), meaning that compiled Java code can run on all platforms that support Java without the need for recompilation. Java applications are typically compiled to bytecode that can run on any Java virtual machine (JVM) regardless of the underlying computer architecture. The syntax of Java is similar to C and C++, but has fewer low-level facilities than either of them. The Java runtime provides dynamic capabilities (such as reflection and runtime code modification) that are typically not available in traditional compiled languages. As of 2019, Java was one of the most popular programming languages in use according to GitHub, particularly for client-server web applications, with a reported 9 million developers.\",\n    \"Java was originally developed by James Gosling at Sun Microsystems (which has since been acquired by Oracle) and released in 1995 as a core component of Sun Microsystems' Java platform. The original and reference implementation Java compilers, virtual machines, and class libraries were originally released by Sun under proprietary licenses. As of May 2007, in compliance with the specifications of the Java Community Process, Sun had relicensed most of its Java technologies under the GNU General Public License. Oracle offers its own HotSpot Java Virtual Machine, however the official reference implementation is the OpenJDK JVM which is free open source software and used by most developers and is the default JVM for almost all Linux distributions.\",\n    \"As of September 2020, the latest version is Java 15, with Java 11, a currently supported long-term support (LTS) version, released on September 25, 2018. Oracle released the last zero-cost public update for the legacy version Java 8 LTS in January 2019 for commercial use, although it will otherwise still support Java 8 with public updates for personal use indefinitely. Other vendors have begun to offer zero-cost builds of OpenJDK 8 and 11 that are still receiving security and other upgrades.\",\n    \"Oracle (and others) highly recommend uninstalling outdated versions of Java because of serious risks due to unresolved security issues. Since Java 9, 10, 12, 13, and 14 are no longer supported, Oracle advises its users to immediately transition to the latest version (currently Java 15) or an LTS release.\",\n]\n\n\n# For available models for query generation, see: https://huggingface.co/BeIR/\n# Here, we use a T5-large model was trained on the MS MARCO dataset\ntokenizer = T5Tokenizer.from_pretrained(\"BeIR/query-gen-msmarco-t5-large-v1\")\nmodel = T5ForConditionalGeneration.from_pretrained(\"BeIR/query-gen-msmarco-t5-large-v1\")\nmodel.eval()\n\n# Select the device\ndevice = \"cuda\" if torch.cuda.is_available() else \"cpu\"\nmodel.to(device)\n\n\n# Iterate over the paragraphs and generate for each some queries\nwith torch.no_grad():\n    for para in paragraphs:\n        input_ids = tokenizer.encode(para, return_tensors=\"pt\").to(device)\n        outputs = model.generate(\n            input_ids=input_ids, max_length=64, do_sample=True, top_p=0.95, num_return_sequences=3\n        )\n\n        print(\"\\nParagraph:\")\n        print(para)\n\n        print(\"\\nGenerated Queries:\")\n        for i in range(len(outputs)):\n            query = tokenizer.decode(outputs[i], skip_special_tokens=True)\n            print(f\"{i + 1}: {query}\")\n\n\"\"\"\nOutput of the script:\n\nParagraph:\nPython is an interpreted, high-level and general-purpose programming language. Python's design philosophy emphasizes code readability with its notable use of significant whitespace. Its language constructs and object-oriented approach aim to help programmers write clear, logical code for small and large-scale projects.\n\nGenerated Queries:\n1: what is python language used for\n2: what is python programming\n3: what language do i use for scripts\n\nParagraph:\nPython is dynamically-typed and garbage-collected. It supports multiple programming paradigms, including structured (particularly, procedural), object-oriented and functional programming. Python is often described as a \"batteries included\" language due to its comprehensive standard library.\n\nGenerated Queries:\n1: what is python language\n2: what programming paradigms do python support\n3: what programming languages use python\n\nParagraph:\nPython was created in the late 1980s, and first released in 1991, by Guido van Rossum as a successor to the ABC programming language. Python 2.0, released in 2000, introduced new features, such as list comprehensions, and a garbage collection system with reference counting, and was discontinued with version 2.7 in 2020. Python 3.0, released in 2008, was a major revision of the language that is not completely backward-compatible and much Python 2 code does not run unmodified on Python 3. With Python 2's end-of-life (and pip having dropped support in 2021), only Python 3.6.x and later are supported, with older versions still supporting e.g. Windows 7 (and old installers not restricted to 64-bit Windows).\n\nGenerated Queries:\n1: what year did python start\n2: when does the next python update release\n3: when did python come out?\n\nParagraph:\nPython interpreters are supported for mainstream operating systems and available for a few more (and in the past supported many more). A global community of programmers develops and maintains CPython, a free and open-source reference implementation. A non-profit organization, the Python Software Foundation, manages and directs resources for Python and CPython development.\n\nGenerated Queries:\n1: what platform is python available on\n2: what is python used for\n3: what is python?\n\nParagraph:\nAs of January 2021, Python ranks third in TIOBE’s index of most popular programming languages, behind C and Java, having previously gained second place and their award for the most popularity gain for 2020.\n\nGenerated Queries:\n1: what is the most used programming language in the world\n2: what is python language\n3: what is the most popular programming language in the world?\n\nParagraph:\nJava is a class-based, object-oriented programming language that is designed to have as few implementation dependencies as possible. It is a general-purpose programming language intended to let application developers write once, run anywhere (WORA), meaning that compiled Java code can run on all platforms that support Java without the need for recompilation. Java applications are typically compiled to bytecode that can run on any Java virtual machine (JVM) regardless of the underlying computer architecture. The syntax of Java is similar to C and C++, but has fewer low-level facilities than either of them. The Java runtime provides dynamic capabilities (such as reflection and runtime code modification) that are typically not available in traditional compiled languages. As of 2019, Java was one of the most popular programming languages in use according to GitHub, particularly for client-server web applications, with a reported 9 million developers.\n\nGenerated Queries:\n1: java how java works\n2: what language is similar to java\n3: what is java language\n\nParagraph:\nJava was originally developed by James Gosling at Sun Microsystems (which has since been acquired by Oracle) and released in 1995 as a core component of Sun Microsystems' Java platform. The original and reference implementation Java compilers, virtual machines, and class libraries were originally released by Sun under proprietary licenses. As of May 2007, in compliance with the specifications of the Java Community Process, Sun had relicensed most of its Java technologies under the GNU General Public License. Oracle offers its own HotSpot Java Virtual Machine, however the official reference implementation is the OpenJDK JVM which is free open source software and used by most developers and is the default JVM for almost all Linux distributions.\n\nGenerated Queries:\n1: what is java created by\n2: when was java introduced to linux\n3: who developed java?\n\nParagraph:\nAs of September 2020, the latest version is Java 15, with Java 11, a currently supported long-term support (LTS) version, released on September 25, 2018. Oracle released the last zero-cost public update for the legacy version Java 8 LTS in January 2019 for commercial use, although it will otherwise still support Java 8 with public updates for personal use indefinitely. Other vendors have begun to offer zero-cost builds of OpenJDK 8 and 11 that are still receiving security and other upgrades.\n\nGenerated Queries:\n1: what is the latest version of java\n2: what is the latest java version\n3: what is the latest version of java\n\nParagraph:\nOracle (and others) highly recommend uninstalling outdated versions of Java because of serious risks due to unresolved security issues. Since Java 9, 10, 12, 13, and 14 are no longer supported, Oracle advises its users to immediately transition to the latest version (currently Java 15) or an LTS release.\n\nGenerated Queries:\n1: why is oracle not supported\n2: what version is oracle used in\n3: which java version is obsolete\n\n\n\n\"\"\"\n"
  },
  {
    "path": "examples/sparse_encoder/applications/README.md",
    "content": "# Applications\n\nSparseEncoder can be used for various use-cases. In these folders, you find several example scripts that show case how SparseEncoder can be used\n\n## Computing Embeddings\n\nThe [computing_embeddings](computing_embeddings/) folder contains examples how to compute sentence embeddings using SparseEncoder.\n\n## Semantic Textual Similarity\n\nThe [semantic_textual_similarity](semantic_textual_similarity/) folder contains examples how to compute semantic textual similarity between sentences using SparseEncoder.\n\n## Semantic Search\n\nThe [semantic_search](semantic_search/) folder shows examples for semantic search: Given a sentence, find in a large collection semantically similar sentences.\n\n## Retrieve & Rerank\n\nThe [retrieve_rerank](retrieve_rerank/) folder shows how to combine a bi-encoder for semantic search retrieval and a more powerful re-ranking stage with a cross-encoder.\n"
  },
  {
    "path": "examples/sparse_encoder/applications/computing_embeddings/README.rst",
    "content": "Computing Sparse Embeddings\n===========================\n\nOnce you have `installed <../../../../docs/installation.html>`_ Sentence Transformers, you can easily use Sparse Encoder models:\n\n.. sidebar:: Documentation\n\n   1. :class:`SparseEncoder <sentence_transformers.sparse_encoder.SparseEncoder>`\n   2. :meth:`SparseEncoder.encode <sentence_transformers.sparse_encoder.SparseEncoder.encode>`\n   3. :meth:`SparseEncoder.similarity <sentence_transformers.sparse_encoder.SparseEncoder.similarity>`\n\n::\n\n   from sentence_transformers import SparseEncoder\n\n   # 1. Load a pretrained SparseEncoder model\n   model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n   # The sentences to encode\n   sentences = [\n       \"The weather is lovely today.\",\n       \"It's so sunny outside!\",\n       \"He drove to the stadium.\",\n   ]\n\n   # 2. Calculate sparse embeddings by calling model.encode()\n   embeddings = model.encode(sentences)\n   print(embeddings.shape)\n   # [3, 30522] - sparse representation with vocabulary size dimensions\n\n   # 3. Calculate the embedding similarities (using dot product by default)\n   similarities = model.similarity(embeddings, embeddings)\n   print(similarities)\n   # tensor([[   35.629,     9.154,     0.098],\n   #         [    9.154,    27.478,     0.019],\n   #         [    0.098,     0.019,    29.553]])\n\n   # 4. Check sparsity statistics\n   stats = SparseEncoder.sparsity(embeddings)\n   print(f\"Sparsity: {stats['sparsity_ratio']:.2%}\")  # Typically >99% zeros\n   print(f\"Avg non-zero dimensions per embedding: {stats['active_dims']:.2f}\")\n\n.. note::\n   Even though we talk about sentence embeddings, you can use Sparse Encoder for shorter phrases as well as for longer texts with multiple sentences. See :ref:`input-sequence-length` for notes on embeddings for longer texts.\n\n\nInitializing a Sparse Encoder Model\n-----------------------------------\n\nThe first step is to load a pretrained Sparse Encoder model. You can use any of the models from the `Pretrained Models <../../../../docs/sparse_encoder/pretrained_models.html>`_ or a local model. See also :class:`~sentence_transformers.sparse_encoder.SparseEncoder` for information on parameters.\n\n::\n\n   from sentence_transformers import SparseEncoder\n\n   model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n   # Alternatively, you can pass a path to a local model directory:\n   model = SparseEncoder(\"output/models/sparse-distilbert-nq-finetuned\")\n\nThe model will automatically be placed on the most performant available device, e.g. ``cuda`` or ``mps`` if available. You can also specify the device explicitly:\n\n::\n\n   model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\", device=\"cuda\")\n\nCalculating Embeddings\n----------------------\n\nThe method to calculate embeddings is :meth:`SparseEncoder.encode <sentence_transformers.sparse_encoder.SparseEncoder.encode>`.\n\n.. _input-sequence-length:\nInput Sequence Length\n---------------------\n\nFor transformer models like BERT, RoBERTa, DistilBERT etc., the runtime and memory requirement grows quadratic with the input length. This limits transformers to inputs of certain lengths. A common value for BERT-based models are 512 tokens, which corresponds to about 300-400 words (for English).\n\nEach model has a maximum sequence length under ``model.max_seq_length``, which is the maximal number of tokens that can be processed. Longer texts will be truncated to the first ``model.max_seq_length`` tokens::\n\n    from sentence_transformers import SparseEncoder\n\n    model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n    print(\"Max Sequence Length:\", model.max_seq_length)\n    # => Max Sequence Length: 256\n\n    # Change the length to 200\n    model.max_seq_length = 200\n\n    print(\"Max Sequence Length:\", model.max_seq_length)\n    # => Max Sequence Length: 200\n\n.. note::\n\n   You cannot increase the length higher than what is maximally supported by the respective transformer model. Also note that if a model was trained on short texts, the representations for long texts might not be that good.\n\nControlling Sparsity\n--------------------\n\nFor sparse models, you can control the maximum number of active dimensions (non-zero values) in the output embeddings using the ``max_active_dims`` parameter. This is particularly useful for reducing memory usage and storage requirements and controlling the trade-off between accuracy and retrieval latency.\n\nYou can specify ``max_active_dims`` either when initializing the model or during encoding:\n\n::\n\n   from sentence_transformers import SparseEncoder\n\n   # Initialize the SPLADE model\n   model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n   # Embed a list of sentences\n   sentences = [\n      \"This framework generates embeddings for each input sentence\",\n      \"Sentences are passed as a list of string.\",\n      \"The quick brown fox jumps over the lazy dog.\",\n   ]\n\n   # Generate embeddings\n   embeddings = model.encode(sentences)\n\n   # Print embedding dimensionality and sparsity\n   print(f\"Embedding dim: {model.get_sentence_embedding_dimension()}\")\n\n   stats = model.sparsity(embeddings)\n   print(f\"Embedding sparsity: {stats}\")\n   print(f\"Average non-zero dimensions: {stats['active_dims']:.2f}\")\n   print(f\"Sparsity percentage: {stats['sparsity_ratio']:.2%}\")\n   \"\"\"\n   Embedding dim: 30522\n   Embedding sparsity: {'active_dims': 56.333335876464844, 'sparsity_ratio': 0.9981543366792325}\n   Average non-zero dimensions: 56.33\n   Sparsity percentage: 99.82%\n   \"\"\"\n   \n   # Example of using max_active_dims during encoding to limit the active dimensions\n   embeddings_limited = model.encode(sentences, max_active_dims=32)\n   stats_limited = model.sparsity(embeddings_limited)\n   print(f\"Limited embedding sparsity: {stats_limited}\")\n   print(f\"Average non-zero dimensions: {stats_limited['active_dims']:.2f}\")\n   print(f\"Sparsity percentage: {stats_limited['sparsity_ratio']:.2%}\")\n   \"\"\"\n   Limited embedding sparsity: {'active_dims': 32.0, 'sparsity_ratio': 0.9989515759124565}\n   Average non-zero dimensions: 32.00\n   Sparsity percentage: 99.90%\n   \"\"\"\n\nWhen you set ``max_active_dims``, the model will keep only the top-K dimensions with the highest values and set all other values to zero. This ensures your embeddings maintain a controlled level of sparsity while preserving the most important semantic information.\n\n.. note::\n\n   Setting a very low ``max_active_dims`` value may reduce the quality of search results. The optimal value depends on your specific use case and dataset.\n\n\nOne of the key benefits of controlling sparsity with ``max_active_dims`` is reduced memory usage. Here's an example showing the memory savings:\n\n::\n\n   def get_sparse_embedding_memory_size(tensor):\n       # For sparse tensors, only count non-zero elements\n       return (tensor._values().element_size() * tensor._values().nelement() + \n              tensor._indices().element_size() * tensor._indices().nelement())\n\n   print(f\"Original embeddings memory: {get_sparse_embedding_memory_size(embeddings) / 1024:.2f} KB\")\n   print(f\"Embeddings with max_active_dims=32 memory: {get_sparse_embedding_memory_size(embeddings_limited) / 1024:.2f} KB\")\n   \"\"\"\n   Original embeddings memory: 3.32 KB\n   Embeddings with max_active_dims=32 memory: 1.88 KB\n   \"\"\"\n\nAs shown in the example, limiting active dimensions to 32 reduced memory usage by approximately 43%. This efficiency becomes even more significant when working with large document collections but need to be put in balance with the possible loss of quality of the embeddings representations. Note that each of the `Evaluator classes <../../../../docs/package_reference/sparse_encoder/evaluation.html>`_ has a ``max_active_dims`` parameter that can be set to control the number of active dimensions during evaluation, so you can easily compare the performance of different settings.\n\nInterpretability with SPLADE Models\n----------------------------------\n\nWhen using SPLADE models, a key advantage is interpretability. You can easily visualize which tokens contribute most to the embedding, providing insights into what the model considers important in the text:\n\n::\n\n   from sentence_transformers import SparseEncoder\n\n   # Initialize the SPLADE model\n   model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n   # Embed a list of sentences\n   sentences = [\n      \"This framework generates embeddings for each input sentence\",\n      \"Sentences are passed as a list of string.\",\n      \"The quick brown fox jumps over the lazy dog.\",\n   ]\n\n   # Generate embeddings\n   embeddings = model.encode(sentences)\n\n   # Visualize top tokens for each text\n   top_k = 10\n\n   token_weights = model.decode(embeddings, top_k=top_k)\n\n   print(f\"\\nTop tokens {top_k} for each text:\")\n   # The result is a list of sentence embeddings as numpy arrays\n   for i, sentence in enumerate(sentences):\n      token_scores = \", \".join([f'(\"{token.strip()}\", {value:.2f})' for token, value in token_weights[i]])\n      print(f\"{i}: {sentence} -> Top tokens:  {token_scores}\")\n\n   \"\"\"\n   Top tokens 10 for each text:\n      0: This framework generates embeddings for each input sentence -> Top tokens:  (\"framework\", 2.19), (\"##bed\", 2.12), (\"input\", 1.99), (\"each\", 1.60), (\"em\", 1.58), (\"sentence\", 1.49), (\"generate\", 1.42), (\"##ding\", 1.33), (\"sentences\", 1.10), (\"create\", 0.93)\n      1: Sentences are passed as a list of string. -> Top tokens:  (\"string\", 2.72), (\"pass\", 2.24), (\"sentences\", 2.15), (\"passed\", 2.07), (\"sentence\", 1.90), (\"strings\", 1.86), (\"list\", 1.84), (\"lists\", 1.49), (\"as\", 1.18), (\"passing\", 0.73)\n      2: The quick brown fox jumps over the lazy dog. -> Top tokens:  (\"lazy\", 2.18), (\"fox\", 1.67), (\"brown\", 1.56), (\"over\", 1.52), (\"dog\", 1.50), (\"quick\", 1.49), (\"jump\", 1.39), (\"dogs\", 1.25), (\"foxes\", 0.99), (\"jumping\", 0.84)\n   \"\"\"\n   \nThis interpretability helps in understanding why certain documents match or don't match in search applications, and provides transparency into the model's behavior.\n\nMulti-Process / Multi-GPU Encoding\n----------------------------------\n\nYou can encode input texts with more than one GPU (or with multiple processes on a CPU machine). It tends to help significantly with large datasets, but the overhead of starting multiple processes can be significant for smaller datasets.\n \nYou can use :meth:`SparseEncoder.encode() <sentence_transformers.sparse_encoder.SparseEncoder.encode>` (or :meth:`SparseEncoder.encode_query() <sentence_transformers.sparse_encoder.SparseEncoder.encode_query>` or :meth:`SparseEncoder.encode_document() <sentence_transformers.sparse_encoder.SparseEncoder.encode_document>`) with either:\n\n- The ``device`` parameter, which can be set to e.g. ``\"cuda:0\"`` or ``\"cpu\"`` for single-process computations, but also a list of devices for multi-process or multi-gpu computations, e.g. ``[\"cuda:0\", \"cuda:1\"]`` or ``[\"cpu\", \"cpu\", \"cpu\", \"cpu\"]``::\n\n        from sentence_transformers import SparseEncoder\n\n        def main():\n            model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n            # Encode with multiple GPUs\n            embeddings = model.encode(\n                inputs,\n                device=[\"cuda:0\", \"cuda:1\"]  # or [\"cpu\", \"cpu\", \"cpu\", \"cpu\"]\n            )\n\n        if __name__ == \"__main__\":\n            main()\n\n- The ``pool`` parameter can be provided, after calling :meth:`SparseEncoder.start_multi_process_pool() <sentence_transformers.sparse_encoder.SparseEncoder.start_multi_process_pool>` with a list of devices, e.g. ``[\"cuda:0\", \"cuda:1\"]`` or ``[\"cpu\", \"cpu\", \"cpu\", \"cpu\"]``. The benefit of this is that the pool can be reused for multiple calls to :meth:`SparseEncoder.encode() <sentence_transformers.sparse_encoder.SparseEncoder.encode>`, which is considerably more efficient than starting a new pool for each call::\n\n        from sentence_transformers import SparseEncoder\n\n        def main():\n            model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n            # Start a multi-process pool with multiple GPUs\n            pool = model.start_multi_process_pool(target_devices=[\"cuda:0\", \"cuda:1\"])\n            # Encode with multiple GPUs\n            embeddings = model.encode(inputs, pool=pool)\n            # Don't forget to stop the pool after usage\n            model.stop_multi_process_pool(pool)\n        \n        if __name__ == \"__main__\":\n            main()\n\nAdditionally, you can use the ``chunk_size`` parameter to control the size of the chunks sent to each process. This differs from the ``batch_size`` parameter. For example, with a ``chunk_size=1000`` and a ``batch_size=32``, the input texts will be split into chunks of 1000 texts, and each chunk will be sent to a process and embedded in batches of 32 texts at a time. This can help with memory management and performance, especially for large datasets.\n"
  },
  {
    "path": "examples/sparse_encoder/applications/computing_embeddings/compute_embeddings.py",
    "content": "\"\"\"\nThis is a simple application for sparse encoder: Computing embeddings.\n\nwe have multiple sentences and we want to compute their embeddings.\nThe embeddings are sparse, meaning that most of the values are zero.\nThe embeddings are stored in a sparse matrix format, which is more efficient for storage and computation.\nwe can also visualize the top tokens for each text.\"\"\"\n\nfrom sentence_transformers import SparseEncoder\n\n# Initialize the SPLADE model\nmodel = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n# Embed a list of sentences\nsentences = [\n    \"This framework generates embeddings for each input sentence\",\n    \"Sentences are passed as a list of string.\",\n    \"The quick brown fox jumps over the lazy dog.\",\n]\n\n# Generate embeddings\nembeddings = model.encode(sentences)\n\n# Print embedding sim and sparsity\nprint(f\"Embedding dim: {model.get_sentence_embedding_dimension()}\")\n\nstats = model.sparsity(embeddings)\nprint(f\"Embedding sparsity: {stats}\")\nprint(f\"Average non-zero dimensions: {stats['active_dims']:.2f}\")\nprint(f\"Sparsity percentage: {stats['sparsity_ratio']:.2%}\")\n\n\n\"\"\"\nEmbedding dim: 30522\nEmbedding sparsity: {'active_dims': 56.333335876464844, 'sparsity_ratio': 0.9981543366792325}\nAverage non-zero dimensions: 56.33\nSparsity percentage: 99.82%\n\"\"\"\n# Visualize top tokens for each text\ntop_k = 10\n\ntoken_weights = model.decode(embeddings, top_k=top_k)\n\nprint(f\"\\nTop tokens {top_k} for each text:\")\n# The result is a list of sentence embeddings as numpy arrays\nfor i, sentence in enumerate(sentences):\n    token_scores = \", \".join([f'(\"{token.strip()}\", {value:.2f})' for token, value in token_weights[i]])\n    print(f\"{i}: {sentence} -> Top tokens:  {token_scores}\")\n\n\"\"\"\nTop tokens 10 for each text:\n0: This framework generates embeddings for each input sentence -> Top tokens:  (\"framework\", 2.19), (\"##bed\", 2.12), (\"input\", 1.99), (\"each\", 1.60), (\"em\", 1.58), (\"sentence\", 1.49), (\"generate\", 1.42), (\"##ding\", 1.33), (\"sentences\", 1.10), (\"create\", 0.93)\n1: Sentences are passed as a list of string. -> Top tokens:  (\"string\", 2.72), (\"pass\", 2.24), (\"sentences\", 2.15), (\"passed\", 2.07), (\"sentence\", 1.90), (\"strings\", 1.86), (\"list\", 1.84), (\"lists\", 1.49), (\"as\", 1.18), (\"passing\", 0.73)\n2: The quick brown fox jumps over the lazy dog. -> Top tokens:  (\"lazy\", 2.18), (\"fox\", 1.67), (\"brown\", 1.56), (\"over\", 1.52), (\"dog\", 1.50), (\"quick\", 1.49), (\"jump\", 1.39), (\"dogs\", 1.25), (\"foxes\", 0.99), (\"jumping\", 0.84)\n\"\"\"\n\n# Example of using max_active_dims during encoding\nprint(\"\\n--- Using max_active_dims during encoding ---\")\n# Generate embeddings with limited active dimensions\nembeddings_limited = model.encode(sentences, max_active_dims=32)\nstats_limited = model.sparsity(embeddings_limited)\nprint(f\"Limited embedding sparsity: {stats_limited}\")\nprint(f\"Average non-zero dimensions: {stats_limited['active_dims']:.2f}\")\nprint(f\"Sparsity percentage: {stats_limited['sparsity_ratio']:.2%}\")\n\n\"\"\"\n--- Using max_active_dims during encoding ---\nLimited embedding sparsity: {'active_dims': 32.0, 'sparsity_ratio': 0.9989516139030457}\nAverage non-zero dimensions: 32.00\nSparsity percentage: 99.90%\n\"\"\"\n\n# Comparing memory usage\nprint(\"\\n--- Comparing memory usage ---\")\n\n\ndef get_memory_size(tensor):\n    if tensor.is_sparse:\n        # For sparse tensors, only count non-zero elements\n        return (\n            tensor._values().element_size() * tensor._values().nelement()\n            + tensor._indices().element_size() * tensor._indices().nelement()\n        )\n    else:\n        return tensor.element_size() * tensor.nelement()\n\n\nprint(f\"Original embeddings memory: {get_memory_size(embeddings) / 1024:.2f} KB\")\nprint(f\"Embeddings with max_active_dims=32 memory: {get_memory_size(embeddings_limited) / 1024:.2f} KB\")\n\n\"\"\"\n--- Comparing memory usage ---\nOriginal embeddings memory: 3.32 KB\nEmbeddings with max_active_dims=32 memory: 1.88 KB\n\"\"\"\n"
  },
  {
    "path": "examples/sparse_encoder/applications/retrieve_rerank/README.md",
    "content": "# Retrieve & Re-Rank\n\nIn [Semantic Search](../semantic_search/README.md) we have shown how to use SparseEncoder to compute embeddings for queries, sentences, and paragraphs and how to use this for semantic search. For complex search tasks, for example question answering retrieval, the search can significantly be improved by using **Retrieve & Re-Rank**. Note that a detailed explanation with dense embeddings produced by Bi-Encoder is accessible [here](../../../sentence_transformer/applications/retrieve_rerank/README.md).\n\n## Overview\n\nThe Retrieve & Re-Rank approach consists of two stages:\n\n1. **Retrieval Stage**: Use fast but less accurate methods (SparseEncoder/bi-encoders) to retrieve a larger set of potentially relevant documents\n1. **Re-Ranking Stage**: Use more sophisticated but slower models (cross-encoders) to re-rank the retrieved documents for better precision\n\nThis approach combines the efficiency of first-stage retrieval with the accuracy of second-stage re-ranking.\n\n## Interactive Demo: Simple Wikipedia Search\n\n**File**: [retrieve_rerank_simple_wikipedia.ipynb](retrieve_rerank_simple_wikipedia.ipynb) [ [Colab Version](https://colab.research.google.com/github/huggingface/sentence-transformers/blob/main/examples/sparse_encoder/applications/retrieve_rerank/retrieve_rerank_simple_wikipedia.ipynb) ]\n\nThis Jupyter notebook provides an interactive demonstration of retrieve & re-rank over [Simple English Wikipedia](https://simple.wikipedia.org/wiki/Main_Page) as corpus. The example allows you to:\n\n- Input queries or questions\n- Compare different retrieval methods:\n  - **BM25** (lexical/keyword search)\n  - **Sparse Encoder** [ibm-granite/granite-embedding-30m-sparse](https://huggingface.co/ibm-granite/granite-embedding-30m-sparse)\n  - **Dense Encoder** [multi-qa-MiniLM-L6-cos-v1](https://huggingface.co/sentence-transformers/multi-qa-MiniLM-L6-cos-v1)\n- And re-ranking results using a CrossEncoder [cross-encoder/ms-marco-MiniLM-L6-v2](https://huggingface.co/cross-encoder/ms-marco-MiniLM-L6-v2)\n\n## Comprehensive Evaluation: Hybrid Search Pipeline\n\n**File**: [hybrid_search.py](hybrid_search.py)\n\nThis script provides a complete evaluation pipeline comparing different retrieval and re-ranking approaches on a given dataset (here in our example [NanoNFCorpus](https://huggingface.co/datasets/zeta-alpha-ai/NanoNFCorpus)). It includes:\n\n1. **Sparse Retrieval** using [ibm-granite/granite-embedding-30m-sparse](https://huggingface.co/ibm-granite/granite-embedding-30m-sparse)\n1. **Dense Retrieval** using [multi-qa-MiniLM-L6-cos-v1](https://huggingface.co/sentence-transformers/multi-qa-MiniLM-L6-cos-v1)\n1. **Re-ranking** both sparse and dense results with [cross-encoder/ms-marco-MiniLM-L6-v2](https://huggingface.co/cross-encoder/ms-marco-MiniLM-L6-v2)\n1. **Hybrid Search** using Reciprocal Rank Fusion [ReciprocalRankFusionEvaluator](../../../../docs/package_reference/sparse_encoder/evaluation.md#reciprocalrankfusionevaluator)\n1. **Hybrid Re-ranking** applying cross-encoder to fused results\n\n**Output**: The script generates comprehensive metrics and saves results in the `runs/` directory.\n\n### Evaluation Results\n\nExample results from running the hybrid search evaluation on [NanoNFCorpus](https://huggingface.co/datasets/zeta-alpha-ai/NanoNFCorpus):\n\n```\n================================================================================\nEVALUATION SUMMARY\n================================================================================\nMETHOD                            NDCG@10     MRR@10        MAP\n--------------------------------------------------------------------------------\nSparse Retrieval                    32.10      47.27      28.29\nDense Retrieval                     27.35      41.59      22.79\nSparse + Reranking                  37.35      57.19      32.12\nDense + Reranking                   37.56      58.27      31.93\nHybrid RRF                          32.62      49.63      22.51\nHybrid RRF + Reranking              36.16      55.77      26.99\n================================================================================\n```\n\n**Key Observations**:\n\n- Re-ranking consistently improves performance across all retrieval methods\n- Sparse retrieval seems to already give strong first results\n- Both sparse and dense re-ranking achieve similar high performance\n- Hybrid approaches provide balanced results\n\n## Pre-trained Models\n\n### Sparse Encoder (Retrieval)\n\nThe SparseEncoder produces embeddings independently for your paragraphs and for your search queries. You can use it like this:\n\n```python\nfrom sentence_transformers import SparseEncoder\n\nmodel = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\ndocs = [\n    \"My first paragraph. That contains information\",\n    \"Python is a programming language.\",\n]\ndocument_embeddings = model.encode_document(docs)\n\nquery = \"What is Python?\"\nquery_embedding = model.encode_query(query)\n```\n\nFor pre-trained Sparse Encoder models, see: [Pretrained Sparse-Encoders](../../../../docs/sparse_encoder/pretrained_models.md).\n\n### Cross-Encoders (Re-Ranker)\n\nFor pre-trained Cross Encoder models, see: [MS MARCO Cross-Encoders](../../../../docs/cross_encoder/pretrained_models.md#ms-marco)\n"
  },
  {
    "path": "examples/sparse_encoder/applications/retrieve_rerank/hybrid_search.py",
    "content": "import logging\nimport os\n\nimport torch\nfrom datasets import load_dataset\n\nfrom sentence_transformers import CrossEncoder, SentenceTransformer, SparseEncoder\nfrom sentence_transformers.cross_encoder.evaluation import CrossEncoderRerankingEvaluator\nfrom sentence_transformers.evaluation import InformationRetrievalEvaluator\nfrom sentence_transformers.sparse_encoder.evaluation import SparseInformationRetrievalEvaluator\nfrom sentence_transformers.sparse_encoder.evaluation.ReciprocalRankFusionEvaluator import ReciprocalRankFusionEvaluator\nfrom sentence_transformers.sparse_encoder.models import MLMTransformer, SpladePooling\n\n# Configure logging\nlogging.basicConfig(format=\"%(message)s\", level=logging.INFO)\nlogger = logging.getLogger(__name__)\n\n# Create output directories\nos.makedirs(\"runs\", exist_ok=True)\n\n###########################\n# 1. Load the NanoNFCorpus IR dataset (https://huggingface.co/datasets/zeta-alpha-ai/NanoNFCorpus)\n###########################\nlogger.info(\"=\" * 80)\nlogger.info(\"STEP 1: LOADING DATASET\")\nlogger.info(\"=\" * 80)\n\ndataset_path = \"zeta-alpha-ai/NanoNFCorpus\"\nlogger.info(f\"Loading dataset: {dataset_path}\")\ncorpus = load_dataset(dataset_path, \"corpus\", split=\"train\")\nqueries = load_dataset(dataset_path, \"queries\", split=\"train\")\nqrels = load_dataset(dataset_path, \"qrels\", split=\"train\")\n\n# Process the dataset\nlogger.info(\"Processing dataset into required format\")\ncorpus_dict = {sample[\"_id\"]: sample[\"text\"] for sample in corpus if len(sample[\"text\"]) > 0}\nqueries_dict = {sample[\"_id\"]: sample[\"text\"] for sample in queries if len(sample[\"text\"]) > 0}\nqrels_dict = {}\nfor sample in qrels:\n    if sample[\"query-id\"] not in qrels_dict:\n        qrels_dict[sample[\"query-id\"]] = set()\n    qrels_dict[sample[\"query-id\"]].add(sample[\"corpus-id\"])\n\n# Convert HuggingFace Dataset to a lookup dict by _id\ncorpus_lookup = {item[\"_id\"]: item for item in corpus}\nlogger.info(f\"Dataset loaded. Corpus size: {len(corpus_dict)}, Queries: {len(queries_dict)}\")\n\n#########################\n# 2. Sparse Retrieval\n#########################\nlogger.info(\"=\" * 80)\nlogger.info(\"STEP 2: EVALUATING SPARSE RETRIEVAL\")\nlogger.info(\"=\" * 80)\n\nsparse_encoder_model_name = \"ibm-granite/granite-embedding-30m-sparse\"\nlogger.info(f\"Loading sparse encoder model: {sparse_encoder_model_name}\")\nsparse_encoder = SparseEncoder(modules=[MLMTransformer(sparse_encoder_model_name), SpladePooling(\"max\")])\nsparse_encoder_similarity_fn_name = sparse_encoder.similarity_fn_name\n\n# Create output directory\nos.makedirs(f\"runs/{sparse_encoder_model_name}/result\", exist_ok=True)\n\nlogger.info(\"Running sparse retrieval evaluation on NanoNFCorpus dataset\")\nevaluator = SparseInformationRetrievalEvaluator(\n    queries=queries_dict,\n    corpus=corpus_dict,\n    relevant_docs=qrels_dict,\n    show_progress_bar=True,\n    batch_size=12,\n    write_predictions=True,\n)\nsparse_results = evaluator(\n    sparse_encoder, output_path=f\"runs/{sparse_encoder_model_name}/result\", write_predictions=True\n)\nlogger.info(\n    f\"Sparse retrieval evaluation complete. NDCG@10: {sparse_results.get(f'{sparse_encoder_similarity_fn_name}_ndcg@10'):.4f}\"\n)\n\ndel sparse_encoder\ntorch.cuda.empty_cache()\nlogger.info(\"Freed sparse encoder resources\")\n\n#########################\n# 3. Dense Retrieval\n#########################\nlogger.info(\"=\" * 80)\nlogger.info(\"STEP 2: EVALUATING DENSE RETRIEVAL\")\nlogger.info(\"=\" * 80)\n\nbi_encoder_model_name = \"multi-qa-MiniLM-L6-cos-v1\"\nlogger.info(f\"Loading dense encoder model: {bi_encoder_model_name}\")\nbi_encoder = SentenceTransformer(bi_encoder_model_name)\nbi_encoder_similarity_fn_name = bi_encoder.similarity_fn_name\n\n# Create output directory\nos.makedirs(f\"runs/{bi_encoder_model_name}/result\", exist_ok=True)\n\nlogger.info(\"Running dense retrieval evaluation on NanoNFCorpus dataset\")\nevaluator = InformationRetrievalEvaluator(\n    queries=queries_dict,\n    corpus=corpus_dict,\n    relevant_docs=qrels_dict,\n    show_progress_bar=True,\n    batch_size=12,\n    write_predictions=True,\n)\ndense_results = evaluator(bi_encoder, output_path=f\"runs/{bi_encoder_model_name}/result\")\nlogger.info(\n    f\"Dense retrieval evaluation complete. NDCG@10: {dense_results.get(f'{bi_encoder_similarity_fn_name}_ndcg@10'):.4f}\"\n)\n\ndel bi_encoder\ntorch.cuda.empty_cache()\nlogger.info(\"Freed dense encoder resources\")\n\n\n#########################\n# 4. Reranking Sparse Results\n#########################\nlogger.info(\"=\" * 80)\nlogger.info(\"STEP 4: RERANKING SPARSE RETRIEVAL RESULTS\")\nlogger.info(\"=\" * 80)\n\n# Load cross-encoder for reranking\ncross_encoder_model_name = \"cross-encoder/ms-marco-MiniLM-L6-v2\"\nlogger.info(f\"Loading cross-encoder model for reranking: {cross_encoder_model_name}\")\ncross_encoder = CrossEncoder(cross_encoder_model_name)\n\n# Load sparse prediction results\nlogger.info(\"Loading sparse retrieval results for reranking\")\nsparse_pred_data = load_dataset(\n    \"json\",\n    data_files=f\"runs/{sparse_encoder_model_name}/result/Information-Retrieval_evaluation_predictions_{sparse_encoder_similarity_fn_name}.jsonl\",\n)[\"train\"]\n\n# Create samples for sparse reranking\nlogger.info(\"Preparing sparse results for reranking\")\nsparse_samples = [\n    {\n        \"query_id\": sample[\"query_id\"],\n        \"query\": sample[\"query\"],\n        \"positive\": [corpus_lookup[doc_id][\"text\"] for doc_id in qrels_dict[sample[\"query_id\"]]],\n        \"documents\": [corpus_lookup[dict_[\"corpus_id\"]][\"text\"] for dict_ in sample[\"results\"]],\n    }\n    for sample in sparse_pred_data\n]\n\n# Initialize the evaluator for sparse reranking\nsparse_reranking_evaluator = CrossEncoderRerankingEvaluator(\n    samples=sparse_samples,\n    show_progress_bar=True,\n)\nos.makedirs(f\"runs/{sparse_encoder_model_name}/result/rerank_{cross_encoder_model_name}\", exist_ok=True)\n\n# Run evaluation\nlogger.info(\"Running reranking on sparse retrieval results\")\nsparse_reranking_results = sparse_reranking_evaluator(\n    cross_encoder, output_path=f\"runs/{sparse_encoder_model_name}/result/rerank_{cross_encoder_model_name}\"\n)\nlogger.info(f\"Sparse reranking complete. NDCG@10: {sparse_reranking_results.get('ndcg@10'):.4f}\")\n\n#########################\n# 5. Reranking Dense Results\n#########################\nlogger.info(\"=\" * 80)\nlogger.info(\"STEP 5: RERANKING DENSE RETRIEVAL RESULTS\")\nlogger.info(\"=\" * 80)\n\n# Load dense prediction results\nlogger.info(\"Loading dense retrieval results for reranking\")\ndense_pred_data = load_dataset(\n    \"json\",\n    data_files=f\"runs/{bi_encoder_model_name}/result/Information-Retrieval_evaluation_predictions_{bi_encoder_similarity_fn_name}.jsonl\",\n)[\"train\"]\n\n# Create samples for dense reranking\nlogger.info(\"Preparing dense results for reranking\")\ndense_samples = [\n    {\n        \"query_id\": sample[\"query_id\"],\n        \"query\": sample[\"query\"],\n        \"positive\": [corpus_lookup[doc_id][\"text\"] for doc_id in qrels_dict[sample[\"query_id\"]]],\n        \"documents\": [corpus_lookup[dict_[\"corpus_id\"]][\"text\"] for dict_ in sample[\"results\"]],\n    }\n    for sample in dense_pred_data\n]\n\n# Initialize the evaluator for dense reranking\ndense_reranking_evaluator = CrossEncoderRerankingEvaluator(\n    samples=dense_samples,\n    show_progress_bar=True,\n)\nos.makedirs(f\"runs/{bi_encoder_model_name}/result/rerank_{cross_encoder_model_name}\", exist_ok=True)\n\n# Run evaluation\nlogger.info(\"Running reranking on dense retrieval results\")\ndense_reranking_results = dense_reranking_evaluator(\n    cross_encoder, output_path=f\"runs/{bi_encoder_model_name}/result/rerank_{cross_encoder_model_name}\"\n)\nlogger.info(f\"Dense reranking complete. NDCG@10: {dense_reranking_results.get('ndcg@10'):.4f}\")\n\n#########################\n# 6. Hybrid Search with RRF\n#########################\nlogger.info(\"=\" * 80)\nlogger.info(\"STEP 6: HYBRID SEARCH WITH RECIPROCAL RANK FUSION\")\nlogger.info(\"=\" * 80)\n\n# Initialize the RRF evaluator\nrrf_output_path = f\"runs/hybrid_search/rrf_{sparse_encoder_model_name}_{bi_encoder_model_name}\"\nos.makedirs(rrf_output_path, exist_ok=True)\n\n# Create RRF evaluator for hybrid search\nlogger.info(\"Setting up Reciprocal Rank Fusion for hybrid search\")\nrrf_evaluator = ReciprocalRankFusionEvaluator(\n    dense_samples=dense_samples,\n    sparse_samples=sparse_samples,\n    at_k=10,\n    rrf_k=60,  # Default RRF constant\n    show_progress_bar=True,\n    write_predictions=True,\n)\n\n# Run evaluation\nlogger.info(\"Running Reciprocal Rank Fusion evaluation\")\nrrf_results = rrf_evaluator(output_path=rrf_output_path)\nlogger.info(f\"Hybrid search with RRF complete. NDCG@10: {rrf_results.get('ndcg@10'):.4f}\")\n\n#########################\n# 7. Reranking Hybrid Results\n#########################\nlogger.info(\"=\" * 80)\nlogger.info(\"STEP 7: RERANKING HYBRID SEARCH RESULTS\")\nlogger.info(\"=\" * 80)\n\n# Load the RRF fusion results for reranking\nlogger.info(\"Loading fusion results for reranking\")\nfused_pred_data = load_dataset(\n    \"json\",\n    data_files=f\"{rrf_output_path}/ReciprocalRankFusion_evaluation_predictions.jsonl\",\n)[\"train\"]\n\n# Initialize the reranking evaluator for the fused results\nlogger.info(\"Setting up reranking for hybrid search results\")\nfusion_reranking_evaluator = CrossEncoderRerankingEvaluator(\n    samples=fused_pred_data,\n    show_progress_bar=True,\n)\n\n# Run reranking on the fused results\nfusion_reranking_path = f\"{rrf_output_path}/rerank_{cross_encoder_model_name}\"\nos.makedirs(fusion_reranking_path, exist_ok=True)\n\nlogger.info(\"Running reranking on hybrid search results\")\nfusion_reranking_results = fusion_reranking_evaluator(cross_encoder, output_path=fusion_reranking_path)\nlogger.info(f\"Hybrid results reranking complete. NDCG@10: {fusion_reranking_results.get('ndcg@10'):.4f}\")\n\n#########################\n# 8. Results Summary\n#########################\nlogger.info(\"=\" * 80)\nlogger.info(\"FINAL EVALUATION SUMMARY\")\nlogger.info(\"=\" * 80)\n\n# Get sparse retrieval metrics\nsparse_ndcg = sparse_results.get(f\"{sparse_encoder_similarity_fn_name}_ndcg@10\")\nsparse_mrr = sparse_results.get(f\"{sparse_encoder_similarity_fn_name}_mrr@10\")\nsparse_map = sparse_reranking_results.get(\"base_map\")\n\n# Get dense retrieval metrics\ndense_ndcg = dense_results.get(f\"{bi_encoder_similarity_fn_name}_ndcg@10\")\ndense_mrr = dense_results.get(f\"{bi_encoder_similarity_fn_name}_mrr@10\")\ndense_map = dense_reranking_results.get(\"base_map\")\n\n# Get sparse reranking metrics\nsparse_rerank_ndcg = sparse_reranking_results.get(\"ndcg@10\")\nsparse_rerank_mrr = sparse_reranking_results.get(\"mrr@10\")\nsparse_rerank_map = sparse_reranking_results.get(\"map\")\n\n# Get dense reranking metrics\ndense_rerank_ndcg = dense_reranking_results.get(\"ndcg@10\")\ndense_rerank_mrr = dense_reranking_results.get(\"mrr@10\")\ndense_rerank_map = dense_reranking_results.get(\"map\")\n\n# Get fusion metrics\nrrf_ndcg = rrf_results.get(\"ndcg@10\")\nrrf_mrr = rrf_results.get(\"mrr@10\")\nrrf_map = rrf_results.get(\"map\")\n\n# Get fusion reranking metrics\nrrf_rerank_ndcg = fusion_reranking_results.get(\"ndcg@10\")\nrrf_rerank_mrr = fusion_reranking_results.get(\"mrr@10\")\nrrf_rerank_map = fusion_reranking_results.get(\"map\")\n\n# Print the metrics\nprint(\"\\n\" + \"=\" * 80)\nprint(\"EVALUATION SUMMARY\")\nprint(\"=\" * 80)\nprint(f\"{'METHOD':<30} {'NDCG@10':>10} {'MRR@10':>10} {'MAP':>10}\")\nprint(\"-\" * 80)\nprint(f\"{'Sparse Retrieval':<30} {sparse_ndcg * 100:>10.2f} {sparse_mrr * 100:>10.2f} {sparse_map * 100:>10.2f}\")\nprint(f\"{'Dense Retrieval':<30} {dense_ndcg * 100:>10.2f} {dense_mrr * 100:>10.2f} {dense_map * 100:>10.2f}\")\nprint(\n    f\"{'Sparse + Reranking':<30} {sparse_rerank_ndcg * 100:>10.2f} {sparse_rerank_mrr * 100:>10.2f} {sparse_rerank_map * 100:>10.2f}\"\n)\nprint(\n    f\"{'Dense + Reranking':<30} {dense_rerank_ndcg * 100:>10.2f} {dense_rerank_mrr * 100:>10.2f} {dense_rerank_map * 100:>10.2f}\"\n)\nprint(f\"{'Hybrid RRF':<30} {rrf_ndcg * 100:>10.2f} {rrf_mrr * 100:>10.2f} {rrf_map * 100:>10.2f}\")\nprint(\n    f\"{'Hybrid RRF + Reranking':<30} {rrf_rerank_ndcg * 100:>10.2f} {rrf_rerank_mrr * 100:>10.2f} {rrf_rerank_map * 100:>10.2f}\"\n)\nprint(\"=\" * 80)\n\n# Also log the summary\nlogger.info(\"Evaluation complete. Results summary has been printed.\")\n"
  },
  {
    "path": "examples/sparse_encoder/applications/retrieve_rerank/retrieve_rerank_simple_wikipedia.ipynb",
    "content": "{\n \"cells\": [\n  {\n   \"cell_type\": \"markdown\",\n   \"metadata\": {\n    \"id\": \"ZyP3dXRfcXLa\"\n   },\n   \"source\": [\n    \"# Retrieve & Re-Rank Demo over Simple Wikipedia\\n\",\n    \"\\n\",\n    \"This examples demonstrates the Retrieve & Re-Rank Setup and allows to search over [Simple Wikipedia](https://simple.wikipedia.org/wiki/Main_Page).\\n\",\n    \"\\n\",\n    \"You can input a query or a question. The script then uses semantic search\\n\",\n    \"to find relevant passages in Simple English Wikipedia (as it is smaller and fits better in RAM).\\n\",\n    \"\\n\",\n    \"For semantic search, we use for dense encoder `SentenceTransformer('multi-qa-MiniLM-L6-cos-v1')` anf for sparse one `ibm-granite/granite-embedding-30m-sparse` and retrieve 32 potentially passages that answer the input query.\\n\",\n    \"\\n\",\n    \"Next, we use a more powerful CrossEncoder (`cross_encoder = CrossEncoder('cross-encoder/ms-marco-MiniLM-L6-v2')`) that\\n\",\n    \"scores the query and all retrieved passages for their relevancy. The cross-encoder further boost the performance,\\n\",\n    \"especially when you search over a corpus for which the bi-encoder was not trained for.\\n\",\n    \"\\n\",\n    \"Note that for this examples the search is done manually to make it work in colab but if a proper index were used like the one in [this example](../semantic_search/semantic_search_seismic.py) the search would be instant.\\n\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 1,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"X2R9TjVzNV_E\",\n    \"outputId\": \"d31db2e9-53bd-4dfc-9287-d161d53f0ead\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Collecting rank_bm25\\n\",\n      \"  Downloading rank_bm25-0.2.2-py3-none-any.whl.metadata (3.2 kB)\\n\",\n      \"Requirement already satisfied: numpy in /usr/local/lib/python3.11/dist-packages (from rank_bm25) (2.0.2)\\n\",\n      \"Downloading rank_bm25-0.2.2-py3-none-any.whl (8.6 kB)\\n\",\n      \"Installing collected packages: rank_bm25\\n\",\n      \"Successfully installed rank_bm25-0.2.2\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"!pip install -U rank_bm25 sentence-transformers\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 6,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\",\n     \"height\": 171,\n     \"referenced_widgets\": [\n      \"fa435dfa285d432c9624f382e5e1c7a3\",\n      \"db7cd7477c1549a5ae0a2c537054618d\",\n      \"e5a24d477b774b809c7da8cbec2e4823\",\n      \"da41c28b58f04f969c8a365b64e43be8\",\n      \"42452b138298494e843a05928d6cc8b9\",\n      \"1b048563a2d8487ea6e809a71a4564dc\",\n      \"8452d1ec2c474357a7ed0b290151bfa6\",\n      \"675eb051834849a989904e9b2d6661aa\",\n      \"4339dae7647740d18755a5402286b8b1\",\n      \"fc3e4e7e27ad4bc4a630c1b66928f446\",\n      \"7999f2cf0a6a433986a524864aa035f2\"\n     ]\n    },\n    \"id\": \"D_hDi8KzNgMM\",\n    \"outputId\": \"0ea32185-d3a6-427d-9122-b4a3a9b599d8\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Passages: 169597\\n\"\n     ]\n    },\n    {\n     \"data\": {\n      \"application/vnd.jupyter.widget-view+json\": {\n       \"model_id\": \"fa435dfa285d432c9624f382e5e1c7a3\",\n       \"version_major\": 2,\n       \"version_minor\": 0\n      },\n      \"text/plain\": [\n       \"Batches:   0%|          | 0/5300 [00:00<?, ?it/s]\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    },\n    {\n     \"data\": {\n      \"text/plain\": [\n       \"SentenceTransformer(\\n\",\n       \"  (0): Transformer({'max_seq_length': 256, 'do_lower_case': False}) with Transformer model: BertModel \\n\",\n       \"  (1): Pooling({'word_embedding_dimension': 384, 'pooling_mode_cls_token': False, 'pooling_mode_mean_tokens': True, 'pooling_mode_max_tokens': False, 'pooling_mode_mean_sqrt_len_tokens': False, 'pooling_mode_weightedmean_tokens': False, 'pooling_mode_lasttoken': False, 'include_prompt': True})\\n\",\n       \"  (2): Normalize()\\n\",\n       \")\"\n      ]\n     },\n     \"execution_count\": 6,\n     \"metadata\": {},\n     \"output_type\": \"execute_result\"\n    }\n   ],\n   \"source\": [\n    \"import gzip\\n\",\n    \"import json\\n\",\n    \"import os\\n\",\n    \"\\n\",\n    \"import torch\\n\",\n    \"\\n\",\n    \"from sentence_transformers import CrossEncoder, SentenceTransformer, util\\n\",\n    \"\\n\",\n    \"if not torch.cuda.is_available():\\n\",\n    \"    print(\\\"Warning: No GPU found. Please add GPU to your notebook\\\")\\n\",\n    \"\\n\",\n    \"\\n\",\n    \"# We use the Bi-Encoder to encode all passages, so that we can use it with semantic search\\n\",\n    \"bi_encoder = SentenceTransformer(\\\"multi-qa-MiniLM-L6-cos-v1\\\")\\n\",\n    \"bi_encoder.max_seq_length = 256  # Truncate long passages to 256 tokens\\n\",\n    \"top_k = 32  # Number of passages we want to retrieve with the bi-encoder\\n\",\n    \"\\n\",\n    \"# The bi-encoder will retrieve 100 documents. We use a cross-encoder, to re-rank the results list to improve the quality\\n\",\n    \"cross_encoder = CrossEncoder(\\\"cross-encoder/ms-marco-MiniLM-L6-v2\\\")\\n\",\n    \"\\n\",\n    \"# As dataset, we use Simple English Wikipedia. Compared to the full English wikipedia, it has only\\n\",\n    \"# about 170k articles. We split these articles into paragraphs and encode them with the bi-encoder\\n\",\n    \"\\n\",\n    \"wikipedia_filepath = \\\"simplewiki-2020-11-01.jsonl.gz\\\"\\n\",\n    \"\\n\",\n    \"if not os.path.exists(wikipedia_filepath):\\n\",\n    \"    util.http_get(\\\"http://sbert.net/datasets/simplewiki-2020-11-01.jsonl.gz\\\", wikipedia_filepath)\\n\",\n    \"\\n\",\n    \"passages = []\\n\",\n    \"with gzip.open(wikipedia_filepath, \\\"rt\\\", encoding=\\\"utf8\\\") as fIn:\\n\",\n    \"    for line in fIn:\\n\",\n    \"        data = json.loads(line.strip())\\n\",\n    \"\\n\",\n    \"        # Add all paragraphs\\n\",\n    \"        # passages.extend(data['paragraphs'])\\n\",\n    \"\\n\",\n    \"        # Only add the first paragraph\\n\",\n    \"        passages.append(data[\\\"paragraphs\\\"][0])\\n\",\n    \"\\n\",\n    \"print(\\\"Passages:\\\", len(passages))\\n\",\n    \"\\n\",\n    \"# We encode all passages into our vector space. This takes about 5 minutes (depends on your GPU speed)\\n\",\n    \"corpus_embeddings = bi_encoder.encode(passages, convert_to_tensor=True, show_progress_bar=True)\\n\",\n    \"corpus_embeddings = corpus_embeddings.to(torch.device(\\\"cpu\\\"))\\n\",\n    \"bi_encoder.to(torch.device(\\\"cpu\\\"))\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 7,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\",\n     \"height\": 49,\n     \"referenced_widgets\": [\n      \"fc82c30e7c7d48d3b42f471e8ec960ee\",\n      \"616740f1e5044b198cc628657a931e34\",\n      \"8ddd65fe672145b08d16922f967d00f4\",\n      \"4719c24cd3044527a233875a423aa07c\",\n      \"bac6bae1f5b54947a6f627cc8482e8ff\",\n      \"ab53816f709a4269893e4038d9d44660\",\n      \"93031b40cb034a839291a7bb3d61e139\",\n      \"36790585680242a4b1c1e382944c144f\",\n      \"4727ab5517ac4f3abeef23684fdabda0\",\n      \"546ce1491dd24216b648bccb111527a1\",\n      \"029bee70230541778228f881e85936c3\"\n     ]\n    },\n    \"id\": \"0rueR6ovrs01\",\n    \"outputId\": \"28a70bf4-6103-4bea-ac79-dd156ed314ba\"\n   },\n   \"outputs\": [\n    {\n     \"data\": {\n      \"application/vnd.jupyter.widget-view+json\": {\n       \"model_id\": \"fc82c30e7c7d48d3b42f471e8ec960ee\",\n       \"version_major\": 2,\n       \"version_minor\": 0\n      },\n      \"text/plain\": [\n       \"  0%|          | 0/169597 [00:00<?, ?it/s]\"\n      ]\n     },\n     \"metadata\": {},\n     \"output_type\": \"display_data\"\n    }\n   ],\n   \"source\": [\n    \"# We also compare the results to lexical search (keyword search). Here, we use\\n\",\n    \"# the BM25 algorithm which is implemented in the rank_bm25 package.\\n\",\n    \"\\n\",\n    \"import string\\n\",\n    \"\\n\",\n    \"import numpy as np\\n\",\n    \"from rank_bm25 import BM25Okapi\\n\",\n    \"from sklearn.feature_extraction import _stop_words\\n\",\n    \"from tqdm.autonotebook import tqdm\\n\",\n    \"\\n\",\n    \"\\n\",\n    \"# We lower case our text and remove stop-words from indexing\\n\",\n    \"def bm25_tokenizer(text):\\n\",\n    \"    tokenized_doc = []\\n\",\n    \"    for token in text.lower().split():\\n\",\n    \"        token = token.strip(string.punctuation)\\n\",\n    \"\\n\",\n    \"        if len(token) > 0 and token not in _stop_words.ENGLISH_STOP_WORDS:\\n\",\n    \"            tokenized_doc.append(token)\\n\",\n    \"    return tokenized_doc\\n\",\n    \"\\n\",\n    \"\\n\",\n    \"tokenized_corpus = []\\n\",\n    \"for passage in tqdm(passages):\\n\",\n    \"    tokenized_corpus.append(bm25_tokenizer(passage))\\n\",\n    \"\\n\",\n    \"bm25 = BM25Okapi(tokenized_corpus)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 9,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"f_zceFdvbs9G\",\n    \"outputId\": \"bcf1ca89-4485-43ac-b54c-0e702d3d8248\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Passages: 169597\\n\"\n     ]\n    },\n    {\n     \"name\": \"stderr\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Batches: 100%|██████████| 5300/5300 [05:25<00:00, 16.31it/s]\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"from sentence_transformers import SparseEncoder\\n\",\n    \"from sentence_transformers.sparse_encoder.models import MLMTransformer, SpladePooling\\n\",\n    \"\\n\",\n    \"sparse_encoder = SparseEncoder(\\n\",\n    \"    modules=[MLMTransformer(\\\"ibm-granite/granite-embedding-30m-sparse\\\"), SpladePooling(\\\"max\\\")]\\n\",\n    \")\\n\",\n    \"sparse_encoder.max_seq_length = 256  # Truncate long passages to 256 tokens\\n\",\n    \"top_k = 32  # Number of passages we want to retrieve with the sparse_encoder\\n\",\n    \"\\n\",\n    \"print(\\\"Passages:\\\", len(passages))\\n\",\n    \"\\n\",\n    \"# We encode all passages into our vector space. This takes about 5 minutes (depends on your GPU speed)\\n\",\n    \"sparse_corpus_embeddings = sparse_encoder.encode(passages, show_progress_bar=True, batch_size=32, save_to_cpu=True)\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 10,\n   \"metadata\": {\n    \"id\": \"UlArb7kqN3Re\"\n   },\n   \"outputs\": [],\n   \"source\": [\n    \"# This function will search all wikipedia articles for passages that\\n\",\n    \"# answer the query\\n\",\n    \"def search(query):\\n\",\n    \"    print(\\\"Input question:\\\", query)\\n\",\n    \"\\n\",\n    \"    ##### BM25 search (lexical search) #####\\n\",\n    \"    bm25_scores = bm25.get_scores(bm25_tokenizer(query))\\n\",\n    \"    top_n = np.argpartition(bm25_scores, -5)[-5:]\\n\",\n    \"    bm25_hits = [{\\\"corpus_id\\\": idx, \\\"score\\\": bm25_scores[idx]} for idx in top_n]\\n\",\n    \"    bm25_hits = sorted(bm25_hits, key=lambda x: x[\\\"score\\\"], reverse=True)\\n\",\n    \"\\n\",\n    \"    print(\\\"Top-3 lexical search (BM25) hits\\\")\\n\",\n    \"    for hit in bm25_hits[0:3]:\\n\",\n    \"        print(\\\"\\\\t{:.3f}\\\\t{}\\\".format(hit[\\\"score\\\"], passages[hit[\\\"corpus_id\\\"]].replace(\\\"\\\\n\\\", \\\" \\\")))\\n\",\n    \"\\n\",\n    \"    ##### Sparse Semantic Search #####\\n\",\n    \"    # Encode the query using the bi-encoder and find potentially relevant passages\\n\",\n    \"    sparse_encoder.to(torch.device(\\\"cuda\\\"))\\n\",\n    \"    sparse_question_embedding = sparse_encoder.encode([query])\\n\",\n    \"    sparse_encoder.to(torch.device(\\\"cpu\\\"))\\n\",\n    \"    sparse_question_embedding = sparse_question_embedding.to(torch.device(\\\"cuda\\\"))\\n\",\n    \"    res = util.semantic_search(\\n\",\n    \"        sparse_question_embedding, sparse_corpus_embeddings, top_k=top_k, score_function=sparse_encoder.similarity\\n\",\n    \"    )\\n\",\n    \"    sparse_hits = res[0]  # Get the hits for the first query\\n\",\n    \"\\n\",\n    \"    ##### Re-Ranking sparse #####\\n\",\n    \"    # Now, score all retrieved passages with the cross_encoder\\n\",\n    \"    cross_inp = [[query, passages[sparse_hit[\\\"corpus_id\\\"]]] for sparse_hit in sparse_hits]\\n\",\n    \"    cross_encoder.to(torch.device(\\\"cuda\\\"))\\n\",\n    \"    cross_scores = cross_encoder.predict(cross_inp)\\n\",\n    \"    cross_encoder.to(torch.device(\\\"cpu\\\"))\\n\",\n    \"\\n\",\n    \"    # Sort results by the cross-encoder scores\\n\",\n    \"    for idx in range(len(cross_scores)):\\n\",\n    \"        sparse_hits[idx][\\\"cross-score\\\"] = cross_scores[idx]\\n\",\n    \"\\n\",\n    \"    # Output of top-5 hits from sparse-encoder\\n\",\n    \"    print(\\\"\\\\n-------------------------\\\\n\\\")\\n\",\n    \"    print(\\\"Top-3 Sparse-Encoder Retrieval hits\\\")\\n\",\n    \"    sparse_hits = sorted(sparse_hits, key=lambda x: x[\\\"score\\\"], reverse=True)\\n\",\n    \"    for hit in sparse_hits[0:3]:\\n\",\n    \"        print(\\\"\\\\t{:.3f}\\\\t{}\\\".format(hit[\\\"score\\\"], passages[hit[\\\"corpus_id\\\"]].replace(\\\"\\\\n\\\", \\\" \\\")))\\n\",\n    \"\\n\",\n    \"    # Output of top-5 hits from re-ranker base on sparse-encoder\\n\",\n    \"    print(\\\"\\\\n-------------------------\\\\n\\\")\\n\",\n    \"    print(\\\"Top-3 Cross-Encoder Re-ranker hits base on Sparse-Encoder\\\")\\n\",\n    \"    sparse_hits = sorted(sparse_hits, key=lambda x: x[\\\"cross-score\\\"], reverse=True)\\n\",\n    \"    for hit in sparse_hits[0:3]:\\n\",\n    \"        print(\\\"\\\\t{:.3f}\\\\t{}\\\".format(hit[\\\"cross-score\\\"], passages[hit[\\\"corpus_id\\\"]].replace(\\\"\\\\n\\\", \\\" \\\")))\\n\",\n    \"\\n\",\n    \"    ##### Semantic Search #####\\n\",\n    \"    # Encode the query using the bi-encoder and find potentially relevant passages\\n\",\n    \"    bi_encoder.to(torch.device(\\\"cuda\\\"))\\n\",\n    \"    question_embedding = bi_encoder.encode(query, convert_to_tensor=True)\\n\",\n    \"    bi_encoder.to(torch.device(\\\"cpu\\\"))\\n\",\n    \"    hits = util.semantic_search(\\n\",\n    \"        question_embedding.to(bi_encoder.device), corpus_embeddings.to(bi_encoder.device), top_k=top_k\\n\",\n    \"    )\\n\",\n    \"    question_embedding.to(torch.device(\\\"cpu\\\"))\\n\",\n    \"    corpus_embeddings.to(torch.device(\\\"cpu\\\"))\\n\",\n    \"    hits = hits[0]  # Get the hits for the first query\\n\",\n    \"\\n\",\n    \"    ##### Re-Ranking dense #####\\n\",\n    \"    # Now, score all retrieved passages with the cross_encoder\\n\",\n    \"    cross_inp = [[query, passages[hit[\\\"corpus_id\\\"]]] for hit in hits]\\n\",\n    \"    cross_encoder.to(torch.device(\\\"cuda\\\"))\\n\",\n    \"    cross_scores = cross_encoder.predict(cross_inp)\\n\",\n    \"    cross_encoder.to(torch.device(\\\"cpu\\\"))\\n\",\n    \"\\n\",\n    \"    # Sort results by the cross-encoder scores\\n\",\n    \"    for idx in range(len(cross_scores)):\\n\",\n    \"        hits[idx][\\\"cross-score\\\"] = cross_scores[idx]\\n\",\n    \"\\n\",\n    \"    # Output of top-5 hits from bi-encoder\\n\",\n    \"    print(\\\"\\\\n-------------------------\\\\n\\\")\\n\",\n    \"    print(\\\"Top-3 Bi-Encoder Retrieval hits\\\")\\n\",\n    \"    hits = sorted(hits, key=lambda x: x[\\\"score\\\"], reverse=True)\\n\",\n    \"    for hit in hits[0:3]:\\n\",\n    \"        print(\\\"\\\\t{:.3f}\\\\t{}\\\".format(hit[\\\"score\\\"], passages[hit[\\\"corpus_id\\\"]].replace(\\\"\\\\n\\\", \\\" \\\")))\\n\",\n    \"\\n\",\n    \"    # Output of top-5 hits from re-ranker\\n\",\n    \"    print(\\\"\\\\n-------------------------\\\\n\\\")\\n\",\n    \"    print(\\\"Top-3 Cross-Encoder Re-ranker hits\\\")\\n\",\n    \"    hits = sorted(hits, key=lambda x: x[\\\"cross-score\\\"], reverse=True)\\n\",\n    \"    for hit in hits[0:3]:\\n\",\n    \"        print(\\\"\\\\t{:.3f}\\\\t{}\\\".format(hit[\\\"cross-score\\\"], passages[hit[\\\"corpus_id\\\"]].replace(\\\"\\\\n\\\", \\\" \\\")))\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 11,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"2J0Zxgw0artg\",\n    \"outputId\": \"a536d6b5-5a7f-42ea-a22f-0b9e85913306\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: What is the capital of the United States?\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t13.316\\tCapital punishment (the death penalty) has existed in the United States since before the United States was a country. As of 2017, capital punishment is legal in 30 of the 50 states. The federal government (including the United States military) also uses capital punishment.\\n\",\n      \"\\t11.434\\tOhio is one of the 50 states in the United States. Its capital is Columbus. Columbus also is the largest city in Ohio.\\n\",\n      \"\\t11.179\\tNevada is one of the United States' states. Its capital is Carson City. Other big cities are Las Vegas and Reno.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Sparse-Encoder Retrieval hits\\n\",\n      \"\\t15.088\\tWashington, D.C. (also known as simply Washington or D.C., and officially as the District of Columbia) is the capital of the United States. It is a federal district. The President of the USA and many major national government offices are in the territory. This makes it the political center of the United States of America.\\n\",\n      \"\\t13.918\\tThe United States Capitol is the building where the United States Congress meets. It is the center of the legislative branch of the U.S. federal government. It is in Washington, D.C., on top of Capitol Hill at the east end of the National Mall.\\n\",\n      \"\\t12.573\\tThe continental United States is the area of the United States of America that is located in the continent of North America. It includes 49 of the 50 states (48 of which are located south of Canada and north of Mexico, known as the \\\"lower 48 states\\\", the other being Alaska) and the District of Columbia, which contains the federal capital, Washington, D.C. The only state which is not part of this is Hawaii (as they are islands in the Pacific Ocean and not part of North America).\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits base on Sparse-Encoder\\n\",\n      \"\\t8.906\\tWashington, D.C. (also known as simply Washington or D.C., and officially as the District of Columbia) is the capital of the United States. It is a federal district. The President of the USA and many major national government offices are in the territory. This makes it the political center of the United States of America.\\n\",\n      \"\\t3.755\\tA capital city (or capital town or just capital) is a city or town, specified by law or constitution, by the government of a country, or part of a country, such as a state, province or county. It usually serves as the location of the government's central meeting place and offices. Most of the country's leaders and officials work in the capital city.\\n\",\n      \"\\t3.681\\tThe United States Capitol is the building where the United States Congress meets. It is the center of the legislative branch of the U.S. federal government. It is in Washington, D.C., on top of Capitol Hill at the east end of the National Mall.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.622\\tCities in the United States:\\n\",\n      \"\\t0.597\\tThe United States Capitol is the building where the United States Congress meets. It is the center of the legislative branch of the U.S. federal government. It is in Washington, D.C., on top of Capitol Hill at the east end of the National Mall.\\n\",\n      \"\\t0.596\\tIn the United States:\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t8.906\\tWashington, D.C. (also known as simply Washington or D.C., and officially as the District of Columbia) is the capital of the United States. It is a federal district. The President of the USA and many major national government offices are in the territory. This makes it the political center of the United States of America.\\n\",\n      \"\\t3.755\\tA capital city (or capital town or just capital) is a city or town, specified by law or constitution, by the government of a country, or part of a country, such as a state, province or county. It usually serves as the location of the government's central meeting place and offices. Most of the country's leaders and officials work in the capital city.\\n\",\n      \"\\t3.681\\tThe United States Capitol is the building where the United States Congress meets. It is the center of the legislative branch of the U.S. federal government. It is in Washington, D.C., on top of Capitol Hill at the east end of the National Mall.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"What is the capital of the United States?\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 12,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"WawjqQBJa3FP\",\n    \"outputId\": \"1b6d223f-0b41-4ddc-eb16-200195586d58\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: What is the best orchestra in the world?\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t15.328\\tThe BBC Symphony Orchestra is the main orchestra of the British Broadcasting Corporation. It is one of the best orchestras in Britain.\\n\",\n      \"\\t15.320\\tThe NHK Symphony Orchestra is a Japanese orchestra based in Tokyo, Japan. In Japanese it is written: NHK交響楽団, pronounced: Enueichikei Kōkyō Gakudan. When the orchestra was started in 1926 it was called \\\"New Symphony Orchestra\\\". It was the first large professional orchestra in Japan. Later, it changed its name to \\\"Japan Symphony Orchestra\\\". In 1951 it started to get money from the Japanese radio station NHK (Nippon Hōsō Kyōkai), so it changed its name again to the name it has now. It is thought of as the best orchestra in Japan. They have played in many parts of the world, including at the BBC Proms in London.\\n\",\n      \"\\t14.079\\tThe Bamberger Symphoniker (Bamberg Symphony Orchestra) is a world-famous orchestra from the city of Bamberg, Germany. It was formed in 1946. Most of the musicians who formed the orchestra were Germans who had been forced to leave Czechoslovakia after the World War II. Most of them had previously been members of the German Philharmonic Orchestra of Prague.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Sparse-Encoder Retrieval hits\\n\",\n      \"\\t15.778\\tThe London Symphony Orchestra (LSO) is one of the most famous orchestras of the world. They are based in London's Barbican Centre, but they often tour to lots of different countries.\\n\",\n      \"\\t15.282\\tThe BBC Symphony Orchestra is the main orchestra of the British Broadcasting Corporation. It is one of the best orchestras in Britain.\\n\",\n      \"\\t14.374\\tAn orchestra is a group of musicians playing instruments together. They make music. A large orchestra is sometimes called a \\\"symphony orchestra\\\" and a small orchestra is called a \\\"chamber orchestra\\\". A symphony orchestra may have about 100 players, while a chamber orchestra may have 30 or 40 players. The number of players will depend on what music they are playing and the size of the place where they are playing. The word \\\"orchestra\\\" originally meant the semi-circular space in front of a stage in a Greek theatre which is where the singers and instruments used to play. Gradually the word came to mean the musicians themselves.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits base on Sparse-Encoder\\n\",\n      \"\\t5.952\\tThe London Symphony Orchestra (LSO) is one of the most famous orchestras of the world. They are based in London's Barbican Centre, but they often tour to lots of different countries.\\n\",\n      \"\\t5.794\\tThe Vienna Philharmonic (in German: die Wiener Philharmoniker) is an orchestra based in Vienna, Austria. It is thought of as one of the greatest orchestras in the world.\\n\",\n      \"\\t5.324\\tThe Berlin Philharmonic (in German: Die Berliner Philharmoniker), is an orchestra from Berlin, Germany. It is one of the greatest orchestras in the world. The conductor of the orchestra is Sir Simon Rattle.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.701\\tThe Vienna Philharmonic (in German: die Wiener Philharmoniker) is an orchestra based in Vienna, Austria. It is thought of as one of the greatest orchestras in the world.\\n\",\n      \"\\t0.641\\tThe Vienna Symphony () is an orchestra in Vienna, Austria.\\n\",\n      \"\\t0.640\\tThe Berlin Philharmonic (in German: Die Berliner Philharmoniker), is an orchestra from Berlin, Germany. It is one of the greatest orchestras in the world. The conductor of the orchestra is Sir Simon Rattle.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t5.952\\tThe London Symphony Orchestra (LSO) is one of the most famous orchestras of the world. They are based in London's Barbican Centre, but they often tour to lots of different countries.\\n\",\n      \"\\t5.794\\tThe Vienna Philharmonic (in German: die Wiener Philharmoniker) is an orchestra based in Vienna, Austria. It is thought of as one of the greatest orchestras in the world.\\n\",\n      \"\\t5.324\\tThe Berlin Philharmonic (in German: Die Berliner Philharmoniker), is an orchestra from Berlin, Germany. It is one of the greatest orchestras in the world. The conductor of the orchestra is Sir Simon Rattle.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"What is the best orchestra in the world?\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 13,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"Ei9Q1roSa9GE\",\n    \"outputId\": \"df4c8975-7e48-4ddb-cc3f-f18627d21328\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: Number countries Europe\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t13.795\\tAmy MacDonald is a Scottish singer and songwriter. She became famous in 2007 with her first album \\\"This Is The Life\\\" and her first single \\\"Poison Prince\\\". She has become even more successful in Europe since her single \\\"This Is The Life\\\" charted at number 1 in many European countries.\\n\",\n      \"\\t13.758\\tThe Croatian language is spoken mainly throughout the countries of Croatia and Bosnia and Herzegovina and in the surrounding countries of Europe.\\n\",\n      \"\\t13.019\\tOrganization for Security and Co-operation in Europe (OSCE) is an international organization for peace and human rights. Presently, it has 57 countries as its members. Most of the member countries of the OSCE are from Europe, the Caucasus, Central Asia and North America.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Sparse-Encoder Retrieval hits\\n\",\n      \"\\t13.254\\tEuro is the currency (money) of the countries in the eurozone. One euro is divided into 100 \\\"cent\\\" (officially) (singular) or \\\"cents\\\" (unofficially).\\n\",\n      \"\\t12.655\\tWestern Europe is a geographic region of Europe. This term does not have a precise definition. Its use has changed over time. During the middle ages, the European parts of the Western World included those countries following Catholicism or Protestantism. During the Cold War, \\\"Western Europe\\\" was a geographic and socio-political concept. It meant the democratic European countries of the First World, which are also vaguely defined. It was and still is distinguished from Eastern Europe by differences of economics, politics, and religion. At its widest medieval definition, it includes the following 32 countries:\\n\",\n      \"\\t12.516\\tThe European Union (abbreviation: EU) is a confederation of 27 member countries in Europe established by the Maastricht Treaty in 1992-1993. The EU grew out of the European Economic Community (EEC) which was established by the Treaties of Rome in 1957. It has created a common economic area with Europe-wide laws allowing the citizens of EU countries to move and trade in other EU countries almost the same as they do in their own. Nineteen of these countries also share the same type of money: the euro.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits base on Sparse-Encoder\\n\",\n      \"\\t5.199\\tThe European Union (abbreviation: EU) is a confederation of 27 member countries in Europe established by the Maastricht Treaty in 1992-1993. The EU grew out of the European Economic Community (EEC) which was established by the Treaties of Rome in 1957. It has created a common economic area with Europe-wide laws allowing the citizens of EU countries to move and trade in other EU countries almost the same as they do in their own. Nineteen of these countries also share the same type of money: the euro.\\n\",\n      \"\\t3.202\\tA European Union member state is any one of the twenty-seven countries that have joined the European Union (EU) since it was found in 1958 as the European Economic Community (EEC). From an original membership of six states, there have been five successive enlargements. The largest happened on 1 May 2004, when ten member states joined.\\n\",\n      \"\\t2.886\\tOrganization for Security and Co-operation in Europe (OSCE) is an international organization for peace and human rights. Presently, it has 57 countries as its members. Most of the member countries of the OSCE are from Europe, the Caucasus, Central Asia and North America.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.538\\tThe Council of Europe (, ) is an international organization of 47 member states in the European region. One of its first successes was the European Convention on Human Rights in 1950, which serves as the basis for the European Court of Human Rights.\\n\",\n      \"\\t0.531\\tEngland is a country in Europe. It is a country with over sixty cities in it. It is in a union with Scotland, Wales and Northern Ireland. All four countries are in the British Isles and are part of the United Kingdom (UK).\\n\",\n      \"\\t0.507\\tEurope is a Swedish rock band. The band was started by Joey Tempest and John Norum in 1979. Their song \\\"The Final Countdown\\\" was a big hit in 1986.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t5.199\\tThe European Union (abbreviation: EU) is a confederation of 27 member countries in Europe established by the Maastricht Treaty in 1992-1993. The EU grew out of the European Economic Community (EEC) which was established by the Treaties of Rome in 1957. It has created a common economic area with Europe-wide laws allowing the citizens of EU countries to move and trade in other EU countries almost the same as they do in their own. Nineteen of these countries also share the same type of money: the euro.\\n\",\n      \"\\t3.202\\tA European Union member state is any one of the twenty-seven countries that have joined the European Union (EU) since it was found in 1958 as the European Economic Community (EEC). From an original membership of six states, there have been five successive enlargements. The largest happened on 1 May 2004, when ten member states joined.\\n\",\n      \"\\t2.798\\tThe Schengen Area is an area that includes 26 European countries. All of those countries have signed the Schengen Agreement in Schengen, Luxembourg in 1985.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"Number countries Europe\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 14,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"YVQyKpIjbSdC\",\n    \"outputId\": \"eedd35a8-daed-4a0e-f358-3b7657bb4a75\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: When did the cold war end?\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t17.374\\tThe Cold War was the tense relationship between the United States (and its allies), and the Soviet Union (the USSR and its allies) between the end of World War II and the fall of the Soviet Union. It is called the \\\"Cold\\\" War because the US and the USSR never actually fought each other directly. Instead, they opposed each other in conflicts known as proxy wars, where each country chose a side to support.\\n\",\n      \"\\t17.291\\tThe Reagan Doctrine was a document by the United States under the Reagan Administration. It was about being against the global influence of the Soviet Union during the final years of the Cold War. The doctrine lasted for less than a decade, it was the most important document of United States foreign policy from the early 1980s until the end of the Cold War in 1991.\\n\",\n      \"\\t15.420\\tCold Norton is a village and civil parish in Maldon District, Essex, England. In 2001 there were 1103 people living in Cold Norton. Cold Norton is at the south-east end of the Danbury Ridge.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Sparse-Encoder Retrieval hits\\n\",\n      \"\\t15.201\\tThe Cold War was the tense relationship between the United States (and its allies), and the Soviet Union (the USSR and its allies) between the end of World War II and the fall of the Soviet Union. It is called the \\\"Cold\\\" War because the US and the USSR never actually fought each other directly. Instead, they opposed each other in conflicts known as proxy wars, where each country chose a side to support.\\n\",\n      \"\\t12.209\\tThe Winter War (30 November 1939 - 13 March 1940) was a conflict fought between the Soviet Union and Finland. It began when the Soviet Union tried to invade Finland soon after the Invasion of Poland. The Soviet military forces expected a victory over Finland in a few weeks, because the Soviet army had many more tanks and planes than the Finnish army.\\n\",\n      \"\\t10.909\\tThe Vietnam War (also known as Second Indochina War or American War in Vietnam) lasted from 1 November 1955–30 April 1975, (19 years, 5 months, 4 weeks and 1 day). It was fought between North Vietnam and South Vietnam. North Vietnam was supported by the Soviet Union, China and North Korea, while South Vietnam was supported by the United States, South Korea, Thailand, Australia, New Zealand, and the Philippines. People from other countries also went to fight but not in their own national army. This conflict between communist and capitalist countries was part of the Cold War.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits base on Sparse-Encoder\\n\",\n      \"\\t5.203\\tThe Cold War was the tense relationship between the United States (and its allies), and the Soviet Union (the USSR and its allies) between the end of World War II and the fall of the Soviet Union. It is called the \\\"Cold\\\" War because the US and the USSR never actually fought each other directly. Instead, they opposed each other in conflicts known as proxy wars, where each country chose a side to support.\\n\",\n      \"\\t2.079\\tThe Sino-Soviet split (1960–1989) was a time when the relations between the People's Republic of China and the Soviet Union weakened during the Cold War. Eventually, China's leader, Mao Zedong, decided to break the alliance with the Soviet Union.\\n\",\n      \"\\t1.600\\tFrancis Fukuyama (born October 27, 1952) is an American political scientist and author, who is most known for his widely discussed book \\\"The End of History and the Last Man\\\" was published in 1992, in which thesis of a post-Cold War.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.613\\tThe Cold War was the tense relationship between the United States (and its allies), and the Soviet Union (the USSR and its allies) between the end of World War II and the fall of the Soviet Union. It is called the \\\"Cold\\\" War because the US and the USSR never actually fought each other directly. Instead, they opposed each other in conflicts known as proxy wars, where each country chose a side to support.\\n\",\n      \"\\t0.557\\tThe Continuation War was a war between Finland and the Soviet Union. It was fought between June 25, 1941 and September 19, 1944. It continued the Winter War. Nazi Germany helped Finland as part of the Eastern Front (World War II). The ceasefire started on September 4 at 7.00 am in the Finnish side. The Soviet Union's ceasefire started on September 5. The first peace treaty was signed on September 19 and the final one on February 10, 1947 in Paris.\\n\",\n      \"\\t0.548\\tThe Winter War (30 November 1939 - 13 March 1940) was a conflict fought between the Soviet Union and Finland. It began when the Soviet Union tried to invade Finland soon after the Invasion of Poland. The Soviet military forces expected a victory over Finland in a few weeks, because the Soviet army had many more tanks and planes than the Finnish army.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t5.203\\tThe Cold War was the tense relationship between the United States (and its allies), and the Soviet Union (the USSR and its allies) between the end of World War II and the fall of the Soviet Union. It is called the \\\"Cold\\\" War because the US and the USSR never actually fought each other directly. Instead, they opposed each other in conflicts known as proxy wars, where each country chose a side to support.\\n\",\n      \"\\t2.531\\tA speech was made by American President Harry S. Truman to the U.S. Congress on 12 March 1947. In this speech he said he thought that The United States should help Greece and Turkey to stop them being 'Totalitarianists' although he meant Soviet Communism. This became known as the Truman Doctrine. Some Historians believe that this was the start of the Cold War.\\n\",\n      \"\\t2.079\\tThe Sino-Soviet split (1960–1989) was a time when the relations between the People's Republic of China and the Soviet Union weakened during the Cold War. Eventually, China's leader, Mao Zedong, decided to break the alliance with the Soviet Union.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"When did the cold war end?\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 15,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"iVomHSSsbcut\",\n    \"outputId\": \"38d33e93-5327-4ac7-e954-dbbf51559a44\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: How long do cats live?\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t22.997\\tReliable information on the lifespans of house cats is hard to find. However, research has been done to get an estimate (an educated guess) on how long cats usually live. Cats usually live for 13 to 20 years. Sometimes cats can live for 22 to 30 years but there are claims of cats dying at ages of more than 30 years old.\\n\",\n      \"\\t16.974\\tThe sabertoothed cats or sabretooth cats are some of the best known and most popular extinct animals. They are among the most impressive carnivores that ever have lived. These cats had long canines and jaws which opened wider than modern cats. This suggests a different style of killing from modern felines.\\n\",\n      \"\\t16.490\\tThe Cyprus cat is a breed of cat. These cats are thought to have first come from ancient Egypt or Palestine. They were brought to the island of Cyprus by St. Helen. These are now common domestic cats that live in homes or outside. Many of these cats still live all over Cyprus. But, a large number are now feral. This means they are not tame and they run wild.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Sparse-Encoder Retrieval hits\\n\",\n      \"\\t18.287\\tReliable information on the lifespans of house cats is hard to find. However, research has been done to get an estimate (an educated guess) on how long cats usually live. Cats usually live for 13 to 20 years. Sometimes cats can live for 22 to 30 years but there are claims of cats dying at ages of more than 30 years old.\\n\",\n      \"\\t12.870\\tA cheetah (\\\"Acinonyx jubatus\\\") is a medium large cat which lives in Africa. It is the fastest land animal and can run up to 112 kilometers per hour for a short time. Most cheetahs live in the savannas of Africa. There are a few in Asia. Cheetahs are active during the day, and hunt in the early morning or late evening.\\n\",\n      \"\\t12.791\\tBobcat (\\\"Lynx rufus\\\") are fierce cats that live in forests, swamps, mountains, prairie, and deserts in much of North America. Bobcats are generally nocturnal (most active at night), but are most active at dawn and dusk. They spend the day in their den (a cave, hollow log or rock crevice). They are very good climbers and swimmers. Bobcats are eaten by cougars, coyotes, wolves, and bears. Bobcats usually live from 10 to 14 years. Bobcats and lynxes are closely related.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits base on Sparse-Encoder\\n\",\n      \"\\t10.431\\tReliable information on the lifespans of house cats is hard to find. However, research has been done to get an estimate (an educated guess) on how long cats usually live. Cats usually live for 13 to 20 years. Sometimes cats can live for 22 to 30 years but there are claims of cats dying at ages of more than 30 years old.\\n\",\n      \"\\t2.998\\tThe sand cat (\\\"Felis margarita\\\") is a small wild cat in the Felinae subfamily. It is distributed over African and Asian deserts. Sometimes people call it \\\"desert cat,\\\" but that is really the name of a different animal. The sand cat does live in deserts, even the Sahara and Arabian Desert. It is also found in Iran and Pakistan. In zoos, this cat can live for up to 13 years.\\n\",\n      \"\\t2.348\\tBobcat (\\\"Lynx rufus\\\") are fierce cats that live in forests, swamps, mountains, prairie, and deserts in much of North America. Bobcats are generally nocturnal (most active at night), but are most active at dawn and dusk. They spend the day in their den (a cave, hollow log or rock crevice). They are very good climbers and swimmers. Bobcats are eaten by cougars, coyotes, wolves, and bears. Bobcats usually live from 10 to 14 years. Bobcats and lynxes are closely related.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.765\\tReliable information on the lifespans of house cats is hard to find. However, research has been done to get an estimate (an educated guess) on how long cats usually live. Cats usually live for 13 to 20 years. Sometimes cats can live for 22 to 30 years but there are claims of cats dying at ages of more than 30 years old.\\n\",\n      \"\\t0.531\\tCreme Puff (August 3, 1967 - August 10, 2005) was a female cat who died in 2005 at the age of 38. She was the oldest cat ever recorded, according to the 2010 edition of \\\"Guinness World Records\\\".\\n\",\n      \"\\t0.508\\tThe cat righting reflex is a cat's natural ability to turn itself around as it falls so it will land on its feet. This righting reflex starts to happen at 3–4 weeks of age. The cat has entirely learned how to do this by 6–7 weeks. Cats are able to do this because they have a flexible backbone and a clavicle that does not move. The minimum height needed for this to happen safely in most cats is about 12 inches.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t10.431\\tReliable information on the lifespans of house cats is hard to find. However, research has been done to get an estimate (an educated guess) on how long cats usually live. Cats usually live for 13 to 20 years. Sometimes cats can live for 22 to 30 years but there are claims of cats dying at ages of more than 30 years old.\\n\",\n      \"\\t2.998\\tThe sand cat (\\\"Felis margarita\\\") is a small wild cat in the Felinae subfamily. It is distributed over African and Asian deserts. Sometimes people call it \\\"desert cat,\\\" but that is really the name of a different animal. The sand cat does live in deserts, even the Sahara and Arabian Desert. It is also found in Iran and Pakistan. In zoos, this cat can live for up to 13 years.\\n\",\n      \"\\t2.348\\tBobcat (\\\"Lynx rufus\\\") are fierce cats that live in forests, swamps, mountains, prairie, and deserts in much of North America. Bobcats are generally nocturnal (most active at night), but are most active at dawn and dusk. They spend the day in their den (a cave, hollow log or rock crevice). They are very good climbers and swimmers. Bobcats are eaten by cougars, coyotes, wolves, and bears. Bobcats usually live from 10 to 14 years. Bobcats and lynxes are closely related.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"How long do cats live?\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 16,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"QIkvohZ8bxMu\",\n    \"outputId\": \"f0b03bae-13ab-43ca-9f42-98fa3b183cb2\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: How many people live in Toronto?\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t15.978\\tMarkham, Ontario is a city in Regional Municipality of York, in the Greater Toronto Area of Southern Ontario, Canada. There are twice as many people there as in 1990. 261,573 people live in Markham. It is the 4th largest town in the Greater Toronto Area, after Toronto, Mississauga, and Brampton.\\n\",\n      \"\\t11.299\\tThe Toronto Zoo is a zoo in Toronto, Ontario, Canada. With , the Toronto Zoo is the largest zoo in Canada.\\n\",\n      \"\\t10.679\\tDenzil Minnan-Wong (; born ) is a Canadian politician. He is a Toronto city councillor. He is the person that represents Ward 16, an area of Toronto. He is a chairperson of the Employee and Labour Relations Committee in Toronto's municipal government and is also the deputy mayor of Toronto. He is also part of the board of the Toronto Transit Commission and the Toronto Hydro.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Sparse-Encoder Retrieval hits\\n\",\n      \"\\t13.177\\tMarkham, Ontario is a city in Regional Municipality of York, in the Greater Toronto Area of Southern Ontario, Canada. There are twice as many people there as in 1990. 261,573 people live in Markham. It is the 4th largest town in the Greater Toronto Area, after Toronto, Mississauga, and Brampton.\\n\",\n      \"\\t12.902\\tOntario is a province of Canada. It is in the eastern half of Canada, between Manitoba and Quebec. Ontario has the most people of any province, with 13,150,000 in 2009, and is home to the biggest city in Canada, Toronto, which is also the capital of the province. In the eastern part of the province, placed on the border with Quebec, is Ottawa, the capital of Canada, located on the Ottawa River.\\n\",\n      \"\\t12.899\\tToronto is the capital city of the province of Ontario in Canada. It is also the largest city in both Ontario and Canada. Found It is on the north-west side of Lake Ontario.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits base on Sparse-Encoder\\n\",\n      \"\\t4.313\\tMarkham, Ontario is a city in Regional Municipality of York, in the Greater Toronto Area of Southern Ontario, Canada. There are twice as many people there as in 1990. 261,573 people live in Markham. It is the 4th largest town in the Greater Toronto Area, after Toronto, Mississauga, and Brampton.\\n\",\n      \"\\t3.077\\tThe Regional Municipality of York, also called York Region, is a regional municipality in south-central Ontario, Canada, between Lake Simcoe and Toronto. It replaced the old York County in 1971. In 2006, nearly 893,000 people were living in the Regional Municipality of York. It is the fastest growing region in Canada and it is expected to grow to more than 1.5 million people by 2031. The whole region is part of the Greater Toronto Area and is part of the Golden Horseshoe. The capital of the region is in Newmarket.\\n\",\n      \"\\t2.738\\tOntario is a province of Canada. It is in the eastern half of Canada, between Manitoba and Quebec. Ontario has the most people of any province, with 13,150,000 in 2009, and is home to the biggest city in Canada, Toronto, which is also the capital of the province. In the eastern part of the province, placed on the border with Quebec, is Ottawa, the capital of Canada, located on the Ottawa River.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.604\\tVaughan is a city in Ontario, Canada, 335,000 people live there .\\n\",\n      \"\\t0.595\\tToronto is a city in Ohio in the United States.\\n\",\n      \"\\t0.594\\tToronto is a city in Kansas, United States.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t4.448\\tIt has about 110,000 people living there.\\n\",\n      \"\\t3.632\\tThe 2010 census counted 23,302 people living in the city. (2005 showed 24,709). The city was founded on January 1, 1955. Much of the city was heavily damaged by the 2011 Tōhoku earthquake and tsunami.\\n\",\n      \"\\t3.372\\tAs of January 1, 2010, about 164,294 people lived there. That was 295.83 people per km². The total area is 555.35 km².\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"How many people live in Toronto?\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 17,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"MpWjJtL_iFBG\",\n    \"outputId\": \"1fe977ee-6de2-431d-a956-c8deca87a9d4\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: Oldest US president\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t11.010\\tGlafcos Ioannou Clerides (; 24 April 1919 – 15 November 2013) was a Greek-Cypriot politician. He was the fourth President of Cyprus. He was the oldest living former President of the Republic of Cyprus.\\n\",\n      \"\\t9.237\\tJosé Celso de Mello Filho (Tatuí, November 1, 1945), is a Brazilian jurist. He is the oldest member of the Supreme Federal Court of Brazil. He was nominated by President José Sarney in 1989.\\n\",\n      \"\\t8.872\\tUSS \\\"Constitution\\\" is a wooden, three-masted heavy frigate of the United States Navy. Named by President George Washington after the Constitution of the United States of America, she is the world's oldest commissioned naval vessel afloat.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Sparse-Encoder Retrieval hits\\n\",\n      \"\\t14.802\\tJohn Fitzgerald Kennedy (May 29, 1917 – November 22, 1963), often called JFK and Jack, was the 35th President of the United States. He was in office from 1961 until his assassination in 1963. He was the youngest President elected to the office, at the age of 43. Events during his presidency included the Bay of Pigs Invasion, the Cuban Missile Crisis, the building of the Berlin Wall, the Space Race, the Civil Rights Movement, and early stages of the Vietnam War. He was the youngest President of the United States to die in office.\\n\",\n      \"\\t14.667\\tAlben William Barkley (November 24, 1877 – April 30, 1956) was a Democratic member of the U.S. House of Representatives and the United States Senate from Paducah, Kentucky, majority leader of the Senate, and the thirty-fifth Vice President of the United States. He was the oldest Vice President of the United States at the age of . He ran for president in 1952, however the Democratic Party primaries had nominated Adlai Stevenson II instead and labor union leaders rejected him to run because of old age (74).\\n\",\n      \"\\t14.529\\tWilliam Jefferson \\\"Bill\\\" Clinton (born William Jefferson Blythe III; August 19, 1946) is an American politician and humanitarian activist who served from 1993 to 2001 as the 42nd President of the United States. He was 46 years old when he was elected and the third youngest president.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits base on Sparse-Encoder\\n\",\n      \"\\t6.089\\tAlben William Barkley (November 24, 1877 – April 30, 1956) was a Democratic member of the U.S. House of Representatives and the United States Senate from Paducah, Kentucky, majority leader of the Senate, and the thirty-fifth Vice President of the United States. He was the oldest Vice President of the United States at the age of . He ran for president in 1952, however the Democratic Party primaries had nominated Adlai Stevenson II instead and labor union leaders rejected him to run because of old age (74).\\n\",\n      \"\\t5.538\\tRichard Arvin Overton (May 11, 1906 – December 27, 2018) was an American supercentenarian. He was the oldest verified surviving American World War II veteran, as well as the oldest American man. In 2013 he was honored by President Barack Obama. On that same Memorial Day, Overton met with Texas Governor Rick Perry. He was born in Bastrop County, Texas.\\n\",\n      \"\\t4.702\\tJohn Nance Garner IV nicknamed \\\"Cactus Jack\\\" (November 22, 1868 – November 7, 1967) was the forty-fourth Speaker of the United States House of Representatives (1931-33) and the thirty-second Vice President of the United States (1933-41). Garner once described the Vice-Presidency as being \\\"not worth a bucket of warm spit.\\\" Also, he lived to be 98 years old. That made him the oldest former Vice President of the United States.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.645\\tWilliam Henry Harrison (February 9, 1773 – April 4, 1841) was the 9th President of the United States. His nickname was \\\"Old Tippecanoe \\\" and he was a well-respected war veteran. Harrison served the shortest term of any United States President. His term lasted for exactly one month.\\n\",\n      \"\\t0.624\\tRichard Arvin Overton (May 11, 1906 – December 27, 2018) was an American supercentenarian. He was the oldest verified surviving American World War II veteran, as well as the oldest American man. In 2013 he was honored by President Barack Obama. On that same Memorial Day, Overton met with Texas Governor Rick Perry. He was born in Bastrop County, Texas.\\n\",\n      \"\\t0.620\\tAlben William Barkley (November 24, 1877 – April 30, 1956) was a Democratic member of the U.S. House of Representatives and the United States Senate from Paducah, Kentucky, majority leader of the Senate, and the thirty-fifth Vice President of the United States. He was the oldest Vice President of the United States at the age of . He ran for president in 1952, however the Democratic Party primaries had nominated Adlai Stevenson II instead and labor union leaders rejected him to run because of old age (74).\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t6.089\\tAlben William Barkley (November 24, 1877 – April 30, 1956) was a Democratic member of the U.S. House of Representatives and the United States Senate from Paducah, Kentucky, majority leader of the Senate, and the thirty-fifth Vice President of the United States. He was the oldest Vice President of the United States at the age of . He ran for president in 1952, however the Democratic Party primaries had nominated Adlai Stevenson II instead and labor union leaders rejected him to run because of old age (74).\\n\",\n      \"\\t5.538\\tRichard Arvin Overton (May 11, 1906 – December 27, 2018) was an American supercentenarian. He was the oldest verified surviving American World War II veteran, as well as the oldest American man. In 2013 he was honored by President Barack Obama. On that same Memorial Day, Overton met with Texas Governor Rick Perry. He was born in Bastrop County, Texas.\\n\",\n      \"\\t4.702\\tJohn Nance Garner IV nicknamed \\\"Cactus Jack\\\" (November 22, 1868 – November 7, 1967) was the forty-fourth Speaker of the United States House of Representatives (1931-33) and the thirty-second Vice President of the United States (1933-41). Garner once described the Vice-Presidency as being \\\"not worth a bucket of warm spit.\\\" Also, he lived to be 98 years old. That made him the oldest former Vice President of the United States.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"Oldest US president\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 18,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"zo3NOayXiQME\",\n    \"outputId\": \"7d310374-a930-4e0b-9a85-7d5be74377b9\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: Coldest place earth\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t24.891\\tEast Antarctica, also called Greater Antarctica, is the largest part (two-thirds) of the Antarctic continent. It is on the Indian Ocean side of the Transantarctic Mountains. It is the coldest, windiest, and driest part of Earth. East Antarctica holds the record as the coldest place on earth.\\n\",\n      \"\\t12.650\\tEarth Day is a day that is supposed to inspire more awareness and appreciation for the Earth's natural environment. It takes place each year on April 22. It now takes place in more than 193 countries around the world. During Earth Day, the world encourages everyone to turn off all unwanted lights.\\n\",\n      \"\\t12.172\\tHeinrich events occurred during the coldest point of \\\"Bond Cycles\\\" in which many icebergs were discharged into the North Atlantic and melted.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Sparse-Encoder Retrieval hits\\n\",\n      \"\\t14.068\\tEast Antarctica, also called Greater Antarctica, is the largest part (two-thirds) of the Antarctic continent. It is on the Indian Ocean side of the Transantarctic Mountains. It is the coldest, windiest, and driest part of Earth. East Antarctica holds the record as the coldest place on earth.\\n\",\n      \"\\t13.197\\tThe North Pole is the point that is farthest north on Earth. It is the point on which axis of Earth turns. It is in the Arctic Ocean and it is cold there because the sun does not shine there for about half a year and never rises very high. The ocean around the pole is always very cold and it is covered by a thick sheet of ice.\\n\",\n      \"\\t12.446\\tThe inner core is the very center of the Earth, and the hottest part of the planet. It is a mainly a solid ball with a radius of about , according to seismological studies. It is believed to consist mostly of an iron–nickel alloy and to be about the same temperature as the surface of the Sun: about 5700 K (5400 °C).\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits base on Sparse-Encoder\\n\",\n      \"\\t6.129\\tEast Antarctica, also called Greater Antarctica, is the largest part (two-thirds) of the Antarctic continent. It is on the Indian Ocean side of the Transantarctic Mountains. It is the coldest, windiest, and driest part of Earth. East Antarctica holds the record as the coldest place on earth.\\n\",\n      \"\\t0.215\\tThe North Pole is the point that is farthest north on Earth. It is the point on which axis of Earth turns. It is in the Arctic Ocean and it is cold there because the sun does not shine there for about half a year and never rises very high. The ocean around the pole is always very cold and it is covered by a thick sheet of ice.\\n\",\n      \"\\t0.006\\tIn physics, absolute zero (0 K) is the coldest temperature. At that point, subatomic particles stop moving (entropy is at its minimum). Certain things can reach temperatures below absolute zero, known as negative temperatures. This is very difficult to do, and only very small objects can reach negative temperatures.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.633\\tEast Antarctica, also called Greater Antarctica, is the largest part (two-thirds) of the Antarctic continent. It is on the Indian Ocean side of the Transantarctic Mountains. It is the coldest, windiest, and driest part of Earth. East Antarctica holds the record as the coldest place on earth.\\n\",\n      \"\\t0.556\\tThe North Pole is the point that is farthest north on Earth. It is the point on which axis of Earth turns. It is in the Arctic Ocean and it is cold there because the sun does not shine there for about half a year and never rises very high. The ocean around the pole is always very cold and it is covered by a thick sheet of ice.\\n\",\n      \"\\t0.516\\tPlaces with a subarctic climate (also called boreal climate) have long, usually very cold winters, and short, warm summers. It is found on large landmasses, away from oceans, usually at latitudes from 50° to 70°N. Because there are no large landmasses at such latitudes in the Southern Hemisphere, it is only found at high \\\"altitudes \\\"(heights) in the Andes and the mountains of Australia and New Zealand's South Island. These climates are in groups \\\"Dfc\\\", \\\"Dwc\\\", \\\"Dfd\\\" and \\\"Dwd\\\" in the Köppen climate classification\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t6.129\\tEast Antarctica, also called Greater Antarctica, is the largest part (two-thirds) of the Antarctic continent. It is on the Indian Ocean side of the Transantarctic Mountains. It is the coldest, windiest, and driest part of Earth. East Antarctica holds the record as the coldest place on earth.\\n\",\n      \"\\t0.594\\tThe Arctic is the area around the Earth's North Pole. The Arctic includes parts of Russia, Alaska, Canada, Greenland, Lapland and Svalbard as well as the Arctic Ocean. It is an ocean, mostly covered with ice. Most scientists call the area north of the treeline Arctic. Trees will not grow when the temperatures get too cold. The forests of the continents stop when they get too far north or too high up a mountain. (Higher places are colder, too.) The place where in the trees stop is called the tree line.\\n\",\n      \"\\t0.215\\tThe North Pole is the point that is farthest north on Earth. It is the point on which axis of Earth turns. It is in the Arctic Ocean and it is cold there because the sun does not shine there for about half a year and never rises very high. The ocean around the pole is always very cold and it is covered by a thick sheet of ice.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"Coldest place earth\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 19,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"EJ3OqA32ie_s\",\n    \"outputId\": \"6bfab461-7f71-4a67-f459-39831ee97adf\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: Elon Musk year birth\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t23.364\\tTesla, Inc. is a company based in Palo Alto, California which makes electric cars. It was started in 2003 by Martin Eberhard, Dylan Stott, and Elon Musk (who also co-founded PayPal and SpaceX and is the CEO of SpaceX). Eberhard no longer works there. Today, Elon Musk is the Chief Executive Officer (CEO). It started selling its first car, the Roadster in 2008.\\n\",\n      \"\\t19.943\\tThe Boring Company is a tunnel boring company founded by Elon Musk, who earlier started SpaceX. It aims to reduce traffic congestion in urban areas. It is involved in the building of the Hyperloop in Los Angeles.\\n\",\n      \"\\t18.392\\tElon Reeve Musk (born June 28, 1971) is a businessman and philanthropist. He was born in South Africa. He moved to Canada and later became an American citizen. Musk is the current CEO & Chief Product Architect of Tesla Motors, a company that makes electric vehicles. He is also the CEO of Solar City, a company that makes solar panels, and the CEO & CTO of SpaceX, an aerospace company. In August 2020, Bloomberg ranked Musk third among the richest people on the planet with net worth to be $115.4 billion.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Sparse-Encoder Retrieval hits\\n\",\n      \"\\t16.394\\tElon Reeve Musk (born June 28, 1971) is a businessman and philanthropist. He was born in South Africa. He moved to Canada and later became an American citizen. Musk is the current CEO & Chief Product Architect of Tesla Motors, a company that makes electric vehicles. He is also the CEO of Solar City, a company that makes solar panels, and the CEO & CTO of SpaceX, an aerospace company. In August 2020, Bloomberg ranked Musk third among the richest people on the planet with net worth to be $115.4 billion.\\n\",\n      \"\\t11.072\\tEdmund Sixtus \\\"Ed\\\" Muskie (March 28, 1914March 26, 1996) was an American politician. He was a member of the Democratic Party.\\n\",\n      \"\\t8.543\\tMusk deer are a group of even-toed ungulate mammals. They form the family Moschidae. There are four species of musk deer, but they are all very similar. Musk deer are more primitive than true deer.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits base on Sparse-Encoder\\n\",\n      \"\\t7.449\\tElon Reeve Musk (born June 28, 1971) is a businessman and philanthropist. He was born in South Africa. He moved to Canada and later became an American citizen. Musk is the current CEO & Chief Product Architect of Tesla Motors, a company that makes electric vehicles. He is also the CEO of Solar City, a company that makes solar panels, and the CEO & CTO of SpaceX, an aerospace company. In August 2020, Bloomberg ranked Musk third among the richest people on the planet with net worth to be $115.4 billion.\\n\",\n      \"\\t0.690\\tElon Gold (born September 14, 1970) is an American comedian, television actor, writer and producer. Gold was a guest judge on the celebrity impersonation series, \\\"The Next Big Thing\\\". He has been in multiple movies such as \\\"Cheaper by the Dozen\\\". He was also in the sitcom \\\"In-laws\\\".\\n\",\n      \"\\t0.455\\tBinyamin \\\"Benny\\\" Elon (, November 10, 1954 in Jerusalem – May 5, 2017 in Jerusalem) was an Israeli Orthodox rabbi and politician.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.574\\tElon Reeve Musk (born June 28, 1971) is a businessman and philanthropist. He was born in South Africa. He moved to Canada and later became an American citizen. Musk is the current CEO & Chief Product Architect of Tesla Motors, a company that makes electric vehicles. He is also the CEO of Solar City, a company that makes solar panels, and the CEO & CTO of SpaceX, an aerospace company. In August 2020, Bloomberg ranked Musk third among the richest people on the planet with net worth to be $115.4 billion.\\n\",\n      \"\\t0.471\\tMuraoka was born on June 21, 1893, in Kofu, Yamanashi Prefecture. Her birth name was Hana Annaka. Her parents were Methodists. She was raised as a Christian. She studied at the Tokyo Eiwa Jogakuin. She began writing children's stories when she was encouraged by translator Hiroko Katayama. She graduated from school in 1913.\\n\",\n      \"\\t0.467\\tJose Alves dos Santos Júnior (born July 29, 1969) is a former Brazilian football player.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t7.449\\tElon Reeve Musk (born June 28, 1971) is a businessman and philanthropist. He was born in South Africa. He moved to Canada and later became an American citizen. Musk is the current CEO & Chief Product Architect of Tesla Motors, a company that makes electric vehicles. He is also the CEO of Solar City, a company that makes solar panels, and the CEO & CTO of SpaceX, an aerospace company. In August 2020, Bloomberg ranked Musk third among the richest people on the planet with net worth to be $115.4 billion.\\n\",\n      \"\\t-2.518\\tNour El-Sherif (; 28 April 1946 – 11 August 2015) was a Egyptian actor. His birth name is Mohamad Geber Mohamad ِAbd Allah (Arabic: محمد جابر محمد عبد الله). El-Sherif was born in the working-class neighbourhood of Sayeda Zainab in Cairo (). He was known for his conspiracy theories about the Holocaust and the September 11 attacks.\\n\",\n      \"\\t-4.171\\tOlly Murs (born 14 May 1984) is an English singer. He comes from Witham, Essex. He became famous after he finished second in The X Factor in 2009.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"Elon Musk year birth\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 20,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"13h8bMHKk4UX\",\n    \"outputId\": \"79f04a84-ef25-4f8a-c19c-eca06dacd2d8\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: Paris eiffel tower\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t27.300\\tThe Eiffel Tower (French: La Tour Eiffel, ], IPA pronunciation: \\\"EYE-full\\\" English; \\\"eh-FEHL\\\" French) is a landmark in Paris. It was built between 1887 and 1889 for the Exposition Universelle (World Fair). The Tower was the Exposition's main attraction.\\n\",\n      \"\\t25.263\\tParis is a city in the U.S. state of Texas. It is in Lamar County, Texas. It had a population of 25,171 in 2010. It has been called the \\\"Second Largest Paris in the World\\\". It has a replica of the Eiffel Tower.\\n\",\n      \"\\t24.059\\tParis is a city in the U.S. state of Tennessee. It had a population of 25,171 in 2010. It has been called the \\\"World's Biggest Fish Fry\\\". It has a 70-foot replica of the Eiffel Tower.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Sparse-Encoder Retrieval hits\\n\",\n      \"\\t18.909\\tThe Eiffel Tower (French: La Tour Eiffel, ], IPA pronunciation: \\\"EYE-full\\\" English; \\\"eh-FEHL\\\" French) is a landmark in Paris. It was built between 1887 and 1889 for the Exposition Universelle (World Fair). The Tower was the Exposition's main attraction.\\n\",\n      \"\\t15.014\\tAlexandre Gustave Eiffel (December 15, 1832 – December 27, 1923; , ) was a French structural engineer and architect. He is known for designing the Eiffel Tower. He also designed the armature (supporting framework) for the Statue of Liberty, New York Harbor, United States.\\n\",\n      \"\\t14.448\\tParis is a city in the U.S. state of Texas. It is in Lamar County, Texas. It had a population of 25,171 in 2010. It has been called the \\\"Second Largest Paris in the World\\\". It has a replica of the Eiffel Tower.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits base on Sparse-Encoder\\n\",\n      \"\\t10.574\\tThe Eiffel Tower (French: La Tour Eiffel, ], IPA pronunciation: \\\"EYE-full\\\" English; \\\"eh-FEHL\\\" French) is a landmark in Paris. It was built between 1887 and 1889 for the Exposition Universelle (World Fair). The Tower was the Exposition's main attraction.\\n\",\n      \"\\t4.362\\tAlexandre Gustave Eiffel (December 15, 1832 – December 27, 1923; , ) was a French structural engineer and architect. He is known for designing the Eiffel Tower. He also designed the armature (supporting framework) for the Statue of Liberty, New York Harbor, United States.\\n\",\n      \"\\t3.756\\tThe current tower is the second tower on the site. The original tower was built in 1912. The design was based on the Eiffel Tower. The tower had an cable car that connected it to a nearby amusement park called Luna Park. The original was 64 meters tall. It was the second tallest building in Asia at that time. It quickly became one of the most popular locations in the city. Visitors came from all over.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.812\\tThe Eiffel Tower (French: La Tour Eiffel, ], IPA pronunciation: \\\"EYE-full\\\" English; \\\"eh-FEHL\\\" French) is a landmark in Paris. It was built between 1887 and 1889 for the Exposition Universelle (World Fair). The Tower was the Exposition's main attraction.\\n\",\n      \"\\t0.626\\tAlexandre Gustave Eiffel (December 15, 1832 – December 27, 1923; , ) was a French structural engineer and architect. He is known for designing the Eiffel Tower. He also designed the armature (supporting framework) for the Statue of Liberty, New York Harbor, United States.\\n\",\n      \"\\t0.538\\tThe Élysée Palace (, ) is the official residence of the French president. It is in Paris, in the 8th \\\"arrondissement\\\", near the Champs-Élysées. The building is under protection of a unit of the famous Republican Guard. It was built between 1718 and 1722.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t10.574\\tThe Eiffel Tower (French: La Tour Eiffel, ], IPA pronunciation: \\\"EYE-full\\\" English; \\\"eh-FEHL\\\" French) is a landmark in Paris. It was built between 1887 and 1889 for the Exposition Universelle (World Fair). The Tower was the Exposition's main attraction.\\n\",\n      \"\\t4.362\\tAlexandre Gustave Eiffel (December 15, 1832 – December 27, 1923; , ) was a French structural engineer and architect. He is known for designing the Eiffel Tower. He also designed the armature (supporting framework) for the Statue of Liberty, New York Harbor, United States.\\n\",\n      \"\\t3.756\\tThe current tower is the second tower on the site. The original tower was built in 1912. The design was based on the Eiffel Tower. The tower had an cable car that connected it to a nearby amusement park called Luna Park. The original was 64 meters tall. It was the second tallest building in Asia at that time. It quickly became one of the most popular locations in the city. Visitors came from all over.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"Paris eiffel tower\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 21,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"hwTRd5Jqw-09\",\n    \"outputId\": \"dccb2c81-448d-4ab1-a70d-9669af657ab9\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: Which US president was killed?\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t10.179\\tLyndon Baines Johnson (August 27, 1908 – January 22, 1973) was a member of the Democratic Party and the 36th president of the United States serving from 1963 to 1969. Johnson took over as president when President Kennedy was killed in November 1963. He was then re-elected in the 1964 election.\\n\",\n      \"\\t10.091\\tLech Kaczyński, the fourth President of the Republic of Poland, died on 10 April 2010. He died in a plane crash outside of Smolensk, Russia. The plane was a Tu-154 belonging to the Polish Air Force. The crash killed all 96 on board. His wife, Maria Kaczyńska, was also among those killed.\\n\",\n      \"\\t9.791\\tJacobo Majluta Azar (October 9, 1934 – March 2, 1996) was a Dominican politician. He was Vice President of the Dominican Republic during the Antonio Guzmán Fernández presidency between 1978 to 1982. He became President of the Dominican Republic after Guzmán Fernández killed himself in 1982. He was president for a month between July to August 1982.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Sparse-Encoder Retrieval hits\\n\",\n      \"\\t14.590\\tJohn F. Kennedy was the 35th President of the United States. He was assassinated (murdered) in Dealey Plaza, Dallas, Texas, on Friday, November 22, 1963. This happened while he was traveling in a Presidential motorcade with his wife Jacqueline, the Governor of Texas John Connally, and the governor's wife Nellie.\\n\",\n      \"\\t14.383\\tThe assassination of President James A. Garfield happened in Washington, D.C. on July 2, 1881. Garfield was shot in the back by Charles J. Guiteau at about 9:30 am, less than four months into Garfield's term as the 20th President of the United States.\\n\",\n      \"\\t14.295\\tAbraham Lincoln (February 12, 1809  – April 15, 1865) was an American politician. He was the 16th President of the United States. He was president from 1861 to 1865, during the American Civil War. Just five days after most of the Confederate forces had surrendered and the war was ending, John Wilkes Booth assassinated Lincoln. Lincoln was the first president of the United States to be assassinated. Lincoln has been remembered as the \\\"Great Emancipator\\\" because he worked to end slavery in the United States.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits base on Sparse-Encoder\\n\",\n      \"\\t9.278\\tWilliam McKinley, the 25th President of the United States, was assassinated on September 6, 1901, inside the Temple of Music on the grounds of the Pan-American Exposition in Buffalo, New York.\\n\",\n      \"\\t8.403\\tJohn F. Kennedy was the 35th President of the United States. He was assassinated (murdered) in Dealey Plaza, Dallas, Texas, on Friday, November 22, 1963. This happened while he was traveling in a Presidential motorcade with his wife Jacqueline, the Governor of Texas John Connally, and the governor's wife Nellie.\\n\",\n      \"\\t7.914\\tOn December 26, 2006, Gerald Ford, the 38th President of the United States, died at his home in Rancho Mirage, California at 6:45 p.m. local time (02:45, December 27, UTC).\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.686\\tJohn F. Kennedy was the 35th President of the United States. He was assassinated (murdered) in Dealey Plaza, Dallas, Texas, on Friday, November 22, 1963. This happened while he was traveling in a Presidential motorcade with his wife Jacqueline, the Governor of Texas John Connally, and the governor's wife Nellie.\\n\",\n      \"\\t0.656\\tWilliam McKinley, the 25th President of the United States, was assassinated on September 6, 1901, inside the Temple of Music on the grounds of the Pan-American Exposition in Buffalo, New York.\\n\",\n      \"\\t0.655\\tJames Abram Garfield (November 19, 1831 - September 19, 1881) was the 20th (1881) President of the United States and the 2nd President to be assassinated (killed while in office). President Garfield was in office from March to September of 1881. He was in office for a total of six months and fifteen days. For almost half that time he was bedridden as a result of an attempt to kill him. He was shot on July 2 and finally died in September the same year he got into office.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t9.278\\tWilliam McKinley, the 25th President of the United States, was assassinated on September 6, 1901, inside the Temple of Music on the grounds of the Pan-American Exposition in Buffalo, New York.\\n\",\n      \"\\t8.403\\tJohn F. Kennedy was the 35th President of the United States. He was assassinated (murdered) in Dealey Plaza, Dallas, Texas, on Friday, November 22, 1963. This happened while he was traveling in a Presidential motorcade with his wife Jacqueline, the Governor of Texas John Connally, and the governor's wife Nellie.\\n\",\n      \"\\t7.914\\tOn December 26, 2006, Gerald Ford, the 38th President of the United States, died at his home in Rancho Mirage, California at 6:45 p.m. local time (02:45, December 27, UTC).\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"Which US president was killed?\\\")\"\n   ]\n  },\n  {\n   \"cell_type\": \"code\",\n   \"execution_count\": 22,\n   \"metadata\": {\n    \"colab\": {\n     \"base_uri\": \"https://localhost:8080/\"\n    },\n    \"id\": \"TFkPfYGXIz0Y\",\n    \"outputId\": \"5c00430c-f787-46ce-c669-7bc4c4fe31fe\"\n   },\n   \"outputs\": [\n    {\n     \"name\": \"stdout\",\n     \"output_type\": \"stream\",\n     \"text\": [\n      \"Input question: When is Chinese New Year\\n\",\n      \"Top-3 lexical search (BM25) hits\\n\",\n      \"\\t18.743\\tChinese New Year, known in China as the SpringFestival and in Singapore as the LunarNewYear, is a holiday on and around the new moon on the first day of the year in the traditional Chinese calendar. This calendar is based on the changes in the moon and is only sometimes changed to fit the seasons of the year based on how the Earth moves around the sun. Because of this, Chinese New Year is never on January1. It moves around between January21 and February20.\\n\",\n      \"\\t18.527\\tNew Year in Japan is one of the most important festivals. Unlike the Chinese New Year, it is held on January 1.\\n\",\n      \"\\t15.789\\tThe CCTV New Year's Gala (Simplified Chinese: 中国中央电视台春节联欢晚会; Traditional Chinese: 中國中央電視台春節聯歡晚會; Pinyin: \\\"Zhōngguó zhōngyāng diànshìtái chūnjié liánhuān wǎnhuì\\\") is a Chinese New Year special produced by China Central Television. It was presented by Zhao Zhongxiang.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Sparse-Encoder Retrieval hits\\n\",\n      \"\\t17.210\\tChinese New Year, known in China as the SpringFestival and in Singapore as the LunarNewYear, is a holiday on and around the new moon on the first day of the year in the traditional Chinese calendar. This calendar is based on the changes in the moon and is only sometimes changed to fit the seasons of the year based on how the Earth moves around the sun. Because of this, Chinese New Year is never on January1. It moves around between January21 and February20.\\n\",\n      \"\\t14.656\\tThe CCTV New Year's Gala (Simplified Chinese: 中国中央电视台春节联欢晚会; Traditional Chinese: 中國中央電視台春節聯歡晚會; Pinyin: \\\"Zhōngguó zhōngyāng diànshìtái chūnjié liánhuān wǎnhuì\\\") is a Chinese New Year special produced by China Central Television. It was presented by Zhao Zhongxiang.\\n\",\n      \"\\t14.308\\tNew Year in Japan is one of the most important festivals. Unlike the Chinese New Year, it is held on January 1.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits base on Sparse-Encoder\\n\",\n      \"\\t10.896\\tChinese New Year, known in China as the SpringFestival and in Singapore as the LunarNewYear, is a holiday on and around the new moon on the first day of the year in the traditional Chinese calendar. This calendar is based on the changes in the moon and is only sometimes changed to fit the seasons of the year based on how the Earth moves around the sun. Because of this, Chinese New Year is never on January1. It moves around between January21 and February20.\\n\",\n      \"\\t6.147\\tNew Year in Japan is one of the most important festivals. Unlike the Chinese New Year, it is held on January 1.\\n\",\n      \"\\t5.081\\tNational Day is a yearly holiday in the People's Republic of China. It celebrates the beginning of its new government on October1, 1949. It is one of two Golden Weeks in the country, along with the Chinese New Year.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Bi-Encoder Retrieval hits\\n\",\n      \"\\t0.782\\tChinese New Year, known in China as the SpringFestival and in Singapore as the LunarNewYear, is a holiday on and around the new moon on the first day of the year in the traditional Chinese calendar. This calendar is based on the changes in the moon and is only sometimes changed to fit the seasons of the year based on how the Earth moves around the sun. Because of this, Chinese New Year is never on January1. It moves around between January21 and February20.\\n\",\n      \"\\t0.648\\tChinese National Day is the national day of China. It may mean:\\n\",\n      \"\\t0.642\\tNational Day is a yearly holiday in the People's Republic of China. It celebrates the beginning of its new government on October1, 1949. It is one of two Golden Weeks in the country, along with the Chinese New Year.\\n\",\n      \"\\n\",\n      \"-------------------------\\n\",\n      \"\\n\",\n      \"Top-3 Cross-Encoder Re-ranker hits\\n\",\n      \"\\t10.896\\tChinese New Year, known in China as the SpringFestival and in Singapore as the LunarNewYear, is a holiday on and around the new moon on the first day of the year in the traditional Chinese calendar. This calendar is based on the changes in the moon and is only sometimes changed to fit the seasons of the year based on how the Earth moves around the sun. Because of this, Chinese New Year is never on January1. It moves around between January21 and February20.\\n\",\n      \"\\t6.147\\tNew Year in Japan is one of the most important festivals. Unlike the Chinese New Year, it is held on January 1.\\n\",\n      \"\\t5.081\\tNational Day is a yearly holiday in the People's Republic of China. It celebrates the beginning of its new government on October1, 1949. It is one of two Golden Weeks in the country, along with the Chinese New Year.\\n\"\n     ]\n    }\n   ],\n   \"source\": [\n    \"search(query=\\\"When is Chinese New Year\\\")\"\n   ]\n  }\n ],\n \"metadata\": {\n  \"accelerator\": \"GPU\",\n  \"colab\": {\n   \"provenance\": []\n  },\n  \"kernelspec\": {\n   \"display_name\": \"sentence-transformers-312\",\n   \"language\": \"python\",\n   \"name\": \"python3\"\n  },\n  \"language_info\": {\n   \"codemirror_mode\": {\n    \"name\": \"ipython\",\n    \"version\": 3\n   },\n   \"file_extension\": \".py\",\n   \"mimetype\": \"text/x-python\",\n   \"name\": \"python\",\n   \"nbconvert_exporter\": \"python\",\n   \"pygments_lexer\": \"ipython3\",\n   \"version\": \"3.12.9\"\n  },\n  \"widgets\": {\n   \"application/vnd.jupyter.widget-state+json\": {\n    \"029bee70230541778228f881e85936c3\": {\n     \"model_module\": \"@jupyter-widgets/controls\",\n     \"model_module_version\": \"1.5.0\",\n     \"model_name\": 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    "content": "# Semantic Search\n\nSemantic search refers to search techniques that go beyond traditional keyword-based search. Instead of relying solely on exact matches of keywords, semantic search aims to understand the meaning and context of the query and the documents being searched. This allows for more relevant and accurate search results, even when the exact keywords may not match.\n\nSparse embeddings are a type of representation where most of the values are zero, and only a small number of dimensions contain non-zero (a.k.a. active) values. This is in contrast to dense embeddings, where all dimensions typically have non-zero values. Traditional sparse embedding solutions are often lexically based, meaning they rely on exact matches of terms or phrases. However, modern sparse encoders like SPLADE and other sparse encoder models can generate embeddings that capture semantic meaning while still being sparse.\n\nThese embeddings can allow for extremely efficient semantic search, as long as the search solution takes good advantage of the fact that the large majority of sparse embedding dimensions are 0. This page shows an example demonstrating how to perform semantic search manually, but also how to integrate a SparseEncoder model with popular vector databases/search systems.\n\nIf you aren't familiar with Semantic Search, see the [Sentence Transformers > Semantic Search](../../../sentence_transformer/applications/semantic-search/README.md) for a broader explanation using dense embedding models.\n\n## Manual Search\n\nManually performing semantic search with sparse encoders is straightforward, and only consists of a few steps:\n\n1. **Load a SparseEncoder model**: Load a pretrained sparse encoder model from the Hugging Face Hub or your local directory.\n1. **Encode the corpus**: Use the model to encode a set of documents (the corpus) into sparse embeddings.\n1. **Encode the queries**: Encode the user queries into sparse embeddings using the same model.\n1. **Compute similarity**: Calculate the similarity between the query embeddings and the corpus embeddings using a suitable similarity function (e.g., cosine similarity, dot product).\n1. **Retrieve results**: Sort the results based on similarity scores and return the most relevant documents.\n1. **Analyze results**: Optionally, analyze the results to understand which tokens contributed most to the similarity scores.\n\n```{eval-rst}\n\n.. sidebar:: Documentation\n\n   #. :class:`SparseEncoder <sentence_transformers.sparse_encoder.SparseEncoder>`\n   #. :meth:`SparseEncoder.encode_query <sentence_transformers.sparse_encoder.SparseEncoder.encode_query>`\n   #. :meth:`SparseEncoder.encode_document <sentence_transformers.sparse_encoder.SparseEncoder.encode_document>`\n   #. :meth:`util.semantic_search <sentence_transformers.util.semantic_search>`\n   #. :meth:`SparseEncoder.similarity <sentence_transformers.sparse_encoder.SparseEncoder.similarity>`\n   #. `naver/splade-cocondenser-ensembledistil <https://huggingface.co/naver/splade-cocondenser-ensembledistil>`_\n\n::\n\n    from sentence_transformers import SparseEncoder, util\n\n    # 1. Load a pretrained SparseEncoder model\n    model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n    # 2. Encode a corpus of texts using the SparseEncoder model\n    corpus = [\n        \"Machine learning is a field of study that gives computers the ability to learn without being explicitly programmed.\",\n        \"Deep learning is part of a broader family of machine learning methods based on artificial neural networks with representation learning.\",\n        \"Neural networks are computing systems vaguely inspired by the biological neural networks that constitute animal brains.\",\n        \"Mars rovers are robotic vehicles designed to travel on the surface of Mars to collect data and perform experiments.\",\n        \"The James Webb Space Telescope is the largest optical telescope in space, designed to conduct infrared astronomy.\",\n        \"SpaceX's Starship is designed to be a fully reusable transportation system capable of carrying humans to Mars and beyond.\",\n        \"Global warming is the long-term heating of Earth's climate system observed since the pre-industrial period due to human activities.\",\n        \"Renewable energy sources include solar, wind, hydro, and geothermal power that naturally replenish over time.\",\n        \"Carbon capture technologies aim to collect CO2 emissions before they enter the atmosphere and store them underground.\",\n    ]\n\n    # Use \"convert_to_tensor=True\" to keep the tensors on GPU (if available)\n    corpus_embeddings = model.encode_document(corpus, convert_to_tensor=True)\n\n    # 3. Encode the user queries using the same SparseEncoder model\n    queries = [\n        \"How do artificial neural networks work?\",\n        \"What technology is used for modern space exploration?\",\n        \"How can we address climate change challenges?\",\n    ]\n    query_embeddings = model.encode_query(queries, convert_to_tensor=True)\n\n    # 4. Use the similarity function to compute the similarity scores between the query and corpus embeddings\n    top_k = min(5, len(corpus))  # Find at most 5 sentences of the corpus for each query sentence\n    results = util.semantic_search(query_embeddings, corpus_embeddings, top_k=top_k, score_function=model.similarity)\n\n    # 5. Sort the results and print the top 5 most similar sentences for each query\n    for query_id, query in enumerate(queries):\n        pointwise_scores = model.intersection(query_embeddings[query_id], corpus_embeddings)\n\n        print(f\"Query: {query}\")\n        for res in results[query_id]:\n            corpus_id, score = res.values()\n            sentence = corpus[corpus_id]\n\n            pointwise_score = model.decode(pointwise_scores[corpus_id], top_k=10)\n\n            token_scores = \", \".join([f'(\"{token.strip()}\", {value:.2f})' for token, value in pointwise_score])\n\n            print(f\"Score: {score:.4f} - Sentence: {sentence} - Top influential tokens: {token_scores}\")\n        print(\"\")\n```\n\n<details><summary>Toggle To See Results</summary>\n\n```python\n\"\"\"\nQuery: How do artificial neural networks work?\nScore: 16.9053 - Sentence: Neural networks are computing systems vaguely inspired by the biological neural networks that constitute animal brains. - Top influential tokens: (\"neural\", 5.71), (\"networks\", 3.24), (\"network\", 2.93), (\"brain\", 2.10), (\"computer\", 0.50), (\"##uron\", 0.32), (\"artificial\", 0.27), (\"technology\", 0.27), (\"communication\", 0.27), (\"connection\", 0.21)\nScore: 13.6119 - Sentence: Deep learning is part of a broader family of machine learning methods based on artificial neural networks with representation learning. - Top influential tokens: (\"artificial\", 3.71), (\"neural\", 3.15), (\"networks\", 1.78), (\"brain\", 1.22), (\"network\", 1.12), (\"ai\", 1.07), (\"machine\", 0.39), (\"robot\", 0.20), (\"technology\", 0.20), (\"algorithm\", 0.18)\nScore: 2.7373 - Sentence: Machine learning is a field of study that gives computers the ability to learn without being explicitly programmed. - Top influential tokens: (\"machine\", 0.78), (\"computer\", 0.50), (\"technology\", 0.32), (\"artificial\", 0.22), (\"robot\", 0.21), (\"ai\", 0.20), (\"process\", 0.16), (\"theory\", 0.11), (\"technique\", 0.11), (\"fuzzy\", 0.06)\nScore: 2.1430 - Sentence: Carbon capture technologies aim to collect CO2 emissions before they enter the atmosphere and store them underground. - Top influential tokens: (\"technology\", 0.42), (\"function\", 0.41), (\"mechanism\", 0.21), (\"sensor\", 0.21), (\"device\", 0.18), (\"process\", 0.18), (\"generator\", 0.13), (\"detection\", 0.10), (\"technique\", 0.10), (\"tracking\", 0.05)\nScore: 2.0195 - Sentence: Mars rovers are robotic vehicles designed to travel on the surface of Mars to collect data and perform experiments. - Top influential tokens: (\"robot\", 0.67), (\"function\", 0.34), (\"technology\", 0.29), (\"device\", 0.23), (\"experiment\", 0.20), (\"machine\", 0.10), (\"artificial\", 0.08), (\"design\", 0.04), (\"useful\", 0.03), (\"they\", 0.02)\n\nQuery: What technology is used for modern space exploration?\nScore: 10.4748 - Sentence: SpaceX's Starship is designed to be a fully reusable transportation system capable of carrying humans to Mars and beyond. - Top influential tokens: (\"space\", 4.40), (\"technology\", 1.15), (\"nasa\", 1.06), (\"mars\", 0.63), (\"exploration\", 0.52), (\"spacecraft\", 0.44), (\"robot\", 0.32), (\"rocket\", 0.28), (\"astronomy\", 0.27), (\"travel\", 0.26)\nScore: 9.3818 - Sentence: The James Webb Space Telescope is the largest optical telescope in space, designed to conduct infrared astronomy. - Top influential tokens: (\"space\", 3.89), (\"nasa\", 1.09), (\"astronomy\", 0.93), (\"discovery\", 0.48), (\"instrument\", 0.47), (\"technology\", 0.35), (\"device\", 0.26), (\"spacecraft\", 0.25), (\"invented\", 0.22), (\"equipment\", 0.22)\nScore: 8.5147 - Sentence: Mars rovers are robotic vehicles designed to travel on the surface of Mars to collect data and perform experiments. - Top influential tokens: (\"technology\", 1.39), (\"mars\", 0.79), (\"exploration\", 0.78), (\"robot\", 0.67), (\"used\", 0.66), (\"nasa\", 0.52), (\"spacecraft\", 0.44), (\"device\", 0.39), (\"explore\", 0.38), (\"travel\", 0.25)\nScore: 7.6993 - Sentence: Carbon capture technologies aim to collect CO2 emissions before they enter the atmosphere and store them underground. - Top influential tokens: (\"technology\", 1.99), (\"tech\", 1.76), (\"technologies\", 1.74), (\"equipment\", 0.32), (\"device\", 0.31), (\"technological\", 0.28), (\"mining\", 0.22), (\"sensor\", 0.19), (\"tool\", 0.18), (\"software\", 0.11)\nScore: 2.5526 - Sentence: Machine learning is a field of study that gives computers the ability to learn without being explicitly programmed. - Top influential tokens: (\"technology\", 1.52), (\"machine\", 0.27), (\"robot\", 0.21), (\"computer\", 0.18), (\"engineering\", 0.12), (\"technique\", 0.11), (\"science\", 0.05), (\"technological\", 0.05), (\"techniques\", 0.02), (\"innovation\", 0.01)\n\nQuery: How can we address climate change challenges?\nScore: 9.5587 - Sentence: Global warming is the long-term heating of Earth's climate system observed since the pre-industrial period due to human activities. - Top influential tokens: (\"climate\", 3.21), (\"warming\", 2.87), (\"weather\", 1.58), (\"change\", 0.46), (\"global\", 0.41), (\"environmental\", 0.39), (\"storm\", 0.19), (\"pollution\", 0.15), (\"environment\", 0.11), (\"adaptation\", 0.08)\nScore: 1.3191 - Sentence: Carbon capture technologies aim to collect CO2 emissions before they enter the atmosphere and store them underground. - Top influential tokens: (\"warming\", 0.39), (\"pollution\", 0.34), (\"environmental\", 0.15), (\"goal\", 0.12), (\"strategy\", 0.07), (\"monitoring\", 0.07), (\"protection\", 0.06), (\"greenhouse\", 0.05), (\"safety\", 0.02), (\"escape\", 0.01)\nScore: 1.0774 - Sentence: Renewable energy sources include solar, wind, hydro, and geothermal power that naturally replenish over time. - Top influential tokens: (\"conservation\", 0.39), (\"sustainability\", 0.18), (\"environmental\", 0.18), (\"sustainable\", 0.13), (\"agriculture\", 0.13), (\"alternative\", 0.07), (\"recycling\", 0.00)\nScore: 0.2401 - Sentence: Machine learning is a field of study that gives computers the ability to learn without being explicitly programmed. - Top influential tokens: (\"strategy\", 0.10), (\"success\", 0.06), (\"foster\", 0.04), (\"engineering\", 0.03), (\"innovation\", 0.00), (\"research\", 0.00)\nScore: 0.1516 - Sentence: Deep learning is part of a broader family of machine learning methods based on artificial neural networks with representation learning. - Top influential tokens: (\"strategy\", 0.09), (\"foster\", 0.04), (\"research\", 0.01), (\"approach\", 0.01), (\"engineering\", 0.01)\n\"\"\"\n```\n\n</details>\n<br>\n\n## Vector Database Search\n\nAlternatively, some vector databases and search engines can be used to perform semantic search with sparse encoders. These systems are designed to efficiently handle large-scale vector data and provide fast retrieval of relevant documents. They can leverage the sparsity of the embeddings to optimize storage and search operations.\n\nThe overall structure is similar to the manual search, but the vector database handles the indexing and retrieval of documents. The steps are approximately as follows:\n\n1. **Encode the corpus**: Load your data and encode the documents using a pretrained sparse encoder.\n1. **Indexing**: The documents and their sparse embeddings are indexed in the vector database.\n1. **Encode the query**: User queries are encoded with the same sparse encoder.\n1. **Retrieval**: The vector database performs a similarity search to find the most relevant documents.\n1. **Results**: Search results are returned with their similarity scores and document content.\n\nThe advantages of Sparse Vectors for search are:\n\n- **Efficiency**: Sparse vectors (where most values are zero) can be stored and searched more efficiently than dense vectors.\n- **Interpretability**: Non-zero dimensions in sparse embeddings often correspond to specific tokens, allowing you to understand which tokens contributed to the similarity score.\n- **Exact Matching**: Sparse vectors can preserve exact term matching signals that might be lost in dense embeddings.\n\n## Qdrant Integration\n\nThis example demonstrates how to set up Qdrant for sparse vector search by showing how to efficiently encode and index documents with sparse encoders, formulating search queries with sparse vectors, and providing an interactive query interface. See [semantic_search_qdrant.py](semantic_search_qdrant.py) or below:\n\n### Prerequisites:\n\n- Qdrant running locally (or accessible), see the [Qdrant Quickstart](https://qdrant.tech/documentation/quickstart/) for more details.\n- The Qdrant Python client must be installed:\n  ```bash\n  pip install qdrant-client\n  ```\n\n```{eval-rst}\n\n.. sidebar:: Documentation\n\n   #. :class:`SparseEncoder <sentence_transformers.sparse_encoder.SparseEncoder>`\n   #. :meth:`SparseEncoder.encode_query <sentence_transformers.sparse_encoder.SparseEncoder.encode_query>`\n   #. :meth:`SparseEncoder.encode_document <sentence_transformers.sparse_encoder.SparseEncoder.encode_document>`\n   #. :meth:`semantic_search_qdrant <sentence_transformers.sparse_encoder.search_engines.semantic_search_qdrant>`\n   #. `naver/splade-cocondenser-ensembledistil <https://huggingface.co/naver/splade-cocondenser-ensembledistil>`_\n   #. `sentence-transformers/natural-questions <https://huggingface.co/datasets/sentence-transformers/natural-questions>`_\n\n:: \n\n    import time\n\n    from datasets import load_dataset\n    from sentence_transformers import SparseEncoder\n    from sentence_transformers.sparse_encoder.search_engines import semantic_search_qdrant\n\n    # 1. Load the natural-questions dataset with 100K answers\n    dataset = load_dataset(\"sentence-transformers/natural-questions\", split=\"train\")\n    num_docs = 10_000\n    corpus = dataset[\"answer\"][:num_docs]\n\n    # 2. Come up with some queries\n    queries = dataset[\"query\"][:2]\n\n    # 3. Load the model\n    sparse_model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n    # 4. Encode the corpus\n    corpus_embeddings = sparse_model.encode_document(\n        corpus, convert_to_sparse_tensor=True, batch_size=16, show_progress_bar=True\n    )\n\n    # Initially, we don't have a qdrant index yet\n    corpus_index = None\n    while True:\n        # 5. Encode the queries using the full precision\n        start_time = time.time()\n        query_embeddings = sparse_model.encode_query(queries, convert_to_sparse_tensor=True)\n        print(f\"Encoding time: {time.time() - start_time:.6f} seconds\")\n\n        # 6. Perform semantic search using qdrant\n        results, search_time, corpus_index = semantic_search_qdrant(\n            query_embeddings,\n            corpus_index=corpus_index,\n            corpus_embeddings=corpus_embeddings if corpus_index is None else None,\n            top_k=5,\n            output_index=True,\n        )\n\n        # 7. Output the results\n        print(f\"Search time: {search_time:.6f} seconds\")\n        for query, result in zip(queries, results):\n            print(f\"Query: {query}\")\n            for entry in result:\n                print(f\"(Score: {entry['score']:.4f}) {corpus[entry['corpus_id']]}, corpus_id: {entry['corpus_id']}\")\n            print(\"\")\n\n        # 8. Prompt for more queries\n        queries = [input(\"Please enter a question: \")]\n```\n\n## OpenSearch Integration\n\nThis example demonstrates how to set up OpenSearch for sparse vector search by showing how to efficiently encode and index documents with sparse encoders, formulating search queries with sparse vectors, and providing an interactive query interface. See [semantic_search_opensearch.py](semantic_search_opensearch.py) or below:\n\n### Prerequisites:\n\n- OpenSearch running locally (or accessible), see [OpenSearch locally](https://docs.opensearch.org/docs/latest/getting-started/quickstart/) for more details.\n- Further, the OpenSearch Python client must be installed: https://docs.opensearch.org/docs/latest/clients/python-low-level/, e.g.:\n  ```bash\n    pip install opensearch-py\n  ```\n- This script was created for `opensearch` v2.15.0+.\n\n```{eval-rst}\n\n.. sidebar:: Documentation\n\n   #. :class:`SparseEncoder <sentence_transformers.sparse_encoder.SparseEncoder>`\n   #. :meth:`SparseEncoder.encode_query <sentence_transformers.sparse_encoder.SparseEncoder.encode_query>`\n   #. :meth:`SparseEncoder.encode_document <sentence_transformers.sparse_encoder.SparseEncoder.encode_document>`\n   #. :meth:`semantic_search_opensearch <sentence_transformers.sparse_encoder.search_engines.semantic_search_opensearch>`\n   #. `opensearch-project/opensearch-neural-sparse-encoding-doc-v3-distill <https://huggingface.co/opensearch-project/opensearch-neural-sparse-encoding-doc-v3-distill>`_\n   #. `sentence-transformers/natural-questions <https://huggingface.co/datasets/sentence-transformers/natural-questions>`_\n\n::\n  \n    import time\n\n    from datasets import load_dataset\n\n    from sentence_transformers import SparseEncoder\n    from sentence_transformers.models import Router\n    from sentence_transformers.sparse_encoder.models import MLMTransformer, SparseStaticEmbedding, SpladePooling\n    from sentence_transformers.sparse_encoder.search_engines import semantic_search_opensearch\n\n    # 1. Load the natural-questions dataset with 100K answers\n    dataset = load_dataset(\"sentence-transformers/natural-questions\", split=\"train\")\n    num_docs = 10_000\n    corpus = dataset[\"answer\"][:num_docs]\n    print(f\"Finish loading data. Corpus size: {len(corpus)}\")\n\n    # 2. Come up with some queries\n    queries = dataset[\"query\"][:2]\n\n    # 3. Load the model\n    model_id = \"opensearch-project/opensearch-neural-sparse-encoding-doc-v3-distill\"\n    doc_encoder = MLMTransformer(model_id)\n    router = Router.for_query_document(\n        query_modules=[\n            SparseStaticEmbedding.from_json(\n                model_id,\n                tokenizer=doc_encoder.tokenizer,\n                frozen=True,\n            ),\n        ],\n        document_modules=[\n            doc_encoder,\n            SpladePooling(\"max\", activation_function=\"log1p_relu\"),\n        ],\n    )\n\n    sparse_model = SparseEncoder(modules=[router], similarity_fn_name=\"dot\")\n\n    print(\"Start encoding corpus...\")\n    start_time = time.time()\n    # 4. Encode the corpus\n    corpus_embeddings = sparse_model.encode_document(\n        corpus, convert_to_sparse_tensor=True, batch_size=32, show_progress_bar=True\n    )\n    corpus_embeddings_decoded = sparse_model.decode(corpus_embeddings)\n    print(f\"Corpus encoding time: {time.time() - start_time:.6f} seconds\")\n\n    corpus_index = None\n    while True:\n        # 5. Encode the queries using inference-free mode\n        start_time = time.time()\n        query_embeddings = sparse_model.encode_query(queries, convert_to_sparse_tensor=True)\n        query_embeddings_decoded = sparse_model.decode(query_embeddings)\n        print(f\"Query encoding time: {time.time() - start_time:.6f} seconds\")\n\n        # 6. Perform semantic search using OpenSearch\n        results, search_time, corpus_index = semantic_search_opensearch(\n            query_embeddings_decoded,\n            corpus_embeddings_decoded=corpus_embeddings_decoded if corpus_index is None else None,\n            corpus_index=corpus_index,\n            top_k=5,\n            output_index=True,\n        )\n\n        # 7. Output the results\n        print(f\"Search time: {search_time:.6f} seconds\")\n        for query, result in zip(queries, results):\n            print(f\"Query: {query}\")\n            for entry in result:\n                print(f\"(Score: {entry['score']:.4f}) {corpus[entry['corpus_id']]}, corpus_id: {entry['corpus_id']}\")\n            print(\"\")\n\n        # 8. Prompt for more queries\n        queries = [input(\"Please enter a question: \")]\n```\n\n## Elasticsearch Integration\n\nThis example demonstrates how to set up Elasticsearch for sparse vector search by showing how to efficiently encode and index documents with sparse encoders, formulating search queries with sparse vectors, and providing an interactive query interface. See [semantic_search_elasticsearch.py](semantic_search_elasticsearch.py) or below:\n\n### Prerequisites:\n\n- Elasticsearch running locally (or accessible), see [Elasticsearch locally](https://www.elastic.co/guide/en/elasticsearch/reference/current/run-elasticsearch-locally.html) for more details.\n- The Elasticsearch Python client must be installed:\n  ```bash\n  pip install elasticsearch\n  ```\n\n```{eval-rst}\n\n.. sidebar:: Documentation\n\n   #. :class:`SparseEncoder <sentence_transformers.sparse_encoder.SparseEncoder>`\n   #. :meth:`SparseEncoder.encode_query <sentence_transformers.sparse_encoder.SparseEncoder.encode_query>`\n   #. :meth:`SparseEncoder.encode_document <sentence_transformers.sparse_encoder.SparseEncoder.encode_document>`\n   #. :meth:`semantic_search_elasticsearch <sentence_transformers.sparse_encoder.search_engines.semantic_search_elasticsearch>`\n   #. `naver/splade-cocondenser-ensembledistil <https://huggingface.co/naver/splade-cocondenser-ensembledistil>`_\n   #. `sentence-transformers/natural-questions <https://huggingface.co/datasets/sentence-transformers/natural-questions>`_\n\n::\n\n    import time\n\n    from datasets import load_dataset\n\n    from sentence_transformers import SparseEncoder\n    from sentence_transformers.sparse_encoder.search_engines import semantic_search_elasticsearch\n\n    # 1. Load the natural-questions dataset with 100K answers\n    dataset = load_dataset(\"sentence-transformers/natural-questions\", split=\"train\")\n    num_docs = 10_000\n    corpus = dataset[\"answer\"][:num_docs]\n\n    # 2. Come up with some queries\n    queries = dataset[\"query\"][:2]\n\n    # 3. Load the model\n    sparse_model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n    # 4. Encode the corpus\n    print(\"Start encoding corpus...\")\n    start_time = time.time()\n    corpus_embeddings = sparse_model.encode_document(\n        corpus, convert_to_sparse_tensor=True, batch_size=16, show_progress_bar=True\n    )\n    corpus_embeddings_decoded = sparse_model.decode(corpus_embeddings)\n    print(f\"Corpus encoding time: {time.time() - start_time:.6f} seconds\")\n\n    corpus_index = None\n    while True:\n        # 5. Encode the queries using the full precision\n        start_time = time.time()\n        query_embeddings = sparse_model.encode_query(queries, convert_to_sparse_tensor=True)\n        query_embeddings_decoded = sparse_model.decode(query_embeddings)\n        print(f\"Encoding time: {time.time() - start_time:.6f} seconds\")\n\n        # 6. Perform semantic search using Elasticsearch\n        results, search_time, corpus_index = semantic_search_elasticsearch(\n            query_embeddings_decoded,\n            corpus_embeddings_decoded=corpus_embeddings_decoded if corpus_index is None else None,\n            corpus_index=corpus_index,\n            top_k=5,\n            output_index=True,\n        )\n\n        # 7. Output the results\n        print(f\"Search time: {search_time:.6f} seconds\")\n        for query, result in zip(queries, results):\n            print(f\"Query: {query}\")\n            for entry in result:\n                print(f\"(Score: {entry['score']:.4f}) {corpus[entry['corpus_id']]}, corpus_id: {entry['corpus_id']}\")\n            print(\"\")\n\n        # 8. Prompt for more queries\n        queries = [input(\"Please enter a question: \")]\n```\n\n## Seismic Integration\n\nThis example demonstrates how to use [Seismic](https://github.com/TusKANNy/seismic) for extremely performant sparse vector search. It does not require running a separate client, but instead performs search directly in memory. The Seismic library was introduced in [Bruch et al. (2024)](https://huggingface.co/papers/2404.18812), where it's shown to outperform the common inverted file (IVF) approach by an order of magnitude. For more information on building your Seismic Index you can look at the [Seismic Guidelines](https://github.com/TusKANNy/seismic/blob/main/docs/Guidelines.md). See [semantic_search_seismic.py](semantic_search_seismic.py) or below:\n\n### Prerequisites:\n\n- The Seismic Python package must be installed:\n  ```bash\n  pip install pyseismic-lsr\n  ```\n\n```{eval-rst}\n\n.. sidebar:: Documentation\n\n   #. :class:`SparseEncoder <sentence_transformers.sparse_encoder.SparseEncoder>`\n   #. :meth:`SparseEncoder.encode_query <sentence_transformers.sparse_encoder.SparseEncoder.encode_query>`\n   #. :meth:`SparseEncoder.encode_document <sentence_transformers.sparse_encoder.SparseEncoder.encode_document>`\n   #. :meth:`semantic_search_seismic <sentence_transformers.sparse_encoder.search_engines.semantic_search_seismic>`\n   #. `naver/splade-cocondenser-ensembledistil <https://huggingface.co/naver/splade-cocondenser-ensembledistil>`_\n   #. `sentence-transformers/natural-questions <https://huggingface.co/datasets/sentence-transformers/natural-questions>`_\n\n::\n\n    import time\n\n    from datasets import load_dataset\n\n    from sentence_transformers import SparseEncoder\n    from sentence_transformers.sparse_encoder.search_engines import semantic_search_seismic\n\n    # 1. Load the natural-questions dataset with 100K answers\n    dataset = load_dataset(\"sentence-transformers/natural-questions\", split=\"train\")\n    num_docs = 10_000\n    corpus = dataset[\"answer\"][:num_docs]\n\n    # 2. Come up with some queries\n    queries = dataset[\"query\"][:2]\n\n    # 3. Load the model\n    sparse_model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n    # 4. Encode the corpus\n    print(\"Start encoding corpus...\")\n    start_time = time.time()\n    corpus_embeddings = sparse_model.encode_document(\n        corpus, convert_to_sparse_tensor=True, batch_size=16, show_progress_bar=True\n    )\n    corpus_embeddings_decoded = sparse_model.decode(corpus_embeddings)\n    print(f\"Corpus encoding time: {time.time() - start_time:.6f} seconds\")\n\n    corpus_index = None\n    while True:\n        # 5. Encode the queries using the full precision\n        start_time = time.time()\n        query_embeddings = sparse_model.encode_query(queries, convert_to_sparse_tensor=True)\n        query_embeddings_decoded = sparse_model.decode(query_embeddings)\n        print(f\"Encoding time: {time.time() - start_time:.6f} seconds\")\n\n        # 6. Perform semantic search using Seismic\n        results, search_time, corpus_index = semantic_search_seismic(\n            query_embeddings_decoded,\n            corpus_embeddings_decoded=corpus_embeddings_decoded if corpus_index is None else None,\n            corpus_index=corpus_index,\n            top_k=5,\n            output_index=True,\n        )\n\n        # 7. Output the results\n        print(f\"Search time: {search_time:.6f} seconds\")\n        for query, result in zip(queries, results):\n            print(f\"Query: {query}\")\n            for entry in result:\n                print(f\"(Score: {entry['score']:.4f}) {corpus[entry['corpus_id']]}, corpus_id: {entry['corpus_id']}\")\n            print(\"\")\n\n        # 8. Prompt for more queries\n        queries = [input(\"Please enter a question: \")]\n```\n\n## SPLADE-index Integration\n\nThis example demonstrates how to use [splade-index](https://github.com/rasyosef/splade-index) for very fast sparse vector search powered by SciPy sparse matrices, built on top of the excellent [bm25s](https://github.com/xhluca/bm25s), a fast BM25 implementation. It does not require running a separate client, but instead performs search directly in memory. See [semantic_search_splade_index.py](semantic_search_splade_index.py) or below:\n\n### Prerequisites:\n\n- The SPLADE-index Python package must be installed:\n  ```bash\n  pip install splade-index\n  ```\n\n```{eval-rst}\n\n.. sidebar:: Documentation\n\n   #. :class:`SparseEncoder <sentence_transformers.sparse_encoder.SparseEncoder>`\n   #. `rasyosef/splade-tiny <https://huggingface.co/rasyosef/splade-tiny>`_\n   #. `rasyosef/splade-mini <https://huggingface.co/rasyosef/splade-mini>`_\n   #. `sentence-transformers/natural-questions <https://huggingface.co/datasets/sentence-transformers/natural-questions>`_\n\n::\n   \n   import time\n   \n   from datasets import load_dataset\n   from splade_index import SPLADE\n   \n   from sentence_transformers import SparseEncoder\n   \n   # 1. Load the natural-questions dataset with 100K answers\n   dataset = load_dataset(\"sentence-transformers/natural-questions\", split=\"train\")\n   num_docs = 10_000\n   corpus = dataset[\"answer\"][:num_docs]\n   \n   # 2. Come up with some queries\n   queries = dataset[\"query\"][:2]\n   \n   # 3. Load the model\n   sparse_model = SparseEncoder(\"rasyosef/splade-tiny\")\n   \n   # 4. Encode the corpus & create the index\n   print(\"Start encoding corpus and creating index...\")\n   start_time = time.time()\n   corpus_index = SPLADE()\n   corpus_index.index(model=sparse_model, documents=corpus, batch_size=16, show_progress=True)\n   print(f\"Encoded corpus and created index in {time.time() - start_time:.6f} seconds\")\n   \n   while True:\n       # 5. Encode the queries using the full precision\n       start_time = time.time()\n       all_doc_ids, all_documents, all_scores = corpus_index.retrieve(queries, k=5)\n       print(f\"Encoding & Search time: {time.time() - start_time:.6f} seconds\")\n   \n       # 7. Output the results\n       for query, doc_ids, documents, scores in zip(queries, all_doc_ids, all_documents, all_scores):\n           print(f\"Query: {query}\")\n           for doc_id, document, score in zip(doc_ids, documents, scores):\n               print(f\"(Score: {score:.4f}) {document}, corpus_id: {doc_id}\")\n           print(\"\")\n   \n       # 8. Prompt for more queries\n       queries = [input(\"Please enter a question: \")]\n```\n"
  },
  {
    "path": "examples/sparse_encoder/applications/semantic_search/semantic_search_elasticsearch.py",
    "content": "\"\"\"\nThis script contains an example how to perform semantic search with Elasticsearch.\n\nYou need Elasticsearch up and running locally:\nhttps://www.elastic.co/guide/en/elasticsearch/reference/current/run-elasticsearch-locally.html\n\nFurther, you need the Python Elasticsearch Client installed: https://elasticsearch-py.readthedocs.io/, e.g.:\n```\npip install elasticsearch\n```\nThis script was created for `elasticsearch` v8.0+.\n\"\"\"\n\nimport time\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SparseEncoder\nfrom sentence_transformers.sparse_encoder.search_engines import semantic_search_elasticsearch\n\n# 1. Load the natural-questions dataset with 100K answers\ndataset = load_dataset(\"sentence-transformers/natural-questions\", split=\"train\")\nnum_docs = 10_000\ncorpus = dataset[\"answer\"][:num_docs]\n\n# 2. Come up with some queries\nqueries = dataset[\"query\"][:2]\n\n# 3. Load the model\nsparse_model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n# 4. Encode the corpus\nprint(\"Start encoding corpus...\")\nstart_time = time.time()\ncorpus_embeddings = sparse_model.encode_document(\n    corpus, convert_to_sparse_tensor=True, batch_size=16, show_progress_bar=True\n)\ncorpus_embeddings_decoded = sparse_model.decode(corpus_embeddings)\nprint(f\"Corpus encoding time: {time.time() - start_time:.6f} seconds\")\n\ncorpus_index = None\nwhile True:\n    # 5. Encode the queries using the full precision\n    start_time = time.time()\n    query_embeddings = sparse_model.encode_query(queries, convert_to_sparse_tensor=True)\n    query_embeddings_decoded = sparse_model.decode(query_embeddings)\n    print(f\"Encoding time: {time.time() - start_time:.6f} seconds\")\n\n    # 6. Perform semantic search using Elasticsearch\n    results, search_time, corpus_index = semantic_search_elasticsearch(\n        query_embeddings_decoded,\n        corpus_embeddings_decoded=corpus_embeddings_decoded if corpus_index is None else None,\n        corpus_index=corpus_index,\n        top_k=5,\n        output_index=True,\n    )\n\n    # 7. Output the results\n    print(f\"Search time: {search_time:.6f} seconds\")\n    for query, result in zip(queries, results):\n        print(f\"Query: {query}\")\n        for entry in result:\n            print(f\"(Score: {entry['score']:.4f}) {corpus[entry['corpus_id']]}, corpus_id: {entry['corpus_id']}\")\n        print(\"\")\n\n    # 8. Prompt for more queries\n    queries = [input(\"Please enter a question: \")]\n"
  },
  {
    "path": "examples/sparse_encoder/applications/semantic_search/semantic_search_manual.py",
    "content": "\"\"\"\nThis is a simple application for sparse encoder: semantic search\n\nWe have a corpus with various sentences. Then, for a given query sentence,\nwe want to find the most similar sentence in this corpus.\n\nThis script outputs for various queries the top 5 most similar sentences in the corpus.\n\"\"\"\n\nfrom sentence_transformers import SparseEncoder, util\n\n# 1. Load a pretrained SparseEncoder model\nmodel = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n# 2. Encode a corpus of texts using the SparseEncoder model\ncorpus = [\n    \"Machine learning is a field of study that gives computers the ability to learn without being explicitly programmed.\",\n    \"Deep learning is part of a broader family of machine learning methods based on artificial neural networks with representation learning.\",\n    \"Neural networks are computing systems vaguely inspired by the biological neural networks that constitute animal brains.\",\n    \"Mars rovers are robotic vehicles designed to travel on the surface of Mars to collect data and perform experiments.\",\n    \"The James Webb Space Telescope is the largest optical telescope in space, designed to conduct infrared astronomy.\",\n    \"SpaceX's Starship is designed to be a fully reusable transportation system capable of carrying humans to Mars and beyond.\",\n    \"Global warming is the long-term heating of Earth's climate system observed since the pre-industrial period due to human activities.\",\n    \"Renewable energy sources include solar, wind, hydro, and geothermal power that naturally replenish over time.\",\n    \"Carbon capture technologies aim to collect CO2 emissions before they enter the atmosphere and store them underground.\",\n]\n\n# Use \"convert_to_tensor=True\" to keep the tensors on GPU (if available)\ncorpus_embeddings = model.encode_document(corpus, convert_to_tensor=True)\n\n# 3. Encode the user queries using the same SparseEncoder model\nqueries = [\n    \"How do artificial neural networks work?\",\n    \"What technology is used for modern space exploration?\",\n    \"How can we address climate change challenges?\",\n]\nquery_embeddings = model.encode_query(queries, convert_to_tensor=True)\n\n# 4. Use the similarity function to compute the similarity scores between the query and corpus embeddings\ntop_k = min(5, len(corpus))  # Find at most 5 sentences of the corpus for each query sentence\nresults = util.semantic_search(query_embeddings, corpus_embeddings, top_k=top_k, score_function=model.similarity)\n\n# 5. Sort the results and print the top 5 most similar sentences for each query\nfor query_id, query in enumerate(queries):\n    pointwise_scores = model.intersection(query_embeddings[query_id], corpus_embeddings)\n\n    print(f\"Query: {query}\")\n    for res in results[query_id]:\n        corpus_id, score = res.values()\n        sentence = corpus[corpus_id]\n\n        pointwise_score = model.decode(pointwise_scores[corpus_id], top_k=10)\n\n        token_scores = \", \".join([f'(\"{token.strip()}\", {value:.2f})' for token, value in pointwise_score])\n\n        print(f\"Score: {score:.4f} - Sentence: {sentence} - Top influential tokens: {token_scores}\")\n    print(\"\")\n\n\"\"\"\nQuery: How do artificial neural networks work?\nScore: 16.9053 - Sentence: Neural networks are computing systems vaguely inspired by the biological neural networks that constitute animal brains. - Top influential tokens: (\"neural\", 5.71), (\"networks\", 3.24), (\"network\", 2.93), (\"brain\", 2.10), (\"computer\", 0.50), (\"##uron\", 0.32), (\"artificial\", 0.27), (\"technology\", 0.27), (\"communication\", 0.27), (\"connection\", 0.21)\nScore: 13.6119 - Sentence: Deep learning is part of a broader family of machine learning methods based on artificial neural networks with representation learning. - Top influential tokens: (\"artificial\", 3.71), (\"neural\", 3.15), (\"networks\", 1.78), (\"brain\", 1.22), (\"network\", 1.12), (\"ai\", 1.07), (\"machine\", 0.39), (\"robot\", 0.20), (\"technology\", 0.20), (\"algorithm\", 0.18)\nScore: 2.7373 - Sentence: Machine learning is a field of study that gives computers the ability to learn without being explicitly programmed. - Top influential tokens: (\"machine\", 0.78), (\"computer\", 0.50), (\"technology\", 0.32), (\"artificial\", 0.22), (\"robot\", 0.21), (\"ai\", 0.20), (\"process\", 0.16), (\"theory\", 0.11), (\"technique\", 0.11), (\"fuzzy\", 0.06)\nScore: 2.1430 - Sentence: Carbon capture technologies aim to collect CO2 emissions before they enter the atmosphere and store them underground. - Top influential tokens: (\"technology\", 0.42), (\"function\", 0.41), (\"mechanism\", 0.21), (\"sensor\", 0.21), (\"device\", 0.18), (\"process\", 0.18), (\"generator\", 0.13), (\"detection\", 0.10), (\"technique\", 0.10), (\"tracking\", 0.05)\nScore: 2.0195 - Sentence: Mars rovers are robotic vehicles designed to travel on the surface of Mars to collect data and perform experiments. - Top influential tokens: (\"robot\", 0.67), (\"function\", 0.34), (\"technology\", 0.29), (\"device\", 0.23), (\"experiment\", 0.20), (\"machine\", 0.10), (\"artificial\", 0.08), (\"design\", 0.04), (\"useful\", 0.03), (\"they\", 0.02)\n\nQuery: What technology is used for modern space exploration?\nScore: 10.4748 - Sentence: SpaceX's Starship is designed to be a fully reusable transportation system capable of carrying humans to Mars and beyond. - Top influential tokens: (\"space\", 4.40), (\"technology\", 1.15), (\"nasa\", 1.06), (\"mars\", 0.63), (\"exploration\", 0.52), (\"spacecraft\", 0.44), (\"robot\", 0.32), (\"rocket\", 0.28), (\"astronomy\", 0.27), (\"travel\", 0.26)\nScore: 9.3818 - Sentence: The James Webb Space Telescope is the largest optical telescope in space, designed to conduct infrared astronomy. - Top influential tokens: (\"space\", 3.89), (\"nasa\", 1.09), (\"astronomy\", 0.93), (\"discovery\", 0.48), (\"instrument\", 0.47), (\"technology\", 0.35), (\"device\", 0.26), (\"spacecraft\", 0.25), (\"invented\", 0.22), (\"equipment\", 0.22)\nScore: 8.5147 - Sentence: Mars rovers are robotic vehicles designed to travel on the surface of Mars to collect data and perform experiments. - Top influential tokens: (\"technology\", 1.39), (\"mars\", 0.79), (\"exploration\", 0.78), (\"robot\", 0.67), (\"used\", 0.66), (\"nasa\", 0.52), (\"spacecraft\", 0.44), (\"device\", 0.39), (\"explore\", 0.38), (\"travel\", 0.25)\nScore: 7.6993 - Sentence: Carbon capture technologies aim to collect CO2 emissions before they enter the atmosphere and store them underground. - Top influential tokens: (\"technology\", 1.99), (\"tech\", 1.76), (\"technologies\", 1.74), (\"equipment\", 0.32), (\"device\", 0.31), (\"technological\", 0.28), (\"mining\", 0.22), (\"sensor\", 0.19), (\"tool\", 0.18), (\"software\", 0.11)\nScore: 2.5526 - Sentence: Machine learning is a field of study that gives computers the ability to learn without being explicitly programmed. - Top influential tokens: (\"technology\", 1.52), (\"machine\", 0.27), (\"robot\", 0.21), (\"computer\", 0.18), (\"engineering\", 0.12), (\"technique\", 0.11), (\"science\", 0.05), (\"technological\", 0.05), (\"techniques\", 0.02), (\"innovation\", 0.01)\n\nQuery: How can we address climate change challenges?\nScore: 9.5587 - Sentence: Global warming is the long-term heating of Earth's climate system observed since the pre-industrial period due to human activities. - Top influential tokens: (\"climate\", 3.21), (\"warming\", 2.87), (\"weather\", 1.58), (\"change\", 0.46), (\"global\", 0.41), (\"environmental\", 0.39), (\"storm\", 0.19), (\"pollution\", 0.15), (\"environment\", 0.11), (\"adaptation\", 0.08)\nScore: 1.3191 - Sentence: Carbon capture technologies aim to collect CO2 emissions before they enter the atmosphere and store them underground. - Top influential tokens: (\"warming\", 0.39), (\"pollution\", 0.34), (\"environmental\", 0.15), (\"goal\", 0.12), (\"strategy\", 0.07), (\"monitoring\", 0.07), (\"protection\", 0.06), (\"greenhouse\", 0.05), (\"safety\", 0.02), (\"escape\", 0.01)\nScore: 1.0774 - Sentence: Renewable energy sources include solar, wind, hydro, and geothermal power that naturally replenish over time. - Top influential tokens: (\"conservation\", 0.39), (\"sustainability\", 0.18), (\"environmental\", 0.18), (\"sustainable\", 0.13), (\"agriculture\", 0.13), (\"alternative\", 0.07), (\"recycling\", 0.00)\nScore: 0.2401 - Sentence: Machine learning is a field of study that gives computers the ability to learn without being explicitly programmed. - Top influential tokens: (\"strategy\", 0.10), (\"success\", 0.06), (\"foster\", 0.04), (\"engineering\", 0.03), (\"innovation\", 0.00), (\"research\", 0.00)\nScore: 0.1516 - Sentence: Deep learning is part of a broader family of machine learning methods based on artificial neural networks with representation learning. - Top influential tokens: (\"strategy\", 0.09), (\"foster\", 0.04), (\"research\", 0.01), (\"approach\", 0.01), (\"engineering\", 0.01)\n\"\"\"\n"
  },
  {
    "path": "examples/sparse_encoder/applications/semantic_search/semantic_search_opensearch.py",
    "content": "\"\"\"\nThis script contains an example how to perform semantic search with OpenSearch.\n\nYou need OpenSearch up and running locally:\nhttps://docs.opensearch.org/docs/latest/getting-started/quickstart/\n\nFurther, you need the Python OpenSearch Client installed: https://docs.opensearch.org/docs/latest/clients/python-low-level/, e.g.:\n```\npip install opensearch-py\n```\nThis script was created for `opensearch` v2.15.0+.\n\"\"\"\n\nimport time\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SparseEncoder\nfrom sentence_transformers.models import Router\nfrom sentence_transformers.sparse_encoder.models import MLMTransformer, SparseStaticEmbedding, SpladePooling\nfrom sentence_transformers.sparse_encoder.search_engines import semantic_search_opensearch\n\n# 1. Load the natural-questions dataset with 100K answers\ndataset = load_dataset(\"sentence-transformers/natural-questions\", split=\"train\")\nnum_docs = 10_000\ncorpus = dataset[\"answer\"][:num_docs]\nprint(f\"Finish loading data. Corpus size: {len(corpus)}\")\n\n# 2. Come up with some queries\nqueries = dataset[\"query\"][:2]\n\n# 3. Load the model\nmodel_id = \"opensearch-project/opensearch-neural-sparse-encoding-doc-v3-distill\"\ndoc_encoder = MLMTransformer(model_id)\nrouter = Router.for_query_document(\n    query_modules=[\n        SparseStaticEmbedding.from_json(\n            model_id,\n            tokenizer=doc_encoder.tokenizer,\n            frozen=True,\n        ),\n    ],\n    document_modules=[\n        doc_encoder,\n        SpladePooling(\"max\", activation_function=\"log1p_relu\"),\n    ],\n)\n\nsparse_model = SparseEncoder(modules=[router], similarity_fn_name=\"dot\")\n\nprint(\"Start encoding corpus...\")\nstart_time = time.time()\n# 4. Encode the corpus\ncorpus_embeddings = sparse_model.encode_document(\n    corpus, convert_to_sparse_tensor=True, batch_size=32, show_progress_bar=True\n)\ncorpus_embeddings_decoded = sparse_model.decode(corpus_embeddings)\nprint(f\"Corpus encoding time: {time.time() - start_time:.6f} seconds\")\n\ncorpus_index = None\nwhile True:\n    # 5. Encode the queries using inference-free mode\n    start_time = time.time()\n    query_embeddings = sparse_model.encode_query(queries, convert_to_sparse_tensor=True)\n    query_embeddings_decoded = sparse_model.decode(query_embeddings)\n    print(f\"Query encoding time: {time.time() - start_time:.6f} seconds\")\n\n    # 6. Perform semantic search using OpenSearch\n    results, search_time, corpus_index = semantic_search_opensearch(\n        query_embeddings_decoded,\n        corpus_embeddings_decoded=corpus_embeddings_decoded if corpus_index is None else None,\n        corpus_index=corpus_index,\n        top_k=5,\n        output_index=True,\n    )\n\n    # 7. Output the results\n    print(f\"Search time: {search_time:.6f} seconds\")\n    for query, result in zip(queries, results):\n        print(f\"Query: {query}\")\n        for entry in result:\n            print(f\"(Score: {entry['score']:.4f}) {corpus[entry['corpus_id']]}, corpus_id: {entry['corpus_id']}\")\n        print(\"\")\n\n    # 8. Prompt for more queries\n    queries = [input(\"Please enter a question: \")]\n"
  },
  {
    "path": "examples/sparse_encoder/applications/semantic_search/semantic_search_qdrant.py",
    "content": "\"\"\"\nThis script contains an example how to perform semantic search with Qdrant.\n\nYou need Qdrant up and running locally:\nhttps://qdrant.tech/documentation/quickstart/\n\nFurther, you need the Python Qdrant Client installed: https://python-client.qdrant.tech/, e.g.:\n```\npip install qdrant-client\n```\nThis script was created for `qdrant-client` v1.0+.\n\"\"\"\n\nimport time\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SparseEncoder\nfrom sentence_transformers.sparse_encoder.search_engines import semantic_search_qdrant\n\n# 1. Load the natural-questions dataset with 100K answers\ndataset = load_dataset(\"sentence-transformers/natural-questions\", split=\"train\")\nnum_docs = 10_000\ncorpus = dataset[\"answer\"][:num_docs]\n\n# 2. Come up with some queries\nqueries = dataset[\"query\"][:2]\n\n# 3. Load the model\nsparse_model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n# 4. Encode the corpus\ncorpus_embeddings = sparse_model.encode_document(\n    corpus, convert_to_sparse_tensor=True, batch_size=16, show_progress_bar=True\n)\n\n# Initially, we don't have a qdrant index yet\ncorpus_index = None\nwhile True:\n    # 5. Encode the queries using the full precision\n    start_time = time.time()\n    query_embeddings = sparse_model.encode_query(queries, convert_to_sparse_tensor=True)\n    print(f\"Encoding time: {time.time() - start_time:.6f} seconds\")\n\n    # 6. Perform semantic search using qdrant\n    results, search_time, corpus_index = semantic_search_qdrant(\n        query_embeddings,\n        corpus_index=corpus_index,\n        corpus_embeddings=corpus_embeddings if corpus_index is None else None,\n        top_k=5,\n        output_index=True,\n    )\n\n    # 7. Output the results\n    print(f\"Search time: {search_time:.6f} seconds\")\n    for query, result in zip(queries, results):\n        print(f\"Query: {query}\")\n        for entry in result:\n            print(f\"(Score: {entry['score']:.4f}) {corpus[entry['corpus_id']]}, corpus_id: {entry['corpus_id']}\")\n        print(\"\")\n\n    # 8. Prompt for more queries\n    queries = [input(\"Please enter a question: \")]\n"
  },
  {
    "path": "examples/sparse_encoder/applications/semantic_search/semantic_search_seismic.py",
    "content": "\"\"\"\nThis script contains an example how to perform semantic search with Seismic.\nFor more information, please refer to the documentation:\nhttps://github.com/TusKANNy/seismic/blob/main/docs/Guidelines.md\n\nAll you need is installing the `pyseismic-lsr` package:\n```\npip install pyseismic-lsr\n```\n\"\"\"\n\nimport time\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SparseEncoder\nfrom sentence_transformers.sparse_encoder.search_engines import semantic_search_seismic\n\n# 1. Load the natural-questions dataset with 100K answers\ndataset = load_dataset(\"sentence-transformers/natural-questions\", split=\"train\")\nnum_docs = 10_000\ncorpus = dataset[\"answer\"][:num_docs]\n\n# 2. Come up with some queries\nqueries = dataset[\"query\"][:2]\n\n# 3. Load the model\nsparse_model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n# 4. Encode the corpus\nprint(\"Start encoding corpus...\")\nstart_time = time.time()\ncorpus_embeddings = sparse_model.encode_document(\n    corpus, convert_to_sparse_tensor=True, batch_size=16, show_progress_bar=True\n)\ncorpus_embeddings_decoded = sparse_model.decode(corpus_embeddings)\nprint(f\"Corpus encoding time: {time.time() - start_time:.6f} seconds\")\n\ncorpus_index = None\nwhile True:\n    # 5. Encode the queries using the full precision\n    start_time = time.time()\n    query_embeddings = sparse_model.encode_query(queries, convert_to_sparse_tensor=True)\n    query_embeddings_decoded = sparse_model.decode(query_embeddings)\n    print(f\"Encoding time: {time.time() - start_time:.6f} seconds\")\n\n    # 6. Perform semantic search using Seismic\n    results, search_time, corpus_index = semantic_search_seismic(\n        query_embeddings_decoded,\n        corpus_embeddings_decoded=corpus_embeddings_decoded if corpus_index is None else None,\n        corpus_index=corpus_index,\n        top_k=5,\n        output_index=True,\n    )\n\n    # 7. Output the results\n    print(f\"Search time: {search_time:.6f} seconds\")\n    for query, result in zip(queries, results):\n        print(f\"Query: {query}\")\n        for entry in result:\n            print(f\"(Score: {entry['score']:.4f}) {corpus[entry['corpus_id']]}, corpus_id: {entry['corpus_id']}\")\n        print(\"\")\n\n    # 8. Prompt for more queries\n    queries = [input(\"Please enter a question: \")]\n"
  },
  {
    "path": "examples/sparse_encoder/applications/semantic_search/semantic_search_splade_index.py",
    "content": "\"\"\"\nThis script contains an example how to perform semantic search with splade_index.\nFor more information, please refer to the documentation:\nhttps://github.com/rasyosef/splade-index\n\nAll you need is installing the `splade-index` package:\n```\npip install splade-index\n```\n\"\"\"\n\nimport time\n\nfrom datasets import load_dataset\nfrom splade_index import SPLADE\n\nfrom sentence_transformers import SparseEncoder\n\n# 1. Load the natural-questions dataset with 100K answers\ndataset = load_dataset(\"sentence-transformers/natural-questions\", split=\"train\")\nnum_docs = 10_000\ncorpus = dataset[\"answer\"][:num_docs]\n\n# 2. Come up with some queries\nqueries = dataset[\"query\"][:2]\n\n# 3. Load the model\nsparse_model = SparseEncoder(\"rasyosef/splade-tiny\")\n\n# 4. Encode the corpus & create the index\nprint(\"Start encoding corpus and creating index...\")\nstart_time = time.time()\ncorpus_index = SPLADE()\ncorpus_index.index(model=sparse_model, documents=corpus, batch_size=16, show_progress=True)\nprint(f\"Encoded corpus and created index in {time.time() - start_time:.6f} seconds\")\n\nwhile True:\n    # 5. Encode the queries using the full precision\n    start_time = time.time()\n    all_doc_ids, all_documents, all_scores = corpus_index.retrieve(queries, k=5)\n    print(f\"Encoding & Search time: {time.time() - start_time:.6f} seconds\")\n\n    # 7. Output the results\n    for query, doc_ids, documents, scores in zip(queries, all_doc_ids, all_documents, all_scores):\n        print(f\"Query: {query}\")\n        for doc_id, document, score in zip(doc_ids, documents, scores):\n            print(f\"(Score: {score:.4f}) {document}, corpus_id: {doc_id}\")\n        print(\"\")\n\n    # 8. Prompt for more queries\n    queries = [input(\"Please enter a question: \")]\n"
  },
  {
    "path": "examples/sparse_encoder/applications/semantic_textual_similarity/README.md",
    "content": "## Semantic Textual Similarity\n\nFor Semantic Textual Similarity (STS), we want to generate sparse embeddings for all texts involved and calculate the similarities between them. The text pairs with the highest similarity score are most semantically similar.\n\n```{eval-rst}\n.. sidebar:: Documentation\n\n   1. :class:`SparseEncoder <sentence_transformers.sparse_encoder.SparseEncoder>`\n   2. :meth:`SparseEncoder.encode <sentence_transformers.sparse_encoder.SparseEncoder.encode>`\n   3. :meth:`SparseEncoder.similarity <sentence_transformers.sparse_encoder.SparseEncoder.similarity>`\n\n::\n\n    from sentence_transformers import SparseEncoder\n\n    # Initialize the SPLADE model\n    model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n    # Two lists of sentences\n    sentences1 = [\n        \"The new movie is awesome\",\n        \"The cat sits outside\",\n        \"A man is playing guitar\",\n    ]\n\n    sentences2 = [\n        \"The dog plays in the garden\",\n        \"The new movie is so great\",\n        \"A woman watches TV\",\n    ]\n\n    # Compute embeddings for both lists\n    embeddings1 = model.encode(sentences1)\n    embeddings2 = model.encode(sentences2)\n\n    # Compute cosine similarities\n    similarities = model.similarity(embeddings1, embeddings2)\n\n    # Output the pairs with their score\n    for idx_i, sentence1 in enumerate(sentences1):\n        print(sentence1)\n        for idx_j, sentence2 in enumerate(sentences2):\n            print(f\" - {sentence2: <30}: {similarities[idx_i][idx_j]:.4f}\")\n\n.. code-block:: text\n    :emphasize-lines: 3\n\n    The new movie is awesome\n    - The dog plays in the garden   : 1.1750\n    - The new movie is so great     : 24.0100\n    - A woman watches TV            : 0.1358\n    The cat sits outside\n    - The dog plays in the garden   : 2.7264\n    - The new movie is so great     : 0.6256\n    - A woman watches TV            : 0.2129\n    A man is playing guitar\n    - The dog plays in the garden   : 7.5841\n    - The new movie is so great     : 0.0316\n    - A woman watches TV            : 1.5672\n\nIn this example, the :meth:`SparseEncoder.similarity <sentence_transformers.sparse_encoder.SparseEncoder.similarity>` method returns a 3x3 matrix with the respective cosine similarity scores for all possible pairs between ``embeddings1`` and ``embeddings2``.\n```\n\n### Similarity Calculation\n\n```{eval-rst}\nThe similarity metric that is used is stored in the SparseEncoder instance under :attr:`SparseEncoder.similarity_fn_name <sentence_transformers.sparse_encoder.SparseEncoder.similarity_fn_name>`. Valid options are:\n\n- ``SimilarityFunction.DOT_PRODUCT`` (a.k.a `\"dot\"`): Dot Product (**default**)\n- ``SimilarityFunction.COSINE`` (a.k.a `\"cosine\"`): Cosine Similarity\n- ``SimilarityFunction.EUCLIDEAN`` (a.k.a `\"euclidean\"`): Negative Euclidean Distance\n- ``SimilarityFunction.MANHATTAN`` (a.k.a. `\"manhattan\"`): Negative Manhattan Distance\n\nThis value can be changed in a handful of ways:\n\n1. By initializing the :class:`~sentence_transformers.sparse_encoder.SparseEncoder` instance with the desired similarity function::\n\n    from sentence_transformers import SparseEncoder, SimilarityFunction\n\n    model = SparseEncoder(\n        \"naver/splade-cocondenser-ensembledistil\",\n        similarity_fn_name=SimilarityFunction.COSINE,\n    )\n\n2. By setting the value directly on the :class:`~sentence_transformers.sparse_encoder.SparseEncoder` instance::\n\n    from sentence_transformers import SparseEncoder, SimilarityFunction\n\n    model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n    model.similarity_fn_name = SimilarityFunction.COSINE\n\n\n3. By setting the value under the ``\"similarity_fn_name\"`` key in the ``config_sentence_transformers.json`` file of a saved model. When you save a Sparse Encoder model, this value will be automatically saved as well.\n\nThe :class:`~sentence_transformers.sparse_encoder.SparseEncoder` class implements two methods to calculate the similarity between embeddings:\n\n- :meth:`SparseEncoder.similarity <sentence_transformers.sparse_encoder.SparseEncoder.similarity>`: Calculates the similarity between all pairs of embeddings.\n- :meth:`SparseEncoder.similarity_pairwise <sentence_transformers.sparse_encoder.SparseEncoder.similarity_pairwise>`: Calculates the similarity between embeddings in a pairwise fashion.\n\n::\n\n    from sentence_transformers import SparseEncoder, SimilarityFunction\n\n    # Load a pretrained Sparse Encoder model\n    model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n    # Embed some sentences\n    sentences = [\n        \"The weather is lovely today.\",\n        \"It's so sunny outside!\",\n        \"He drove to the stadium.\",\n    ]\n    embeddings = model.encode(sentences)\n\n    similarities = model.similarity(embeddings, embeddings)\n    print(model.similarity_fn_name)\n    # => \"dot\"\n    print(similarities)\n    # tensor([[   35.629,     9.154,     0.098],\n    #         [    9.154,    27.478,     0.019],\n    #         [    0.098,     0.019,    29.553]])\n\n    # Change the similarity function to Manhattan distance\n    model.similarity_fn_name = SimilarityFunction.COSINE\n    print(model.similarity_fn_name)\n    # => \"cosine\"\n\n    similarities = model.similarity(embeddings, embeddings)\n    print(similarities)\n    # tensor([[    1.000,     0.293,     0.003],\n    #         [    0.293,     1.000,     0.001],\n    #         [    0.003,     0.001,     1.000]])\n\n```\n"
  },
  {
    "path": "examples/sparse_encoder/applications/semantic_textual_similarity/semantic_textual_similarity.py",
    "content": "\"\"\"\nThis is a simple application for sparse encoder: Semantic Textual Similarity\n\nWe have multiple sentences and we want to compute the similarity between them.\nHere we use the SPLADE model to compute the similarity between two lists of sentences.\nThe default similarity metric is dot product.\n\"\"\"\n\nfrom sentence_transformers import SparseEncoder\n\n# Initialize the SPLADE model\nmodel = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n# Two lists of sentences\nsentences1 = [\n    \"The new movie is awesome\",\n    \"The cat sits outside\",\n    \"A man is playing guitar\",\n]\n\nsentences2 = [\n    \"The dog plays in the garden\",\n    \"The new movie is so great\",\n    \"A woman watches TV\",\n]\n\n# Compute embeddings for both lists\nembeddings1 = model.encode(sentences1)\nembeddings2 = model.encode(sentences2)\n\n# Compute cosine similarities\nsimilarities = model.similarity(embeddings1, embeddings2)\n\n# Output the pairs with their score\nfor idx_i, sentence1 in enumerate(sentences1):\n    print(sentence1)\n    for idx_j, sentence2 in enumerate(sentences2):\n        print(f\" - {sentence2: <30}: {similarities[idx_i][idx_j]:.4f}\")\n\"\"\"\nThe new movie is awesome\n - The dog plays in the garden   : 1.1750\n - The new movie is so great     : 24.0100\n - A woman watches TV            : 0.1358\nThe cat sits outside\n - The dog plays in the garden   : 2.7264\n - The new movie is so great     : 0.6256\n - A woman watches TV            : 0.2129\nA man is playing guitar\n - The dog plays in the garden   : 7.5841\n - The new movie is so great     : 0.0316\n - A woman watches TV            : 1.5672\n\"\"\"\n"
  },
  {
    "path": "examples/sparse_encoder/evaluation/README.md",
    "content": "# Sparse Encoder Evaluation\n\nThis directory contains examples demonstrating how to evaluate Sparse Encoder models using various metrics and evaluator classes.\n\nTo run any of these evaluation scripts, simply execute the Python script. Each script will:\n\n1. Load a pretrained sparse encoder model.\n1. Prepare the evaluation dataset.\n1. Configure the appropriate evaluator.\n1. Run the evaluation.\n1. Report the results.\n\n```{eval-rst}\n=============================================================================================  =========================================================================================================================================================================\nEvaluator                                                                                      Evaluation Script\n=============================================================================================  =========================================================================================================================================================================\n:class:`~sentence_transformers.sparse_encoder.evaluation.SparseInformationRetrievalEvaluator`  `sparse_retrieval_evaluator.py <https://github.com/huggingface/sentence-transformers/blob/main/examples/sparse_encoder/evaluation/sparse_retrieval_evaluator.py>`_\n:class:`~sentence_transformers.sparse_encoder.evaluation.SparseNanoBEIREvaluator`              `sparse_nanobeir_evaluator.py <https://github.com/huggingface/sentence-transformers/blob/main/examples/sparse_encoder/evaluation/sparse_nanobeir_evaluator.py>`_\n:class:`~sentence_transformers.sparse_encoder.evaluation.SparseEmbeddingSimilarityEvaluator`   `sparse_similarity_evaluator.py <https://github.com/huggingface/sentence-transformers/blob/main/examples/sparse_encoder/evaluation/sparse_similarity_evaluator.py>`_\n:class:`~sentence_transformers.sparse_encoder.evaluation.SparseBinaryClassificationEvaluator`  `sparse_classification_evaluator.py <https://github.com/huggingface/sentence-transformers/blob/main/examples/sparse_encoder/evaluation/sparse_classification_evaluator.py>`_\n:class:`~sentence_transformers.sparse_encoder.evaluation.SparseTripletEvaluator`               `sparse_triplet_evaluator.py <https://github.com/huggingface/sentence-transformers/blob/main/examples/sparse_encoder/evaluation/sparse_triplet_evaluator.py>`_\n:class:`~sentence_transformers.sparse_encoder.evaluation.SparseRerankingEvaluator`             `sparse_reranking_evaluator.py <https://github.com/huggingface/sentence-transformers/blob/main/examples/sparse_encoder/evaluation/sparse_reranking_evaluator.py>`_\n:class:`~sentence_transformers.sparse_encoder.evaluation.SparseTranslationEvaluator`           `sparse_translation_evaluator.py <https://github.com/huggingface/sentence-transformers/blob/main/examples/sparse_encoder/evaluation/sparse_translation_evaluator.py>`_\n:class:`~sentence_transformers.sparse_encoder.evaluation.SparseMSEEvaluator`                   `sparse_mse_evaluator.py <https://github.com/huggingface/sentence-transformers/blob/main/examples/sparse_encoder/evaluation/sparse_mse_evaluator.py>`_\n=============================================================================================  =========================================================================================================================================================================\n```\n\n## Example with Retrieval Evaluation:\n\nThis script demonstrates how to evaluate a sparse encoder on an information retrieval task ([`sparse_retrieval_evaluator.py`](sparse_retrieval_evaluator.py)):\n\n```python\nimport logging\nimport random\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SparseEncoder\nfrom sentence_transformers.sparse_encoder.evaluation import SparseInformationRetrievalEvaluator\n\nlogging.basicConfig(format=\"%(message)s\", level=logging.INFO)\n\n# Load a model\nmodel = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n# Load the NFcorpus IR dataset (https://huggingface.co/datasets/BeIR/nfcorpus, https://huggingface.co/datasets/BeIR/nfcorpus-qrels)\ncorpus = load_dataset(\"BeIR/nfcorpus\", \"corpus\", split=\"corpus\")\nqueries = load_dataset(\"BeIR/nfcorpus\", \"queries\", split=\"queries\")\nrelevant_docs_data = load_dataset(\"BeIR/nfcorpus-qrels\", split=\"test\")\n\n# For this dataset, we want to concatenate the title and texts for the corpus\ncorpus = corpus.map(lambda x: {\"text\": x[\"title\"] + \" \" + x[\"text\"]}, remove_columns=[\"title\"])\n\n# Shrink the corpus size heavily to only the relevant documents + 1,000 random documents\nrequired_corpus_ids = set(map(str, relevant_docs_data[\"corpus-id\"]))\nrequired_corpus_ids |= set(random.sample(corpus[\"_id\"], k=1000))\ncorpus = corpus.filter(lambda x: x[\"_id\"] in required_corpus_ids)\n\n# Convert the datasets to dictionaries\ncorpus = dict(zip(corpus[\"_id\"], corpus[\"text\"]))  # Our corpus (cid => document)\nqueries = dict(zip(queries[\"_id\"], queries[\"text\"]))  # Our queries (qid => question)\nrelevant_docs = {}  # Query ID to relevant documents (qid => set([relevant_cids])\nfor qid, corpus_ids in zip(relevant_docs_data[\"query-id\"], relevant_docs_data[\"corpus-id\"]):\n    qid = str(qid)\n    corpus_ids = str(corpus_ids)\n    if qid not in relevant_docs:\n        relevant_docs[qid] = set()\n    relevant_docs[qid].add(corpus_ids)\n\n# Given queries, a corpus and a mapping with relevant documents, the SparseInformationRetrievalEvaluator computes different IR metrics.\nir_evaluator = SparseInformationRetrievalEvaluator(\n    queries=queries,\n    corpus=corpus,\n    relevant_docs=relevant_docs,\n    name=\"BeIR-nfcorpus-subset-test\",\n    show_progress_bar=True,\n    batch_size=16,\n)\n\n# Run evaluation\nresults = ir_evaluator(model)\n\"\"\"\nQueries: 323\nCorpus: 3269\n\nScore-Function: dot\nAccuracy@1: 50.77%\nAccuracy@3: 64.40%\nAccuracy@5: 66.87%\nAccuracy@10: 71.83%\nPrecision@1: 50.77%\nPrecision@3: 40.45%\nPrecision@5: 34.06%\nPrecision@10: 25.98%\nRecall@1: 6.27%\nRecall@3: 11.69%\nRecall@5: 13.74%\nRecall@10: 17.23%\nMRR@10: 0.5814\nNDCG@10: 0.3621\nMAP@100: 0.1838\nModel Query Sparsity: Active Dimensions: 40.0, Sparsity Ratio: 0.9987\nModel Corpus Sparsity: Active Dimensions: 206.2, Sparsity Ratio: 0.9932\n\"\"\"\n# Print the results\nprint(f\"Primary metric: {ir_evaluator.primary_metric}\")\n# => Primary metric: BeIR-nfcorpus-subset-test_dot_ndcg@10\nprint(f\"Primary metric value: {results[ir_evaluator.primary_metric]:.4f}\")\n# => Primary metric value: 0.3621\n```\n"
  },
  {
    "path": "examples/sparse_encoder/evaluation/sparse_classification_evaluator.py",
    "content": "import logging\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SparseEncoder\nfrom sentence_transformers.sparse_encoder.evaluation import SparseBinaryClassificationEvaluator\n\nlogging.basicConfig(format=\"%(message)s\", level=logging.INFO)\n\n# Initialize the SPLADE model\nmodel = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n# Load a dataset with two text columns and a class label column (https://huggingface.co/datasets/sentence-transformers/quora-duplicates)\neval_dataset = load_dataset(\"sentence-transformers/quora-duplicates\", \"pair-class\", split=\"train[-1000:]\")\n\n# Initialize the evaluator\nbinary_acc_evaluator = SparseBinaryClassificationEvaluator(\n    sentences1=eval_dataset[\"sentence1\"],\n    sentences2=eval_dataset[\"sentence2\"],\n    labels=eval_dataset[\"label\"],\n    name=\"quora_duplicates_dev\",\n    show_progress_bar=True,\n    similarity_fn_names=[\"cosine\", \"dot\", \"euclidean\", \"manhattan\"],\n)\nresults = binary_acc_evaluator(model)\n\"\"\"\nAccuracy with Cosine-Similarity:             75.00      (Threshold: 0.8668)\nF1 with Cosine-Similarity:                   67.22      (Threshold: 0.5974)\nPrecision with Cosine-Similarity:            54.18\nRecall with Cosine-Similarity:               88.51\nAverage Precision with Cosine-Similarity:    67.81\nMatthews Correlation with Cosine-Similarity: 49.56\n\nAccuracy with Dot-Product:             76.50    (Threshold: 23.4236)\nF1 with Dot-Product:                   67.00    (Threshold: 19.0095)\nPrecision with Dot-Product:            55.93\nRecall with Dot-Product:               83.54\nAverage Precision with Dot-Product:    65.89\nMatthews Correlation with Dot-Product: 48.88\n\nAccuracy with Euclidean-Distance:             67.70     (Threshold: -10.0041)\nF1 with Euclidean-Distance:                   48.60     (Threshold: -0.1876)\nPrecision with Euclidean-Distance:            32.13\nRecall with Euclidean-Distance:               99.69\nAverage Precision with Euclidean-Distance:    20.52\nMatthews Correlation with Euclidean-Distance: -4.59\n\nAccuracy with Manhattan-Distance:             67.70     (Threshold: -103.0263)\nF1 with Manhattan-Distance:                   48.60     (Threshold: -0.8532)\nPrecision with Manhattan-Distance:            32.13\nRecall with Manhattan-Distance:               99.69\nAverage Precision with Manhattan-Distance:    21.05\nMatthews Correlation with Manhattan-Distance: -4.59\n\nModel Sparsity: Active Dimensions: 61.2, Sparsity Ratio: 0.9980\n\"\"\"\n# Print the results\nprint(f\"Primary metric: {binary_acc_evaluator.primary_metric}\")\n# => Primary metric: quora_duplicates_dev_max_ap\nprint(f\"Primary metric value: {results[binary_acc_evaluator.primary_metric]:.4f}\")\n# => Primary metric value: 0.6781\n"
  },
  {
    "path": "examples/sparse_encoder/evaluation/sparse_mse_evaluator.py",
    "content": "import logging\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SparseEncoder\nfrom sentence_transformers.sparse_encoder.evaluation import SparseMSEEvaluator\n\nlogging.basicConfig(format=\"%(message)s\", level=logging.INFO)\n\n# Load a model\nstudent_model = SparseEncoder(\"prithivida/Splade_PP_en_v1\")\nteacher_model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n# Load any dataset with some texts\ndataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\nsentences = dataset[\"sentence1\"] + dataset[\"sentence2\"]\n\n# Given queries, a corpus and a mapping with relevant documents, the SparseMSEEvaluator computes different MSE metrics.\nmse_evaluator = SparseMSEEvaluator(\n    source_sentences=sentences,\n    target_sentences=sentences,\n    teacher_model=teacher_model,\n    name=\"stsb-dev\",\n)\nresults = mse_evaluator(student_model)\n\"\"\"\nMSE evaluation (lower = better) on the stsb-dev dataset:\nMSE (*100):     0.034905\nModel Sparsity: Active Dimensions: 54.6, Sparsity Ratio: 0.9982\n\"\"\"\n# Print the results\nprint(f\"Primary metric: {mse_evaluator.primary_metric}\")\n# => Primary metric: stsb-dev_negative_mse\nprint(f\"Primary metric value: {results[mse_evaluator.primary_metric]:.4f}\")\n# => Primary metric value: -0.0349\n"
  },
  {
    "path": "examples/sparse_encoder/evaluation/sparse_nanobeir_advanced_evaluator.py",
    "content": "import logging\n\nfrom sentence_transformers import SparseEncoder\nfrom sentence_transformers.sparse_encoder.evaluation import SparseNanoBEIREvaluator\n\nlogging.basicConfig(format=\"%(message)s\", level=logging.INFO)\n\n# Load a model\nmodel = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n\nevaluator = SparseNanoBEIREvaluator(\n    dataset_names=None,  # None means evaluate on all datasets\n    show_progress_bar=True,\n    batch_size=16,\n)\n\n# Run evaluation\nresults = evaluator(model)\n\"\"\"\nAverage Queries: 49.92307692307692\nAverage Corpus: 4334.7692307692305\n\nAggregated for Score Function: dot\nAccuracy@1: 59.18%\nAccuracy@3: 75.37%\nAccuracy@5: 80.76%\nAccuracy@10: 86.92%\nPrecision@1: 59.18%\nRecall@1: 35.62%\nPrecision@3: 36.26%\nRecall@3: 50.85%\nPrecision@5: 27.75%\nRecall@5: 56.57%\nPrecision@10: 19.24%\nRecall@10: 64.31%\nMRR@10: 0.6847\nNDCG@10: 0.6217\nMAP@100: 0.5440\nModel Query Sparsity: Active Dimensions: 72.7, Sparsity Ratio: 0.9976\nModel Corpus Sparsity: Active Dimensions: 165.9, Sparsity Ratio: 0.9946\nAverage FLOPS: 3.79\n\"\"\"\n# Print the results\nprint(f\"Primary metric: {evaluator.primary_metric}\")\n# => Primary metric: NanoBEIR_mean_dot_ndcg@10\nprint(f\"Primary metric value: {results[evaluator.primary_metric]:.4f}\")\n# => Primary metric value: 0.6217\n"
  },
  {
    "path": "examples/sparse_encoder/evaluation/sparse_nanobeir_evaluator.py",
    "content": "import logging\n\nfrom sentence_transformers import SparseEncoder\nfrom sentence_transformers.sparse_encoder.evaluation import SparseNanoBEIREvaluator\n\nlogging.basicConfig(format=\"%(message)s\", level=logging.INFO)\n\n# Load a model\nmodel = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\ndatasets = [\"QuoraRetrieval\", \"MSMARCO\"]\n\nevaluator = SparseNanoBEIREvaluator(\n    dataset_names=datasets,\n    show_progress_bar=True,\n    batch_size=32,\n)\n\n# Run evaluation\nresults = evaluator(model)\n\"\"\"\nEvaluating NanoQuoraRetrieval\nInformation Retrieval Evaluation of the model on the NanoQuoraRetrieval dataset:\nQueries: 50\nCorpus: 5046\n\nScore-Function: dot\nAccuracy@1: 92.00%\nAccuracy@3: 96.00%\nAccuracy@5: 98.00%\nAccuracy@10: 100.00%\nPrecision@1: 92.00%\nPrecision@3: 40.00%\nPrecision@5: 24.80%\nPrecision@10: 13.20%\nRecall@1: 79.73%\nRecall@3: 92.53%\nRecall@5: 94.93%\nRecall@10: 98.27%\nMRR@10: 0.9439\nNDCG@10: 0.9339\nMAP@100: 0.9070\nModel Query Sparsity: Active Dimensions: 59.4, Sparsity Ratio: 0.9981\nModel Corpus Sparsity: Active Dimensions: 61.9, Sparsity Ratio: 0.9980\nAverage FLOPS: 4.10\n\nInformation Retrieval Evaluation of the model on the NanoMSMARCO dataset:\nQueries: 50\nCorpus: 5043\n\nScore-Function: dot\nAccuracy@1: 48.00%\nAccuracy@3: 74.00%\nAccuracy@5: 76.00%\nAccuracy@10: 86.00%\nPrecision@1: 48.00%\nPrecision@3: 24.67%\nPrecision@5: 15.20%\nPrecision@10: 8.60%\nRecall@1: 48.00%\nRecall@3: 74.00%\nRecall@5: 76.00%\nRecall@10: 86.00%\nMRR@10: 0.6191\nNDCG@10: 0.6780\nMAP@100: 0.6277\nModel Query Sparsity: Active Dimensions: 45.4, Sparsity Ratio: 0.9985\nModel Corpus Sparsity: Active Dimensions: 122.6, Sparsity Ratio: 0.9960\nAverage FLOPS: 2.41\n\nAverage Queries: 50.0\nAverage Corpus: 5044.5\nAggregated for Score Function: dot\nAccuracy@1: 70.00%\nAccuracy@3: 85.00%\nAccuracy@5: 87.00%\nAccuracy@10: 93.00%\nPrecision@1: 70.00%\nRecall@1: 63.87%\nPrecision@3: 32.33%\nRecall@3: 83.27%\nPrecision@5: 20.00%\nRecall@5: 85.47%\nPrecision@10: 10.90%\nRecall@10: 92.13%\nMRR@10: 0.7815\nNDCG@10: 0.8060\nMAP@100: 0.7674\nModel Query Sparsity: Active Dimensions: 52.4, Sparsity Ratio: 0.9983\nModel Corpus Sparsity: Active Dimensions: 92.2, Sparsity Ratio: 0.9970\nAverage FLOPS: 2.59\n\"\"\"\n# Print the results\nprint(f\"Primary metric: {evaluator.primary_metric}\")\n# => Primary metric: NanoBEIR_mean_dot_ndcg@10\nprint(f\"Primary metric value: {results[evaluator.primary_metric]:.4f}\")\n# => Primary metric value: 0.8060\n"
  },
  {
    "path": "examples/sparse_encoder/evaluation/sparse_reranking_evaluator.py",
    "content": "import logging\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SparseEncoder\nfrom sentence_transformers.sparse_encoder.evaluation import SparseRerankingEvaluator\n\nlogging.basicConfig(format=\"%(message)s\", level=logging.INFO)\n\n# Load a model\nmodel = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n# Load a dataset with queries, positives, and negatives\neval_dataset = load_dataset(\"microsoft/ms_marco\", \"v1.1\", split=\"validation\").select(range(1000))\n\nsamples = [\n    {\n        \"query\": sample[\"query\"],\n        \"positive\": [\n            text\n            for is_selected, text in zip(sample[\"passages\"][\"is_selected\"], sample[\"passages\"][\"passage_text\"])\n            if is_selected\n        ],\n        \"negative\": [\n            text\n            for is_selected, text in zip(sample[\"passages\"][\"is_selected\"], sample[\"passages\"][\"passage_text\"])\n            if not is_selected\n        ],\n    }\n    for sample in eval_dataset\n]\n\n\n# Now evaluate using only the documents from the 1000 samples\nreranking_evaluator = SparseRerankingEvaluator(\n    samples=samples,\n    name=\"ms_marco_dev_small\",\n    show_progress_bar=True,\n    batch_size=32,\n)\n\nresults = reranking_evaluator(model)\n\"\"\"\nRerankingEvaluator: Evaluating the model on the ms_marco_dev_small dataset:\nQueries: 967     Positives: Min 1.0, Mean 1.1, Max 3.0   Negatives: Min 1.0, Mean 7.1, Max 9.0\nMAP: 53.41\nMRR@10: 54.14\nNDCG@10: 65.06\nModel Query Sparsity: Active Dimensions: 42.2, Sparsity Ratio: 0.9986\nModel Corpus Sparsity: Active Dimensions: 126.5, Sparsity Ratio: 0.9959\n\"\"\"\n# Print the results\nprint(f\"Primary metric: {reranking_evaluator.primary_metric}\")\n# => Primary metric: ms_marco_dev_small_ndcg@10\nprint(f\"Primary metric value: {results[reranking_evaluator.primary_metric]:.4f}\")\n# => Primary metric value: 0.6506\n"
  },
  {
    "path": "examples/sparse_encoder/evaluation/sparse_retrieval_evaluator.py",
    "content": "import logging\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SparseEncoder\nfrom sentence_transformers.sparse_encoder.evaluation import SparseInformationRetrievalEvaluator\n\nlogging.basicConfig(format=\"%(message)s\", level=logging.INFO)\n\n# Load a model\nmodel = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n# Load the NFcorpus IR dataset (https://huggingface.co/datasets/BeIR/nfcorpus, https://huggingface.co/datasets/BeIR/nfcorpus-qrels)\ncorpus = load_dataset(\"BeIR/nfcorpus\", \"corpus\", split=\"corpus\")\nqueries = load_dataset(\"BeIR/nfcorpus\", \"queries\", split=\"queries\")\nrelevant_docs_data = load_dataset(\"BeIR/nfcorpus-qrels\", split=\"test\")\n\n# For this dataset, we want to concatenate the title and texts for the corpus\ncorpus = corpus.map(lambda x: {\"text\": x[\"title\"] + \" \" + x[\"text\"]}, remove_columns=[\"title\"])\n\n# Convert the datasets to dictionaries\ncorpus = dict(zip(corpus[\"_id\"], corpus[\"text\"]))  # Our corpus (cid => document)\nqueries = dict(zip(queries[\"_id\"], queries[\"text\"]))  # Our queries (qid => question)\nrelevant_docs = {}  # Query ID to relevant documents (qid => set([relevant_cids])\nfor qid, corpus_ids in zip(relevant_docs_data[\"query-id\"], relevant_docs_data[\"corpus-id\"]):\n    qid = str(qid)\n    corpus_ids = str(corpus_ids)\n    if qid not in relevant_docs:\n        relevant_docs[qid] = set()\n    relevant_docs[qid].add(corpus_ids)\n\n# Given queries, a corpus and a mapping with relevant documents, the SparseInformationRetrievalEvaluator computes different IR metrics.\nir_evaluator = SparseInformationRetrievalEvaluator(\n    queries=queries,\n    corpus=corpus,\n    relevant_docs=relevant_docs,\n    name=\"BeIR-nfcorpus-subset-test\",\n    show_progress_bar=True,\n    batch_size=16,\n)\n\n# Run evaluation\nresults = ir_evaluator(model)\n\"\"\"\nQueries: 323\nCorpus: 3269\n\nScore-Function: dot\nAccuracy@1: 49.23%\nAccuracy@3: 63.47%\nAccuracy@5: 66.56%\nAccuracy@10: 71.83%\nPrecision@1: 49.23%\nPrecision@3: 39.63%\nPrecision@5: 33.13%\nPrecision@10: 25.23%\nRecall@1: 6.08%\nRecall@3: 11.60%\nRecall@5: 13.47%\nRecall@10: 17.01%\nMRR@10: 0.5706\nNDCG@10: 0.3530\nMAP@100: 0.1778\nModel Query Sparsity: Active Dimensions: 40.0, Sparsity Ratio: 0.9987\nModel Corpus Sparsity: Active Dimensions: 206.2, Sparsity Ratio: 0.9932\nAverage FLOPS: 4.7\n\"\"\"\n# Print the results\nprint(f\"Primary metric: {ir_evaluator.primary_metric}\")\n# => Primary metric: BeIR-nfcorpus-subset-test_dot_ndcg@10\nprint(f\"Primary metric value: {results[ir_evaluator.primary_metric]:.4f}\")\n# => Primary metric value: 0.Primary metric value: 0.3530\n"
  },
  {
    "path": "examples/sparse_encoder/evaluation/sparse_similarity_evaluator.py",
    "content": "import logging\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SparseEncoder\nfrom sentence_transformers.sparse_encoder.evaluation import SparseEmbeddingSimilarityEvaluator\n\nlogging.basicConfig(format=\"%(message)s\", level=logging.INFO)\n\n# Load a model\nmodel = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\nmodel.similarity_fn_name = \"cosine\"  # even though the model is trained with dot, we need to set it to cosine for evaluation as the score in the dataset is cosine similarity\n\n# Load the STSB dataset (https://huggingface.co/datasets/sentence-transformers/stsb)\neval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\n\n# Initialize the evaluator\ndev_evaluator = SparseEmbeddingSimilarityEvaluator(\n    sentences1=eval_dataset[\"sentence1\"],\n    sentences2=eval_dataset[\"sentence2\"],\n    scores=eval_dataset[\"score\"],\n    name=\"sts_dev\",\n)\nresults = dev_evaluator(model)\n\"\"\"\nEmbeddingSimilarityEvaluator: Evaluating the model on the sts_dev dataset:\nCosine-Similarity:      Pearson: 0.8429 Spearman: 0.8366\nModel Sparsity: Active Dimensions: 78.3, Sparsity Ratio: 0.9974\n\"\"\"\n# Print the results\nprint(f\"Primary metric: {dev_evaluator.primary_metric}\")\n# => Primary metric: sts_dev_spearman_cosine\nprint(f\"Primary metric value: {results[dev_evaluator.primary_metric]:.4f}\")\n# => Primary metric value: 0.8366\n"
  },
  {
    "path": "examples/sparse_encoder/evaluation/sparse_translation_evaluator.py",
    "content": "import logging\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SparseEncoder\nfrom sentence_transformers.sparse_encoder.evaluation import SparseTranslationEvaluator\n\nlogging.basicConfig(format=\"%(message)s\", level=logging.INFO)\n\n# Load a model, not mutilingual but hope to see some on the hub soon\nmodel = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n# Load a parallel sentences dataset\ndataset = load_dataset(\"sentence-transformers/parallel-sentences-news-commentary\", \"en-nl\", split=\"train[:1000]\")\n\n# Initialize the TranslationEvaluator using the same texts from two languages\ntranslation_evaluator = SparseTranslationEvaluator(\n    source_sentences=dataset[\"english\"],\n    target_sentences=dataset[\"non_english\"],\n    name=\"news-commentary-en-nl\",\n)\nresults = translation_evaluator(model)\n\"\"\"\nEvaluating translation matching Accuracy of the model on the news-commentary-en-nl dataset:\nAccuracy src2trg: 41.40\nAccuracy trg2src: 47.60\nModel Sparsity: Active Dimensions: 112.3, Sparsity Ratio: 0.9963\n\"\"\"\n# Print the results\nprint(f\"Primary metric: {translation_evaluator.primary_metric}\")\n# => Primary metric: news-commentary-en-nl_mean_accuracy\nprint(f\"Primary metric value: {results[translation_evaluator.primary_metric]:.4f}\")\n# => Primary metric value: 0.4450\n"
  },
  {
    "path": "examples/sparse_encoder/evaluation/sparse_triplet_evaluator.py",
    "content": "import logging\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import SparseEncoder\nfrom sentence_transformers.sparse_encoder.evaluation import SparseTripletEvaluator\n\nlogging.basicConfig(format=\"%(message)s\", level=logging.INFO)\n\n# Load a model\nmodel = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n# Load triplets from the AllNLI dataset\n# The dataset contains triplets of (anchor, positive, negative) sentences\ndataset = load_dataset(\"sentence-transformers/all-nli\", \"triplet\", split=\"dev[:1000]\")\n\n# Initialize the SparseTripletEvaluator\nevaluator = SparseTripletEvaluator(\n    anchors=dataset[:1000][\"anchor\"],\n    positives=dataset[:1000][\"positive\"],\n    negatives=dataset[:1000][\"negative\"],\n    name=\"all_nli_dev\",\n    batch_size=32,\n    show_progress_bar=True,\n)\n\n# Run the evaluation\nresults = evaluator(model)\n\"\"\"\nTripletEvaluator: Evaluating the model on the all_nli_dev dataset:\nAccuracy Dot Similarity:        85.40%\nModel Anchor Sparsity: Active Dimensions: 103.0, Sparsity Ratio: 0.9966\nModel Positive Sparsity: Active Dimensions: 67.4, Sparsity Ratio: 0.9978\nModel Negative Sparsity: Active Dimensions: 65.9, Sparsity Ratio: 0.9978\n\"\"\"\n# Print the results\nprint(f\"Primary metric: {evaluator.primary_metric}\")\n# => Primary metric: all_nli_dev_dot_accuracy\nprint(f\"Primary metric value: {results[evaluator.primary_metric]:.4f}\")\n# => Primary metric value: 0.8540\n"
  },
  {
    "path": "examples/sparse_encoder/training/README.md",
    "content": "# Training\n\nThis folder contains various examples to fine-tune `SparseEncoder` models for specific tasks.\n\nFor the beginning, I can recommend to have a look at the [MS MARCO](ms_marco/) examples.\n\nFor the documentation how to train your own models, see [Training Overview](http://www.sbert.net/docs/sparse_encoder/training_overview.html).\n\n## Training Examples\n\n- [distillation](distillation/) - Examples to make models smaller, faster and lighter.\n- [ms_marco](ms_marco/) - Example training scripts for training on the MS MARCO information retrieval dataset.\n- [nli](nli/) - Natural Language Inference (NLI) data can be quite helpful to pre-train and fine-tune models to create meaningful sparse embeddings.\n- [quora_duplicate_questions](quora_duplicate_questions/) - Quora Duplicate Questions is large set corpus with duplicate questions from the Quora community. The folder contains examples how to train models for duplicate questions mining and for semantic search.\n- [retrievers](retrievers/) - Example training scripts for training on generic information retrieval datasets.\n- [sts](sts/) - The most basic method to train models is using Semantic Textual Similarity (STS) data. Here, we have a sentence pair and a score indicating the semantic similarity.\n"
  },
  {
    "path": "examples/sparse_encoder/training/distillation/README.md",
    "content": "# Model Distillation\n\nThis page contains an example of knowledge distillation for SparseEncoder models. Knowledge distillation is essential for training the strongest sparse models, as the most effective sparse encoders are trained partially or fully with distillation from powerful teacher models.\n\nKnowledge distillation allows us to compress knowledge from larger, more computationally expensive models (teacher models) into smaller, more efficient sparse models (student models). This approach can leverage bigger model results, including non-sparse models like Cross-Encoders and dense bi-encoders, to compress the knowledge into our small sparse model while maintaining much of the original performance.\n\n## MarginMSE\n\n**Training code: [train_splade_msmarco_margin_mse.py](train_splade_msmarco_margin_mse.py)**\n\n```{eval-rst}\n:class:`~sentence_transformers.sparse_encoder.losses.SparseMarginMSELoss` is based on the paper of `Hofstätter et al <https://huggingface.co/papers/2010.02666>`_. Like when training with :class:`~sentence_transformers.sparse_encoder.losses.SparseMultipleNegativesRankingLoss`, we can use triplets: ``(query, passage1, passage2)``. However, in contrast to :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss`, we use a similarity score for ``passage1`` and ``passage2``, so these do not have to be strictly positive/negative, both can be relevant or not relevant for a given query.\n\nThe distillation process works by transferring knowledge from a powerful teacher model (like a Cross-Encoder ensemble) to our efficient sparse encoder student model. We compute the `Cross-Encoder <../../../cross_encoder/applications/README.html>`_ score for ``(query, passage1)`` and ``(query, passage2)`` using the teacher model. We provide scores for 160 million such pairs in our `msmarco-hard-negatives dataset <https://huggingface.co/datasets/sentence-transformers/msmarco-scores-ms-marco-MiniLM-L6-v2>`_, which contains pre-computed scores from a BERT ensemble Cross-Encoder. We then compute the distance: ``CE_distance = CEScore(query, passage1) - CEScore(query, passage2)``.\n\nFor our SparseEncoder (here a Splade model) student training, we encode ``query``, ``passage1``, and ``passage2`` into embeddings and then measure the dot-product between  ``(query, passage1)`` and ``(query, passage2)``. Again, we measure the distance: ``SE_distance = DotScore(query, passage1) - DotScore(query, passage2)``\n\nThe knowledge transfer happens by ensuring that the distance predicted by the Splade model matches the distance predicted by the teacher cross-encoder, i.e., we optimize the mean-squared error (MSE) between ``CE_distance`` and ``SE_distance``. This allows the sparse model to learn the sophisticated ranking behavior of the much larger teacher model.\n\n```\n"
  },
  {
    "path": "examples/sparse_encoder/training/distillation/train_splade_msmarco_margin_mse.py",
    "content": "\"\"\"\nThis scripts demonstrates how to train a Sparse Encoder model for Information Retrieval.\n\nAs dataset, we use MSMARCO version with hard negatives from the bert-ensemble-margin-mse dataset.\n\nAs loss function, we use MarginMSELoss in the SpladeLoss.\n\"\"\"\n\nimport logging\nimport traceback\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import (\n    SparseEncoder,\n    SparseEncoderModelCardData,\n    SparseEncoderTrainer,\n    SparseEncoderTrainingArguments,\n)\nfrom sentence_transformers.sparse_encoder import evaluation, losses\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n\ndef main():\n    model_name = \"Luyu/co-condenser-marco\"\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n\n    train_batch_size = 16\n    num_epochs = 1\n    query_regularizer_weight = 0.1\n    document_regularizer_weight = 0.08\n    learning_rate = 2e-5\n\n    # 1. Define our SparseEncoder model\n    model = SparseEncoder(\n        model_name,\n        model_card_data=SparseEncoderModelCardData(\n            language=\"en\",\n            license=\"apache-2.0\",\n            model_name=f\"splade-{short_model_name} trained on MS MARCO hard negatives with distillation\",\n        ),\n    )\n    model.max_seq_length = 256  # Set the max sequence length to 256 for the training\n    logging.info(\"Model max length: %s\", model.max_seq_length)\n\n    # 2. Load the MS MARCO dataset: https://huggingface.co/datasets/sentence-transformers/msmarco\n    dataset_size = 100_000  # We only use the first 100k samples for training\n    logging.info(\"The dataset has not been fully stored as texts on disk yet. We will do this now.\")\n    corpus = load_dataset(\"sentence-transformers/msmarco\", \"corpus\", split=\"train\")\n    corpus = dict(zip(corpus[\"passage_id\"], corpus[\"passage\"]))\n    queries = load_dataset(\"sentence-transformers/msmarco\", \"queries\", split=\"train\")\n    queries = dict(zip(queries[\"query_id\"], queries[\"query\"]))\n    dataset = load_dataset(\"sentence-transformers/msmarco\", \"bert-ensemble-margin-mse\", split=\"train\")\n    dataset = dataset.select(range(dataset_size))\n\n    def id_to_text_map(batch):\n        return {\n            \"query\": [queries[qid] for qid in batch[\"query_id\"]],\n            \"positive\": [corpus[pid] for pid in batch[\"positive_id\"]],\n            \"negative\": [corpus[pid] for pid in batch[\"negative_id\"]],\n            \"score\": batch[\"score\"],\n        }\n\n    dataset = dataset.map(id_to_text_map, batched=True, remove_columns=[\"query_id\", \"positive_id\", \"negative_id\"])\n    dataset = dataset.train_test_split(test_size=10_000)\n    train_dataset = dataset[\"train\"]\n    eval_dataset = dataset[\"test\"]\n    logging.info(train_dataset)\n\n    # 3. Define our training loss\n    loss = losses.SpladeLoss(\n        model,\n        losses.SparseMarginMSELoss(model),\n        query_regularizer_weight=query_regularizer_weight,\n        document_regularizer_weight=document_regularizer_weight,\n    )\n\n    # 4. Define the evaluator. We use the SparseNanoBEIREvaluator, which is a light-weight evaluator for English\n    evaluator = evaluation.SparseNanoBEIREvaluator(\n        dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], batch_size=train_batch_size\n    )\n\n    # 5. Define the training arguments\n    run_name = f\"splade-{short_model_name}-msmarco-hard-negatives\"\n    args = SparseEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=train_batch_size,\n        learning_rate=learning_rate,\n        warmup_ratio=0.1,\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_NanoBEIR_mean_dot_ndcg@10\",\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=500,\n        save_strategy=\"steps\",\n        save_steps=500,\n        save_total_limit=2,\n        logging_steps=100,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=42,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = SparseEncoderTrainer(\n        model=model,\n        args=args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model, using the complete NanoBEIR dataset\n    test_evaluator = evaluation.SparseNanoBEIREvaluator(show_progress_bar=True, batch_size=train_batch_size)\n    test_evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = SparseEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/sparse_encoder/training/ms_marco/README.md",
    "content": "# MS MARCO\n\n[MS MARCO Passage Ranking](https://github.com/microsoft/MSMARCO-Passage-Ranking) is a large dataset to train models for information retrieval. It consists of about 500k real search queries from Bing search engine with the relevant text passage that answers the query.\n\nThis page shows how to **train** Sparse Encoder models, more precisely a Splade model, on this dataset so that it can be used for searching text passages given queries (key words, phrases or questions).\n\nIf you are interested in how to use these models, see [Application - Retrieve & Re-Rank](../../applications/retrieve_rerank/README.md).\n\nThere are **pre-trained models** available, which you can directly use without the need of training your own models. For more information, see: [Pretrained Models](../../../../docs/sparse_encoder/pretrained_models.md).\n\nThis page describes one strategy to **train a Splade models** on the MS MARCO dataset:\n\n## SparseMultipleNegativesRankingLoss\n\n**Training code: [train_splade_msmarco_mnrl.py](train_splade_msmarco_mnrl.py)**\n\n```{eval-rst}\nWhen we use :class:`~sentence_transformers.sparse_encoder.losses.SparseMultipleNegativesRankingLoss`, we provide triplets: ``(query, positive_passage, negative_passage)`` where ``positive_passage`` is the relevant passage to the query and ``negative_passage`` is a non-relevant passage to the query. We compute the embeddings for all queries, positive passages, and negative passages in the corpus and then optimize the following objective: The ``(query, positive_passage)`` pair must be close in the vector space, while ``(query, negative_passage)`` should be distant in vector space.\n\nTo further improve the training, we use **in-batch negatives**: \n```\n\n![MultipleNegativesRankingLoss](https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/MultipleNegativeRankingLoss.png)\n\nWe embed all `queries`, `positive_passages`, and `negative_passages` into the vector space. The matching `(query_i, positive_passage_i)` should be close, while there should be a large distance between a `query` and all other (positive/negative) passages from all other triplets in a batch. For a batch size of 64, we compare a query against 64+64=128 passages, from which only one passage should be close and the 127 others should be distant in vector space.\n\nOne way to **improve training** is to choose really good negatives, also know as **hard negative**: The negative should look really similar to the positive passage, but it should not be relevant to the query.\n\nWe find these hard negatives in the following way: We use existing retrieval systems (e.g. lexical search and other bi-encoder retrieval systems), and for each query we find the most relevant passages. We then use a powerful [cross-encoder/ms-marco-MiniLM-L6-v2](https://huggingface.co/cross-encoder/ms-marco-MiniLM-L6-v2) [Cross-Encoder](../../../cross_encoder/applications/README.md) to score the found `(query, passage)` pairs. We provide scores for 160 million such pairs in our [MS MARCO Mined Triplet dataset collection](https://huggingface.co/collections/sentence-transformers/ms-marco-mined-triplets-6644d6f1ff58c5103fe65f23).\n\n```{eval-rst}\nFor :class:`~sentence_transformers.sparse_encoder.losses.SparseMultipleNegativesRankingLoss`, we must ensure that in the triplet ``(query, positive_passage, negative_passage)`` that the ``negative_passage`` is indeed not relevant for the query. The MS MARCO dataset is sadly **highly redundant**, and even though that there is on average only one passage marked as relevant for a query, it actually contains many passages that humans would consider as relevant. We must ensure that these passages are **not passed as negatives**: We do this by ensuring a certain threshold in the CrossEncoder scores between the relevant passages and the mined hard negative. By default, we set a threshold of 3: If the ``(query, positive_passage)`` gets a score of 9 from the CrossEncoder, than we will only consider negatives with a score below 6 from the CrossEncoder. This threshold ensures that we actually use negatives in our triplets.\n```\n\nYou can find this data by traversing to any of the datasets in the [MS MARCO Mined Triplet dataset collection](https://huggingface.co/collections/sentence-transformers/ms-marco-mined-triplets-6644d6f1ff58c5103fe65f23) and using the `triplet-hard` subset. Across all datasets, this refers to 175.7 million triplets. The original data can be found [here](https://huggingface.co/datasets/sentence-transformers/msmarco-hard-negatives). For our example we just used the original [triplet](https://huggingface.co/datasets/sentence-transformers/msmarco/viewer/triplets) dataset as it:\n\n```python\nfrom datasets import load_dataset\n\ndataset_size = 100_000  # We only use the first 100k samples for training\nprint(\"The dataset has not been fully stored as texts on disk yet. We will do this now.\")\ncorpus = load_dataset(\"sentence-transformers/msmarco\", \"corpus\", split=\"train\")\ncorpus = dict(zip(corpus[\"passage_id\"], corpus[\"passage\"]))\nqueries = load_dataset(\"sentence-transformers/msmarco\", \"queries\", split=\"train\")\nqueries = dict(zip(queries[\"query_id\"], queries[\"query\"]))\ndataset = load_dataset(\"sentence-transformers/msmarco\", \"triplets\", split=\"train\")\ndataset = dataset.select(range(dataset_size))\n\ndef id_to_text_map(batch):\n    return {\n        \"query\": [queries[qid] for qid in batch[\"query_id\"]],\n        \"positive\": [corpus[pid] for pid in batch[\"positive_id\"]],\n        \"negative\": [corpus[pid] for pid in batch[\"negative_id\"]],\n    }\n\ndataset = dataset.map(id_to_text_map, batched=True, remove_columns=[\"query_id\", \"positive_id\", \"negative_id\"])\ndataset = dataset.train_test_split(test_size=10_000)\ntrain_dataset = dataset[\"train\"]\neval_dataset = dataset[\"test\"]\n```\n"
  },
  {
    "path": "examples/sparse_encoder/training/ms_marco/train_splade_msmarco_mnrl.py",
    "content": "\"\"\"\nThis scripts demonstrates how to train a Sparse Encoder model for Information Retrieval.\n\nAs dataset, we use sentence-transformers/msmarco, where we have triplets versions of MSMARCO.\n\nAs loss function, we use MultipleNegativesRankingLoss in the SpladeLoss.\n\n\"\"\"\n\nimport logging\nimport traceback\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import (\n    SparseEncoder,\n    SparseEncoderModelCardData,\n    SparseEncoderTrainer,\n    SparseEncoderTrainingArguments,\n)\nfrom sentence_transformers.sparse_encoder import evaluation, losses\nfrom sentence_transformers.training_args import BatchSamplers\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n\ndef main():\n    model_name = \"distilbert/distilbert-base-uncased\"\n\n    train_batch_size = 16\n    num_epochs = 1\n    query_regularizer_weight = 5e-5\n    document_regularizer_weight = 1e-3\n    learning_rate = 2e-5\n\n    # 1. Define our SparseEncoder model\n    model = SparseEncoder(\n        model_name,\n        model_card_data=SparseEncoderModelCardData(\n            language=\"en\",\n            license=\"apache-2.0\",\n            model_name=\"splade-distilbert-base-uncased trained on MS MARCO triplets\",\n        ),\n    )\n    model.max_seq_length = 256  # Set the max sequence length to 256 for the training\n    logging.info(\"Model max length: %s\", model.max_seq_length)\n\n    # 2. Load the MS MARCO dataset: https://huggingface.co/datasets/sentence-transformers/msmarco\n    dataset_size = 100_000  # We only use the first 100k samples for training\n    logging.info(\"The dataset has not been fully stored as texts on disk yet. We will do this now.\")\n    corpus = load_dataset(\"sentence-transformers/msmarco\", \"corpus\", split=\"train\")\n    corpus = dict(zip(corpus[\"passage_id\"], corpus[\"passage\"]))\n    queries = load_dataset(\"sentence-transformers/msmarco\", \"queries\", split=\"train\")\n    queries = dict(zip(queries[\"query_id\"], queries[\"query\"]))\n    dataset = load_dataset(\"sentence-transformers/msmarco\", \"triplets\", split=\"train\")\n    dataset = dataset.select(range(dataset_size))\n\n    def id_to_text_map(batch):\n        return {\n            \"query\": [queries[qid] for qid in batch[\"query_id\"]],\n            \"positive\": [corpus[pid] for pid in batch[\"positive_id\"]],\n            \"negative\": [corpus[pid] for pid in batch[\"negative_id\"]],\n        }\n\n    dataset = dataset.map(id_to_text_map, batched=True, remove_columns=[\"query_id\", \"positive_id\", \"negative_id\"])\n    dataset = dataset.train_test_split(test_size=10_000)\n    train_dataset = dataset[\"train\"]\n    eval_dataset = dataset[\"test\"]\n    logging.info(train_dataset)\n\n    # 3. Define our training loss\n    loss = losses.SpladeLoss(\n        model=model,\n        loss=losses.SparseMultipleNegativesRankingLoss(model=model),\n        query_regularizer_weight=query_regularizer_weight,  # Weight for query loss\n        document_regularizer_weight=document_regularizer_weight,  # Weight for document loss\n    )\n\n    # 4. Define the evaluator. We use the SparseNanoBEIREvaluator, which is a light-weight evaluator for English\n    evaluator = evaluation.SparseNanoBEIREvaluator(\n        dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], batch_size=train_batch_size\n    )\n\n    # 5. Define the training arguments\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    run_name = f\"splade-{short_model_name}-msmarco-mrl\"\n    training_args = SparseEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=train_batch_size,\n        learning_rate=learning_rate,\n        warmup_ratio=0.1,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_NanoBEIR_mean_dot_ndcg@10\",\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=500,\n        save_strategy=\"steps\",\n        save_steps=500,\n        save_total_limit=2,\n        logging_steps=100,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=42,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = SparseEncoderTrainer(\n        model=model,\n        args=training_args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model, using the complete NanoBEIR dataset\n    test_evaluator = evaluation.SparseNanoBEIREvaluator(show_progress_bar=True, batch_size=train_batch_size)\n    test_evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = SparseEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/sparse_encoder/training/nli/README.md",
    "content": "# Natural Language Inference\n\nGiven two sentence (premise and hypothesis), Natural Language Inference (NLI) is the task of deciding if the premise entails the hypothesis, if they are contradiction, or if they are neutral. Commonly used NLI dataset are [SNLI](https://huggingface.co/datasets/stanfordnlp/snli) and [MultiNLI](https://huggingface.co/datasets/nyu-mll/multi_nli).\n\n[Conneau et al.](https://huggingface.co/papers/1705.02364) showed that NLI data can be quite useful when training Sentence Embedding methods. We also found this in our [Sentence-BERT-Paper](https://huggingface.co/papers/1908.10084) and often use NLI as a first fine-tuning step for sparse encoder methods.\n\nTo train on NLI, see the following example file:\n\n- **[train_splade_nli.py](train_splade_nli.py)**:\n  ```{eval-rst}\n  This script trains a `SparseEncoder` (specifically a SPLADE-like model, fine-tuning e.g., `naver/splade-cocondenser-ensembledistil`) for NLI. It uses the :class:`~sentence_transformers.sparse_encoder.losses.SpladeLoss`. This loss is designed for training SPLADE-style models and combines two main components:\n  1. A ranking loss, typically :class:`~sentence_transformers.sparse_encoder.losses.SparseMultipleNegativesRankingLoss`, to ensure that relevant (e.g., entailment) pairs have higher similarity scores than irrelevant ones (in-batch negatives).\n  2. Regularization terms (controlled by `document_regularizer_weight` and potentially other parameters in the loss) to encourage sparsity in the learned term weightings in the sparse vectors. This is a key characteristic of SPLADE models, leading to highly efficient and effective sparse representations.\n\n  The script uses the AllNLI dataset, likely with the \"pair-score\" or \"pair\" configuration to extract (anchor, positive) pairs (e.g., premise and entailment hypothesis) for the ranking component of the loss.\n  ```\n\n## Data\n\nWe combine [SNLI](https://huggingface.co/datasets/stanfordnlp/snli) and [MultiNLI](https://huggingface.co/datasets/nyu-mll/multi_nli) into a dataset we call [AllNLI](https://huggingface.co/datasets/sentence-transformers/all-nli). These two datasets contain sentence pairs and one of three labels: entailment, neutral, contradiction:\n\n| Sentence A (Premise) | Sentence B (Hypothesis) | Label |\n| --- | --- | --- |\n| A soccer game with multiple males playing. | Some men are playing a sport. | entailment |\n| An older and younger man smiling. | Two men are smiling and laughing at the cats playing on the floor. | neutral |\n| A man inspects the uniform of a figure in some East Asian country. | The man is sleeping. | contradiction |\n\nWe format AllNLI in a few different subsets, compatible with different loss functions. For the `train_splade_nli.py` script, the data is typically processed into (anchor, positive) pairs for the ranking loss component. For example, entailment pairs from NLI can serve as (anchor, positive) pairs.\n\n```{eval-rst}\n\n- The `pair subset of AllNLI <https://huggingface.co/datasets/sentence-transformers/all-nli/viewer/pair>`_ provides (anchor, positive) pairs directly.\n- The `triplet subset of AllNLI <https://huggingface.co/datasets/sentence-transformers/all-nli/viewer/triplet>`_ provides (anchor, positive, negative) triplets, where the negative is a hard negative (contradiction). While `SpladeLoss` primarily uses positive pairs for its ranking component, hard negatives could potentially be incorporated depending on the exact `SparseMultipleNegativesRankingLoss` configuration.\n```\n\n## SpladeLoss\n\n```{eval-rst}\nThe :class:`~sentence_transformers.sparse_encoder.losses.SpladeLoss` is used in `train_splade_nli.py`. It's specifically designed for training SPLADE (Sparse Lexical and Expansion) models. It wraps a ranking loss, such as :class:`~sentence_transformers.sparse_encoder.losses.SparseMultipleNegativesRankingLoss`, and adds regularization terms to promote sparsity in the output vectors.\n```\n\n### Ranking Component: SparseMultipleNegativesRankingLoss\n\nThe underlying ranking loss operates on sentence pairs [(a<sub>1</sub>, b<sub>1</sub>), ..., (a<sub>n</sub>, b<sub>n</sub>)] where (a<sub>i</sub>, b<sub>i</sub>) are similar sentences (e.g., premise and its entailed hypothesis) and (a<sub>i</sub>, b<sub>j</sub>) for i != j are treated as dissimilar sentences (in-batch negatives). The loss minimizes the distance (or maximizes similarity) between (a<sub>i</sub>, b<sub>i</sub>) while simultaneously maximizing the distance (or minimizing similarity) between (a<sub>i</sub>, b<sub>j</sub>) for all i != j.\n\n<img src=\"https://raw.githubusercontent.com/huggingface/sentence-transformers/main/docs/img/MultipleNegativeRankingLoss.png\" alt=\"SBERT MultipleNegativeRankingLoss\" width=\"350\"/>\n\nUsing this with NLI data means defining entailment pairs as positive pairs. For example, (*\"A soccer game with multiple males playing.\"*, *\"Some men are playing a sport.\"*) should be close in the sparse vector space.\n\n### Sparsity Regularization\n\nA key part of `SpladeLoss` is the regularization (e.g., FLOPS regularization via `document_regularizer_weight`) applied to the term weights in the sparse output vectors. This encourages the model to select only the most important terms for representation, leading to very sparse vectors, which is beneficial for efficient retrieval.\n"
  },
  {
    "path": "examples/sparse_encoder/training/nli/train_splade_nli.py",
    "content": "\"\"\"\nThis example trains a SparseEncoder for the SNLI + MultiNLI (AllNLI) dataset.\nThe training script fine-tunes a SparseEncoder using the Splade loss function for retrieval.\nIt loads a subset of the AllNLI dataset, splits it into training and evaluation subsets,\nand he model is evaluated on the STS benchmark dataset. After training, the model is evaluated and\nsaved locally, with an optional step to push the trained model to the Hugging Face Hub.\n\nUsage:\npython train_splade_nli.py\n\"\"\"\n\nimport logging\nimport traceback\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import (\n    SparseEncoder,\n    SparseEncoderModelCardData,\n    SparseEncoderTrainer,\n    SparseEncoderTrainingArguments,\n)\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.sparse_encoder import evaluation, losses\nfrom sentence_transformers.training_args import BatchSamplers\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n\ndef main():\n    model_name = \"naver/splade-cocondenser-ensembledistil\"\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n\n    train_batch_size = 16\n    num_epochs = 1\n\n    # 1a. Load a model to finetune with 1b. (Optional) model card data\n    model = SparseEncoder(\n        model_name,\n        model_card_data=SparseEncoderModelCardData(\n            language=\"en\",\n            license=\"apache-2.0\",\n            model_name=f\"{short_model_name} trained on Natural Language Inference (NLI)\",\n        ),\n        similarity_fn_name=\"dot\",  # or cosine but dot tends to be stronger\n    )\n    model.max_seq_length = 256  # Set the max sequence length to 256 for the training\n    logging.info(\"Model max length: %s\", model.max_seq_length)\n\n    # 2. Load the AllNLI dataset: https://huggingface.co/datasets/sentence-transformers/all-nli\n    # We'll start with 10k training samples, but you can increase this to get a stronger model\n    logging.info(\"Read AllNLI train dataset\")\n    train_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair-score\", split=\"train\").select(range(10000))\n    eval_dataset = load_dataset(\"sentence-transformers/all-nli\", \"pair-score\", split=\"dev\").select(range(1000))\n    logging.info(train_dataset)\n    logging.info(eval_dataset)\n\n    # 3. Define our training loss.\n    document_regularizer_weight = 3e-3\n\n    loss = losses.SpladeLoss(\n        model=model,\n        loss=losses.SparseMultipleNegativesRankingLoss(\n            model=model,\n            scale=1,  # need to be adapt if used cosine similarity\n            similarity_fct=model.similarity,  # Use the same similarity function as the model\n        ),\n        document_regularizer_weight=document_regularizer_weight,  # Weight for document loss\n        use_document_regularizer_only=True,\n    )\n\n    # 4. Define an evaluator for use during training. This is useful to keep track of alongside the evaluation loss.\n    stsb_eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\n    dev_evaluator = evaluation.SparseEmbeddingSimilarityEvaluator(\n        sentences1=stsb_eval_dataset[\"sentence1\"],\n        sentences2=stsb_eval_dataset[\"sentence2\"],\n        scores=stsb_eval_dataset[\"score\"],\n        main_similarity=SimilarityFunction.COSINE,\n        name=\"sts-dev\",\n    )\n    dev_evaluator(model)\n\n    # 5. Define the training arguments\n    run_name = f\"{short_model_name}-nli\"\n    training_args = SparseEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=train_batch_size,\n        learning_rate=4e-6,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_sts-dev_spearman_cosine\",\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=120,\n        save_strategy=\"steps\",\n        save_steps=120,\n        save_total_limit=2,\n        logging_steps=20,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=42,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = SparseEncoderTrainer(\n        model=model,\n        args=training_args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=dev_evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the model performance on the STS Benchmark test dataset\n    test_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\n    test_evaluator = evaluation.SparseEmbeddingSimilarityEvaluator(\n        sentences1=test_dataset[\"sentence1\"],\n        sentences2=test_dataset[\"sentence2\"],\n        scores=test_dataset[\"score\"],\n        main_similarity=SimilarityFunction.COSINE,\n        name=\"sts-test\",\n    )\n    test_evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/sparse_encoder/training/peft/train_splade_gooaq_peft.py",
    "content": "\"\"\"\nThis example trains a SparseEncoder for the GooAQ dataset using LoRA adapters with PEFT.\nThe training script fine-tunes a SparseEncoder using the Splade loss function for retrieval.\nIt loads a subset of the GooAQ dataset, splits it into training and evaluation subsets,\nand trains the model as a retriever using Parameter-Efficient Fine-Tuning (PEFT) with Low-Rank Adaptation (LoRA).\nThis approach reduces the number of trainable parameters while maintaining performance.\nAfter training, the model is evaluated and saved locally, with an optional step to push the trained model to the Hugging Face Hub.\n\nUsage:\npython train_splade_gooaq_peft.py\n\"\"\"\n\nimport logging\nimport traceback\n\nfrom datasets import load_dataset\nfrom peft import LoraConfig, TaskType\n\nfrom sentence_transformers import (\n    SparseEncoder,\n    SparseEncoderModelCardData,\n    SparseEncoderTrainer,\n    SparseEncoderTrainingArguments,\n)\nfrom sentence_transformers.sparse_encoder import evaluation, losses\nfrom sentence_transformers.training_args import BatchSamplers\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n\ndef main():\n    model_name = \"distilbert/distilbert-base-uncased\"\n\n    train_batch_size = 32\n    num_epochs = 1\n\n    # 1a. Load a model to finetune with 1b. (Optional) model card data\n    model = SparseEncoder(\n        model_name,\n        model_card_data=SparseEncoderModelCardData(\n            language=\"en\",\n            license=\"apache-2.0\",\n            model_name=\"splade-distilbert-base-uncased trained on GooAQ\",\n        ),\n    )\n    model.max_seq_length = 256  # Set the max sequence length to 256 for the training\n    logging.info(\"Model max length: %s\", model.max_seq_length)\n\n    # 1c. Create a LoRA adapter for the model\n    peft_config = LoraConfig(\n        task_type=TaskType.FEATURE_EXTRACTION,\n        inference_mode=False,\n        target_modules=[\"q_lin\", \"v_lin\"],  # Query and Value linears\n        r=128,\n        lora_alpha=256,\n        lora_dropout=0.05,\n    )\n    model.add_adapter(peft_config)\n\n    # 2a. Load the GooAQ dataset: https://huggingface.co/datasets/sentence-transformers/gooaq\n    logging.info(\"Read the gooaq training dataset\")\n    full_dataset = load_dataset(\"sentence-transformers/gooaq\", split=\"train\").select(range(100_000))\n    dataset_dict = full_dataset.train_test_split(test_size=1_000, seed=12)\n    train_dataset = dataset_dict[\"train\"]\n    eval_dataset = dataset_dict[\"test\"]\n    logging.info(train_dataset)\n    logging.info(eval_dataset)\n\n    # 3. Define our training loss.\n    query_regularizer_weight = 5e-5\n    document_regularizer_weight = 3e-5\n\n    loss = losses.SpladeLoss(\n        model=model,\n        loss=losses.SparseMultipleNegativesRankingLoss(model=model),\n        query_regularizer_weight=query_regularizer_weight,  # Weight for query loss\n        document_regularizer_weight=document_regularizer_weight,  # Weight for document loss\n    )\n\n    # 4. Define evaluator. We use the SparseNanoBEIREvaluator, which is a light-weight evaluator\n    evaluator = evaluation.SparseNanoBEIREvaluator(\n        dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], show_progress_bar=True, batch_size=train_batch_size\n    )\n\n    # 5. Define the training arguments\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    run_name = f\"splade-{short_model_name}-gooaq-peft\"\n    training_args = SparseEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=train_batch_size,\n        learning_rate=2e-5,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_NanoBEIR_mean_dot_ndcg@10\",\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=610,\n        save_strategy=\"steps\",\n        save_steps=610,\n        save_total_limit=2,\n        logging_steps=100,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=42,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = SparseEncoderTrainer(\n        model=model,\n        args=training_args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model, using the complete NanoBEIR dataset\n    test_evaluator = evaluation.SparseNanoBEIREvaluator(show_progress_bar=True, batch_size=train_batch_size)\n    test_evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = SparseEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/sparse_encoder/training/quora_duplicate_questions/README.md",
    "content": "# Quora Duplicate Questions\n\nThis folder contains a script that demonstrate how to train Sparse Encoders for **Information Retrieval**. As a simple example, we will use the [Quora Duplicate Questions dataset](https://huggingface.co/datasets/sentence-transformers/quora-duplicates). It contains over 500,000 sentences with over 400,000 pairwise annotations whether two questions are a duplicate or not.\n\nModels trained on this dataset can be used for mining duplicate questions, i.e., given a large set of sentences (in this case questions), identify all pairs that are duplicates using sparse vector similarity.\n\n## Training\n\n```{eval-rst}\nChoosing the right loss function is crucial for finetuning useful sparse encoder models. For the given task, the :class:`~sentence_transformers.sparse_encoder.losses.SparseMultipleNegativesRankingLoss` loss functions is a good start. \n```\n\nFor the complete example, see **[training_splade_quora.py](training_splade_quora.py)** that leverage the loss to train a splade model on this dataset.\n\n```{eval-rst}\n:class:`~sentence_transformers.sparse_encoder.losses.SparseMultipleNegativesRankingLoss` is especially suitable for Information Retrieval / Semantic Search with sparse encoders. A nice advantage is that it only requires positive pairs, i.e., we only need examples of duplicate questions.\n```\n\nUsing the loss is easy and does not require tuning of any hyperparameters:\n\n```python\nfrom datasets import load_dataset\nfrom sentence_transformers import losses\n# Assume 'model' is your SparseEncoder model\n\nfull_dataset = load_dataset(\"sentence-transformers/quora-duplicates\", \"triplet\", split=\"train\").select(\n    range(100000)\n)\ndataset_dict = full_dataset.train_test_split(test_size=1_000, seed=12)\ntrain_dataset = dataset_dict[\"train\"]\neval_dataset = dataset_dict[\"test\"]\n# => Dataset({\n#     features: ['anchor', 'positive', 'negative],\n#     num_rows: 99000\n# })\n\nloss = losses.SpladeLoss(\n    model=model,\n    loss=losses.SparseMultipleNegativesRankingLoss(model=model),\n    query_regularizer_weight=query_regularizer_weight,  # Weight for query loss\n    document_regularizer_weight=document_regularizer_weight,  # Weight for document loss\n)\n```\n\n```{eval-rst}\n.. note::\n    Increasing the batch sizes usually yields better results, as the  task gets harder. It is more difficult to identify the correct duplicate question out of a set of 100 questions than out of a set of only 10 questions. So it is advisable to set the training batch size as large as possible. For sparse models, batch size might also be constrained by the memory required for gradient accumulation as the sparse representations are dense during backpropagation.\n\n.. note::\n    :class:`~sentence_transformers.sparse_encoder.losses.SparseMultipleNegativesRankingLoss` only works if *(a_i, b_j)* with j != i is actually a negative, non-duplicate question pair. In few instances, this assumption is wrong. But in the majority of cases, if we sample two random questions, they are not duplicates. If your dataset cannot fulfil this property,  :class:`~sentence_transformers.sparse_encoder.losses.SparseMultipleNegativesRankingLoss` might not work well.\n```\n"
  },
  {
    "path": "examples/sparse_encoder/training/quora_duplicate_questions/training_splade_quora.py",
    "content": "\"\"\"\nThis scripts demonstrates how to train a Sparse Encoder model for Information Retrieval.\n\nAs dataset, we use Quora Duplicates Questions, where we have pairs of duplicate questions.\n\nAs loss function, we use MultipleNegativesRankingLoss in the SpladeLoss. Here, we only need positive pairs, i.e., pairs of sentences/texts that are considered to be relevant. Our dataset looks like this (a_1, b_1), (a_2, b_2), ... with a_i / b_i a text and (a_i, b_i) are relevant (e.g. are duplicates).\n\nMultipleNegativesRankingLoss takes a random subset of these, for example (a_1, b_1), ..., (a_n, b_n). a_i and b_i are considered to be relevant and should be close in vector space. All other b_j (for i != j) are negative examples and the distance between a_i and b_j should be maximized. Note: MultipleNegativesRankingLoss only works if a random b_j is likely not to be relevant for a_i. This is the case for our duplicate questions dataset: If a sample randomly b_j, it is unlikely to be a duplicate of a_i.\n\n\"\"\"\n\nimport logging\nimport traceback\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import (\n    SparseEncoder,\n    SparseEncoderModelCardData,\n    SparseEncoderTrainer,\n    SparseEncoderTrainingArguments,\n)\nfrom sentence_transformers.evaluation import SequentialEvaluator\nfrom sentence_transformers.sparse_encoder import evaluation, losses\nfrom sentence_transformers.training_args import BatchSamplers\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n\ndef main():\n    model_name = \"distilbert/distilbert-base-uncased\"\n\n    train_batch_size = 12\n    num_epochs = 1\n\n    # 1a. Load a model to finetune with 1b. (Optional) model card data\n    model = SparseEncoder(\n        model_name,\n        model_card_data=SparseEncoderModelCardData(\n            language=\"en\",\n            license=\"apache-2.0\",\n            model_name=\"splade-distilbert-base-uncased trained on Quora Duplicates Questions\",\n        ),\n    )\n    model.max_seq_length = 256  # Set the max sequence length to 256 for the training\n    logging.info(\"Model max length: %s\", model.max_seq_length)\n\n    # 2a. Load the Quora Duplicate Questions dataset:  https://huggingface.co/datasets/sentence-transformers/quora-duplicates\n    logging.info(\"Read the Quora Duplicate Questions training dataset\")\n    full_dataset = load_dataset(\"sentence-transformers/quora-duplicates\", \"triplet\", split=\"train\").select(\n        range(100000)\n    )\n    dataset_dict = full_dataset.train_test_split(test_size=1_000, seed=12)\n    train_dataset = dataset_dict[\"train\"]\n    eval_dataset = dataset_dict[\"test\"]\n    logging.info(train_dataset)\n    logging.info(eval_dataset)\n\n    # 3. Define our training loss.\n    query_regularizer_weight = 5e-5\n    document_regularizer_weight = 3e-5\n\n    loss = losses.SpladeLoss(\n        model=model,\n        loss=losses.SparseMultipleNegativesRankingLoss(model=model),\n        query_regularizer_weight=query_regularizer_weight,  # Weight for query loss\n        document_regularizer_weight=document_regularizer_weight,  # Weight for document loss\n    )\n\n    # 4. Define an evaluators. We add 2 evaluators, that evaluate the model on Duplicate Questions pair classification,\n    # and NanoBeir with Duplicate Questions Information Retrieval\n    evaluators = []\n\n    duplicate_classes_dataset = load_dataset(\n        \"sentence-transformers/quora-duplicates\", \"pair-class\", split=\"train[-1000:]\"\n    )\n    binary_acc_evaluator = evaluation.SparseBinaryClassificationEvaluator(\n        sentences1=duplicate_classes_dataset[\"sentence1\"],\n        sentences2=duplicate_classes_dataset[\"sentence2\"],\n        labels=duplicate_classes_dataset[\"label\"],\n        name=\"quora_duplicates_dev\",\n        show_progress_bar=True,\n        similarity_fn_names=[\"cosine\", \"dot\", \"euclidean\", \"manhattan\"],\n    )\n    evaluators.append(binary_acc_evaluator)\n\n    nano_beir_evaluator = evaluation.SparseNanoBEIREvaluator(\n        dataset_names=[\"msmarco\", \"nq\", \"nfcorpus\", \"quoraretrieval\"],\n        show_progress_bar=True,\n        batch_size=train_batch_size,\n    )\n    evaluators.append(nano_beir_evaluator)\n\n    # Create a SequentialEvaluator. This SequentialEvaluator runs the 2 evaluators in a sequential order.\n    # We optimize the model with respect to the score from the last evaluator (scores[-1])\n    seq_evaluator = SequentialEvaluator(evaluators, main_score_function=lambda scores: scores[-1])\n\n    # 5. Define the training arguments\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    run_name = f\"splade-{short_model_name}-quora-duplicates\"\n    training_args = SparseEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=train_batch_size,\n        learning_rate=2e-5,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_NanoBEIR_mean_dot_ndcg@10\",\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=1650,\n        save_strategy=\"steps\",\n        save_steps=1650,\n        save_total_limit=2,\n        logging_steps=200,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=42,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = SparseEncoderTrainer(\n        model=model,\n        args=training_args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=seq_evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model, using the complete NanoBEIR dataset\n    test_evaluator = evaluation.SparseNanoBEIREvaluator(show_progress_bar=True, batch_size=train_batch_size)\n    test_evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = SparseEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/sparse_encoder/training/retrievers/README.md",
    "content": "# Information Retrieval\n\n```{eval-rst}\nSparse retriever models are often SPLADE models that map queries and documents to high-dimensional sparse vectors. Given a query, relevant documents are retrieved by computing the dot-product (or cosine similarity) between the query's sparse vector and the sparse vectors of all documents in a collection. This process is often made highly efficient using inverted indexes and algorithms to speed up the inference.\n\nMany sparse retriever models are trained on MS MARCO, and you can find an example of this training methodologies here: \n\n- `Sparse Encoder > Training Examples > MS MARCO <../ms_marco/README.html>`_\n```\n\nHowever, you will likely achieve the best results by training on your specific dataset. This page will outline example training scripts that you can adapt for your own data, focusing on sparse retrieval.\n\nExample scripts could be:\n\n- **[train_splade_gooaq.py](train_splade_gooaq.py)**:\n\n  ```{eval-rst}\n  This example uses :class:`~sentence_transformers.sparse_encoder.losses.SpladeLoss` (which internally uses :class:`~sentence_transformers.sparse_encoder.losses.SparseMultipleNegativesRankingLoss`) on (query, positive_passage) pair data mined from a dataset like `GooAQ <https://huggingface.co/datasets/sentence-transformers/gooaq>`_. The goal is to train a SPLADE models where the query and its positive_passage have high similarity, and are dissimilar to other passages in the batch (in-batch negatives).\n\n  The model would be evaluated on its retrieval performance on datasets like `MS MARCO <https://huggingface.co/datasets/sentence-transformers/NanoMSMARCO-bm25>`_, `NFCorpus <https://huggingface.co/datasets/sentence-transformers/NanoNFCorpus-bm25>`_, or `NQ <https://huggingface.co/datasets/sentence-transformers/NanoNQ-bm25>`_ using appropriate retrieval metrics (e.g., nDCG@k, MRR@k) via an evaluator like :class:`~sentence_transformers.sparse_encoder.evaluation.SparseNanoBEIREvaluator`.\n  ```\n\n- **[train_splade_nq.py](train_splade_nq.py)**:\n\n  ```{eval-rst}\n  This example also uses :class:`~sentence_transformers.sparse_encoder.losses.SpladeLoss` (similarly utilizing :class:`~sentence_transformers.sparse_encoder.losses.SparseMultipleNegativesRankingLoss`) and trains on the `NQ (natural questions) <https://huggingface.co/datasets/sentence-transformers/natural-questions>`_ dataset. It showcases an alternative configuration or approach for training SPLADE models on question-answering data for sparse retrieval.\n  ```\n\n- **[train_splade_nq_cached.py](train_splade_nq_cached.py)**:\n\n  ```{eval-rst}\n  This example is similar to the last one, but uses :class:`~sentence_transformers.sparse_encoder.losses.CachedSpladeLoss` to get much larger batch sizes (e.g. 512 instead of 16) during training without increasing GPU memory usage. Because :class:`~sentence_transformers.sparse_encoder.losses.SparseMultipleNegativesRankingLoss` benefits greatly from larger batch sizes (more in-batch negatives), this results in better retrieval performance.\n  ```\n\n- **[train_csr_nq.py](train_csr_nq.py)**:\n\n  ```{eval-rst}\n  This example uses :class:`~sentence_transformers.sparse_encoder.losses.CSRLoss` (which internally uses :class:`~sentence_transformers.sparse_encoder.losses.SparseMultipleNegativesRankingLoss`) for sparse retrievers. It trains on data from datasets like `NQ (natural questions) <https://huggingface.co/datasets/sentence-transformers/natural-questions>`_. The script demonstrates how to train a sparse model with a SparseAutoEncoder head on top of a SentenceTransformer model for retrieval tasks.\n  ```\n\n## SparseMultipleNegativesRankingLoss (MNRL)\n\n```{eval-rst}\nThe :class:`~sentence_transformers.sparse_encoder.losses.SparseMultipleNegativesRankingLoss` is a very common and effective loss for training  sparse models for retrieval. It takes (query, positive_document) pairs. For each query in a batch, its corresponding positive_document is considered a positive, and all other documents (from other pairs in the batch) are considered negatives (in-batch negatives). The loss aims to maximize the similarity score (e.g., dot-product) between the query and its positive_document, while minimizing the similarity scores between the query and all negative_documents.\n\nFor sparse models, the output embeddings are sparse, and the similarity is typically a dot product. It's crucial to have a large enough batch size to provide a sufficient number of informative negatives.\n```\n\n## Inference & Evaluation\n\nOnce a sparse retriever is trained, you would typically encode your entire document corpus into sparse vectors and store them in an efficient index (e.g., an inverted index).\n\nGiven a new query:\n\n1. Encode the query into its sparse vector using the trained sparse retriever.\n1. Use this query vector to search the indexed document vectors to find the top-k most similar documents (highest dot-product scores).\n\nAn example of how inference might look (conceptual):\n\n```python\nfrom sentence_transformers import SparseEncoder, util\n\n# 1. Load my trained SparseEncoder model\nmodel = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n\n# 2. Encode a corpus of texts using the SparseEncoder model\ncorpus = [\n    \"A man is eating food.\",\n    \"A man is eating a piece of bread.\",\n    \"The girl is carrying a baby.\",\n    \"A man is riding a horse.\",\n    \"A woman is playing violin.\",\n    \"Two men pushed carts through the woods.\",\n    \"A man is riding a white horse on an enclosed ground.\",\n    \"A monkey is playing drums.\",\n    \"A cheetah is running behind its prey.\",\n]\n\n# Use \"convert_to_tensor=True\" to keep the tensors on GPU (if available)\ncorpus_embeddings = model.encode(corpus, convert_to_tensor=True)\n\n# 3. Encode the user queries using the same SparseEncoder model\nqueries = [\n    \"A man is eating pasta.\",\n    \"Someone in a gorilla costume is playing a set of drums.\",\n    \"A cheetah chases prey on across a field.\",\n]\nquery_embeddings = model.encode(queries, convert_to_tensor=True)\n\n# 4. Use the similarity function to compute the similarity scores between the query and corpus embeddings\ntop_k = min(5, len(corpus))  # Find at most 5 sentences of the corpus for each query sentence\nresults = util.semantic_search(query_embeddings, corpus_embeddings, top_k=top_k, score_function=model.similarity)\n\n# 5. Sort the results and print the top 5 most similar sentences for each query\nfor query_id, query in enumerate(queries):\n    pointwise_scores = model.intersection(query_embeddings[query_id], corpus_embeddings)\n\n    print(f\"Query: {query}\")\n    for res in results[query_id]:\n        corpus_id, score = res.values()\n        sentence = corpus[corpus_id]\n\n        pointwise_score = model.decode(pointwise_scores[corpus_id], top_k=10)\n\n        token_scores = \", \".join([f'(\"{token.strip()}\", {value:.2f})' for token, value in pointwise_score])\n\n        print(f\"Score: {score:.4f} - Sentence: {sentence} - Top influential tokens: {token_scores}\")\n    print(\"\")\n\n\"\"\"\nQuery: A man is eating pasta.\nScore: 21.0064 - Sentence: A man is eating food. - Top influential tokens: (\"man\", 5.48), (\"eating\", 3.83), (\"eat\", 3.15), (\"men\", 3.12), (\"food\", 1.78), (\"male\", 0.87), (\"person\", 0.62), (\"a\", 0.39), (\"hunger\", 0.28), (\"meat\", 0.27)\nScore: 18.2966 - Sentence: A man is eating a piece of bread. - Top influential tokens: (\"man\", 4.85), (\"eating\", 3.49), (\"eat\", 3.02), (\"men\", 2.74), (\"male\", 0.68), (\"food\", 0.66), (\"person\", 0.58), (\"a\", 0.51), (\"meat\", 0.36), (\"culture\", 0.27)\nScore: 10.1537 - Sentence: A man is riding a horse. - Top influential tokens: (\"man\", 4.85), (\"men\", 3.11), (\"male\", 0.68), (\"a\", 0.60), (\"person\", 0.59), (\"animal\", 0.21), (\"adam\", 0.04), (\"sex\", 0.03), (\"god\", 0.02), (\"who\", 0.01)\nScore: 6.5993 - Sentence: A man is riding a white horse on an enclosed ground. - Top influential tokens: (\"man\", 3.31), (\"men\", 1.58), (\"a\", 0.51), (\"male\", 0.41), (\"person\", 0.34), (\"on\", 0.17), (\"animal\", 0.16), (\"wearing\", 0.04), (\"god\", 0.04), (\"culture\", 0.02)\nScore: 5.2185 - Sentence: Two men pushed carts through the woods. - Top influential tokens: (\"men\", 2.60), (\"man\", 2.51), (\"a\", 0.09), (\"murder\", 0.01), (\"said\", 0.00)\n\nQuery: Someone in a gorilla costume is playing a set of drums.\nScore: 16.4688 - Sentence: A monkey is playing drums. - Top influential tokens: (\"drums\", 4.38), (\"drum\", 2.27), (\"play\", 2.16), (\"playing\", 1.77), (\"drummer\", 0.80), (\"dance\", 0.63), (\"monkey\", 0.55), (\"music\", 0.48), (\"a\", 0.40), (\"sound\", 0.39)\nScore: 8.6239 - Sentence: A woman is playing violin. - Top influential tokens: (\"play\", 2.12), (\"playing\", 1.79), (\"person\", 0.67), (\"dance\", 0.58), (\"music\", 0.55), (\"instrument\", 0.52), (\"guitar\", 0.39), (\"a\", 0.35), (\"wearing\", 0.32), (\"player\", 0.21)\nScore: 2.7615 - Sentence: A man is riding a horse. - Top influential tokens: (\"person\", 0.91), (\"a\", 0.49), (\"man\", 0.45), (\"animal\", 0.37), (\"sport\", 0.32), (\"savage\", 0.10), (\"billy\", 0.06), (\"dance\", 0.02), (\"god\", 0.01), (\"hunting\", 0.01)\nScore: 2.4471 - Sentence: A man is eating a piece of bread. - Top influential tokens: (\"person\", 0.90), (\"man\", 0.45), (\"a\", 0.42), (\"someone\", 0.29), (\"animal\", 0.08), (\"god\", 0.07), (\"ritual\", 0.07), (\"culture\", 0.07), (\"something\", 0.05), (\"who\", 0.03)\nScore: 2.3295 - Sentence: A man is riding a white horse on an enclosed ground. - Top influential tokens: (\"person\", 0.53), (\"a\", 0.42), (\"man\", 0.31), (\"sport\", 0.27), (\"animal\", 0.27), (\"savage\", 0.09), (\"character\", 0.09), (\"wearing\", 0.07), (\"symbol\", 0.07), (\"hunting\", 0.05)\n\nQuery: A cheetah chases prey on across a field.\nScore: 16.3185 - Sentence: A cheetah is running behind its prey. - Top influential tokens: (\"che\", 3.80), (\"##eta\", 3.72), (\"prey\", 2.77), (\"hunting\", 0.75), (\"behavior\", 0.70), (\"##h\", 0.62), (\"movement\", 0.45), (\"animal\", 0.33), (\"predator\", 0.30), (\"chasing\", 0.29)\nScore: 1.9917 - Sentence: A monkey is playing drums. - Top influential tokens: (\"animal\", 0.43), (\"a\", 0.41), (\"behavior\", 0.28), (\"movement\", 0.18), (\"bird\", 0.17), (\"dance\", 0.16), (\"species\", 0.07), (\"dog\", 0.06), (\"game\", 0.05), (\"they\", 0.05)\nScore: 1.4335 - Sentence: A man is riding a white horse on an enclosed ground. - Top influential tokens: (\"a\", 0.43), (\"animal\", 0.35), (\"hunting\", 0.21), (\"movement\", 0.17), (\"breed\", 0.12), (\"sport\", 0.08), (\"bird\", 0.04), (\"dog\", 0.02)\nScore: 1.4071 - Sentence: A man is riding a horse. - Top influential tokens: (\"a\", 0.51), (\"animal\", 0.48), (\"movement\", 0.27), (\"sport\", 0.10), (\"hunting\", 0.04), (\"dance\", 0.01)\nScore: 1.3531 - Sentence: Two men pushed carts through the woods. - Top influential tokens: (\"hunting\", 0.49), (\"cross\", 0.41), (\"move\", 0.22), (\"escape\", 0.08), (\"a\", 0.07), (\"across\", 0.05), (\"obstacle\", 0.01), (\"deer\", 0.01), (\"they\", 0.01)\n\"\"\"\n```\n\n```{eval-rst}\nEvaluation is typically done using standard information retrieval metrics like nDCG@k, MRR@k, Recall@k, and Precision@k on benchmark datasets. The :class:`~sentence_transformers.sparse_encoder.evaluation.SparseInformationRetrievalEvaluator` can be used for this purpose.\n```\n"
  },
  {
    "path": "examples/sparse_encoder/training/retrievers/train_csr_nq.py",
    "content": "\"\"\"\nThis example trains a SparseEncoder for the Natural Questions (NQ) dataset.\nThe training script fine-tunes a SparseEncoder using the CSR loss function for retrieval.\nIt loads a subset of the Natural Questions dataset, splits it into training and evaluation subsets,\nand trains the model as a retriever. After training, the model is evaluated and saved locally,\nwith an optional step to push the trained model to the Hugging Face Hub.\n\nUsage:\npython train_csr_nq.py\n\"\"\"\n\nimport logging\nimport traceback\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import (\n    SparseEncoder,\n    SparseEncoderModelCardData,\n    SparseEncoderTrainer,\n    SparseEncoderTrainingArguments,\n    util,\n)\nfrom sentence_transformers.evaluation import SequentialEvaluator\nfrom sentence_transformers.sparse_encoder import evaluation, losses\nfrom sentence_transformers.training_args import BatchSamplers\n\n# Set up logging\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n\ndef main():\n    model_name = \"mixedbread-ai/mxbai-embed-large-v1\"\n\n    train_batch_size = 64\n    num_epochs = 1\n\n    # 1a. Load a model to finetune with 1b. (Optional) model card data and the cosine similarity function,\n    # as most pretrained dense embedding models are trained with cosine similarity.\n    model = SparseEncoder(\n        model_name,\n        model_card_data=SparseEncoderModelCardData(\n            language=\"en\",\n            license=\"apache-2.0\",\n            model_name=\"Sparse CSR model trained on Natural Questions\",\n        ),\n        similarity_fn_name=\"cosine\",\n    )\n\n    # Freeze the first module of the model, i.e. the encoder, & print the number of (trainable) parameters\n    model[0].requires_grad_(False)\n    num_params = sum(p.numel() for p in model.parameters())\n    num_trainable_params = sum(p.numel() for p in model.parameters() if p.requires_grad)\n    print(\n        f\"Total parameters: {num_params:,}, Trainable parameters: {num_trainable_params:,}, Trainable ratio: {num_trainable_params / num_params:.2%}\"\n    )\n\n    # 2a. Load the NQ dataset: https://huggingface.co/datasets/sentence-transformers/natural-questions\n    logging.info(\"Read the Natural Questions training dataset\")\n    full_dataset = load_dataset(\"sentence-transformers/natural-questions\", split=\"train\").select(range(100_000))\n    dataset_dict = full_dataset.train_test_split(test_size=1_000, seed=12)\n    train_dataset = dataset_dict[\"train\"]\n    eval_dataset = dataset_dict[\"test\"]\n    logging.info(train_dataset)\n    logging.info(eval_dataset)\n\n    # 3. Define our training loss. We use the Cosine Similarity similarity as the pretrained model was also trained with it.\n    # The scale of 20 is common for MultipleNegativesRankingLoss with cosine similarity.\n    # The lower gamma gives higher weight to the high-sparsity performance, whereas a higher gamma would give more weight\n    # to the low-sparsity performance.\n    loss = losses.CSRLoss(\n        model=model,\n        loss=losses.SparseMultipleNegativesRankingLoss(model=model, scale=20.0, similarity_fct=util.cos_sim),\n        gamma=0.1,\n    )\n\n    # 4. Define evaluator. This is useful to keep track of alongside the evaluation loss.\n    evaluators = []\n    for k_dim in [4, 8, 16, 32, 64, 128, 256]:\n        queries = dict(enumerate(eval_dataset[\"query\"]))\n        corpus = dict(enumerate(eval_dataset[\"answer\"]))\n        relevant_docs = {index: [index] for index in range(len(eval_dataset[\"query\"]))}\n        evaluator = evaluation.SparseInformationRetrievalEvaluator(\n            queries=queries,\n            corpus=corpus,\n            relevant_docs=relevant_docs,\n            max_active_dims=k_dim,\n            batch_size=train_batch_size,\n            name=f\"nq_eval_{k_dim}\",\n        )\n        evaluators.append(evaluator)\n    dev_evaluator = SequentialEvaluator(evaluators, main_score_function=lambda scores: scores[-1])\n    dev_evaluator(model)\n\n    # 5. Define the training arguments\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    run_name = f\"csr-{short_model_name}-nq\"\n    training_args = SparseEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=train_batch_size,\n        learning_rate=4e-5,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=300,\n        save_strategy=\"steps\",\n        save_steps=300,\n        save_total_limit=3,\n        logging_steps=100,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n    )\n\n    # 6. Create the trainer & start training\n    trainer = SparseEncoderTrainer(\n        model=model,\n        args=training_args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=dev_evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model again\n    dev_evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = SparseEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/sparse_encoder/training/retrievers/train_splade_gooaq.py",
    "content": "\"\"\"\nThis example trains a SparseEncoder for the GooAQ dataset.\nThe training script fine-tunes a SparseEncoder using the Splade loss function for retrieval.\nIt loads a subset of the GooAQ dataset, splits it into training and evaluation subsets,\nand trains the model as a retriever. After training, the model is evaluated and saved locally,\nwith an optional step to push the trained model to the Hugging Face Hub.\n\nUsage:\npython train_splade_gooaq.py\n\"\"\"\n\nimport logging\nimport traceback\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import (\n    SparseEncoder,\n    SparseEncoderModelCardData,\n    SparseEncoderTrainer,\n    SparseEncoderTrainingArguments,\n)\nfrom sentence_transformers.sparse_encoder import evaluation, losses\nfrom sentence_transformers.training_args import BatchSamplers\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n\ndef main():\n    model_name = \"distilbert/distilbert-base-uncased\"\n\n    train_batch_size = 32\n    num_epochs = 1\n\n    # 1a. Load a model to finetune with 1b. (Optional) model card data\n    model = SparseEncoder(\n        model_name,\n        model_card_data=SparseEncoderModelCardData(\n            language=\"en\",\n            license=\"apache-2.0\",\n            model_name=\"splade-distilbert-base-uncased trained on GooAQ\",\n        ),\n    )\n    model.max_seq_length = 256  # Set the max sequence length to 256 for the training\n    logging.info(\"Model max length: %s\", model.max_seq_length)\n\n    # 2a. Load the GooAQ dataset: https://huggingface.co/datasets/sentence-transformers/gooaq\n    logging.info(\"Read the gooaq training dataset\")\n    full_dataset = load_dataset(\"sentence-transformers/gooaq\", split=\"train\").select(range(100_000))\n    dataset_dict = full_dataset.train_test_split(test_size=1_000, seed=12)\n    train_dataset = dataset_dict[\"train\"]\n    eval_dataset = dataset_dict[\"test\"]\n    logging.info(train_dataset)\n    logging.info(eval_dataset)\n\n    # 3. Define our training loss.\n    query_regularizer_weight = 5e-5\n    document_regularizer_weight = 3e-5\n\n    loss = losses.SpladeLoss(\n        model=model,\n        loss=losses.SparseMultipleNegativesRankingLoss(model=model),\n        query_regularizer_weight=query_regularizer_weight,  # Weight for query loss\n        document_regularizer_weight=document_regularizer_weight,  # Weight for document loss\n    )\n\n    # 4. Define evaluator. We use the SparseNanoBEIREvaluator, which is a light-weight evaluator\n    evaluator = evaluation.SparseNanoBEIREvaluator(\n        dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], show_progress_bar=True, batch_size=train_batch_size\n    )\n\n    # 5. Define the training arguments\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    run_name = f\"splade-{short_model_name}-gooaq\"\n    training_args = SparseEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=train_batch_size,\n        learning_rate=2e-5,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n        load_best_model_at_end=True,\n        metric_for_best_model=\"eval_NanoBEIR_mean_dot_ndcg@10\",\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=610,\n        save_strategy=\"steps\",\n        save_steps=610,\n        save_total_limit=2,\n        logging_steps=100,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=42,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = SparseEncoderTrainer(\n        model=model,\n        args=training_args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model, using the complete NanoBEIR dataset\n    test_evaluator = evaluation.SparseNanoBEIREvaluator(show_progress_bar=True, batch_size=train_batch_size)\n    test_evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = SparseEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/sparse_encoder/training/retrievers/train_splade_nq.py",
    "content": "\"\"\"\nThis example trains a SparseEncoder for the Natural Questions (NQ) dataset.\nThe training script fine-tunes a SparseEncoder using the Splade loss function for retrieval.\nIt loads a subset of the Natural Questions dataset, splits it into training and evaluation subsets,\nand trains the model as a retriever. After training, the model is evaluated and saved locally,\nwith an optional step to push the trained model to the Hugging Face Hub.\n\nUsage:\npython train_splade_nq.py\n\"\"\"\n\nimport logging\nimport traceback\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import (\n    SparseEncoder,\n    SparseEncoderModelCardData,\n    SparseEncoderTrainer,\n    SparseEncoderTrainingArguments,\n)\nfrom sentence_transformers.sparse_encoder import evaluation, losses\nfrom sentence_transformers.training_args import BatchSamplers\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n\ndef main():\n    model_name = \"distilbert/distilbert-base-uncased\"\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    global_batch_size = 16\n\n    # 1a. Load a model to finetune with 1b. (Optional) model card data\n    model = SparseEncoder(\n        model_name,\n        model_card_data=SparseEncoderModelCardData(\n            language=\"en\",\n            license=\"apache-2.0\",\n            model_name=f\"splade-{short_model_name} trained on Natural Questions\",\n        ),\n    )\n    model.max_seq_length = 256  # Set the max sequence length to 256 for the training\n    logging.info(\"Model max length: %s\", model.max_seq_length)\n\n    # 2. Load the NQ dataset: https://huggingface.co/datasets/sentence-transformers/natural-questions\n    logging.info(\"Read the Natural Questions training dataset\")\n    full_dataset = load_dataset(\"sentence-transformers/natural-questions\", split=\"train\").select(range(100_000))\n    dataset_dict = full_dataset.train_test_split(test_size=1_000, seed=12)\n    train_dataset = dataset_dict[\"train\"]\n    eval_dataset = dataset_dict[\"test\"]\n    logging.info(train_dataset)\n    logging.info(eval_dataset)\n\n    # 3. Define our training loss.\n    query_regularizer_weight = 5e-5\n    document_regularizer_weight = 3e-5\n\n    loss = losses.SpladeLoss(\n        model=model,\n        loss=losses.SparseMultipleNegativesRankingLoss(model=model),\n        query_regularizer_weight=query_regularizer_weight,  # Weight for query loss\n        document_regularizer_weight=document_regularizer_weight,  # Weight for document loss\n    )\n\n    # 4. Define evaluator. We use the SparseNanoBEIREvaluator, which is a light-weight evaluator\n    evaluator = evaluation.SparseNanoBEIREvaluator(\n        dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], show_progress_bar=True, batch_size=global_batch_size\n    )\n    evaluator(model)\n\n    # 5. Define the training arguments\n    run_name = f\"splade-{short_model_name}-nq\"\n    training_args = SparseEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=1,\n        per_device_train_batch_size=global_batch_size,\n        per_device_eval_batch_size=global_batch_size,\n        warmup_ratio=0.1,\n        learning_rate=2e-6,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=0.2,\n        save_strategy=\"steps\",\n        save_steps=0.2,\n        save_total_limit=2,\n        logging_steps=0.05,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        # Uncomment the following lines to enable loading the best model at the end of training based on evaluation performance\n        # load_best_model_at_end=True,\n        # metric_for_best_model=\"eval_NanoBEIR_mean_dot_ndcg@10\",\n    )\n\n    # 6. Create the trainer & start training\n    trainer = SparseEncoderTrainer(\n        model=model,\n        args=training_args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model again\n    evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = SparseEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/sparse_encoder/training/retrievers/train_splade_nq_cached.py",
    "content": "\"\"\"\nThis example trains a SparseEncoder for the Natural Questions (NQ) dataset.\nThe training script fine-tunes a SparseEncoder using the Splade loss function for retrieval.\nIt loads a subset of the Natural Questions dataset, splits it into training and evaluation subsets,\nand trains the model as a retriever. After training, the model is evaluated and saved locally,\nwith an optional step to push the trained model to the Hugging Face Hub.\n\nUsage:\npython train_splade_nq.py\n\"\"\"\n\nimport logging\nimport traceback\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import (\n    SparseEncoder,\n    SparseEncoderModelCardData,\n    SparseEncoderTrainer,\n    SparseEncoderTrainingArguments,\n)\nfrom sentence_transformers.sparse_encoder import evaluation, losses\nfrom sentence_transformers.training_args import BatchSamplers\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n\ndef main():\n    model_name = \"distilbert/distilbert-base-uncased\"\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n    global_batch_size = 512\n    mini_batch_size = 32\n\n    # 1a. Load a model to finetune with 1b. (Optional) model card data\n    model = SparseEncoder(\n        model_name,\n        model_card_data=SparseEncoderModelCardData(\n            language=\"en\",\n            license=\"apache-2.0\",\n            model_name=f\"splade-{short_model_name} trained on Natural Questions\",\n        ),\n    )\n    model.max_seq_length = 256  # Set the max sequence length to 256 for the training\n    logging.info(\"Model max length: %s\", model.max_seq_length)\n\n    # 2. Load the NQ dataset: https://huggingface.co/datasets/sentence-transformers/natural-questions\n    logging.info(\"Read the Natural Questions training dataset\")\n    full_dataset = load_dataset(\"sentence-transformers/natural-questions\", split=\"train\").select(range(100_000))\n    dataset_dict = full_dataset.train_test_split(test_size=1_000, seed=12)\n    train_dataset = dataset_dict[\"train\"]\n    eval_dataset = dataset_dict[\"test\"]\n    logging.info(train_dataset)\n    logging.info(eval_dataset)\n\n    # 3. Define our training loss.\n    query_regularizer_weight = 5e-5\n    document_regularizer_weight = 3e-5\n\n    loss = losses.CachedSpladeLoss(\n        model=model,\n        loss=losses.SparseMultipleNegativesRankingLoss(model=model),\n        mini_batch_size=mini_batch_size,\n        query_regularizer_weight=query_regularizer_weight,  # Weight for query loss\n        document_regularizer_weight=document_regularizer_weight,  # Weight for document loss\n    )\n\n    # 4. Define evaluator. We use the SparseNanoBEIREvaluator, which is a light-weight evaluator\n    evaluator = evaluation.SparseNanoBEIREvaluator(\n        dataset_names=[\"msmarco\", \"nfcorpus\", \"nq\"], show_progress_bar=True, batch_size=mini_batch_size\n    )\n    evaluator(model)\n\n    # 5. Define the training arguments\n    run_name = f\"splade-{short_model_name}-nq-512bs\"\n    training_args = SparseEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=1,\n        per_device_train_batch_size=global_batch_size,\n        per_device_eval_batch_size=global_batch_size,\n        warmup_ratio=0.1,\n        learning_rate=1e-5,  # NOTE: The learning rate is much higher to account for the higher batch size\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        batch_sampler=BatchSamplers.NO_DUPLICATES,  # MultipleNegativesRankingLoss benefits from no duplicate samples in a batch\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=0.2,\n        save_strategy=\"steps\",\n        save_steps=0.2,\n        save_total_limit=2,\n        logging_steps=0.05,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        # Uncomment the following lines to enable loading the best model at the end of training based on evaluation performance\n        # load_best_model_at_end=True,\n        # metric_for_best_model=\"eval_NanoBEIR_mean_dot_ndcg@10\",\n    )\n\n    # 6. Create the trainer & start training\n    trainer = SparseEncoderTrainer(\n        model=model,\n        args=training_args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the final model again\n    evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = SparseEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "examples/sparse_encoder/training/sts/README.md",
    "content": "# Semantic Textual Similarity\n\nSemantic Textual Similarity (STS) assigns a score on the similarity of two texts. In this example, we use the [stsb](https://huggingface.co/datasets/sentence-transformers/stsb) dataset as training data to fine-tune our sparse encoder model. See the following example scripts how to tune a SparseEncoder, and especially fine-tune a splade model on STS data:\n\n- **[train_splade_stsbenchmark.py](train_splade_stsbenchmark.py)** - This example shows how to fine-tune a splade model already pre-trained by using a pre-trained splade model (e.g. [`splade-cocondenser-ensembledistil`](https://huggingface.co/naver/splade-cocondenser-ensembledistil)) and fine tuning it to get better result on this specific task.\n\n## Training data\n\n```{eval-rst}\nIn STS, we have sentence pairs annotated together with a score indicating the similarity. In the original STSbenchmark dataset, the scores range from 0 to 5. They have been normalized to range between 0 and 1 in `stsb <https://huggingface.co/datasets/sentence-transformers/stsb>`_, as that is required for :class:`~sentence_transformers.sparse_encoder.losses.SparseCosineSimilarityLoss` as you can see in the `Loss Overiew <../../../../docs/sparse_encoder/loss_overview.html>`_.\n```\n\nHere is a simplified version of our training data:\n\n```python\nfrom datasets import Dataset\n\nsentence1_list = [\"My first sentence\", \"Another pair\"]\nsentence2_list = [\"My second sentence\", \"Unrelated sentence\"]\nlabels_list = [0.8, 0.3]\ntrain_dataset = Dataset.from_dict({\n    \"sentence1\": sentence1_list,\n    \"sentence2\": sentence2_list,\n    \"label\": labels_list,\n})\n# => Dataset({\n#     features: ['sentence1', 'sentence2', 'label'],\n#     num_rows: 2\n# })\nprint(train_dataset[0])\n# => {'sentence1': 'My first sentence', 'sentence2': 'My second sentence', 'label': 0.8}\nprint(train_dataset[1])\n# => {'sentence1': 'Another pair', 'sentence2': 'Unrelated sentence', 'label': 0.3}\n```\n\nIn the aforementioned script, we directly load the [stsb](https://huggingface.co/datasets/sentence-transformers/stsb) dataset:\n\n```python\nfrom datasets import load_dataset\n\ntrain_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"train\")\n# => Dataset({\n#     features: ['sentence1', 'sentence2', 'score'],\n#     num_rows: 5749\n# })\n```\n\n## Loss Function\n\n```{eval-rst}\nWe use :class:`~sentence_transformers.sparse_encoder.losses.SparseCosineSimilarityLoss` as our loss function.\n```\n\nFor each sentence pair, we pass sentence A and sentence B through the sparse encoder model, which yields the sparse embeddings *u* und *v*. The similarity of these embeddings is computed using cosine similarity and the result is compared to the gold similarity score. Note that the two sentences are fed through the same model rather than two separate models. In particular, the cosine similarity for similar texts is maximized and the cosine similarity for dissimilar texts is minimized. This allows our model to be fine-tuned and to recognize the similarity of sentences.\n\nFor more details, see [Sentence-BERT: Sentence Embeddings using Siamese BERT-Networks](https://huggingface.co/papers/1908.10084).\n"
  },
  {
    "path": "examples/sparse_encoder/training/sts/train_splade_stsbenchmark.py",
    "content": "\"\"\"\nThis example trains a SparseEncoder for the Semantic Textual Similarity Benchmark dataset.\nThe training script fine-tunes a SparseEncoder using the Splade loss function for retrieval.\nIt loads a Semantic Textual Similarity Benchmark dataset, splits it into training and evaluation subsets,\nand he model is evaluated on the test/eval dataset. After training, the model is evaluated and\nsaved locally, with an optional step to push the trained model to the Hugging Face Hub.\n\nUsage:\npython train_splade_stsbenchmark.py\n\"\"\"\n\nimport logging\nimport traceback\n\nfrom datasets import load_dataset\n\nfrom sentence_transformers import (\n    SparseEncoder,\n    SparseEncoderModelCardData,\n    SparseEncoderTrainer,\n    SparseEncoderTrainingArguments,\n)\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.sparse_encoder import evaluation, losses\n\n# Set the log level to INFO to get more information\nlogging.basicConfig(format=\"%(asctime)s - %(message)s\", datefmt=\"%Y-%m-%d %H:%M:%S\", level=logging.INFO)\n\n\ndef main():\n    model_name = \"naver/splade-cocondenser-ensembledistil\"\n    short_model_name = model_name if \"/\" not in model_name else model_name.split(\"/\")[-1]\n\n    train_batch_size = 16\n    num_epochs = 1\n\n    # 1a. Load a model to finetune with 1b. (Optional) model card data\n    model = SparseEncoder(\n        model_name,\n        model_card_data=SparseEncoderModelCardData(\n            language=\"en\",\n            license=\"apache-2.0\",\n            model_name=f\"{short_model_name} trained on STS\",\n        ),\n        similarity_fn_name=\"dot\",  # or cosine but anyway in the evaluator cosine is used\n    )\n    model.max_seq_length = 256  # Set the max sequence length to 256 for the training\n    logging.info(\"Model max length: %s\", model.max_seq_length)\n\n    # 2. Load the STSB dataset: https://huggingface.co/datasets/sentence-transformers/stsb\n    train_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"train\")\n    eval_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"validation\")\n    test_dataset = load_dataset(\"sentence-transformers/stsb\", split=\"test\")\n    logging.info(train_dataset)\n\n    # 3. Define our training loss.\n    document_regularizer_weight = 3e-3\n    loss = losses.SpladeLoss(\n        model=model,\n        loss=losses.SparseCosineSimilarityLoss(model=model),\n        document_regularizer_weight=document_regularizer_weight,  # Weight for FLOPS (sparsity) loss, higher is sparser\n        use_document_regularizer_only=True,\n    )\n\n    # 4. Before and during training, we use SparseEmbeddingSimilarityEvaluator to measure the performance on the dev set\n    dev_evaluator = evaluation.SparseEmbeddingSimilarityEvaluator(\n        sentences1=eval_dataset[\"sentence1\"],\n        sentences2=eval_dataset[\"sentence2\"],\n        scores=eval_dataset[\"score\"],\n        main_similarity=SimilarityFunction.COSINE,\n        name=\"sts-dev\",\n    )\n    dev_evaluator(model)\n\n    # 5. Define the training arguments\n    run_name = f\"{short_model_name}-sts\"\n    training_args = SparseEncoderTrainingArguments(\n        # Required parameter:\n        output_dir=f\"models/{run_name}\",\n        # Optional training parameters:\n        num_train_epochs=num_epochs,\n        per_device_train_batch_size=train_batch_size,\n        per_device_eval_batch_size=train_batch_size,\n        learning_rate=5e-5,\n        fp16=False,  # Set to False if you get an error that your GPU can't run on FP16\n        bf16=True,  # Set to True if you have a GPU that supports BF16\n        # Optional tracking/debugging parameters:\n        eval_strategy=\"steps\",\n        eval_steps=100,\n        save_strategy=\"steps\",\n        save_steps=100,\n        save_total_limit=2,\n        logging_steps=100,\n        run_name=run_name,  # Will be used in W&B if `wandb` is installed\n        seed=42,\n    )\n\n    # 6. Create the trainer & start training\n    trainer = SparseEncoderTrainer(\n        model=model,\n        args=training_args,\n        train_dataset=train_dataset,\n        eval_dataset=eval_dataset,\n        loss=loss,\n        evaluator=dev_evaluator,\n    )\n    trainer.train()\n\n    # 7. Evaluate the model performance on the STS Benchmark test dataset\n    test_evaluator = evaluation.SparseEmbeddingSimilarityEvaluator(\n        sentences1=test_dataset[\"sentence1\"],\n        sentences2=test_dataset[\"sentence2\"],\n        scores=test_dataset[\"score\"],\n        main_similarity=SimilarityFunction.COSINE,\n        name=\"sts-test\",\n    )\n    test_evaluator(model)\n\n    # 8. Save the final model\n    final_output_dir = f\"models/{run_name}/final\"\n    model.save_pretrained(final_output_dir)\n\n    # 9. (Optional) save the model to the Hugging Face Hub!\n    # It is recommended to run `huggingface-cli login` to log into your Hugging Face account first\n    try:\n        model.push_to_hub(run_name)\n    except Exception:\n        logging.error(\n            f\"Error uploading model to the Hugging Face Hub:\\n{traceback.format_exc()}To upload it manually, you can run \"\n            f\"`huggingface-cli login`, followed by loading the model using `model = CrossEncoder({final_output_dir!r})` \"\n            f\"and saving it using `model.push_to_hub('{run_name}')`.\"\n        )\n\n\nif __name__ == \"__main__\":\n    main()\n"
  },
  {
    "path": "index.rst",
    "content": "\n.. note::\n\n   Sentence Transformers v5.3 recently released, introducing alternative InfoNCE formulations and hardness weighting for :class:`~sentence_transformers.losses.MultipleNegativesRankingLoss`, new :class:`~sentence_transformers.losses.GlobalOrthogonalRegularizationLoss` and :class:`~sentence_transformers.sparse_encoder.losses.CachedSpladeLoss` losses, a faster hashed batch sampler, and more. Read the `v5.3 Release Notes <https://github.com/huggingface/sentence-transformers/releases/tag/v5.3.0>`_ for more information.\n\nSentenceTransformers Documentation\n==================================\n\nSentence Transformers (a.k.a. SBERT) is the go-to Python module for accessing, using, and training state-of-the-art embedding and reranker models.\nIt can be used to compute embeddings using Sentence Transformer models (`quickstart <docs/quickstart.html#sentence-transformer>`_), to calculate similarity scores using Cross-Encoder (a.k.a. reranker) models (`quickstart <docs/quickstart.html#cross-encoder>`_), or to generate sparse embeddings using Sparse Encoder models (`quickstart <docs/quickstart.html#sparse-encoder>`_). This unlocks a wide range of applications, including `semantic search <examples/sentence_transformer/applications/semantic-search/README.html>`_, `semantic textual similarity <docs/sentence_transformer/usage/semantic_textual_similarity.html>`_, and `paraphrase mining <examples/sentence_transformer/applications/paraphrase-mining/README.html>`_.\n\nA wide selection of over `10,000 pre-trained Sentence Transformers models <https://huggingface.co/models?library=sentence-transformers>`_ are available for immediate use on 🤗 Hugging Face, including many of the state-of-the-art models from the `Massive Text Embeddings Benchmark (MTEB) leaderboard <https://huggingface.co/spaces/mteb/leaderboard>`_. Additionally, it is easy to train or finetune your own `embedding models <docs/sentence_transformer/training_overview.html>`_, `reranker models <docs/cross_encoder/training_overview.html>`_, or `sparse encoder models <docs/sparse_encoder/training_overview.html>`_ using Sentence Transformers, enabling you to create custom models for your specific use cases.\n\nSentence Transformers was created by `UKP Lab <http://www.ukp.tu-darmstadt.de/>`_ and is being maintained by `🤗 Hugging Face <https://huggingface.co>`_. Don't hesitate to open an issue on the `Sentence Transformers repository <https://github.com/huggingface/sentence-transformers>`_ if something is broken or if you have further questions.\n\nUsage\n=====\n.. seealso::\n  \n   See the `Quickstart <docs/quickstart.html>`_ for more quick information on how to use Sentence Transformers.\n\nWorking with Sentence Transformer models is straightforward:\n\n.. sidebar:: Installation\n\n   You can install *sentence-transformers* using pip:\n   \n   .. code-block:: python\n   \n      pip install -U sentence-transformers\n   \n   We recommend **Python 3.10+** and **PyTorch 1.11.0+**. See `installation <docs/installation.html>`_ for further installation options.\n\n.. tab:: Embedding Models\n\n   .. code-block:: python\n   \n      from sentence_transformers import SentenceTransformer\n   \n      # 1. Load a pretrained Sentence Transformer model\n      model = SentenceTransformer(\"all-MiniLM-L6-v2\")\n   \n      # The sentences to encode\n      sentences = [\n          \"The weather is lovely today.\",\n          \"It's so sunny outside!\",\n          \"He drove to the stadium.\",\n      ]\n   \n      # 2. Calculate embeddings by calling model.encode()\n      embeddings = model.encode(sentences)\n      print(embeddings.shape)\n      # [3, 384]\n   \n      # 3. Calculate the embedding similarities\n      similarities = model.similarity(embeddings, embeddings)\n      print(similarities)\n      # tensor([[1.0000, 0.6660, 0.1046],\n      #         [0.6660, 1.0000, 0.1411],\n      #         [0.1046, 0.1411, 1.0000]])\n\n.. tab:: Reranker Models\n\n   .. code-block:: python\n   \n      from sentence_transformers import CrossEncoder\n      \n      # 1. Load a pretrained CrossEncoder model\n      model = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\")\n      \n      # The texts for which to predict similarity scores\n      query = \"How many people live in Berlin?\"\n      passages = [\n          \"Berlin had a population of 3,520,031 registered inhabitants in an area of 891.82 square kilometers.\",\n          \"Berlin has a yearly total of about 135 million day visitors, making it one of the most-visited cities in the European Union.\",\n          \"In 2013 around 600,000 Berliners were registered in one of the more than 2,300 sport and fitness clubs.\",\n      ]\n      \n      # 2a. Either predict scores pairs of texts\n      scores = model.predict([(query, passage) for passage in passages])\n      print(scores)\n      # => [8.607139 5.506266 6.352977]\n      \n      # 2b. Or rank a list of passages for a query\n      ranks = model.rank(query, passages, return_documents=True)\n      \n      print(\"Query:\", query)\n      for rank in ranks:\n          print(f\"- #{rank['corpus_id']} ({rank['score']:.2f}): {rank['text']}\")\n      \"\"\"\n      Query: How many people live in Berlin?\n      - #0 (8.61): Berlin had a population of 3,520,031 registered inhabitants in an area of 891.82 square kilometers.\n      - #2 (6.35): In 2013 around 600,000 Berliners were registered in one of the more than 2,300 sport and fitness clubs.\n      - #1 (5.51): Berlin has a yearly total of about 135 million day visitors, making it one of the most-visited cities in the European Union.\n      \"\"\"\n\n.. tab:: Sparse Encoder Models\n\n   .. code-block:: python\n   \n      from sentence_transformers import SparseEncoder\n      \n      # 1. Load a pretrained SparseEncoder model\n      model = SparseEncoder(\"naver/splade-cocondenser-ensembledistil\")\n      \n      # The sentences to encode\n      sentences = [\n          \"The weather is lovely today.\",\n          \"It's so sunny outside!\",\n          \"He drove to the stadium.\",\n      ]\n      \n      # 2. Calculate sparse embeddings by calling model.encode()\n      embeddings = model.encode(sentences)\n      print(embeddings.shape)\n      # [3, 30522] - sparse representation with vocabulary size dimensions\n      \n      # 3. Calculate the embedding similarities\n      similarities = model.similarity(embeddings, embeddings)\n      print(similarities)\n      # tensor([[   35.629,     9.154,     0.098],\n      #         [    9.154,    27.478,     0.019],\n      #         [    0.098,     0.019,    29.553]])\n\n      # 4. Check sparsity stats\n      stats = SparseEncoder.sparsity(embeddings)\n      print(f\"Sparsity: {stats['sparsity_ratio']:.2%}\")\n      # Sparsity: 99.84%\n   \nWhat Next?\n==========\n\nConsider reading one of the following sections to answer the related questions:\n\n* Embedding Models:\n   * How to **use** Sentence Transformer models? `Sentence Transformers > Usage <docs/sentence_transformer/usage/usage.html>`_\n   * What Sentence Transformer **models** can I use? `Sentence Transformers > Pretrained Models <docs/sentence_transformer/pretrained_models.html>`_\n   * How do I make Sentence Transformer models **faster**? `Sentence Transformers > Usage > Speeding up Inference <docs/sentence_transformer/usage/efficiency.html>`_\n   * How do I **train/finetune** a Sentence Transformer model? `Sentence Transformers > Training Overview <docs/sentence_transformer/training_overview.html>`_\n* Reranker Models:\n   * How to **use** Cross Encoder models? `Cross Encoder > Usage <docs/cross_encoder/usage/usage.html>`_\n   * What Cross Encoder **models** can I use? `Cross Encoder > Pretrained Models <docs/cross_encoder/pretrained_models.html>`_\n   * How do I make Cross Encoder models **faster**? `Cross Encoder > Usage > Speeding up Inference <docs/cross_encoder/usage/efficiency.html>`_\n   * How do I **train/finetune** a Cross Encoder model? `Cross Encoder > Training Overview <docs/cross_encoder/training_overview.html>`_\n* Sparse Encoder Models:\n   * How to **use** Sparse Encoder models? `Sparse Encoder > Usage <docs/sparse_encoder/usage/usage.html>`_\n   * What Sparse Encoder **models** can I use? `Sparse Encoder > Pretrained Models <docs/sparse_encoder/pretrained_models.html>`_\n   * How do I make Sparse Encoder models **faster**? `Sparse Encoder > Usage > Speeding up Inference <docs/sparse_encoder/usage/efficiency.html>`_\n   * How do I **train/finetune** a Sparse Encoder model? `Sparse Encoder > Training Overview <docs/sparse_encoder/training_overview.html>`_\n   * How do I **integrate** Sparse Encoder models with search engines? `Sparse Encoder > Vector Database Integration <examples/sparse_encoder/applications/semantic_search/README.html#vector-database-search>`_\n\nCiting\n======\n\nIf you find this repository helpful, feel free to cite our publication `Sentence-BERT: Sentence Embeddings using Siamese BERT-Networks <https://huggingface.co/papers/1908.10084>`_:\n\n .. code-block:: bibtex\n\n  @inproceedings{reimers-2019-sentence-bert,\n    title = \"Sentence-BERT: Sentence Embeddings using Siamese BERT-Networks\",\n    author = \"Reimers, Nils and Gurevych, Iryna\",\n    booktitle = \"Proceedings of the 2019 Conference on Empirical Methods in Natural Language Processing\",\n    month = \"11\",\n    year = \"2019\",\n    publisher = \"Association for Computational Linguistics\",\n    url = \"https://arxiv.org/abs/1908.10084\",\n  }\n\n\n\nIf you use one of the multilingual models, feel free to cite our publication `Making Monolingual Sentence Embeddings Multilingual using Knowledge Distillation <https://huggingface.co/papers/2004.09813>`_:\n\n .. code-block:: bibtex\n\n  @inproceedings{reimers-2020-multilingual-sentence-bert,\n    title = \"Making Monolingual Sentence Embeddings Multilingual using Knowledge Distillation\",\n    author = \"Reimers, Nils and Gurevych, Iryna\",\n    booktitle = \"Proceedings of the 2020 Conference on Empirical Methods in Natural Language Processing\",\n    month = \"11\",\n    year = \"2020\",\n    publisher = \"Association for Computational Linguistics\",\n    url = \"https://arxiv.org/abs/2004.09813\",\n  }\n\n\n\nIf you use the code for `data augmentation <https://github.com/huggingface/sentence-transformers/tree/main/examples/sentence_transformer/training/data_augmentation>`_, feel free to cite our publication `Augmented SBERT: Data Augmentation Method for Improving Bi-Encoders for Pairwise Sentence Scoring Tasks <https://huggingface.co/papers/2010.08240>`_:\n\n .. code-block:: bibtex\n\n  @inproceedings{thakur-2020-AugSBERT,\n    title = \"Augmented {SBERT}: Data Augmentation Method for Improving Bi-Encoders for Pairwise Sentence Scoring Tasks\",\n    author = \"Thakur, Nandan and Reimers, Nils and Daxenberger, Johannes  and Gurevych, Iryna\",\n    booktitle = \"Proceedings of the 2021 Conference of the North American Chapter of the Association for Computational Linguistics: Human Language Technologies\",\n    month = jun,\n    year = \"2021\",\n    address = \"Online\",\n    publisher = \"Association for Computational Linguistics\",\n    url = \"https://www.aclweb.org/anthology/2021.naacl-main.28\",\n    pages = \"296--310\",\n  }\n\n\n\n.. toctree::\n   :maxdepth: 1\n   :caption: Getting Started\n   :hidden:\n\n   docs/installation\n   docs/quickstart\n   docs/migration_guide\n\n.. toctree::\n   :maxdepth: 2\n   :caption: Sentence Transformer\n   :hidden:\n\n   docs/sentence_transformer/usage/usage\n   docs/sentence_transformer/pretrained_models\n   docs/sentence_transformer/training_overview\n   docs/sentence_transformer/dataset_overview\n   docs/sentence_transformer/loss_overview\n   docs/sentence_transformer/training/examples\n\n.. toctree::\n   :maxdepth: 2\n   :caption: Cross Encoder\n   :hidden:\n\n   docs/cross_encoder/usage/usage\n   docs/cross_encoder/pretrained_models\n   docs/cross_encoder/training_overview\n   docs/cross_encoder/loss_overview\n   docs/cross_encoder/training/examples\n\n.. toctree::\n   :maxdepth: 2\n   :caption: Sparse Encoder\n   :hidden:\n\n   docs/sparse_encoder/usage/usage\n   docs/sparse_encoder/pretrained_models\n   docs/sparse_encoder/training_overview\n   docs/sentence_transformer/dataset_overview\n   docs/sparse_encoder/loss_overview\n   docs/sparse_encoder/training/examples\n\n.. toctree::\n   :maxdepth: 3\n   :caption: Package Reference\n   :glob:\n   :hidden:\n\n   docs/package_reference/sentence_transformer/index\n   docs/package_reference/cross_encoder/index\n   docs/package_reference/sparse_encoder/index\n   docs/package_reference/util\n"
  },
  {
    "path": "pyproject.toml",
    "content": "[project]\nname = \"sentence-transformers\"\nversion = \"5.4.0.dev0\"\ndescription = \"Embeddings, Retrieval, and Reranking\"\nlicense = { text = \"Apache 2.0\" }\nreadme = \"README.md\"\nauthors = [\n    { name = \"Nils Reimers\", email = \"info@nils-reimers.de\" },\n    { name = \"Tom Aarsen\", email = \"tom.aarsen@huggingface.co\" },\n]\nmaintainers = [\n    { name = \"Tom Aarsen\", email = \"tom.aarsen@huggingface.co\" }\n]\nrequires-python = \">=3.10\"\nkeywords = [\n    \"Transformer Networks\",\n    \"BERT\",\n    \"XLNet\",\n    \"sentence embedding\",\n    \"PyTorch\",\n    \"NLP\",\n    \"deep learning\",\n]\nclassifiers = [\n    \"Development Status :: 5 - Production/Stable\",\n    \"Intended Audience :: Science/Research\",\n    \"License :: OSI Approved :: Apache Software License\",\n    \"Programming Language :: Python :: 3.10\",\n    \"Programming Language :: Python :: 3.11\",\n    \"Programming Language :: Python :: 3.12\",\n    \"Programming Language :: Python :: 3.13\",\n    \"Topic :: Scientific/Engineering :: Artificial Intelligence\",\n]\ndependencies = [\n    \"transformers>=4.41.0,<6.0.0\",\n    \"huggingface-hub>=0.20.0\",\n    \"torch>=1.11.0\",\n    \"numpy\",\n    \"scikit-learn\",\n    \"scipy\",\n    \"typing_extensions>=4.5.0\",\n    \"tqdm\",\n]\n\n[project.urls]\nHomepage = \"https://www.SBERT.net\"\nRepository = \"https://github.com/huggingface/sentence-transformers/\"\n\n\n[project.optional-dependencies]\nimage = [\"Pillow\"]\ntrain = [\"datasets\", \"accelerate>=0.20.3\"]\nonnx = [\"optimum-onnx[onnxruntime]\"]\nonnx-gpu = [\"optimum-onnx[onnxruntime-gpu]\"]\nopenvino = [\"optimum-intel[openvino]\"]\ndev = [\"datasets\", \"accelerate>=0.20.3\", \"pre-commit\", \"pytest\", \"pytest-cov\", \"pytest-env\", \"peft\", \"Pillow\"]\n\n[build-system]\nrequires = [\"setuptools>=42\", \"wheel\"]\nbuild-backend = \"setuptools.build_meta\"\n\n[tool.setuptools.packages.find]\ninclude = [\"sentence_transformers*\"]\nnamespaces = false\n\n[tool.ruff]\nline-length = 119\nfix = true\n\n[tool.ruff.lint]\nselect = [\"E\", \"F\", \"W\", \"I\", \"UP\"]\n# Skip `E731` (do not assign a lambda expression, use a def)\nignore = [\n    # LineTooLong\n    \"E501\",\n    # DoNotAssignLambda\n    \"E731\"\n]\n\n[tool.ruff.lint.per-file-ignores]\n\"examples/**\" = [\n    # Ignore `E402` (import violations) in all examples\n    \"E402\", \n    # Ignore missing required imports\n    \"I002\"\n    ]\n\"docs/**\" = [\n    # Ignore missing required imports\n    \"I002\"\n    ]\n\n[tool.ruff.lint.isort]\nknown-third-party = [\"datasets\"]\nrequired-imports = [\"from __future__ import annotations\"]\n\n\n[tool.pytest.ini_options]\ntestpaths = [\n    \"tests\"\n]\naddopts = \"--strict-markers -m 'not slow and not custom'\"\nmarkers = [\n    \"slow: marks tests as slow\",\n    \"custom: marks tests for third-party models with custom modules\"\n]\nenv = [\n    # Avoid any ReadTimeout when making requests to the Hub (default is 10)\n    # Note: 'D:' means default value from laptop or CI won't be overwritten\n    \"D:HF_HUB_DOWNLOAD_TIMEOUT=60\",\n]\n"
  },
  {
    "path": "sentence_transformers/LoggingHandler.py",
    "content": "from __future__ import annotations\n\nimport logging\n\nimport tqdm\n\n\nclass LoggingHandler(logging.Handler):\n    def __init__(self, level=logging.NOTSET) -> None:\n        super().__init__(level)\n\n    def emit(self, record) -> None:\n        try:\n            msg = self.format(record)\n            tqdm.tqdm.write(msg)\n            self.flush()\n        except (KeyboardInterrupt, SystemExit):\n            raise\n        except Exception:\n            self.handleError(record)\n\n\ndef install_logger(given_logger, level=logging.WARNING, fmt=\"%(levelname)s:%(name)s:%(message)s\") -> None:\n    \"\"\"Configures the given logger; format, logging level, style, etc\"\"\"\n    import coloredlogs\n\n    def add_notice_log_level():\n        \"\"\"Creates a new 'notice' logging level\"\"\"\n        # inspired by:\n        # https://stackoverflow.com/questions/2183233/how-to-add-a-custom-loglevel-to-pythons-logging-facility\n        NOTICE_LEVEL_NUM = 25\n        logging.addLevelName(NOTICE_LEVEL_NUM, \"NOTICE\")\n\n        def notice(self, message, *args, **kws):\n            if self.isEnabledFor(NOTICE_LEVEL_NUM):\n                self._log(NOTICE_LEVEL_NUM, message, args, **kws)\n\n        logging.Logger.notice = notice\n\n    # Add an extra logging level above INFO and below WARNING\n    add_notice_log_level()\n\n    # More style info at:\n    # https://coloredlogs.readthedocs.io/en/latest/api.html\n    field_styles = coloredlogs.DEFAULT_FIELD_STYLES.copy()\n    field_styles[\"asctime\"] = {}\n    level_styles = coloredlogs.DEFAULT_LEVEL_STYLES.copy()\n    level_styles[\"debug\"] = {\"color\": \"white\", \"faint\": True}\n    level_styles[\"notice\"] = {\"color\": \"cyan\", \"bold\": True}\n\n    coloredlogs.install(\n        logger=given_logger,\n        level=level,\n        use_chroot=False,\n        fmt=fmt,\n        level_styles=level_styles,\n        field_styles=field_styles,\n    )\n"
  },
  {
    "path": "sentence_transformers/SentenceTransformer.py",
    "content": "from __future__ import annotations\n\nimport copy\nimport importlib\nimport inspect\nimport json\nimport logging\nimport math\nimport os\nimport queue\nimport shutil\nimport sys\nimport tempfile\nimport traceback\nimport warnings\nfrom collections import OrderedDict\nfrom collections.abc import Callable, Iterable, Iterator\nfrom contextlib import contextmanager\nfrom multiprocessing import Queue\nfrom pathlib import Path\nfrom typing import Any, Literal, overload\n\nimport numpy as np\nimport numpy.typing as npt\nimport torch\nimport torch.multiprocessing as mp\nimport transformers\nfrom huggingface_hub import HfApi\nfrom packaging import version\nfrom torch import Tensor, device, nn\nfrom tqdm.autonotebook import trange\nfrom transformers import PreTrainedModel, is_torch_npu_available\nfrom transformers.dynamic_module_utils import get_class_from_dynamic_module, get_relative_import_files\nfrom typing_extensions import deprecated\n\nfrom sentence_transformers.model_card import SentenceTransformerModelCardData, generate_model_card\nfrom sentence_transformers.models import Router\nfrom sentence_transformers.models.Module import Module\nfrom sentence_transformers.similarity_functions import SimilarityFunction\n\nfrom . import __MODEL_HUB_ORGANIZATION__, __version__\nfrom .evaluation import SentenceEvaluator\nfrom .fit_mixin import FitMixin\nfrom .models import Pooling, Transformer\nfrom .peft_mixin import PeftAdapterMixin\nfrom .quantization import quantize_embeddings\nfrom .util import (\n    batch_to_device,\n    get_device_name,\n    import_from_string,\n    is_sentence_transformer_model,\n    load_dir_path,\n    load_file_path,\n    save_to_hub_args_decorator,\n    truncate_embeddings,\n)\n\nlogger = logging.getLogger(__name__)\n\n\nclass SentenceTransformer(nn.Sequential, FitMixin, PeftAdapterMixin):\n    \"\"\"\n    Loads or creates a SentenceTransformer model that can be used to map sentences / text to embeddings.\n\n    Args:\n        model_name_or_path (str, optional): If it is a filepath on disk, it loads the model from that path. If it is not a path,\n            it first tries to download a pre-trained SentenceTransformer model. If that fails, tries to construct a model\n            from the Hugging Face Hub with that name.\n        modules (Iterable[nn.Module], optional): A list of torch Modules that should be called sequentially, can be used to create custom\n            SentenceTransformer models from scratch.\n        device (str, optional): Device (like \"cuda\", \"cpu\", \"mps\", \"npu\") that should be used for computation. If None, checks if a GPU\n            can be used.\n        prompts (Dict[str, str], optional): A dictionary with prompts for the model. The key is the prompt name, the value is the prompt text.\n            The prompt text will be prepended before any text to encode. For example:\n            `{\"query\": \"query: \", \"passage\": \"passage: \"}` or `{\"clustering\": \"Identify the main category based on the\n            titles in \"}`.\n        default_prompt_name (str, optional): The name of the prompt that should be used by default. If not set,\n            no prompt will be applied.\n        similarity_fn_name (str or SimilarityFunction, optional): The name of the similarity function to use. Valid options are \"cosine\", \"dot\",\n            \"euclidean\", and \"manhattan\". If not set, it is automatically set to \"cosine\" if `similarity` or\n            `similarity_pairwise` are called while `model.similarity_fn_name` is still `None`.\n        cache_folder (str, optional): Path to store models. Can also be set by the SENTENCE_TRANSFORMERS_HOME environment variable.\n        trust_remote_code (bool, optional): Whether or not to allow for custom models defined on the Hub in their own modeling files.\n            This option should only be set to True for repositories you trust and in which you have read the code, as it\n            will execute code present on the Hub on your local machine.\n        revision (str, optional): The specific model version to use. It can be a branch name, a tag name, or a commit id,\n            for a stored model on Hugging Face.\n        local_files_only (bool, optional): Whether or not to only look at local files (i.e., do not try to download the model).\n        token (bool or str, optional): Hugging Face authentication token to download private models.\n        use_auth_token (bool or str, optional): Deprecated argument. Please use `token` instead.\n        truncate_dim (int, optional): The dimension to truncate sentence embeddings to. Defaults to None.\n        model_kwargs (Dict[str, Any], optional): Additional model configuration parameters to be passed to the Hugging Face Transformers model.\n            Particularly useful options are:\n\n            - ``torch_dtype``: Override the default `torch.dtype` and load the model under a specific `dtype`.\n              The different options are:\n\n                    1. ``torch.float16``, ``torch.bfloat16`` or ``torch.float``: load in a specified\n                    ``dtype``, ignoring the model's ``config.torch_dtype`` if one exists. If not specified - the model will\n                    get loaded in ``torch.float`` (fp32).\n\n                    2. ``\"auto\"`` - A ``torch_dtype`` entry in the ``config.json`` file of the model will be\n                    attempted to be used. If this entry isn't found then next check the ``dtype`` of the first weight in\n                    the checkpoint that's of a floating point type and use that as ``dtype``. This will load the model\n                    using the ``dtype`` it was saved in at the end of the training. It can't be used as an indicator of how\n                    the model was trained. Since it could be trained in one of half precision dtypes, but saved in fp32.\n            - ``attn_implementation``: The attention implementation to use in the model (if relevant). Can be any of\n              `\"eager\"` (manual implementation of the attention), `\"sdpa\"` (using `F.scaled_dot_product_attention\n              <https://pytorch.org/docs/master/generated/torch.nn.functional.scaled_dot_product_attention.html>`_),\n              or `\"flash_attention_2\"` (using `Dao-AILab/flash-attention <https://github.com/Dao-AILab/flash-attention>`_).\n              By default, if available, SDPA will be used for torch>=2.1.1. The default is otherwise the manual `\"eager\"`\n              implementation.\n            - ``provider``: If backend is \"onnx\", this is the provider to use for inference, for example \"CPUExecutionProvider\",\n              \"CUDAExecutionProvider\", etc. See https://onnxruntime.ai/docs/execution-providers/ for all ONNX execution providers.\n            - ``file_name``: If backend is \"onnx\" or \"openvino\", this is the file name to load, useful for loading optimized\n              or quantized ONNX or OpenVINO models.\n            - ``export``: If backend is \"onnx\" or \"openvino\", then this is a boolean flag specifying whether this model should\n              be exported to the backend. If not specified, the model will be exported only if the model repository or directory\n              does not already contain an exported model.\n\n            See the `PreTrainedModel.from_pretrained\n            <https://huggingface.co/docs/transformers/en/main_classes/model#transformers.PreTrainedModel.from_pretrained>`_\n            documentation for more details.\n        tokenizer_kwargs (Dict[str, Any], optional): Additional tokenizer configuration parameters to be passed to the Hugging Face Transformers tokenizer.\n            See the `AutoTokenizer.from_pretrained\n            <https://huggingface.co/docs/transformers/en/model_doc/auto#transformers.AutoTokenizer.from_pretrained>`_\n            documentation for more details.\n        config_kwargs (Dict[str, Any], optional): Additional model configuration parameters to be passed to the Hugging Face Transformers config.\n            See the `AutoConfig.from_pretrained\n            <https://huggingface.co/docs/transformers/en/model_doc/auto#transformers.AutoConfig.from_pretrained>`_\n            documentation for more details.\n        model_card_data (:class:`~sentence_transformers.model_card.SentenceTransformerModelCardData`, optional): A model\n            card data object that contains information about the model. This is used to generate a model card when saving\n            the model. If not set, a default model card data object is created.\n        backend (str): The backend to use for inference. Can be one of \"torch\" (default), \"onnx\", or \"openvino\".\n            See https://sbert.net/docs/sentence_transformer/usage/efficiency.html for benchmarking information\n            on the different backends.\n\n    Example:\n        ::\n\n            from sentence_transformers import SentenceTransformer\n\n            # Load a pre-trained SentenceTransformer model\n            model = SentenceTransformer('all-mpnet-base-v2')\n\n            # Encode some texts\n            sentences = [\n                \"The weather is lovely today.\",\n                \"It's so sunny outside!\",\n                \"He drove to the stadium.\",\n            ]\n            embeddings = model.encode(sentences)\n            print(embeddings.shape)\n            # (3, 768)\n\n            # Get the similarity scores between all sentences\n            similarities = model.similarity(embeddings, embeddings)\n            print(similarities)\n            # tensor([[1.0000, 0.6817, 0.0492],\n            #         [0.6817, 1.0000, 0.0421],\n            #         [0.0492, 0.0421, 1.0000]])\n    \"\"\"\n\n    model_card_data_class = SentenceTransformerModelCardData\n\n    def __init__(\n        self,\n        model_name_or_path: str | None = None,\n        modules: Iterable[nn.Module] | None = None,\n        device: str | None = None,\n        prompts: dict[str, str] | None = None,\n        default_prompt_name: str | None = None,\n        similarity_fn_name: str | SimilarityFunction | None = None,\n        cache_folder: str | None = None,\n        trust_remote_code: bool = False,\n        revision: str | None = None,\n        local_files_only: bool = False,\n        token: bool | str | None = None,\n        use_auth_token: bool | str | None = None,\n        truncate_dim: int | None = None,\n        model_kwargs: dict[str, Any] | None = None,\n        tokenizer_kwargs: dict[str, Any] | None = None,\n        config_kwargs: dict[str, Any] | None = None,\n        model_card_data: SentenceTransformerModelCardData | None = None,\n        backend: Literal[\"torch\", \"onnx\", \"openvino\"] = \"torch\",\n    ) -> None:\n        # Note: self._load_sbert_model can also update `self.prompts` and `self.default_prompt_name`\n        self.prompts = {\"query\": \"\", \"document\": \"\"}\n        if prompts:\n            self.prompts.update(prompts)\n        self.default_prompt_name = default_prompt_name\n        self.similarity_fn_name = similarity_fn_name\n        self.trust_remote_code = trust_remote_code\n        self.truncate_dim = truncate_dim\n        self.model_card_data = model_card_data or self.model_card_data_class(local_files_only=local_files_only)\n        self.module_kwargs = None\n        self._model_card_vars = {}\n        self._model_card_text = None\n        self._model_config = {\"model_type\": self.__class__.__name__}\n        self._prompt_length_mapping = {}\n        self.backend = backend\n        if use_auth_token is not None:\n            warnings.warn(\n                \"The `use_auth_token` argument is deprecated and will be removed in v4 of SentenceTransformers.\",\n                FutureWarning,\n            )\n            if token is not None:\n                raise ValueError(\n                    \"`token` and `use_auth_token` are both specified. Please set only the argument `token`.\"\n                )\n            token = use_auth_token\n\n        if cache_folder is None:\n            cache_folder = os.getenv(\"SENTENCE_TRANSFORMERS_HOME\")\n\n        if device is None:\n            device = get_device_name()\n            logger.info(f\"Use pytorch device_name: {device}\")\n\n        if device == \"hpu\" and importlib.util.find_spec(\"optimum\") is not None:\n            from optimum.habana.transformers.modeling_utils import adapt_transformers_to_gaudi\n\n            adapt_transformers_to_gaudi()\n\n        if model_name_or_path is not None and model_name_or_path != \"\":\n            logger.info(f\"Load pretrained {self.__class__.__name__}: {model_name_or_path}\")\n\n            # Old models that don't belong to any organization\n            basic_transformer_models = [\n                \"albert-base-v1\",\n                \"albert-base-v2\",\n                \"albert-large-v1\",\n                \"albert-large-v2\",\n                \"albert-xlarge-v1\",\n                \"albert-xlarge-v2\",\n                \"albert-xxlarge-v1\",\n                \"albert-xxlarge-v2\",\n                \"bert-base-cased-finetuned-mrpc\",\n                \"bert-base-cased\",\n                \"bert-base-chinese\",\n                \"bert-base-german-cased\",\n                \"bert-base-german-dbmdz-cased\",\n                \"bert-base-german-dbmdz-uncased\",\n                \"bert-base-multilingual-cased\",\n                \"bert-base-multilingual-uncased\",\n                \"bert-base-uncased\",\n                \"bert-large-cased-whole-word-masking-finetuned-squad\",\n                \"bert-large-cased-whole-word-masking\",\n                \"bert-large-cased\",\n                \"bert-large-uncased-whole-word-masking-finetuned-squad\",\n                \"bert-large-uncased-whole-word-masking\",\n                \"bert-large-uncased\",\n                \"camembert-base\",\n                \"ctrl\",\n                \"distilbert-base-cased-distilled-squad\",\n                \"distilbert-base-cased\",\n                \"distilbert-base-german-cased\",\n                \"distilbert-base-multilingual-cased\",\n                \"distilbert-base-uncased-distilled-squad\",\n                \"distilbert-base-uncased-finetuned-sst-2-english\",\n                \"distilbert-base-uncased\",\n                \"distilgpt2\",\n                \"distilroberta-base\",\n                \"gpt2-large\",\n                \"gpt2-medium\",\n                \"gpt2-xl\",\n                \"gpt2\",\n                \"openai-gpt\",\n                \"roberta-base-openai-detector\",\n                \"roberta-base\",\n                \"roberta-large-mnli\",\n                \"roberta-large-openai-detector\",\n                \"roberta-large\",\n                \"t5-11b\",\n                \"t5-3b\",\n                \"t5-base\",\n                \"t5-large\",\n                \"t5-small\",\n                \"transfo-xl-wt103\",\n                \"xlm-clm-ende-1024\",\n                \"xlm-clm-enfr-1024\",\n                \"xlm-mlm-100-1280\",\n                \"xlm-mlm-17-1280\",\n                \"xlm-mlm-en-2048\",\n                \"xlm-mlm-ende-1024\",\n                \"xlm-mlm-enfr-1024\",\n                \"xlm-mlm-enro-1024\",\n                \"xlm-mlm-tlm-xnli15-1024\",\n                \"xlm-mlm-xnli15-1024\",\n                \"xlm-roberta-base\",\n                \"xlm-roberta-large-finetuned-conll02-dutch\",\n                \"xlm-roberta-large-finetuned-conll02-spanish\",\n                \"xlm-roberta-large-finetuned-conll03-english\",\n                \"xlm-roberta-large-finetuned-conll03-german\",\n                \"xlm-roberta-large\",\n                \"xlnet-base-cased\",\n                \"xlnet-large-cased\",\n            ]\n\n            if not os.path.exists(model_name_or_path):\n                # Not a path, load from hub\n                if \"\\\\\" in model_name_or_path or model_name_or_path.count(\"/\") > 1:\n                    raise FileNotFoundError(f\"Path {model_name_or_path} not found\")\n\n                if \"/\" not in model_name_or_path and model_name_or_path.lower() not in basic_transformer_models:\n                    # A model from sentence-transformers\n                    model_name_or_path = __MODEL_HUB_ORGANIZATION__ + \"/\" + model_name_or_path\n            has_modules = is_sentence_transformer_model(\n                model_name_or_path,\n                token,\n                cache_folder=cache_folder,\n                revision=revision,\n                local_files_only=local_files_only,\n            )\n            if (\n                has_modules\n                and self._get_model_type(\n                    model_name_or_path,\n                    token,\n                    cache_folder=cache_folder,\n                    revision=revision,\n                    local_files_only=local_files_only,\n                )\n                == self._model_config[\"model_type\"]\n            ):\n                modules, self.module_kwargs = self._load_sbert_model(\n                    model_name_or_path,\n                    token=token,\n                    cache_folder=cache_folder,\n                    revision=revision,\n                    trust_remote_code=trust_remote_code,\n                    local_files_only=local_files_only,\n                    model_kwargs=model_kwargs,\n                    tokenizer_kwargs=tokenizer_kwargs,\n                    config_kwargs=config_kwargs,\n                )\n            else:\n                modules = self._load_auto_model(\n                    model_name_or_path,\n                    token=token,\n                    cache_folder=cache_folder,\n                    revision=revision,\n                    trust_remote_code=trust_remote_code,\n                    local_files_only=local_files_only,\n                    model_kwargs=model_kwargs,\n                    tokenizer_kwargs=tokenizer_kwargs,\n                    config_kwargs=config_kwargs,\n                    has_modules=has_modules,\n                )\n\n        if modules is not None and not isinstance(modules, OrderedDict):\n            modules = OrderedDict([(str(idx), module) for idx, module in enumerate(modules)])\n\n        super().__init__(modules)\n\n        # Ensure all tensors in the model are of the same dtype as the first tensor\n        # This is necessary if the first module has been given a lower precision via\n        # model_kwargs[\"torch_dtype\"]. The rest of the model should be loaded in the same dtype\n        # See #2887 for more details\n        try:\n            dtype = next(self.parameters()).dtype\n            self.to(dtype)\n        except StopIteration:\n            pass\n\n        self.to(device)\n        self.is_hpu_graph_enabled = False\n\n        if self.default_prompt_name is not None and self.default_prompt_name not in self.prompts:\n            raise ValueError(\n                f\"Default prompt name '{self.default_prompt_name}' not found in the configured prompts \"\n                f\"dictionary with keys {list(self.prompts.keys())!r}.\"\n            )\n\n        if self.prompts and (non_empty_keys := [k for k, v in self.prompts.items() if v != \"\"]):\n            if len(non_empty_keys) == 1:\n                logger.info(f\"1 prompt is loaded, with the key: {non_empty_keys[0]}\")\n            else:\n                logger.info(f\"{len(non_empty_keys)} prompts are loaded, with the keys: {non_empty_keys}\")\n        if self.default_prompt_name:\n            logger.warning(\n                f\"Default prompt name is set to '{self.default_prompt_name}'. \"\n                \"This prompt will be applied to all `encode()` calls, except if `encode()` \"\n                \"is called with `prompt` or `prompt_name` parameters.\"\n            )\n\n        # Ideally, INSTRUCTOR models should set `include_prompt=False` in their pooling configuration, but\n        # that would be a breaking change for users currently using the InstructorEmbedding project.\n        # So, instead we hardcode setting it for the main INSTRUCTOR models, and otherwise give a warning if we\n        # suspect the user is using an INSTRUCTOR model.\n        if model_name_or_path in (\"hkunlp/instructor-base\", \"hkunlp/instructor-large\", \"hkunlp/instructor-xl\"):\n            self.set_pooling_include_prompt(include_prompt=False)\n        elif (\n            model_name_or_path\n            and \"/\" in model_name_or_path\n            and \"instructor\" in model_name_or_path.split(\"/\")[1].lower()\n        ):\n            if any([module.include_prompt for module in self if isinstance(module, Pooling)]):\n                logger.warning(\n                    \"Instructor models require `include_prompt=False` in the pooling configuration. \"\n                    \"Either update the model configuration or call `model.set_pooling_include_prompt(False)` after loading the model.\"\n                )\n\n        # Pass the model to the model card data for later use in generating a model card upon saving this model\n        self.model_card_data.register_model(self)\n\n    def get_backend(self) -> Literal[\"torch\", \"onnx\", \"openvino\"]:\n        \"\"\"Return the backend used for inference, which can be one of \"torch\", \"onnx\", or \"openvino\".\n\n        Returns:\n            str: The backend used for inference.\n        \"\"\"\n        return self.backend\n\n    def get_model_kwargs(self) -> list[str]:\n        \"\"\"\n        Get the keyword arguments specific to this model for the `encode`, `encode_query`, or `encode_document` methods.\n\n        Example:\n\n            >>> from sentence_transformers import SentenceTransformer, SparseEncoder\n            >>> SentenceTransformer(\"all-MiniLM-L6-v2\").get_model_kwargs()\n            []\n            >>> SentenceTransformer(\"jinaai/jina-embeddings-v4\", trust_remote_code=True).get_model_kwargs()\n            ['task', 'truncate_dim']\n            >>> SparseEncoder(\"opensearch-project/opensearch-neural-sparse-encoding-doc-v3-distill\").get_model_kwargs()\n            ['task']\n\n        Returns:\n            list[str]: A list of keyword arguments for the forward pass.\n        \"\"\"\n        modules = list(self.named_children())\n        forward_kwargs = set()\n        while modules:\n            module_name, module = modules.pop()\n            if isinstance(module, Router):\n                for route_modules in module.sub_modules.values():\n                    modules.extend(list(route_modules.named_children()))\n            if self.module_kwargs and module_name in self.module_kwargs:\n                forward_kwargs.update(self.module_kwargs[module_name])\n            if hasattr(module, \"forward_kwargs\"):\n                forward_kwargs.update(module.forward_kwargs)\n        return list(forward_kwargs)\n\n    def encode_query(\n        self,\n        sentences: str | list[str] | np.ndarray,\n        prompt_name: str | None = None,\n        prompt: str | None = None,\n        batch_size: int = 32,\n        show_progress_bar: bool | None = None,\n        output_value: Literal[\"sentence_embedding\", \"token_embeddings\"] | None = \"sentence_embedding\",\n        precision: Literal[\"float32\", \"int8\", \"uint8\", \"binary\", \"ubinary\"] = \"float32\",\n        convert_to_numpy: bool = True,\n        convert_to_tensor: bool = False,\n        device: str | list[str | torch.device] | None = None,\n        normalize_embeddings: bool = False,\n        truncate_dim: int | None = None,\n        pool: dict[Literal[\"input\", \"output\", \"processes\"], Any] | None = None,\n        chunk_size: int | None = None,\n        **kwargs,\n    ) -> list[Tensor] | np.ndarray | Tensor | dict[str, Tensor] | list[dict[str, Tensor]]:\n        \"\"\"\n        Computes sentence embeddings specifically optimized for query representation.\n\n        This method is a specialized version of :meth:`encode` that differs in exactly two ways:\n\n        1. If no ``prompt_name`` or ``prompt`` is provided, it uses a predefined \"query\" prompt,\n           if available in the model's ``prompts`` dictionary.\n        2. It sets the ``task`` to \"query\". If the model has a :class:`~sentence_transformers.models.Router`\n           module, it will use the \"query\" task type to route the input through the appropriate submodules.\n\n        .. tip::\n\n            If you are unsure whether you should use :meth:`encode`, :meth:`encode_query`, or :meth:`encode_document`,\n            your best bet is to use :meth:`encode_query` and :meth:`encode_document` for Information Retrieval tasks\n            with clear query and document/passage distinction, and use :meth:`encode` for all other tasks.\n\n            Note that :meth:`encode` is the most general method and can be used for any task, including Information\n            Retrieval, and that if the model was not trained with predefined prompts and/or task types, then all three\n            methods will return identical embeddings.\n\n        .. tip::\n\n            Adjusting ``batch_size`` can significantly improve processing speed. The optimal value depends on your\n            hardware, model size, precision, and input length. Benchmark a few batch sizes on a small subset of your\n            data to find the best value.\n\n        Args:\n            sentences (Union[str, List[str]]): The sentences to embed.\n            prompt_name (Optional[str], optional): The name of the prompt to use for encoding. Must be a key in the `prompts` dictionary,\n                which is either set in the constructor or loaded from the model configuration. For example if\n                ``prompt_name`` is \"query\" and the ``prompts`` is {\"query\": \"query: \", ...}, then the sentence \"What\n                is the capital of France?\" will be encoded as \"query: What is the capital of France?\" because the sentence\n                is appended to the prompt. If ``prompt`` is also set, this argument is ignored. Defaults to None.\n            prompt (Optional[str], optional): The prompt to use for encoding. For example, if the prompt is \"query: \", then the\n                sentence \"What is the capital of France?\" will be encoded as \"query: What is the capital of France?\"\n                because the sentence is appended to the prompt. If ``prompt`` is set, ``prompt_name`` is ignored. Defaults to None.\n            batch_size (int, optional): The batch size used for the computation. Defaults to 32.\n            show_progress_bar (bool, optional): Whether to output a progress bar when encode sentences. Defaults to None.\n            output_value (Optional[Literal[\"sentence_embedding\", \"token_embeddings\"]], optional): The type of embeddings to return:\n                \"sentence_embedding\" to get sentence embeddings, \"token_embeddings\" to get wordpiece token embeddings, and `None`,\n                to get all output values. Defaults to \"sentence_embedding\".\n            precision (Literal[\"float32\", \"int8\", \"uint8\", \"binary\", \"ubinary\"], optional): The precision to use for the embeddings.\n                Can be \"float32\", \"int8\", \"uint8\", \"binary\", or \"ubinary\". All non-float32 precisions are quantized embeddings.\n                Quantized embeddings are smaller in size and faster to compute, but may have a lower accuracy. They are useful for\n                reducing the size of the embeddings of a corpus for semantic search, among other tasks. Defaults to \"float32\".\n            convert_to_numpy (bool, optional): Whether the output should be a list of numpy vectors. If False, it is a list of PyTorch tensors.\n                Defaults to True.\n            convert_to_tensor (bool, optional): Whether the output should be one large tensor. Overwrites `convert_to_numpy`.\n                Defaults to False.\n            device (Union[str, List[str], None], optional): Device(s) to use for computation. Can be:\n\n                - A single device string (e.g., \"cuda:0\", \"cpu\") for single-process encoding\n                - A list of device strings (e.g., [\"cuda:0\", \"cuda:1\"], [\"cpu\", \"cpu\", \"cpu\", \"cpu\"]) to distribute\n                  encoding across multiple processes\n                - None to auto-detect available device for single-process encoding\n                If a list is provided, multi-process encoding will be used. Defaults to None.\n            normalize_embeddings (bool, optional): Whether to normalize returned vectors to have length 1. In that case,\n                the faster dot-product (util.dot_score) instead of cosine similarity can be used. Defaults to False.\n            truncate_dim (int, optional): The dimension to truncate sentence embeddings to.\n                Truncation is especially interesting for `Matryoshka models <https://sbert.net/examples/sentence_transformer/training/matryoshka/README.html>`_,\n                i.e. models that are trained to still produce useful embeddings even if the embedding dimension is reduced.\n                Truncated embeddings require less memory and are faster to perform retrieval with, but note that inference\n                is just as fast, and the embedding performance is worse than the full embeddings. If None, the ``truncate_dim``\n                from the model initialization is used. Defaults to None.\n            pool (Dict[Literal[\"input\", \"output\", \"processes\"], Any], optional): A pool created by `start_multi_process_pool()`\n                for multi-process encoding. If provided, the encoding will be distributed across multiple processes.\n                This is recommended for large datasets and when multiple GPUs are available. Defaults to None.\n            chunk_size (int, optional): Size of chunks for multi-process encoding. Only used with multiprocessing, i.e. when\n                ``pool`` is not None or ``device`` is a list. If None, a sensible default is calculated. Defaults to None.\n\n        Returns:\n            Union[List[Tensor], ndarray, Tensor]: By default, a 2d numpy array with shape [num_inputs, output_dimension] is returned.\n            If only one string input is provided, then the output is a 1d array with shape [output_dimension]. If ``convert_to_tensor``,\n            a torch Tensor is returned instead. If ``self.truncate_dim <= output_dimension`` then output_dimension is ``self.truncate_dim``.\n\n        Example:\n            ::\n\n                from sentence_transformers import SentenceTransformer\n\n                # Load a pre-trained SentenceTransformer model\n                model = SentenceTransformer(\"mixedbread-ai/mxbai-embed-large-v1\")\n\n                # Encode some queries\n                queries = [\n                    \"What are the effects of climate change?\",\n                    \"History of artificial intelligence\",\n                    \"Technical specifications product XYZ\",\n                ]\n\n                # Using query-specific encoding\n                embeddings = model.encode_query(queries)\n                print(embeddings.shape)\n                # (3, 768)\n        \"\"\"\n        if prompt_name is None and \"query\" in self.prompts and prompt is None:\n            prompt_name = \"query\"\n\n        return self.encode(\n            sentences=sentences,\n            prompt_name=prompt_name,\n            prompt=prompt,\n            batch_size=batch_size,\n            show_progress_bar=show_progress_bar,\n            output_value=output_value,\n            precision=precision,\n            convert_to_numpy=convert_to_numpy,\n            convert_to_tensor=convert_to_tensor,\n            device=device,\n            normalize_embeddings=normalize_embeddings,\n            truncate_dim=truncate_dim,\n            pool=pool,\n            chunk_size=chunk_size,\n            task=\"query\",\n            **kwargs,\n        )\n\n    def encode_document(\n        self,\n        sentences: str | list[str] | np.ndarray,\n        prompt_name: str | None = None,\n        prompt: str | None = None,\n        batch_size: int = 32,\n        show_progress_bar: bool | None = None,\n        output_value: Literal[\"sentence_embedding\", \"token_embeddings\"] | None = \"sentence_embedding\",\n        precision: Literal[\"float32\", \"int8\", \"uint8\", \"binary\", \"ubinary\"] = \"float32\",\n        convert_to_numpy: bool = True,\n        convert_to_tensor: bool = False,\n        device: str | list[str | torch.device] | None = None,\n        normalize_embeddings: bool = False,\n        truncate_dim: int | None = None,\n        pool: dict[Literal[\"input\", \"output\", \"processes\"], Any] | None = None,\n        chunk_size: int | None = None,\n        **kwargs,\n    ) -> list[Tensor] | np.ndarray | Tensor | dict[str, Tensor] | list[dict[str, Tensor]]:\n        \"\"\"\n        Computes sentence embeddings specifically optimized for document/passage representation.\n\n        This method is a specialized version of :meth:`encode` that differs in exactly two ways:\n\n        1. If no ``prompt_name`` or ``prompt`` is provided, it uses a predefined \"document\" prompt,\n           if available in the model's ``prompts`` dictionary.\n        2. It sets the ``task`` to \"document\". If the model has a :class:`~sentence_transformers.models.Router`\n           module, it will use the \"document\" task type to route the input through the appropriate submodules.\n\n        .. tip::\n\n            If you are unsure whether you should use :meth:`encode`, :meth:`encode_query`, or :meth:`encode_document`,\n            your best bet is to use :meth:`encode_query` and :meth:`encode_document` for Information Retrieval tasks\n            with clear query and document/passage distinction, and use :meth:`encode` for all other tasks.\n\n            Note that :meth:`encode` is the most general method and can be used for any task, including Information\n            Retrieval, and that if the model was not trained with predefined prompts and/or task types, then all three\n            methods will return identical embeddings.\n\n        .. tip::\n\n            Adjusting ``batch_size`` can significantly improve processing speed. The optimal value depends on your\n            hardware, model size, precision, and input length. Benchmark a few batch sizes on a small subset of your\n            data to find the best value.\n\n        Args:\n            sentences (Union[str, List[str]]): The sentences to embed.\n            prompt_name (Optional[str], optional): The name of the prompt to use for encoding. Must be a key in the `prompts` dictionary,\n                which is either set in the constructor or loaded from the model configuration. For example if\n                ``prompt_name`` is \"query\" and the ``prompts`` is {\"query\": \"query: \", ...}, then the sentence \"What\n                is the capital of France?\" will be encoded as \"query: What is the capital of France?\" because the sentence\n                is appended to the prompt. If ``prompt`` is also set, this argument is ignored. Defaults to None.\n            prompt (Optional[str], optional): The prompt to use for encoding. For example, if the prompt is \"query: \", then the\n                sentence \"What is the capital of France?\" will be encoded as \"query: What is the capital of France?\"\n                because the sentence is appended to the prompt. If ``prompt`` is set, ``prompt_name`` is ignored. Defaults to None.\n            batch_size (int, optional): The batch size used for the computation. Defaults to 32.\n            show_progress_bar (bool, optional): Whether to output a progress bar when encode sentences. Defaults to None.\n            output_value (Optional[Literal[\"sentence_embedding\", \"token_embeddings\"]], optional): The type of embeddings to return:\n                \"sentence_embedding\" to get sentence embeddings, \"token_embeddings\" to get wordpiece token embeddings, and `None`,\n                to get all output values. Defaults to \"sentence_embedding\".\n            precision (Literal[\"float32\", \"int8\", \"uint8\", \"binary\", \"ubinary\"], optional): The precision to use for the embeddings.\n                Can be \"float32\", \"int8\", \"uint8\", \"binary\", or \"ubinary\". All non-float32 precisions are quantized embeddings.\n                Quantized embeddings are smaller in size and faster to compute, but may have a lower accuracy. They are useful for\n                reducing the size of the embeddings of a corpus for semantic search, among other tasks. Defaults to \"float32\".\n            convert_to_numpy (bool, optional): Whether the output should be a list of numpy vectors. If False, it is a list of PyTorch tensors.\n                Defaults to True.\n            convert_to_tensor (bool, optional): Whether the output should be one large tensor. Overwrites `convert_to_numpy`.\n                Defaults to False.\n            device (Union[str, List[str], None], optional): Device(s) to use for computation. Can be:\n\n                - A single device string (e.g., \"cuda:0\", \"cpu\") for single-process encoding\n                - A list of device strings (e.g., [\"cuda:0\", \"cuda:1\"], [\"cpu\", \"cpu\", \"cpu\", \"cpu\"]) to distribute\n                  encoding across multiple processes\n                - None to auto-detect available device for single-process encoding\n                If a list is provided, multi-process encoding will be used. Defaults to None.\n            normalize_embeddings (bool, optional): Whether to normalize returned vectors to have length 1. In that case,\n                the faster dot-product (util.dot_score) instead of cosine similarity can be used. Defaults to False.\n            truncate_dim (int, optional): The dimension to truncate sentence embeddings to.\n                Truncation is especially interesting for `Matryoshka models <https://sbert.net/examples/sentence_transformer/training/matryoshka/README.html>`_,\n                i.e. models that are trained to still produce useful embeddings even if the embedding dimension is reduced.\n                Truncated embeddings require less memory and are faster to perform retrieval with, but note that inference\n                is just as fast, and the embedding performance is worse than the full embeddings. If None, the ``truncate_dim``\n                from the model initialization is used. Defaults to None.\n            pool (Dict[Literal[\"input\", \"output\", \"processes\"], Any], optional): A pool created by `start_multi_process_pool()`\n                for multi-process encoding. If provided, the encoding will be distributed across multiple processes.\n                This is recommended for large datasets and when multiple GPUs are available. Defaults to None.\n            chunk_size (int, optional): Size of chunks for multi-process encoding. Only used with multiprocessing, i.e. when\n                ``pool`` is not None or ``device`` is a list. If None, a sensible default is calculated. Defaults to None.\n\n        Returns:\n            Union[List[Tensor], ndarray, Tensor]: By default, a 2d numpy array with shape [num_inputs, output_dimension] is returned.\n            If only one string input is provided, then the output is a 1d array with shape [output_dimension]. If ``convert_to_tensor``,\n            a torch Tensor is returned instead. If ``self.truncate_dim <= output_dimension`` then output_dimension is ``self.truncate_dim``.\n\n        Example:\n            ::\n\n                from sentence_transformers import SentenceTransformer\n\n                # Load a pre-trained SentenceTransformer model\n                model = SentenceTransformer(\"mixedbread-ai/mxbai-embed-large-v1\")\n\n                # Encode some documents\n                documents = [\n                    \"This research paper discusses the effects of climate change on marine life.\",\n                    \"The article explores the history of artificial intelligence development.\",\n                    \"This document contains technical specifications for the new product line.\",\n                ]\n\n                # Using document-specific encoding\n                embeddings = model.encode_document(documents)\n                print(embeddings.shape)\n                # (3, 768)\n        \"\"\"\n        if prompt_name is None and prompt is None:\n            for candidate_prompt_name in [\"document\", \"passage\", \"corpus\"]:\n                if candidate_prompt_name in self.prompts:\n                    prompt_name = candidate_prompt_name\n                    break\n\n        return self.encode(\n            sentences=sentences,\n            prompt_name=prompt_name,\n            prompt=prompt,\n            batch_size=batch_size,\n            show_progress_bar=show_progress_bar,\n            output_value=output_value,\n            precision=precision,\n            convert_to_numpy=convert_to_numpy,\n            convert_to_tensor=convert_to_tensor,\n            device=device,\n            normalize_embeddings=normalize_embeddings,\n            truncate_dim=truncate_dim,\n            pool=pool,\n            chunk_size=chunk_size,\n            task=\"document\",\n            **kwargs,\n        )\n\n    # Return a single tensor because we're passing a single sentence.\n    @overload\n    def encode(\n        self,\n        sentences: str,\n        prompt_name: str | None = ...,\n        prompt: str | None = ...,\n        batch_size: int = ...,\n        show_progress_bar: bool | None = ...,\n        output_value: Literal[\"sentence_embedding\", \"token_embeddings\"] = ...,\n        precision: Literal[\"float32\", \"int8\", \"uint8\", \"binary\", \"ubinary\"] = ...,\n        convert_to_numpy: Literal[False] = ...,\n        convert_to_tensor: bool = ...,\n        device: str | list[str | torch.device] | None = ...,\n        normalize_embeddings: bool = ...,\n        truncate_dim: int | None = ...,\n        pool: dict[Literal[\"input\", \"output\", \"processes\"], Any] | None = ...,\n        chunk_size: int | None = ...,\n        **kwargs,\n    ) -> Tensor: ...\n\n    # Return a single array, because convert_to_numpy is True\n    # and \"sentence_embeddings\" is passed\n    @overload\n    def encode(\n        self,\n        sentences: str | list[str] | np.ndarray,\n        prompt_name: str | None = ...,\n        prompt: str | None = ...,\n        batch_size: int = ...,\n        show_progress_bar: bool | None = ...,\n        output_value: Literal[\"sentence_embedding\"] = ...,\n        precision: Literal[\"float32\", \"int8\", \"uint8\", \"binary\", \"ubinary\"] = ...,\n        convert_to_numpy: Literal[True] = ...,\n        convert_to_tensor: Literal[False] = ...,\n        device: str | list[str | torch.device] | None = ...,\n        normalize_embeddings: bool = ...,\n        truncate_dim: int | None = ...,\n        pool: dict[Literal[\"input\", \"output\", \"processes\"], Any] | None = ...,\n        chunk_size: int | None = ...,\n        **kwargs,\n    ) -> np.ndarray: ...\n\n    # Return a single tensor, because convert_to_tensor is True\n    # and \"sentence_embeddings\" is passed\n    @overload\n    def encode(\n        self,\n        sentences: str | list[str] | np.ndarray,\n        prompt_name: str | None = ...,\n        prompt: str | None = ...,\n        batch_size: int = ...,\n        show_progress_bar: bool | None = ...,\n        output_value: Literal[\"sentence_embedding\"] = ...,\n        precision: Literal[\"float32\", \"int8\", \"uint8\", \"binary\", \"ubinary\"] = ...,\n        convert_to_numpy: bool = ...,\n        convert_to_tensor: Literal[True] = ...,\n        device: str | list[str | torch.device] | None = ...,\n        normalize_embeddings: bool = ...,\n        truncate_dim: int | None = ...,\n        pool: dict[Literal[\"input\", \"output\", \"processes\"], Any] | None = ...,\n        chunk_size: int | None = ...,\n        **kwargs,\n    ) -> Tensor: ...\n\n    # Return a list of tensors. Value of convert_ doesn't matter.\n    @overload\n    def encode(\n        self,\n        sentences: list[str] | np.ndarray,\n        prompt_name: str | None = ...,\n        prompt: str | None = ...,\n        batch_size: int = ...,\n        show_progress_bar: bool | None = ...,\n        output_value: Literal[\"sentence_embedding\", \"token_embeddings\"] = ...,\n        precision: Literal[\"float32\", \"int8\", \"uint8\", \"binary\", \"ubinary\"] = ...,\n        convert_to_numpy: bool = ...,\n        convert_to_tensor: bool = ...,\n        device: str | list[str | torch.device] | None = ...,\n        normalize_embeddings: bool = ...,\n        truncate_dim: int | None = ...,\n        pool: dict[Literal[\"input\", \"output\", \"processes\"], Any] | None = ...,\n        chunk_size: int | None = ...,\n        **kwargs,\n    ) -> list[Tensor]: ...\n\n    # Return a list of dict of features, ignore the conversion args.\n    @overload\n    def encode(\n        self,\n        sentences: list[str] | np.ndarray,\n        prompt_name: str | None = ...,\n        prompt: str | None = ...,\n        batch_size: int = ...,\n        show_progress_bar: bool | None = ...,\n        output_value: None = ...,\n        precision: Literal[\"float32\", \"int8\", \"uint8\", \"binary\", \"ubinary\"] = ...,\n        convert_to_numpy: bool = ...,\n        convert_to_tensor: bool = ...,\n        device: str | list[str | torch.device] | None = ...,\n        normalize_embeddings: bool = ...,\n        truncate_dim: int | None = ...,\n        pool: dict[Literal[\"input\", \"output\", \"processes\"], Any] | None = ...,\n        chunk_size: int | None = ...,\n        **kwargs,\n    ) -> list[dict[str, Tensor]]: ...\n\n    # Return a dict of features, ignore the conversion args.\n    @overload\n    def encode(\n        self,\n        sentences: str,\n        prompt_name: str | None = ...,\n        prompt: str | None = ...,\n        batch_size: int = ...,\n        show_progress_bar: bool | None = ...,\n        output_value: None = ...,\n        precision: Literal[\"float32\", \"int8\", \"uint8\", \"binary\", \"ubinary\"] = ...,\n        convert_to_numpy: bool = ...,\n        convert_to_tensor: bool = ...,\n        device: str | list[str | torch.device] | None = ...,\n        normalize_embeddings: bool = ...,\n        truncate_dim: int | None = ...,\n        pool: dict[Literal[\"input\", \"output\", \"processes\"], Any] | None = ...,\n        chunk_size: int | None = ...,\n        **kwargs,\n    ) -> dict[str, Tensor]: ...\n\n    # If \"token_embeddings\" is True, then the output is a single tensor.\n    @overload\n    def encode(\n        self,\n        sentences: str,\n        prompt_name: str | None = ...,\n        prompt: str | None = ...,\n        batch_size: int = ...,\n        show_progress_bar: bool | None = ...,\n        output_value: Literal[\"token_embeddings\"] = ...,\n        precision: Literal[\"float32\", \"int8\", \"uint8\", \"binary\", \"ubinary\"] = ...,\n        convert_to_numpy: bool = ...,\n        convert_to_tensor: bool = ...,\n        device: str | list[str | torch.device] | None = ...,\n        normalize_embeddings: bool = ...,\n        truncate_dim: int | None = ...,\n        pool: dict[Literal[\"input\", \"output\", \"processes\"], Any] | None = ...,\n        chunk_size: int | None = ...,\n        **kwargs,\n    ) -> Tensor: ...\n\n    @torch.inference_mode()\n    def encode(\n        self,\n        sentences: str | list[str] | np.ndarray,\n        prompt_name: str | None = None,\n        prompt: str | None = None,\n        batch_size: int = 32,\n        show_progress_bar: bool | None = None,\n        output_value: Literal[\"sentence_embedding\", \"token_embeddings\"] | None = \"sentence_embedding\",\n        precision: Literal[\"float32\", \"int8\", \"uint8\", \"binary\", \"ubinary\"] = \"float32\",\n        convert_to_numpy: bool = True,\n        convert_to_tensor: bool = False,\n        device: str | list[str | torch.device] | None = None,\n        normalize_embeddings: bool = False,\n        truncate_dim: int | None = None,\n        pool: dict[Literal[\"input\", \"output\", \"processes\"], Any] | None = None,\n        chunk_size: int | None = None,\n        **kwargs,\n    ) -> list[Tensor] | np.ndarray | Tensor | dict[str, Tensor] | list[dict[str, Tensor]]:\n        \"\"\"\n        Computes sentence embeddings.\n\n        .. tip::\n\n            If you are unsure whether you should use :meth:`encode`, :meth:`encode_query`, or :meth:`encode_document`,\n            your best bet is to use :meth:`encode_query` and :meth:`encode_document` for Information Retrieval tasks\n            with clear query and document/passage distinction, and use :meth:`encode` for all other tasks.\n\n            Note that :meth:`encode` is the most general method and can be used for any task, including Information\n            Retrieval, and that if the model was not trained with predefined prompts and/or task types, then all three\n            methods will return identical embeddings.\n\n        .. tip::\n\n            Adjusting ``batch_size`` can significantly improve processing speed. The optimal value depends on your\n            hardware, model size, precision, and input length. Benchmark a few batch sizes on a small subset of your\n            data to find the best value.\n\n        Args:\n            sentences (Union[str, List[str]]): The sentences to embed.\n            prompt_name (Optional[str], optional): The name of the prompt to use for encoding. Must be a key in the `prompts` dictionary,\n                which is either set in the constructor or loaded from the model configuration. For example if\n                ``prompt_name`` is \"query\" and the ``prompts`` is {\"query\": \"query: \", ...}, then the sentence \"What\n                is the capital of France?\" will be encoded as \"query: What is the capital of France?\" because the sentence\n                is appended to the prompt. If ``prompt`` is also set, this argument is ignored. Defaults to None.\n            prompt (Optional[str], optional): The prompt to use for encoding. For example, if the prompt is \"query: \", then the\n                sentence \"What is the capital of France?\" will be encoded as \"query: What is the capital of France?\"\n                because the sentence is appended to the prompt. If ``prompt`` is set, ``prompt_name`` is ignored. Defaults to None.\n            batch_size (int, optional): The batch size used for the computation. Defaults to 32.\n            show_progress_bar (bool, optional): Whether to output a progress bar when encode sentences. Defaults to None.\n            output_value (Optional[Literal[\"sentence_embedding\", \"token_embeddings\"]], optional): The type of embeddings to return:\n                \"sentence_embedding\" to get sentence embeddings, \"token_embeddings\" to get wordpiece token embeddings, and `None`,\n                to get all output values. Defaults to \"sentence_embedding\".\n            precision (Literal[\"float32\", \"int8\", \"uint8\", \"binary\", \"ubinary\"], optional): The precision to use for the embeddings.\n                Can be \"float32\", \"int8\", \"uint8\", \"binary\", or \"ubinary\". All non-float32 precisions are quantized embeddings.\n                Quantized embeddings are smaller in size and faster to compute, but may have a lower accuracy. They are useful for\n                reducing the size of the embeddings of a corpus for semantic search, among other tasks. Defaults to \"float32\".\n            convert_to_numpy (bool, optional): Whether the output should be a list of numpy vectors. If False, it is a list of PyTorch tensors.\n                Defaults to True.\n            convert_to_tensor (bool, optional): Whether the output should be one large tensor. Overwrites `convert_to_numpy`.\n                Defaults to False.\n            device (Union[str, List[str], None], optional): Device(s) to use for computation. Can be:\n\n                - A single device string (e.g., \"cuda:0\", \"cpu\") for single-process encoding\n                - A list of device strings (e.g., [\"cuda:0\", \"cuda:1\"], [\"cpu\", \"cpu\", \"cpu\", \"cpu\"]) to distribute\n                  encoding across multiple processes\n                - None to auto-detect available device for single-process encoding\n                If a list is provided, multi-process encoding will be used. Defaults to None.\n            normalize_embeddings (bool, optional): Whether to normalize returned vectors to have length 1. In that case,\n                the faster dot-product (util.dot_score) instead of cosine similarity can be used. Defaults to False.\n            truncate_dim (int, optional): The dimension to truncate sentence embeddings to.\n                Truncation is especially interesting for `Matryoshka models <https://sbert.net/examples/sentence_transformer/training/matryoshka/README.html>`_,\n                i.e. models that are trained to still produce useful embeddings even if the embedding dimension is reduced.\n                Truncated embeddings require less memory and are faster to perform retrieval with, but note that inference\n                is just as fast, and the embedding performance is worse than the full embeddings. If None, the ``truncate_dim``\n                from the model initialization is used. Defaults to None.\n            pool (Dict[Literal[\"input\", \"output\", \"processes\"], Any], optional): A pool created by `start_multi_process_pool()`\n                for multi-process encoding. If provided, the encoding will be distributed across multiple processes.\n                This is recommended for large datasets and when multiple GPUs are available. Defaults to None.\n            chunk_size (int, optional): Size of chunks for multi-process encoding. Only used with multiprocessing, i.e. when\n                ``pool`` is not None or ``device`` is a list. If None, a sensible default is calculated. Defaults to None.\n\n        Returns:\n            Union[List[Tensor], ndarray, Tensor]: By default, a 2d numpy array with shape [num_inputs, output_dimension] is returned.\n            If only one string input is provided, then the output is a 1d array with shape [output_dimension]. If ``convert_to_tensor``,\n            a torch Tensor is returned instead. If ``self.truncate_dim <= output_dimension`` then output_dimension is ``self.truncate_dim``.\n\n        Example:\n            ::\n\n                from sentence_transformers import SentenceTransformer\n\n                # Load a pre-trained SentenceTransformer model\n                model = SentenceTransformer(\"all-mpnet-base-v2\")\n\n                # Encode some texts\n                sentences = [\n                    \"The weather is lovely today.\",\n                    \"It's so sunny outside!\",\n                    \"He drove to the stadium.\",\n                ]\n                embeddings = model.encode(sentences)\n                print(embeddings.shape)\n                # (3, 768)\n        \"\"\"\n        if self.device.type == \"hpu\" and not self.is_hpu_graph_enabled:\n            import habana_frameworks.torch as ht\n\n            if hasattr(ht, \"hpu\") and hasattr(ht.hpu, \"wrap_in_hpu_graph\"):\n                ht.hpu.wrap_in_hpu_graph(self, disable_tensor_cache=True)\n                self.is_hpu_graph_enabled = True\n\n        self.eval()\n        if show_progress_bar is None:\n            show_progress_bar = logger.getEffectiveLevel() in (logging.INFO, logging.DEBUG)\n\n        if convert_to_tensor:\n            convert_to_numpy = False\n\n        if output_value != \"sentence_embedding\":\n            convert_to_tensor = False\n            convert_to_numpy = False\n\n        # Cast an individual input to a list with length 1\n        input_was_string = False\n        if isinstance(sentences, str) or not hasattr(sentences, \"__len__\"):\n            sentences = [sentences]\n            input_was_string = True\n\n        # Throw an error if unused kwargs are passed, except 'task' which is always allowed, even\n        # when it does not do anything (as e.g. there's no Router module in the model)\n        model_kwargs = self.get_model_kwargs()\n        if unused_kwargs := set(kwargs) - set(model_kwargs) - {\"task\"}:\n            raise ValueError(\n                f\"{self.__class__.__name__}.encode() has been called with additional keyword arguments that this model does not use: {list(unused_kwargs)}. \"\n                + (\n                    f\"As per {self.__class__.__name__}.get_model_kwargs(), the valid additional keyword arguments are: {model_kwargs}.\"\n                    if model_kwargs\n                    else f\"As per {self.__class__.__name__}.get_model_kwargs(), this model does not accept any additional keyword arguments.\"\n                )\n            )\n\n        # If pool or a list of devices is provided, use multi-process encoding\n        if pool is not None or (isinstance(device, list) and len(device) > 0):\n            return self._encode_multi_process(\n                sentences,\n                # Utility and post-processing parameters\n                show_progress_bar=show_progress_bar,\n                input_was_string=input_was_string,\n                # Multi-process encoding parameters\n                pool=pool,\n                device=device,\n                chunk_size=chunk_size,\n                # Encoding parameters\n                prompt_name=prompt_name,\n                prompt=prompt,\n                batch_size=batch_size,\n                output_value=output_value,\n                precision=precision,\n                convert_to_numpy=convert_to_numpy,\n                convert_to_tensor=convert_to_tensor,\n                normalize_embeddings=normalize_embeddings,\n                truncate_dim=truncate_dim,\n                **kwargs,\n            )\n\n        # Original encoding logic when not using multi-process\n        allowed_precisions = {\"float32\", \"int8\", \"uint8\", \"binary\", \"ubinary\"}\n        if precision and precision not in allowed_precisions:\n            raise ValueError(f\"Precision {precision!r} is not supported\")\n\n        if prompt is None:\n            if prompt_name is not None:\n                try:\n                    prompt = self.prompts[prompt_name]\n                except KeyError:\n                    raise ValueError(\n                        f\"Prompt name '{prompt_name}' not found in the configured prompts dictionary with keys {list(self.prompts.keys())!r}.\"\n                    )\n            elif self.default_prompt_name is not None:\n                prompt = self.prompts.get(self.default_prompt_name, None)\n        else:\n            if prompt_name is not None:\n                logger.warning(\n                    \"Encode with either a `prompt`, a `prompt_name`, or neither, but not both. \"\n                    \"Ignoring the `prompt_name` in favor of `prompt`.\"\n                )\n\n        extra_features = {}\n        if prompt is not None and len(prompt) > 0:\n            sentences = [prompt + sentence for sentence in sentences]\n\n            # Some models (e.g. INSTRUCTOR, GRIT) require removing the prompt before pooling\n            # Tracking the prompt length allow us to remove the prompt during pooling\n            length = self._get_prompt_length(prompt, **kwargs)\n            if length is not None:\n                extra_features[\"prompt_length\"] = length\n\n        # Here, device is either a single device string (e.g., \"cuda:0\", \"cpu\") for single-process encoding or None\n        if device is None:\n            device = self.device\n\n        self.to(device)\n\n        truncate_dim = truncate_dim if truncate_dim is not None else self.truncate_dim\n\n        all_embeddings = []\n        length_sorted_idx = np.argsort([-self._text_length(sen) for sen in sentences])\n        sentences_sorted = [sentences[int(idx)] for idx in length_sorted_idx]\n\n        for start_index in trange(0, len(sentences), batch_size, desc=\"Batches\", disable=not show_progress_bar):\n            sentences_batch = sentences_sorted[start_index : start_index + batch_size]\n            features = self.tokenize(sentences_batch, **kwargs)\n            if self.device.type == \"hpu\":\n                if \"input_ids\" in features:\n                    curr_tokenize_len = features[\"input_ids\"].shape\n                    additional_pad_len = 2 ** math.ceil(math.log2(curr_tokenize_len[1])) - curr_tokenize_len[1]\n                    features[\"input_ids\"] = torch.cat(\n                        (\n                            features[\"input_ids\"],\n                            torch.ones((curr_tokenize_len[0], additional_pad_len), dtype=torch.int8),\n                        ),\n                        -1,\n                    )\n                    features[\"attention_mask\"] = torch.cat(\n                        (\n                            features[\"attention_mask\"],\n                            torch.zeros((curr_tokenize_len[0], additional_pad_len), dtype=torch.int8),\n                        ),\n                        -1,\n                    )\n                    if \"token_type_ids\" in features:\n                        features[\"token_type_ids\"] = torch.cat(\n                            (\n                                features[\"token_type_ids\"],\n                                torch.zeros((curr_tokenize_len[0], additional_pad_len), dtype=torch.int8),\n                            ),\n                            -1,\n                        )\n\n            features = batch_to_device(features, device)\n            features.update(extra_features)\n\n            with torch.no_grad():\n                out_features = self.forward(features, **kwargs)\n                if self.device.type == \"hpu\":\n                    out_features = copy.deepcopy(out_features)\n\n                if truncate_dim:\n                    out_features[\"sentence_embedding\"] = truncate_embeddings(\n                        out_features[\"sentence_embedding\"], truncate_dim\n                    )\n\n                if output_value == \"token_embeddings\":\n                    embeddings = []\n                    for token_emb, attention in zip(out_features[output_value], out_features[\"attention_mask\"]):\n                        last_mask_id = len(attention) - 1\n                        while last_mask_id > 0 and attention[last_mask_id].item() == 0:\n                            last_mask_id -= 1\n\n                        embeddings.append(token_emb[0 : last_mask_id + 1])\n                elif output_value is None:  # Return all outputs\n                    embeddings = []\n                    for idx in range(len(out_features[\"sentence_embedding\"])):\n                        batch_item = {}\n                        for name, value in out_features.items():\n                            try:\n                                batch_item[name] = value[idx]\n                            except TypeError:\n                                # Handle non-indexable values (like prompt_length)\n                                batch_item[name] = value\n                        embeddings.append(batch_item)\n                else:  # Sentence embeddings\n                    embeddings = out_features[output_value]\n                    embeddings = embeddings.detach()\n                    if normalize_embeddings:\n                        embeddings = torch.nn.functional.normalize(embeddings, p=2, dim=1)\n\n                    # fixes for #522 and #487 to avoid oom problems on gpu with large datasets\n                    if convert_to_numpy:\n                        embeddings = embeddings.cpu()\n\n                all_embeddings.extend(embeddings)\n\n        all_embeddings = [all_embeddings[idx] for idx in np.argsort(length_sorted_idx)]\n\n        if all_embeddings and precision and precision != \"float32\":\n            all_embeddings = quantize_embeddings(all_embeddings, precision=precision)\n\n        if convert_to_tensor:\n            if len(all_embeddings):\n                if isinstance(all_embeddings, np.ndarray):\n                    all_embeddings = torch.from_numpy(all_embeddings)\n                else:\n                    all_embeddings = torch.stack(all_embeddings)\n            else:\n                all_embeddings = torch.tensor([], device=self.device)\n        elif convert_to_numpy:\n            if not isinstance(all_embeddings, np.ndarray):\n                if all_embeddings and all_embeddings[0].dtype == torch.bfloat16:\n                    all_embeddings = np.asarray([emb.float().numpy() for emb in all_embeddings])\n                else:\n                    all_embeddings = np.asarray([emb.numpy() for emb in all_embeddings])\n        elif isinstance(all_embeddings, np.ndarray):\n            all_embeddings = [torch.from_numpy(embedding) for embedding in all_embeddings]\n\n        if input_was_string:\n            all_embeddings = all_embeddings[0]\n\n        return all_embeddings\n\n    def forward(self, input: dict[str, Tensor], **kwargs) -> dict[str, Tensor]:\n        for module_name, module in self.named_children():\n            module_kwargs = {}\n            if isinstance(module, Router):\n                module_kwargs = kwargs\n            else:\n                module_kwarg_keys = []\n                if self.module_kwargs is not None:\n                    module_kwarg_keys = self.module_kwargs.get(module_name, [])\n                module_kwargs = {\n                    key: value\n                    for key, value in kwargs.items()\n                    if key in module_kwarg_keys or (hasattr(module, \"forward_kwargs\") and key in module.forward_kwargs)\n                }\n            input = module(input, **module_kwargs)\n        return input\n\n    @property\n    def similarity_fn_name(self) -> Literal[\"cosine\", \"dot\", \"euclidean\", \"manhattan\"]:\n        \"\"\"Return the name of the similarity function used by :meth:`SentenceTransformer.similarity` and :meth:`SentenceTransformer.similarity_pairwise`.\n\n        Returns:\n            Optional[str]: The name of the similarity function. Can be None if not set, in which case it will\n                default to \"cosine\" when first called.\n\n        Example:\n            >>> model = SentenceTransformer(\"multi-qa-mpnet-base-dot-v1\")\n            >>> model.similarity_fn_name\n            'dot'\n        \"\"\"\n        if self._similarity_fn_name is None:\n            self.similarity_fn_name = SimilarityFunction.COSINE\n        return self._similarity_fn_name\n\n    @similarity_fn_name.setter\n    def similarity_fn_name(\n        self, value: Literal[\"cosine\", \"dot\", \"euclidean\", \"manhattan\"] | SimilarityFunction\n    ) -> None:\n        if isinstance(value, SimilarityFunction):\n            value = value.value\n        self._similarity_fn_name = value\n\n        if value is not None:\n            self._similarity = SimilarityFunction.to_similarity_fn(value)\n            self._similarity_pairwise = SimilarityFunction.to_similarity_pairwise_fn(value)\n\n    @overload\n    def similarity(self, embeddings1: Tensor, embeddings2: Tensor) -> Tensor: ...\n\n    @overload\n    def similarity(self, embeddings1: npt.NDArray[np.float32], embeddings2: npt.NDArray[np.float32]) -> Tensor: ...\n\n    @property\n    def similarity(self) -> Callable[[Tensor | npt.NDArray[np.float32], Tensor | npt.NDArray[np.float32]], Tensor]:\n        \"\"\"\n        Compute the similarity between two collections of embeddings. The output will be a matrix with the similarity\n        scores between all embeddings from the first parameter and all embeddings from the second parameter. This\n        differs from `similarity_pairwise` which computes the similarity between each pair of embeddings.\n        This method supports only embeddings with fp32 precision and does not accommodate quantized embeddings.\n\n        Args:\n            embeddings1 (Union[Tensor, ndarray]): [num_embeddings_1, embedding_dim] or [embedding_dim]-shaped numpy array or torch tensor.\n            embeddings2 (Union[Tensor, ndarray]): [num_embeddings_2, embedding_dim] or [embedding_dim]-shaped numpy array or torch tensor.\n\n        Returns:\n            Tensor: A [num_embeddings_1, num_embeddings_2]-shaped torch tensor with similarity scores.\n\n        Example:\n            ::\n\n                >>> model = SentenceTransformer(\"all-mpnet-base-v2\")\n                >>> sentences = [\n                ...     \"The weather is so nice!\",\n                ...     \"It's so sunny outside.\",\n                ...     \"He's driving to the movie theater.\",\n                ...     \"She's going to the cinema.\",\n                ... ]\n                >>> embeddings = model.encode(sentences, normalize_embeddings=True)\n                >>> model.similarity(embeddings, embeddings)\n                tensor([[1.0000, 0.7235, 0.0290, 0.1309],\n                        [0.7235, 1.0000, 0.0613, 0.1129],\n                        [0.0290, 0.0613, 1.0000, 0.5027],\n                        [0.1309, 0.1129, 0.5027, 1.0000]])\n                >>> model.similarity_fn_name\n                \"cosine\"\n                >>> model.similarity_fn_name = \"euclidean\"\n                >>> model.similarity(embeddings, embeddings)\n                tensor([[-0.0000, -0.7437, -1.3935, -1.3184],\n                        [-0.7437, -0.0000, -1.3702, -1.3320],\n                        [-1.3935, -1.3702, -0.0000, -0.9973],\n                        [-1.3184, -1.3320, -0.9973, -0.0000]])\n        \"\"\"\n        if self.similarity_fn_name is None:\n            self.similarity_fn_name = SimilarityFunction.COSINE\n        return self._similarity\n\n    @overload\n    def similarity_pairwise(self, embeddings1: Tensor, embeddings2: Tensor) -> Tensor: ...\n\n    @overload\n    def similarity_pairwise(\n        self, embeddings1: npt.NDArray[np.float32], embeddings2: npt.NDArray[np.float32]\n    ) -> Tensor: ...\n\n    @property\n    def similarity_pairwise(\n        self,\n    ) -> Callable[[Tensor | npt.NDArray[np.float32], Tensor | npt.NDArray[np.float32]], Tensor]:\n        \"\"\"\n        Compute the similarity between two collections of embeddings. The output will be a vector with the similarity\n        scores between each pair of embeddings.\n        This method supports only embeddings with fp32 precision and does not accommodate quantized embeddings.\n\n        Args:\n            embeddings1 (Union[Tensor, ndarray]): [num_embeddings, embedding_dim] or [embedding_dim]-shaped numpy array or torch tensor.\n            embeddings2 (Union[Tensor, ndarray]): [num_embeddings, embedding_dim] or [embedding_dim]-shaped numpy array or torch tensor.\n\n        Returns:\n            Tensor: A [num_embeddings]-shaped torch tensor with pairwise similarity scores.\n\n        Example:\n            ::\n\n                >>> model = SentenceTransformer(\"all-mpnet-base-v2\")\n                >>> sentences = [\n                ...     \"The weather is so nice!\",\n                ...     \"It's so sunny outside.\",\n                ...     \"He's driving to the movie theater.\",\n                ...     \"She's going to the cinema.\",\n                ... ]\n                >>> embeddings = model.encode(sentences, normalize_embeddings=True)\n                >>> model.similarity_pairwise(embeddings[::2], embeddings[1::2])\n                tensor([0.7235, 0.5027])\n                >>> model.similarity_fn_name\n                \"cosine\"\n                >>> model.similarity_fn_name = \"euclidean\"\n                >>> model.similarity_pairwise(embeddings[::2], embeddings[1::2])\n                tensor([-0.7437, -0.9973])\n        \"\"\"\n        if self.similarity_fn_name is None:\n            self.similarity_fn_name = SimilarityFunction.COSINE\n        return self._similarity_pairwise\n\n    def start_multi_process_pool(\n        self, target_devices: list[str] | None = None\n    ) -> dict[Literal[\"input\", \"output\", \"processes\"], Any]:\n        \"\"\"\n        Starts a multi-process pool to process the encoding with several independent processes\n        via :meth:`SentenceTransformer.encode_multi_process <sentence_transformers.SentenceTransformer.encode_multi_process>`.\n\n        This method is recommended if you want to encode on multiple GPUs or CPUs. It is advised\n        to start only one process per GPU. This method works together with encode_multi_process\n        and stop_multi_process_pool.\n\n        Args:\n            target_devices (List[str], optional): PyTorch target devices, e.g. [\"cuda:0\", \"cuda:1\", ...],\n                [\"npu:0\", \"npu:1\", ...], or [\"cpu\", \"cpu\", \"cpu\", \"cpu\"]. If target_devices is None and CUDA/NPU\n                is available, then all available CUDA/NPU devices will be used. If target_devices is None and\n                CUDA/NPU is not available, then 4 CPU devices will be used.\n\n        Returns:\n            Dict[str, Any]: A dictionary with the target processes, an input queue, and an output queue.\n        \"\"\"\n        if target_devices is None:\n            if torch.cuda.is_available():\n                target_devices = [f\"cuda:{i}\" for i in range(torch.cuda.device_count())]\n            elif is_torch_npu_available():\n                target_devices = [f\"npu:{i}\" for i in range(torch.npu.device_count())]\n            else:\n                logger.info(\"CUDA/NPU is not available. Starting 4 CPU workers\")\n                target_devices = [\"cpu\"] * 4\n\n        logger.info(\"Start multi-process pool on devices: {}\".format(\", \".join(map(str, target_devices))))\n\n        self.to(\"cpu\")\n        self.share_memory()\n        ctx = mp.get_context(\"spawn\")\n        input_queue = ctx.Queue()\n        output_queue = ctx.Queue()\n        processes = []\n\n        for device_id in target_devices:\n            p = ctx.Process(\n                target=self.__class__._encode_multi_process_worker,\n                args=(device_id, self, input_queue, output_queue),\n                daemon=True,\n            )\n            p.start()\n            processes.append(p)\n\n        return {\"input\": input_queue, \"output\": output_queue, \"processes\": processes}\n\n    @staticmethod\n    def stop_multi_process_pool(pool: dict[Literal[\"input\", \"output\", \"processes\"], Any]) -> None:\n        \"\"\"\n        Stops all processes started with start_multi_process_pool.\n\n        Args:\n            pool (Dict[str, object]): A dictionary containing the input queue, output queue, and process list.\n\n        Returns:\n            None\n        \"\"\"\n        for p in pool[\"processes\"]:\n            p.terminate()\n\n        for p in pool[\"processes\"]:\n            p.join()\n            p.close()\n\n        pool[\"input\"].close()\n        pool[\"output\"].close()\n\n    @deprecated(\n        \"The `encode_multi_process` method has been deprecated, and its functionality has been integrated into `encode`. \"\n        \"You can now call `encode` with the same parameters to achieve multi-process encoding.\",\n    )\n    def encode_multi_process(\n        self,\n        sentences: list[str],\n        pool: dict[Literal[\"input\", \"output\", \"processes\"], Any],\n        prompt_name: str | None = None,\n        prompt: str | None = None,\n        batch_size: int = 32,\n        chunk_size: int | None = None,\n        show_progress_bar: bool | None = None,\n        precision: Literal[\"float32\", \"int8\", \"uint8\", \"binary\", \"ubinary\"] = \"float32\",\n        normalize_embeddings: bool = False,\n        truncate_dim: int | None = None,\n    ) -> np.ndarray:\n        \"\"\"\n        .. warning::\n            This method is deprecated. You can now call :meth:`SentenceTransformer.encode <sentence_transformers.SentenceTransformer.encode>`\n            with the same parameters instead, which will automatically handle multi-process encoding using the provided ``pool``.\n\n        Encodes a list of sentences using multiple processes and GPUs via\n        :meth:`SentenceTransformer.encode <sentence_transformers.SentenceTransformer.encode>`.\n        The sentences are chunked into smaller packages and sent to individual processes, which encode them on different\n        GPUs or CPUs. This method is only suitable for encoding large sets of sentences.\n\n        Args:\n            sentences (List[str]): List of sentences to encode.\n            pool (Dict[Literal[\"input\", \"output\", \"processes\"], Any]): A pool of workers started with\n                :meth:`SentenceTransformer.start_multi_process_pool <sentence_transformers.SentenceTransformer.start_multi_process_pool>`.\n            prompt_name (Optional[str], optional): The name of the prompt to use for encoding. Must be a key in the `prompts` dictionary,\n                which is either set in the constructor or loaded from the model configuration. For example if\n                ``prompt_name`` is \"query\" and the ``prompts`` is {\"query\": \"query: \", ...}, then the sentence \"What\n                is the capital of France?\" will be encoded as \"query: What is the capital of France?\" because the sentence\n                is appended to the prompt. If ``prompt`` is also set, this argument is ignored. Defaults to None.\n            prompt (Optional[str], optional): The prompt to use for encoding. For example, if the prompt is \"query: \", then the\n                sentence \"What is the capital of France?\" will be encoded as \"query: What is the capital of France?\"\n                because the sentence is appended to the prompt. If ``prompt`` is set, ``prompt_name`` is ignored. Defaults to None.\n            batch_size (int): Encode sentences with batch size. (default: 32)\n            chunk_size (int): Sentences are chunked and sent to the individual processes. If None, it determines a\n                sensible size. Defaults to None.\n            show_progress_bar (bool, optional): Whether to output a progress bar when encode sentences. Defaults to None.\n            precision (Literal[\"float32\", \"int8\", \"uint8\", \"binary\", \"ubinary\"]): The precision to use for the\n                embeddings. Can be \"float32\", \"int8\", \"uint8\", \"binary\", or \"ubinary\". All non-float32 precisions\n                are quantized embeddings. Quantized embeddings are smaller in size and faster to compute, but may\n                have lower accuracy. They are useful for reducing the size of the embeddings of a corpus for\n                semantic search, among other tasks. Defaults to \"float32\".\n            normalize_embeddings (bool): Whether to normalize returned vectors to have length 1. In that case,\n                the faster dot-product (util.dot_score) instead of cosine similarity can be used. Defaults to False.\n            truncate_dim (int, optional): The dimension to truncate sentence embeddings to.\n                Truncation is especially interesting for `Matryoshka models <https://sbert.net/examples/sentence_transformer/training/matryoshka/README.html>`_,\n                i.e. models that are trained to still produce useful embeddings even if the embedding dimension is reduced.\n                Truncated embeddings require less memory and are faster to perform retrieval with, but note that inference\n                is just as fast, and the embedding performance is worse than the full embeddings. If None, the ``truncate_dim``\n                from the model initialization is used. Defaults to None.\n\n        Returns:\n            np.ndarray: A 2D numpy array with shape [num_inputs, output_dimension].\n\n        Example:\n            ::\n\n                from sentence_transformers import SentenceTransformer\n\n                def main():\n                    model = SentenceTransformer(\"all-mpnet-base-v2\")\n                    sentences = [\"The weather is so nice!\", \"It's so sunny outside.\", \"He's driving to the movie theater.\", \"She's going to the cinema.\"] * 1000\n\n                    pool = model.start_multi_process_pool()\n                    embeddings = model.encode_multi_process(sentences, pool)\n                    model.stop_multi_process_pool(pool)\n\n                    print(embeddings.shape)\n                    # => (4000, 768)\n\n                if __name__ == \"__main__\":\n                    main()\n        \"\"\"\n        return self.encode(\n            sentences,\n            prompt_name=prompt_name,\n            prompt=prompt,\n            batch_size=batch_size,\n            show_progress_bar=show_progress_bar,\n            output_value=\"sentence_embedding\",\n            precision=precision,\n            convert_to_numpy=True,\n            convert_to_tensor=False,\n            normalize_embeddings=normalize_embeddings,\n            truncate_dim=truncate_dim,\n            pool=pool,\n            chunk_size=chunk_size,\n        )\n\n    def _encode_multi_process(\n        self,\n        inputs: list[str],\n        show_progress_bar: bool | None = True,\n        input_was_string: bool = False,\n        pool: dict[Literal[\"input\", \"output\", \"processes\"], Any] | None = None,\n        device: str | list[str | torch.device] | None = None,\n        chunk_size: int | None = None,\n        **encode_kwargs,\n    ):\n        convert_to_tensor = encode_kwargs.get(\"convert_to_tensor\", False)\n        convert_to_numpy = encode_kwargs.get(\"convert_to_numpy\", False)\n        encode_kwargs[\"show_progress_bar\"] = False\n\n        # Create a pool if is not provided, but a list of devices is\n        created_pool = False\n        if pool is None and isinstance(device, list):\n            pool = self.start_multi_process_pool(device)\n            created_pool = True\n\n        try:\n            # Determine chunk size if not provided. As a default, aim for 10 chunks per process, with a maximum of 5000 sentences per chunk.\n            if chunk_size is None:\n                chunk_size = min(math.ceil(len(inputs) / len(pool[\"processes\"]) / 10), 5000)\n                chunk_size = max(chunk_size, 1)  # Ensure chunk_size is at least 1\n\n            input_queue: torch.multiprocessing.Queue = pool[\"input\"]\n            output_queue: torch.multiprocessing.Queue = pool[\"output\"]\n\n            # Send inputs to the input queue in chunks\n            chunk_id = -1  # We default to -1 to handle empty input gracefully\n            for chunk_id, chunk_start in enumerate(range(0, len(inputs), chunk_size)):\n                chunk = inputs[chunk_start : chunk_start + chunk_size]\n                input_queue.put([chunk_id, chunk, encode_kwargs])\n\n            # Collect results from the output queue\n            output_list = sorted(\n                [output_queue.get() for _ in trange(chunk_id + 1, desc=\"Chunks\", disable=not show_progress_bar)],\n                key=lambda x: x[0],\n            )\n            if input_was_string:\n                # If input was a single string, return the first (only) result directly\n                return output_list[0][1][0]\n\n            # Handle the various output formats: torch tensors, numpy arrays, or\n            # list of dictionaries, also when empty.\n            embeddings = [output[1] for output in output_list]\n            if embeddings:\n                if isinstance(embeddings[0], list):\n                    embeddings = sum(embeddings, [])\n                elif isinstance(embeddings[0], torch.Tensor):\n                    embeddings = torch.cat(embeddings)\n                elif isinstance(embeddings[0], np.ndarray):\n                    embeddings = np.concatenate(embeddings, axis=0)\n            elif convert_to_tensor:\n                embeddings = torch.Tensor()\n            elif convert_to_numpy:\n                embeddings = np.array([])\n            return embeddings\n\n        finally:\n            # Clean up the pool if we created it\n            if created_pool:\n                self.stop_multi_process_pool(pool)\n\n    @staticmethod\n    def _encode_multi_process_worker(\n        target_device: str, model: SentenceTransformer, input_queue: Queue, results_queue: Queue\n    ) -> None:\n        \"\"\"\n        Internal working process to encode sentences in multi-process setup\n        \"\"\"\n        while True:\n            try:\n                chunk_id, inputs, kwargs = input_queue.get()\n                embeddings = model.encode(inputs, device=target_device, **kwargs)\n                # If multi-process embeddings are not on CPUs, move them to CPU, so they can\n                # all be concatenated later\n                if isinstance(embeddings, torch.Tensor) and embeddings.device.type != \"cpu\":\n                    embeddings = embeddings.cpu()\n                elif isinstance(embeddings, dict):\n                    embeddings = {\n                        key: value.cpu() if isinstance(value, torch.Tensor) and value.device.type != \"cpu\" else value\n                        for key, value in embeddings.items()\n                    }\n                results_queue.put([chunk_id, embeddings])\n            except queue.Empty:\n                break\n\n    def set_pooling_include_prompt(self, include_prompt: bool) -> None:\n        \"\"\"\n        Sets the `include_prompt` attribute in the pooling layer in the model, if there is one.\n\n        This is useful for INSTRUCTOR models, as the prompt should be excluded from the pooling strategy\n        for these models.\n\n        Args:\n            include_prompt (bool): Whether to include the prompt in the pooling layer.\n\n        Returns:\n            None\n        \"\"\"\n        for module in self:\n            if isinstance(module, Pooling):\n                module.include_prompt = include_prompt\n                break\n\n    def _get_prompt_length(self, prompt: str, **kwargs) -> int:\n        \"\"\"\n        Return the length of the prompt in tokens, including the BOS token\n        \"\"\"\n        if (prompt, *kwargs.values()) in self._prompt_length_mapping:\n            return self._prompt_length_mapping[(prompt, *kwargs.values())]\n\n        tokenized_prompt = self.tokenize([prompt], **kwargs)\n        if \"input_ids\" not in tokenized_prompt:\n            # If the tokenizer does not return input_ids, we cannot determine the prompt length.\n            # This can happen with some tokenizers that do not use input_ids.\n            return None\n        prompt_length = tokenized_prompt[\"input_ids\"].shape[-1]\n        # If the tokenizer adds a special EOS token, we do not count it as part of the prompt length.\n        # This is to ensure that the prompt length does not include the EOS token.\n        last_token = tokenized_prompt[\"input_ids\"][..., -1].item()\n        if hasattr(self.tokenizer, \"all_special_ids\") and last_token in self.tokenizer.all_special_ids:\n            prompt_length -= 1\n        self._prompt_length_mapping[(prompt, *kwargs.values())] = prompt_length\n        return prompt_length\n\n    def get_max_seq_length(self) -> int | None:\n        \"\"\"\n        Returns the maximal sequence length that the model accepts. Longer inputs will be truncated.\n\n        Returns:\n            Optional[int]: The maximal sequence length that the model accepts, or None if it is not defined.\n        \"\"\"\n        if hasattr(self._first_module(), \"max_seq_length\"):\n            return self._first_module().max_seq_length\n\n        return None\n\n    def tokenize(self, texts: list[str] | list[dict] | list[tuple[str, str]], **kwargs) -> dict[str, Tensor]:\n        \"\"\"\n        Tokenizes the texts.\n\n        Args:\n            texts (Union[List[str], List[Dict], List[Tuple[str, str]]]): A list of texts to be tokenized.\n\n        Returns:\n            Dict[str, Tensor]: A dictionary of tensors with the tokenized texts. Common keys are \"input_ids\",\n                \"attention_mask\", and \"token_type_ids\".\n        \"\"\"\n        try:\n            return self[0].tokenize(texts, **kwargs)\n        except TypeError:\n            return self[0].tokenize(texts)\n\n    def get_sentence_features(self, *features) -> dict[Literal[\"sentence_embedding\"], Tensor]:\n        return self._first_module().get_sentence_features(*features)\n\n    def get_sentence_embedding_dimension(self) -> int | None:\n        \"\"\"\n        Returns the number of dimensions in the output of :meth:`SentenceTransformer.encode <sentence_transformers.SentenceTransformer.encode>`.\n\n        Returns:\n            Optional[int]: The number of dimensions in the output of `encode`. If it's not known, it's `None`.\n        \"\"\"\n        output_dim = None\n        for mod in reversed(self._modules.values()):\n            sent_embedding_dim_method = getattr(mod, \"get_sentence_embedding_dimension\", None)\n            if callable(sent_embedding_dim_method):\n                output_dim = sent_embedding_dim_method()\n                break\n        if self.truncate_dim is not None:\n            # The user requested truncation. If they set it to a dim greater than output_dim,\n            # no truncation will actually happen. So return output_dim instead of self.truncate_dim\n            return min(output_dim or np.inf, self.truncate_dim)\n        return output_dim\n\n    @contextmanager\n    def truncate_sentence_embeddings(self, truncate_dim: int | None) -> Iterator[None]:\n        \"\"\"\n        In this context, :meth:`SentenceTransformer.encode <sentence_transformers.SentenceTransformer.encode>` outputs\n        sentence embeddings truncated at dimension ``truncate_dim``.\n\n        This may be useful when you are using the same model for different applications where different dimensions\n        are needed.\n\n        Args:\n            truncate_dim (int, optional): The dimension to truncate sentence embeddings to. ``None`` does no truncation.\n\n        Example:\n            ::\n\n                from sentence_transformers import SentenceTransformer\n\n                model = SentenceTransformer(\"all-mpnet-base-v2\")\n\n                with model.truncate_sentence_embeddings(truncate_dim=16):\n                    embeddings_truncated = model.encode([\"hello there\", \"hiya\"])\n                assert embeddings_truncated.shape[-1] == 16\n        \"\"\"\n        original_output_dim = self.truncate_dim\n        try:\n            self.truncate_dim = truncate_dim\n            yield\n        finally:\n            self.truncate_dim = original_output_dim\n\n    def _first_module(self) -> torch.nn.Module:\n        \"\"\"Returns the first module of this sequential embedder\"\"\"\n        return self._modules[next(iter(self._modules))]\n\n    def _last_module(self) -> torch.nn.Module:\n        \"\"\"Returns the last module of this sequential embedder\"\"\"\n        return self._modules[next(reversed(self._modules))]\n\n    def save(\n        self,\n        path: str,\n        model_name: str | None = None,\n        create_model_card: bool = True,\n        train_datasets: list[str] | None = None,\n        safe_serialization: bool = True,\n    ) -> None:\n        \"\"\"\n        Saves a model and its configuration files to a directory, so that it can be loaded\n        with ``SentenceTransformer(path)`` again.\n\n        Args:\n            path (str): Path on disk where the model will be saved.\n            model_name (str, optional): Optional model name.\n            create_model_card (bool, optional): If True, create a README.md with basic information about this model.\n            train_datasets (List[str], optional): Optional list with the names of the datasets used to train the model.\n            safe_serialization (bool, optional): If True, save the model using safetensors. If False, save the model\n                the traditional (but unsafe) PyTorch way.\n        \"\"\"\n        if path is None:\n            return\n\n        os.makedirs(path, exist_ok=True)\n\n        logger.info(f\"Save model to {path}\")\n        modules_config = []\n\n        # Save some model info\n        self._model_config[\"__version__\"] = {\n            \"sentence_transformers\": __version__,\n            \"transformers\": transformers.__version__,\n            \"pytorch\": torch.__version__,\n        }\n\n        with open(os.path.join(path, \"config_sentence_transformers.json\"), \"w\", encoding=\"utf8\") as fOut:\n            config = self._model_config.copy()\n            config[\"prompts\"] = self.prompts\n            config[\"default_prompt_name\"] = self.default_prompt_name\n            config[\"similarity_fn_name\"] = self.similarity_fn_name\n            json.dump(config, fOut, indent=2)\n\n        # Save modules\n        for idx, name in enumerate(self._modules):\n            module: Module = self._modules[name]\n            if (\n                idx == 0 and hasattr(module, \"save_in_root\") and module.save_in_root\n            ):  # Save first module in the main folder\n                model_path = os.path.join(path, \"\")\n            else:\n                model_path = os.path.join(path, str(idx) + \"_\" + type(module).__name__)\n\n            os.makedirs(model_path, exist_ok=True)\n            # Try to save with safetensors, but fall back to the traditional PyTorch way if the module doesn't support it\n            try:\n                module.save(model_path, safe_serialization=safe_serialization)\n            except TypeError:\n                module.save(model_path)\n\n            # \"module\" only works for Sentence Transformers as the modules have the same names as the classes\n            class_ref = type(module).__module__\n            # For remote modules, we want to remove \"transformers_modules.{repo_name}\":\n            if class_ref.startswith(\"transformers_modules.\"):\n                class_file = sys.modules[class_ref].__file__\n\n                # Save the custom module file\n                dest_file = Path(model_path) / (Path(class_file).name)\n                shutil.copy(class_file, dest_file)\n\n                # Save all files importeed in the custom module file\n                for needed_file in get_relative_import_files(class_file):\n                    dest_file = Path(model_path) / (Path(needed_file).name)\n                    shutil.copy(needed_file, dest_file)\n\n                # For remote modules, we want to ignore the \"transformers_modules.{repo_id}\" part,\n                # i.e. we only want the filename\n                class_ref = f\"{class_ref.split('.')[-1]}.{type(module).__name__}\"\n            # For other cases, we want to add the class name:\n            elif not class_ref.startswith(\"sentence_transformers.\"):\n                class_ref = f\"{class_ref}.{type(module).__name__}\"\n\n            module_config = {\"idx\": idx, \"name\": name, \"path\": os.path.basename(model_path), \"type\": class_ref}\n            if self.module_kwargs and name in self.module_kwargs and (module_kwargs := self.module_kwargs[name]):\n                module_config[\"kwargs\"] = module_kwargs\n            modules_config.append(module_config)\n\n        with open(os.path.join(path, \"modules.json\"), \"w\", encoding=\"utf8\") as fOut:\n            json.dump(modules_config, fOut, indent=2)\n\n        # Create model card\n        if create_model_card:\n            self._create_model_card(path, model_name, train_datasets)\n\n    def save_pretrained(\n        self,\n        path: str,\n        model_name: str | None = None,\n        create_model_card: bool = True,\n        train_datasets: list[str] | None = None,\n        safe_serialization: bool = True,\n    ) -> None:\n        \"\"\"\n        Saves a model and its configuration files to a directory, so that it can be loaded\n        with ``SentenceTransformer(path)`` again.\n\n        Args:\n            path (str): Path on disk where the model will be saved.\n            model_name (str, optional): Optional model name.\n            create_model_card (bool, optional): If True, create a README.md with basic information about this model.\n            train_datasets (List[str], optional): Optional list with the names of the datasets used to train the model.\n            safe_serialization (bool, optional): If True, save the model using safetensors. If False, save the model\n                the traditional (but unsafe) PyTorch way.\n        \"\"\"\n        self.save(\n            path,\n            model_name=model_name,\n            create_model_card=create_model_card,\n            train_datasets=train_datasets,\n            safe_serialization=safe_serialization,\n        )\n\n    def _update_default_model_id(self, model_card):\n        if self.model_card_data.model_id:\n            model_card = model_card.replace(\n                'model = SentenceTransformer(\"sentence_transformers_model_id\"',\n                f'model = SentenceTransformer(\"{self.model_card_data.model_id}\"',\n            )\n        return model_card\n\n    def _create_model_card(\n        self, path: str, model_name: str | None = None, train_datasets: list[str] | None = \"deprecated\"\n    ) -> None:\n        \"\"\"\n        Create an automatic model and stores it in the specified path. If no training was done and the loaded model\n        was a Sentence Transformer model already, then its model card is reused.\n\n        Args:\n            path (str): The path where the model card will be stored.\n            model_name (Optional[str], optional): The name of the model. Defaults to None.\n            train_datasets (Optional[List[str]], optional): Deprecated argument. Defaults to \"deprecated\".\n\n        Returns:\n            None\n        \"\"\"\n        if model_name:\n            model_path = Path(model_name)\n            if not model_path.exists() and not self.model_card_data.model_id:\n                self.model_card_data.model_id = model_name\n\n        # If we loaded a Sentence Transformer model from the Hub, and no training was done, then\n        # we don't generate a new model card, but reuse the old one instead.\n        if self._model_card_text and \"generated_from_trainer\" not in self.model_card_data.tags:\n            model_card = self._model_card_text\n            model_card = self._update_default_model_id(model_card)\n        else:\n            try:\n                model_card = generate_model_card(self)\n            except Exception:\n                logger.error(\n                    f\"Error while generating model card:\\n{traceback.format_exc()}\"\n                    \"Consider opening an issue on https://github.com/huggingface/sentence-transformers/issues with this traceback.\\n\"\n                    \"Skipping model card creation.\"\n                )\n                return\n\n        with open(os.path.join(path, \"README.md\"), \"w\", encoding=\"utf8\") as fOut:\n            fOut.write(model_card)\n\n    @save_to_hub_args_decorator\n    def save_to_hub(\n        self,\n        repo_id: str,\n        organization: str | None = None,\n        token: str | None = None,\n        private: bool | None = None,\n        safe_serialization: bool = True,\n        commit_message: str = \"Add new SentenceTransformer model.\",\n        local_model_path: str | None = None,\n        exist_ok: bool = False,\n        replace_model_card: bool = False,\n        train_datasets: list[str] | None = None,\n    ) -> str:\n        \"\"\"\n        DEPRECATED, use `push_to_hub` instead.\n\n        Uploads all elements of this Sentence Transformer to a new HuggingFace Hub repository.\n\n        Args:\n            repo_id (str): Repository name for your model in the Hub, including the user or organization.\n            token (str, optional): An authentication token (See https://huggingface.co/settings/token)\n            private (bool, optional): Set to true, for hosting a private model\n            safe_serialization (bool, optional): If true, save the model using safetensors. If false, save the model the traditional PyTorch way\n            commit_message (str, optional): Message to commit while pushing.\n            local_model_path (str, optional): Path of the model locally. If set, this file path will be uploaded. Otherwise, the current model will be uploaded\n            exist_ok (bool, optional): If true, saving to an existing repository is OK. If false, saving only to a new repository is possible\n            replace_model_card (bool, optional): If true, replace an existing model card in the hub with the automatically created model card\n            train_datasets (List[str], optional): Datasets used to train the model. If set, the datasets will be added to the model card in the Hub.\n\n        Returns:\n            str: The url of the commit of your model in the repository on the Hugging Face Hub.\n        \"\"\"\n        logger.warning(\n            \"The `save_to_hub` method is deprecated and will be removed in a future version of SentenceTransformers.\"\n            \" Please use `push_to_hub` instead for future model uploads.\"\n        )\n\n        if organization:\n            if \"/\" not in repo_id:\n                logger.warning(\n                    f'Providing an `organization` to `save_to_hub` is deprecated, please use `repo_id=\"{organization}/{repo_id}\"` instead.'\n                )\n                repo_id = f\"{organization}/{repo_id}\"\n            elif repo_id.split(\"/\")[0] != organization:\n                raise ValueError(\n                    \"Providing an `organization` to `save_to_hub` is deprecated, please only use `repo_id`.\"\n                )\n            else:\n                logger.warning(\n                    f'Providing an `organization` to `save_to_hub` is deprecated, please only use `repo_id=\"{repo_id}\"` instead.'\n                )\n\n        return self.push_to_hub(\n            repo_id=repo_id,\n            token=token,\n            private=private,\n            safe_serialization=safe_serialization,\n            commit_message=commit_message,\n            local_model_path=local_model_path,\n            exist_ok=exist_ok,\n            replace_model_card=replace_model_card,\n            train_datasets=train_datasets,\n        )\n\n    def push_to_hub(\n        self,\n        repo_id: str,\n        token: str | None = None,\n        private: bool | None = None,\n        safe_serialization: bool = True,\n        commit_message: str | None = None,\n        local_model_path: str | None = None,\n        exist_ok: bool = False,\n        replace_model_card: bool = False,\n        train_datasets: list[str] | None = None,\n        revision: str | None = None,\n        create_pr: bool = False,\n    ) -> str:\n        \"\"\"\n        Uploads all elements of this Sentence Transformer to a new HuggingFace Hub repository.\n\n        Args:\n            repo_id (str): Repository name for your model in the Hub, including the user or organization.\n            token (str, optional): An authentication token (See https://huggingface.co/settings/token)\n            private (bool, optional): Set to true, for hosting a private model\n            safe_serialization (bool, optional): If true, save the model using safetensors. If false, save the model the traditional PyTorch way\n            commit_message (str, optional): Message to commit while pushing.\n            local_model_path (str, optional): Path of the model locally. If set, this file path will be uploaded. Otherwise, the current model will be uploaded\n            exist_ok (bool, optional): If true, saving to an existing repository is OK. If false, saving only to a new repository is possible\n            replace_model_card (bool, optional): If true, replace an existing model card in the hub with the automatically created model card\n            train_datasets (List[str], optional): Datasets used to train the model. If set, the datasets will be added to the model card in the Hub.\n            revision (str, optional): Branch to push the uploaded files to\n            create_pr (bool, optional): If True, create a pull request instead of pushing directly to the main branch\n\n        Returns:\n            str: The url of the commit of your model in the repository on the Hugging Face Hub.\n        \"\"\"\n        api = HfApi(token=token)\n        repo_url = api.create_repo(\n            repo_id=repo_id,\n            private=private,\n            repo_type=None,\n            exist_ok=exist_ok or create_pr,\n        )\n        repo_id = repo_url.repo_id  # Update the repo_id in case the old repo_id didn't contain a user or organization\n        self.model_card_data.set_model_id(repo_id)\n        if revision is not None:\n            api.create_branch(repo_id=repo_id, branch=revision, exist_ok=True)\n\n        if commit_message is None:\n            backend = self.get_backend()\n            if backend == \"torch\":\n                commit_message = f\"Add new {self.__class__.__name__} model\"\n            else:\n                commit_message = f\"Add new {self.__class__.__name__} model with an {backend} backend\"\n\n        commit_description = \"\"\n        if create_pr:\n            commit_description = f\"\"\"\\\nHello!\n\n*This pull request has been automatically generated from the [`push_to_hub`](https://sbert.net/docs/package_reference/sentence_transformer/SentenceTransformer.html#sentence_transformers.SentenceTransformer.push_to_hub) method from the Sentence Transformers library.*\n\n## Full Model Architecture:\n```\n{self}\n```\n\n## Tip:\nConsider testing this pull request before merging by loading the model from this PR with the `revision` argument:\n```python\nfrom sentence_transformers import {self.__class__.__name__}\n\n# TODO: Fill in the PR number\npr_number = 2\nmodel = {self.__class__.__name__}(\n    \"{repo_id}\",\n    revision=f\"refs/pr/{{pr_number}}\",\n    backend=\"{self.get_backend()}\",\n)\n\n# Verify that everything works as expected\nembeddings = model.encode([\"The weather is lovely today.\", \"It's so sunny outside!\", \"He drove to the stadium.\"])\nprint(embeddings.shape)\n\nsimilarities = model.similarity(embeddings, embeddings)\nprint(similarities)\n```\n\"\"\"\n\n        if local_model_path:\n            folder_url = api.upload_folder(\n                repo_id=repo_id,\n                folder_path=local_model_path,\n                commit_message=commit_message,\n                commit_description=commit_description,\n                revision=revision,\n                create_pr=create_pr,\n            )\n        else:\n            with tempfile.TemporaryDirectory() as tmp_dir:\n                create_model_card = replace_model_card or not os.path.exists(os.path.join(tmp_dir, \"README.md\"))\n                self.save_pretrained(\n                    tmp_dir,\n                    model_name=repo_url.repo_id,\n                    create_model_card=create_model_card,\n                    train_datasets=train_datasets,\n                    safe_serialization=safe_serialization,\n                )\n                folder_url = api.upload_folder(\n                    repo_id=repo_id,\n                    folder_path=tmp_dir,\n                    commit_message=commit_message,\n                    commit_description=commit_description,\n                    revision=revision,\n                    create_pr=create_pr,\n                )\n\n        if create_pr:\n            return folder_url.pr_url\n        return folder_url.commit_url\n\n    def _text_length(self, text: list[int] | list[list[int]]) -> int:\n        \"\"\"\n        Help function to get the length for the input text. Text can be either\n        a list of ints (which means a single text as input), or a tuple of list of ints\n        (representing several text inputs to the model).\n        \"\"\"\n\n        if isinstance(text, dict):  # {key: value} case\n            return len(next(iter(text.values())))\n        elif not hasattr(text, \"__len__\"):  # Object has no len() method\n            return 1\n        elif len(text) == 0 or isinstance(text[0], int):  # Empty string or list of ints\n            return len(text)\n        else:\n            return sum([len(t) for t in text])  # Sum of length of individual strings\n\n    def evaluate(self, evaluator: SentenceEvaluator, output_path: str | None = None) -> dict[str, float] | float:\n        \"\"\"\n        Evaluate the model based on an evaluator\n\n        Args:\n            evaluator (SentenceEvaluator): The evaluator used to evaluate the model.\n            output_path (str, optional): The path where the evaluator can write the results. Defaults to None.\n\n        Returns:\n            The evaluation results.\n        \"\"\"\n        if output_path is not None:\n            os.makedirs(output_path, exist_ok=True)\n        return evaluator(self, output_path)\n\n    def _load_auto_model(\n        self,\n        model_name_or_path: str,\n        token: bool | str | None,\n        cache_folder: str | None,\n        revision: str | None = None,\n        trust_remote_code: bool = False,\n        local_files_only: bool = False,\n        model_kwargs: dict[str, Any] | None = None,\n        tokenizer_kwargs: dict[str, Any] | None = None,\n        config_kwargs: dict[str, Any] | None = None,\n        has_modules: bool = False,\n    ) -> list[nn.Module]:\n        \"\"\"\n        Creates a simple Transformer + Mean Pooling model and returns the modules\n\n        Args:\n            model_name_or_path (str): The name or path of the pre-trained model.\n            token (Optional[Union[bool, str]]): The token to use for the model.\n            cache_folder (Optional[str]): The folder to cache the model.\n            revision (Optional[str], optional): The revision of the model. Defaults to None.\n            trust_remote_code (bool, optional): Whether to trust remote code. Defaults to False.\n            local_files_only (bool, optional): Whether to use only local files. Defaults to False.\n            model_kwargs (Optional[Dict[str, Any]], optional): Additional keyword arguments for the model. Defaults to None.\n            tokenizer_kwargs (Optional[Dict[str, Any]], optional): Additional keyword arguments for the tokenizer. Defaults to None.\n            config_kwargs (Optional[Dict[str, Any]], optional): Additional keyword arguments for the config. Defaults to None.\n            has_modules (bool, optional): Whether the model has modules.json. Defaults to False.\n\n        Returns:\n            List[nn.Module]: A list containing the transformer model and the pooling model.\n        \"\"\"\n        logger.warning(\n            f\"No sentence-transformers model found with name {model_name_or_path}. Creating a new one with mean pooling.\"\n        )\n\n        shared_kwargs = {\n            \"token\": token,\n            \"trust_remote_code\": trust_remote_code,\n            \"revision\": revision,\n            \"local_files_only\": local_files_only,\n        }\n        model_kwargs = shared_kwargs if model_kwargs is None else {**shared_kwargs, **model_kwargs}\n        tokenizer_kwargs = shared_kwargs if tokenizer_kwargs is None else {**shared_kwargs, **tokenizer_kwargs}\n        config_kwargs = shared_kwargs if config_kwargs is None else {**shared_kwargs, **config_kwargs}\n\n        transformer_model = Transformer(\n            model_name_or_path,\n            cache_dir=cache_folder,\n            model_args=model_kwargs,\n            tokenizer_args=tokenizer_kwargs,\n            config_args=config_kwargs,\n            backend=self.backend,\n        )\n        pooling_model = Pooling(transformer_model.get_word_embedding_dimension(), \"mean\")\n        if not local_files_only:\n            self.model_card_data.set_base_model(model_name_or_path, revision=revision)\n        return [transformer_model, pooling_model]\n\n    def _load_module_class_from_ref(\n        self,\n        class_ref: str,\n        model_name_or_path: str,\n        trust_remote_code: bool,\n        revision: str | None,\n        model_kwargs: dict[str, Any] | None,\n    ) -> nn.Module:\n        # If the class is from sentence_transformers, we can directly import it,\n        # otherwise, we try to import it dynamically, and if that fails, we fall back to the default import\n        if class_ref.startswith(\"sentence_transformers.\"):\n            return import_from_string(class_ref)\n\n        if trust_remote_code or os.path.exists(model_name_or_path):\n            code_revision = model_kwargs.pop(\"code_revision\", None) if model_kwargs else None\n            try:\n                return get_class_from_dynamic_module(\n                    class_ref,\n                    model_name_or_path,\n                    revision=revision,\n                    code_revision=code_revision,\n                )\n            except (OSError, ValueError):\n                # Ignore the error if 1) the file does not exist, or 2) the class_ref is not correctly formatted/found\n                pass\n\n        return import_from_string(class_ref)\n\n    def _load_sbert_model(\n        self,\n        model_name_or_path: str,\n        token: bool | str | None,\n        cache_folder: str | None,\n        revision: str | None = None,\n        trust_remote_code: bool = False,\n        local_files_only: bool = False,\n        model_kwargs: dict[str, Any] | None = None,\n        tokenizer_kwargs: dict[str, Any] | None = None,\n        config_kwargs: dict[str, Any] | None = None,\n    ) -> dict[str, nn.Module]:\n        \"\"\"\n        Loads a full SentenceTransformer model using the modules.json file.\n\n        Args:\n            model_name_or_path (str): The name or path of the pre-trained model.\n            token (Optional[Union[bool, str]]): The token to use for the model.\n            cache_folder (Optional[str]): The folder to cache the model.\n            revision (Optional[str], optional): The revision of the model. Defaults to None.\n            trust_remote_code (bool, optional): Whether to trust remote code. Defaults to False.\n            local_files_only (bool, optional): Whether to use only local files. Defaults to False.\n            model_kwargs (Optional[Dict[str, Any]], optional): Additional keyword arguments for the model. Defaults to None.\n            tokenizer_kwargs (Optional[Dict[str, Any]], optional): Additional keyword arguments for the tokenizer. Defaults to None.\n            config_kwargs (Optional[Dict[str, Any]], optional): Additional keyword arguments for the config. Defaults to None.\n\n        Returns:\n            OrderedDict[str, nn.Module]: An ordered dictionary containing the modules of the model.\n        \"\"\"\n        # Check if the config_sentence_transformers.json file exists (exists since v2 of the framework)\n        config_sentence_transformers_json_path = load_file_path(\n            model_name_or_path,\n            \"config_sentence_transformers.json\",\n            token=token,\n            cache_folder=cache_folder,\n            revision=revision,\n            local_files_only=local_files_only,\n        )\n        if config_sentence_transformers_json_path is not None:\n            with open(config_sentence_transformers_json_path, encoding=\"utf8\") as fIn:\n                self._model_config = json.load(fIn)\n\n            if (\n                \"__version__\" in self._model_config\n                and \"sentence_transformers\" in self._model_config[\"__version__\"]\n                and version.parse(self._model_config[\"__version__\"][\"sentence_transformers\"])\n                > version.parse(__version__)\n            ):\n                logger.warning(\n                    f\"You are trying to use a model that was created with Sentence Transformers version {self._model_config['__version__']['sentence_transformers']}, \"\n                    f\"but you're currently using version {__version__}. This might cause unexpected behavior or errors. \"\n                    \"In that case, try to update to the latest version.\"\n                )\n\n            # Set score functions & prompts if not already overridden by the __init__ calls\n            if self._similarity_fn_name is None:\n                self.similarity_fn_name = self._model_config.get(\"similarity_fn_name\", None)\n            # Only update prompts that aren't already set by the user or defaults\n            for prompt_name, prompt_text in self._model_config.get(\"prompts\", {}).items():\n                if prompt_name not in self.prompts or not self.prompts[prompt_name]:\n                    self.prompts[prompt_name] = prompt_text\n            if not self.default_prompt_name:\n                self.default_prompt_name = self._model_config.get(\"default_prompt_name\", None)\n            if \"model_type\" not in self._model_config.keys():\n                self._model_config[\"model_type\"] = self.__class__.__name__\n\n        # Check if a readme exists\n        model_card_path = load_file_path(\n            model_name_or_path,\n            \"README.md\",\n            token=token,\n            cache_folder=cache_folder,\n            revision=revision,\n            local_files_only=local_files_only,\n        )\n        if model_card_path is not None:\n            try:\n                with open(model_card_path, encoding=\"utf8\") as fIn:\n                    self._model_card_text = fIn.read()\n            except Exception:\n                pass\n\n        # Load the modules of sentence transformer\n        modules_json_path = load_file_path(\n            model_name_or_path,\n            \"modules.json\",\n            token=token,\n            cache_folder=cache_folder,\n            revision=revision,\n            local_files_only=local_files_only,\n        )\n        with open(modules_json_path, encoding=\"utf8\") as fIn:\n            modules_config = json.load(fIn)\n\n        modules = OrderedDict()\n        module_kwargs = OrderedDict()\n        for module_config in modules_config:\n            class_ref = module_config[\"type\"]\n            module_class: Module = self._load_module_class_from_ref(\n                class_ref, model_name_or_path, trust_remote_code, revision, model_kwargs\n            )\n\n            # Backwards compatibility: if the module is older and its `load` method only supports one parameter,\n            # a path to a local directory containing the module files, then we load it with the old style\n            load_signature = inspect.signature(module_class.load)\n            # Check if the `load` method only accepts a single parameter (the path to the local directory).\n            # This indicates an older module that does not support the newer loading method with multiple arguments.\n            if len(load_signature.parameters) == 1:\n                signature = inspect.signature(module_class.__init__)\n                # If the module's `__init__` method contains specific keyword arguments like `model_args` and `config_args`,\n                # it is likely Transformer-based. These arguments are commonly used in Transformer models to configure\n                # the model and tokenizer during initialization.\n                # Example: Models with custom modules on the Hugging Face Hub like\n                # https://huggingface.co/jinaai/jina-embeddings-v3 may use this logic.\n                if {\"model_args\", \"config_args\"} <= set(signature.parameters):\n                    # Load initialization arguments specific to Transformer-based modules. This includes\n                    # arguments for loading the model, tokenizer, and configuration, as well as any\n                    # additional module-specific keyword arguments.\n                    common_transformer_init_kwargs = Transformer._load_init_kwargs(\n                        model_name_or_path,\n                        # Loading-specific keyword arguments\n                        subfolder=module_config[\"path\"],\n                        token=token,\n                        cache_folder=cache_folder,\n                        revision=revision,\n                        local_files_only=local_files_only,\n                        # Module-specific keyword arguments\n                        trust_remote_code=trust_remote_code,\n                        model_kwargs=model_kwargs,\n                        tokenizer_kwargs=tokenizer_kwargs,\n                        config_kwargs=config_kwargs,\n                        backend=self.backend,\n                    )\n                    module = module_class(model_name_or_path, **common_transformer_init_kwargs)\n\n                else:\n                    # Old modules that don't support the new loading method and don't seem Transformer-based\n                    # are loaded by downloading the full directories and calling .load() with the old style\n                    # (i.e. only a path to the local directory)\n                    local_path = load_dir_path(\n                        model_name_or_path=model_name_or_path,\n                        subfolder=module_config[\"path\"],\n                        token=token,\n                        cache_folder=cache_folder,\n                        revision=revision,\n                        local_files_only=local_files_only,\n                    )\n                    module = module_class.load(local_path)\n\n            else:\n                # Newer modules that support the new loading method are loaded with the new style\n                # i.e. with many keyword arguments that can optionally be used by the modules\n                module = module_class.load(\n                    model_name_or_path,\n                    # Loading-specific keyword arguments\n                    subfolder=module_config[\"path\"],\n                    token=token,\n                    cache_folder=cache_folder,\n                    revision=revision,\n                    local_files_only=local_files_only,\n                    # Module-specific keyword arguments\n                    trust_remote_code=trust_remote_code,\n                    model_kwargs=model_kwargs,\n                    tokenizer_kwargs=tokenizer_kwargs,\n                    config_kwargs=config_kwargs,\n                    backend=self.backend,\n                )\n\n            modules[module_config[\"name\"]] = module\n            module_kwargs[module_config[\"name\"]] = module_config.get(\"kwargs\", [])\n\n        if revision is None:\n            path_parts = Path(modules_json_path)\n            if len(path_parts.parts) >= 2:\n                revision_path_part = Path(modules_json_path).parts[-2]\n                if len(revision_path_part) == 40:\n                    revision = revision_path_part\n        if not local_files_only:\n            self.model_card_data.set_base_model(model_name_or_path, revision=revision)\n        return modules, module_kwargs\n\n    @staticmethod\n    @deprecated(\"SentenceTransformer.load(...) is deprecated, use SentenceTransformer(...) instead.\")\n    def load(input_path) -> SentenceTransformer:\n        return SentenceTransformer(input_path)\n\n    @property\n    def device(self) -> device:\n        \"\"\"\n        Get torch.device from module, assuming that the whole module has one device.\n        In case there are no PyTorch parameters, fall back to CPU.\n        \"\"\"\n        if (transformers_model := self.transformers_model) is not None and hasattr(transformers_model, \"device\"):\n            return transformers_model.device\n\n        if len(self._modules) and hasattr(self[0], \"auto_model\") and hasattr(self[0].auto_model, \"device\"):\n            return self[0].auto_model.device\n\n        try:\n            return next(self.parameters()).device\n        except StopIteration:\n            # For nn.DataParallel compatibility in PyTorch 1.5\n\n            def find_tensor_attributes(module: nn.Module) -> list[tuple[str, Tensor]]:\n                tuples = [(k, v) for k, v in module.__dict__.items() if torch.is_tensor(v)]\n                return tuples\n\n            gen = self._named_members(get_members_fn=find_tensor_attributes)\n            try:\n                first_tuple = next(gen)\n                return first_tuple[1].device\n            except StopIteration:\n                return torch.device(\"cpu\")\n\n    @property\n    def tokenizer(self) -> Any:\n        \"\"\"\n        Property to get the tokenizer that is used by this model\n        \"\"\"\n        return self._first_module().tokenizer\n\n    @tokenizer.setter\n    def tokenizer(self, value) -> None:\n        \"\"\"\n        Property to set the tokenizer that should be used by this model\n        \"\"\"\n        self._first_module().tokenizer = value\n\n    @property\n    def max_seq_length(self) -> int:\n        \"\"\"\n        Returns the maximal input sequence length for the model. Longer inputs will be truncated.\n\n        Returns:\n            int: The maximal input sequence length.\n\n        Example:\n            ::\n\n                from sentence_transformers import SentenceTransformer\n\n                model = SentenceTransformer(\"all-mpnet-base-v2\")\n                print(model.max_seq_length)\n                # => 384\n        \"\"\"\n        return self._first_module().max_seq_length\n\n    @max_seq_length.setter\n    def max_seq_length(self, value) -> None:\n        \"\"\"\n        Property to set the maximal input sequence length for the model. Longer inputs will be truncated.\n        \"\"\"\n        self._first_module().max_seq_length = value\n\n    @property\n    def transformers_model(self) -> PreTrainedModel | None:\n        \"\"\"\n        Property to get the underlying transformers PreTrainedModel instance, if it exists.\n        Note that it's possible for a model to have multiple underlying transformers models, but this property\n        will return the first one it finds in the module hierarchy.\n\n        Returns:\n            PreTrainedModel or None: The underlying transformers model or None if not found.\n\n        Example:\n            ::\n\n                from sentence_transformers import SentenceTransformer\n\n                model = SentenceTransformer(\"all-mpnet-base-v2\")\n\n                # You can now access the underlying transformers model\n                transformers_model = model.transformers_model\n                print(type(transformers_model))\n                # => <class 'transformers.models.mpnet.modeling_mpnet.MPNetModel'>\n        \"\"\"\n        for module in self.modules():\n            if isinstance(module, PreTrainedModel):\n                return module\n        return None\n\n    @property\n    def _target_device(self) -> torch.device:\n        logger.warning(\n            \"`SentenceTransformer._target_device` has been deprecated, please use `SentenceTransformer.device` instead.\",\n        )\n        return self.device\n\n    @_target_device.setter\n    def _target_device(self, device: int | str | torch.device | None = None) -> None:\n        self.to(device)\n\n    @property\n    def dtype(self) -> torch.dtype | None:\n        for child in self.modules():\n            if child is not self and hasattr(child, \"dtype\"):\n                return child.dtype\n        return None\n\n    @property\n    def _no_split_modules(self) -> list[str]:\n        try:\n            return self._first_module()._no_split_modules\n        except AttributeError:\n            return []\n\n    @property\n    def _keys_to_ignore_on_save(self) -> list[str]:\n        try:\n            return self._first_module()._keys_to_ignore_on_save\n        except AttributeError:\n            return []\n\n    def gradient_checkpointing_enable(self, gradient_checkpointing_kwargs=None) -> None:\n        # Propagate the gradient checkpointing to the transformer model\n        for child in self.modules():\n            if isinstance(child, PreTrainedModel):\n                return child.gradient_checkpointing_enable(gradient_checkpointing_kwargs)\n\n    def _get_model_type(\n        self,\n        model_name_or_path: str,\n        token: bool | str | None,\n        cache_folder: str | None,\n        revision: str | None = None,\n        local_files_only: bool = False,\n    ) -> str | None:\n        \"\"\"\n        Retrieves the model_type from the config_sentence_transformers.json file.\n\n        This is used to determine the appropriate loading method:\n        - SentenceTransformer: These models should be loaded with _load_sbert_model when used with SentenceTransformer class\n        - SparseEncoder: These models should be loaded with _load_auto_model when used with SentenceTransformer class\n\n        When a model type doesn't match the class being used to load it, we switch loading methods\n        to ensure compatibility.\n\n        Args:\n            model_name_or_path (str): The name or path of the pre-trained model.\n            token (Optional[Union[bool, str]]): The token to use for the model.\n            cache_folder (Optional[str]): The folder to cache the model.\n            revision (Optional[str], optional): The revision of the model. Defaults to None.\n            local_files_only (bool, optional): Whether to use only local files. Defaults to False.\n\n        Returns:\n            Optional[str]: The model type (SentenceTransformer or SparseEncoder) if available, None otherwise.\n        \"\"\"\n        config_sentence_transformers_json_path = load_file_path(\n            model_name_or_path,\n            \"config_sentence_transformers.json\",\n            token=token,\n            cache_folder=cache_folder,\n            revision=revision,\n            local_files_only=local_files_only,\n        )\n\n        if config_sentence_transformers_json_path is None:\n            return \"SentenceTransformer\"\n\n        with open(config_sentence_transformers_json_path, encoding=\"utf8\") as fIn:\n            config = json.load(fIn)\n            return config.get(\"model_type\", \"SentenceTransformer\")  # Default to \"SentenceTransformer\" if not specified\n"
  },
  {
    "path": "sentence_transformers/__init__.py",
    "content": "from __future__ import annotations\n\n__version__ = \"5.4.0.dev0\"\n__MODEL_HUB_ORGANIZATION__ = \"sentence-transformers\"\n\nimport importlib\nimport os\nimport warnings\n\nfrom sentence_transformers.backend import (\n    export_dynamic_quantized_onnx_model,\n    export_optimized_onnx_model,\n    export_static_quantized_openvino_model,\n)\nfrom sentence_transformers.cross_encoder import (\n    CrossEncoder,\n    CrossEncoderModelCardData,\n    CrossEncoderTrainer,\n    CrossEncoderTrainingArguments,\n)\nfrom sentence_transformers.datasets import ParallelSentencesDataset, SentencesDataset\nfrom sentence_transformers.LoggingHandler import LoggingHandler\nfrom sentence_transformers.model_card import SentenceTransformerModelCardData\nfrom sentence_transformers.quantization import quantize_embeddings\nfrom sentence_transformers.readers import InputExample\nfrom sentence_transformers.sampler import DefaultBatchSampler, MultiDatasetDefaultBatchSampler\nfrom sentence_transformers.SentenceTransformer import SentenceTransformer\nfrom sentence_transformers.similarity_functions import SimilarityFunction\nfrom sentence_transformers.sparse_encoder import (\n    SparseEncoder,\n    SparseEncoderModelCardData,\n    SparseEncoderTrainer,\n    SparseEncoderTrainingArguments,\n)\nfrom sentence_transformers.trainer import SentenceTransformerTrainer\nfrom sentence_transformers.training_args import SentenceTransformerTrainingArguments\nfrom sentence_transformers.util import mine_hard_negatives\n\n# If codecarbon is installed and the log level is not defined,\n# automatically overwrite the default to \"error\"\nif importlib.util.find_spec(\"codecarbon\") and \"CODECARBON_LOG_LEVEL\" not in os.environ:\n    os.environ[\"CODECARBON_LOG_LEVEL\"] = \"error\"\n\n# Globally silence PyTorch sparse CSR tensor beta warning\nwarnings.filterwarnings(\"ignore\", message=\"Sparse CSR tensor support is in beta state\")\n\n__all__ = [\n    \"LoggingHandler\",\n    \"SentencesDataset\",\n    \"ParallelSentencesDataset\",\n    \"SentenceTransformer\",\n    \"SimilarityFunction\",\n    \"InputExample\",\n    \"CrossEncoder\",\n    \"CrossEncoderTrainer\",\n    \"CrossEncoderTrainingArguments\",\n    \"CrossEncoderModelCardData\",\n    \"SentenceTransformerTrainer\",\n    \"SentenceTransformerTrainingArguments\",\n    \"SentenceTransformerModelCardData\",\n    \"SparseEncoder\",\n    \"SparseEncoderTrainer\",\n    \"SparseEncoderTrainingArguments\",\n    \"SparseEncoderModelCardData\",\n    \"quantize_embeddings\",\n    \"export_optimized_onnx_model\",\n    \"export_dynamic_quantized_onnx_model\",\n    \"export_static_quantized_openvino_model\",\n    \"DefaultBatchSampler\",\n    \"MultiDatasetDefaultBatchSampler\",\n    \"mine_hard_negatives\",\n]\n"
  },
  {
    "path": "sentence_transformers/backend/__init__.py",
    "content": "from __future__ import annotations\n\nfrom .load import load_onnx_model, load_openvino_model\nfrom .optimize import export_optimized_onnx_model\nfrom .quantize import export_dynamic_quantized_onnx_model, export_static_quantized_openvino_model\nfrom .utils import (\n    _save_pretrained_wrapper,\n    backend_should_export,\n    backend_warn_to_save,\n    save_or_push_to_hub_model,\n)\n\n__all__ = [\n    \"load_onnx_model\",\n    \"load_openvino_model\",\n    \"export_optimized_onnx_model\",\n    \"export_dynamic_quantized_onnx_model\",\n    \"export_static_quantized_openvino_model\",\n    \"_save_pretrained_wrapper\",\n    \"backend_should_export\",\n    \"backend_warn_to_save\",\n    \"save_or_push_to_hub_model\",\n]\n"
  },
  {
    "path": "sentence_transformers/backend/load.py",
    "content": "from __future__ import annotations\n\nimport json\nimport logging\nfrom pathlib import Path\n\nfrom transformers.configuration_utils import PretrainedConfig\n\nfrom sentence_transformers.backend.utils import _save_pretrained_wrapper, backend_should_export, backend_warn_to_save\n\nlogger = logging.getLogger(__name__)\n\n\ndef load_onnx_model(model_name_or_path: str, config: PretrainedConfig, task_name: str, **model_kwargs):\n    \"\"\"\n    Load and perhaps export an ONNX model using the Optimum library.\n\n    Args:\n        model_name_or_path (str): The model name on Hugging Face (e.g. 'naver/splade-cocondenser-ensembledistil')\n            or the path to a local model directory.\n        config (PretrainedConfig): The model configuration.\n        task_name (str): The task name for the model (e.g. 'feature-extraction', 'fill-mask', 'sequence-classification').\n        model_kwargs (dict): Additional keyword arguments for the model loading.\n    \"\"\"\n    try:\n        import onnxruntime as ort\n        from optimum.onnxruntime import (\n            ONNX_WEIGHTS_NAME,\n            ORTModelForFeatureExtraction,\n            ORTModelForMaskedLM,\n            ORTModelForSequenceClassification,\n        )\n\n        # Map task names to their corresponding model classes\n        task_to_model_mapping = {\n            \"feature-extraction\": ORTModelForFeatureExtraction,\n            \"fill-mask\": ORTModelForMaskedLM,\n            \"sequence-classification\": ORTModelForSequenceClassification,\n        }\n\n        # Get the appropriate model class based on the task name\n        if task_name not in task_to_model_mapping:\n            supported_tasks = \", \".join(task_to_model_mapping.keys())\n            raise ValueError(f\"Unsupported task: {task_name}. Supported tasks: {supported_tasks}\")\n\n        model_cls = task_to_model_mapping[task_name]\n    except ModuleNotFoundError:\n        raise Exception(\n            \"Using the ONNX backend requires installing Optimum and ONNX Runtime. \"\n            \"You can install them with pip: `pip install sentence-transformers[onnx]` \"\n            \"or `pip install sentence-transformers[onnx-gpu]`\"\n        )\n\n    # Default to the highest priority available provider if not specified\n    # E.g. Tensorrt > CUDA > CPU\n    model_kwargs[\"provider\"] = model_kwargs.pop(\"provider\", ort.get_available_providers()[0])\n\n    load_path = Path(model_name_or_path)\n    is_local = load_path.exists()\n    backend_name = \"ONNX\"\n    target_file_glob = \"*.onnx\"\n\n    # Determine whether the model should be exported or whether we can load it directly\n    export, model_kwargs = backend_should_export(\n        load_path, is_local, model_kwargs, ONNX_WEIGHTS_NAME, target_file_glob, backend_name\n    )\n\n    # If we're exporting, then there's no need for a file_name to load the model from\n    if export:\n        model_kwargs.pop(\"file_name\", None)\n\n    # Either load an exported model, or export the model to ONNX\n    model = model_cls.from_pretrained(\n        model_name_or_path,\n        config=config,\n        export=export,\n        **model_kwargs,\n    )\n\n    # Wrap the save_pretrained method to save the model in the correct subfolder\n    model._save_pretrained = _save_pretrained_wrapper(model._save_pretrained, subfolder=\"onnx\")\n\n    # Warn the user to save the model if they haven't already\n    if export:\n        backend_warn_to_save(model_name_or_path, is_local, backend_name)\n\n    return model\n\n\ndef load_openvino_model(model_name_or_path: str, config: PretrainedConfig, task_name: str, **model_kwargs):\n    \"\"\"\n    Load and perhaps export an OpenVINO model using the Optimum library.\n\n    Args:\n        model_name_or_path (str): The model name on Hugging Face (e.g. 'naver/splade-cocondenser-ensembledistil')\n            or the path to a local model directory.\n        config (PretrainedConfig): The model configuration.\n        task_name (str): The task name for the model (e.g. 'feature-extraction', 'fill-mask', 'sequence-classification').\n        model_kwargs (dict): Additional keyword arguments for the model loading.\n    \"\"\"\n    try:\n        from optimum.intel.openvino import (\n            OV_XML_FILE_NAME,\n            OVModelForFeatureExtraction,\n            OVModelForMaskedLM,\n            OVModelForSequenceClassification,\n        )\n\n        # Map task names to their corresponding model classes\n        task_to_model_mapping = {\n            \"feature-extraction\": OVModelForFeatureExtraction,\n            \"fill-mask\": OVModelForMaskedLM,\n            \"sequence-classification\": OVModelForSequenceClassification,\n        }\n\n        # Get the appropriate model class based on the task name\n        if task_name not in task_to_model_mapping:\n            supported_tasks = \", \".join(task_to_model_mapping.keys())\n            raise ValueError(f\"Unsupported task: {task_name}. Supported tasks: {supported_tasks}\")\n\n        model_cls = task_to_model_mapping[task_name]\n    except ModuleNotFoundError:\n        raise Exception(\n            \"Using the OpenVINO backend requires installing Optimum and OpenVINO. \"\n            \"You can install them with pip: `pip install sentence-transformers[openvino]`\"\n        )\n\n    load_path = Path(model_name_or_path)\n    is_local = load_path.exists()\n    backend_name = \"OpenVINO\"\n    target_file_glob = \"openvino*.xml\"\n\n    # Determine whether the model should be exported or whether we can load it directly\n    export, model_kwargs = backend_should_export(\n        load_path, is_local, model_kwargs, OV_XML_FILE_NAME, target_file_glob, backend_name\n    )\n\n    # If we're exporting, then there's no need for a file_name to load the model from\n    if export:\n        model_kwargs.pop(\"file_name\", None)\n\n    # ov_config can be either a dictionary, or point to a json file with an OpenVINO config,\n    # at which point we load the config dict from the file\n    if \"ov_config\" in model_kwargs:\n        ov_config = model_kwargs[\"ov_config\"]\n        if not isinstance(ov_config, dict):\n            if not Path(ov_config).exists():\n                raise ValueError(\n                    \"ov_config should be a dictionary or a path to a .json file containing an OpenVINO config\"\n                )\n            with open(ov_config, encoding=\"utf-8\") as f:\n                model_kwargs[\"ov_config\"] = json.load(f)\n    else:\n        model_kwargs[\"ov_config\"] = {}\n\n    # Either load an exported model, or export the model to OpenVINO\n    model = model_cls.from_pretrained(\n        model_name_or_path,\n        config=config,\n        export=export,\n        **model_kwargs,\n    )\n\n    # Wrap the save_pretrained method to save the model in the correct subfolder\n    model._save_pretrained = _save_pretrained_wrapper(model._save_pretrained, subfolder=\"openvino\")\n\n    # Warn the user to save the model if they haven't already\n    if export:\n        backend_warn_to_save(model_name_or_path, is_local, backend_name)\n\n    return model\n"
  },
  {
    "path": "sentence_transformers/backend/optimize.py",
    "content": "from __future__ import annotations\n\nimport logging\nfrom typing import TYPE_CHECKING, Literal\n\nfrom sentence_transformers.backend.utils import save_or_push_to_hub_model\n\nlogger = logging.getLogger(__name__)\n\nif TYPE_CHECKING:\n    from sentence_transformers import CrossEncoder, SentenceTransformer, SparseEncoder\n\n    try:\n        from optimum.onnxruntime.configuration import OptimizationConfig\n    except ImportError:\n        pass\n\n\ndef export_optimized_onnx_model(\n    model: SentenceTransformer | SparseEncoder | CrossEncoder,\n    optimization_config: OptimizationConfig | Literal[\"O1\", \"O2\", \"O3\", \"O4\"],\n    model_name_or_path: str,\n    push_to_hub: bool = False,\n    create_pr: bool = False,\n    file_suffix: str | None = None,\n) -> None:\n    \"\"\"\n    Export an optimized ONNX model from a SentenceTransformer, SparseEncoder, or CrossEncoder model.\n\n    The O1-O4 optimization levels are defined by Optimum and are documented here:\n    https://huggingface.co/docs/optimum/main/en/onnxruntime/usage_guides/optimization\n\n    The optimization levels are:\n\n    - O1: basic general optimizations.\n    - O2: basic and extended general optimizations, transformers-specific fusions.\n    - O3: same as O2 with GELU approximation.\n    - O4: same as O3 with mixed precision (fp16, GPU-only)\n\n    See the following pages for more information & benchmarks:\n\n    - `Sentence Transformer > Usage > Speeding up Inference <https://sbert.net/docs/sentence_transformer/usage/efficiency.html>`_\n    - `Cross Encoder > Usage > Speeding up Inference <https://sbert.net/docs/cross_encoder/usage/efficiency.html>`_\n\n    Args:\n        model (SentenceTransformer | SparseEncoder | CrossEncoder): The SentenceTransformer, SparseEncoder,\n            or CrossEncoder model to be optimized. Must be loaded with `backend=\"onnx\"`.\n        optimization_config (OptimizationConfig | Literal[\"O1\", \"O2\", \"O3\", \"O4\"]): The optimization configuration or level.\n        model_name_or_path (str): The path or Hugging Face Hub repository name where the optimized model will be saved.\n        push_to_hub (bool, optional): Whether to push the optimized model to the Hugging Face Hub. Defaults to False.\n        create_pr (bool, optional): Whether to create a pull request when pushing to the Hugging Face Hub. Defaults to False.\n        file_suffix (str | None, optional): The suffix to add to the optimized model file name. Defaults to None.\n\n    Raises:\n        ImportError: If the required packages `optimum` and `onnxruntime` are not installed.\n        ValueError: If the provided model is not a valid SentenceTransformer, SparseEncoder, or CrossEncoder model loaded with `backend=\"onnx\"`.\n        ValueError: If the provided optimization_config is not valid.\n\n    Returns:\n        None\n    \"\"\"\n    from sentence_transformers import CrossEncoder, SentenceTransformer, SparseEncoder\n\n    try:\n        from optimum.onnxruntime import ORTModel, ORTOptimizer\n        from optimum.onnxruntime.configuration import AutoOptimizationConfig\n    except ImportError:\n        raise ImportError(\n            \"Please install Optimum and ONNX Runtime to use this function. \"\n            \"You can install them with pip: `pip install sentence-transformers[onnx]` \"\n            \"or `pip install sentence-transformers[onnx-gpu]`\"\n        )\n\n    viable_st_model = (\n        isinstance(model, SentenceTransformer)\n        and len(model)\n        and hasattr(model[0], \"auto_model\")\n        and isinstance(model[0].auto_model, ORTModel)\n    )\n    viable_se_model = (\n        isinstance(model, SparseEncoder)\n        and len(model)\n        and hasattr(model[0], \"auto_model\")\n        and isinstance(model[0].auto_model, ORTModel)\n    )\n    viable_ce_model = isinstance(model, CrossEncoder) and isinstance(model.model, ORTModel)\n    if not (viable_st_model or viable_ce_model or viable_se_model):\n        raise ValueError(\n            'The model must be a Transformer-based SentenceTransformer, SparseEncoder, or CrossEncoder model loaded with `backend=\"onnx\"`.'\n        )\n\n    if viable_st_model or viable_se_model:\n        ort_model: ORTModel = model[0].auto_model\n    else:\n        ort_model: ORTModel = model.model\n    optimizer = ORTOptimizer.from_pretrained(ort_model)\n\n    if isinstance(optimization_config, str):\n        if optimization_config not in AutoOptimizationConfig._LEVELS:\n            raise ValueError(\n                \"optimization_config must be an OptimizationConfig instance or one of 'O1', 'O2', 'O3', 'O4'.\"\n            )\n\n        file_suffix = file_suffix or optimization_config\n        optimization_config = getattr(AutoOptimizationConfig, optimization_config)()\n\n    if file_suffix is None:\n        file_suffix = \"optimized\"\n\n    save_or_push_to_hub_model(\n        export_function=lambda save_dir: optimizer.optimize(optimization_config, save_dir, file_suffix=file_suffix),\n        export_function_name=\"export_optimized_onnx_model\",\n        config=optimization_config,\n        model_name_or_path=model_name_or_path,\n        push_to_hub=push_to_hub,\n        create_pr=create_pr,\n        file_suffix=file_suffix,\n        backend=\"onnx\",\n        model=model,\n    )\n"
  },
  {
    "path": "sentence_transformers/backend/quantize.py",
    "content": "from __future__ import annotations\n\nimport logging\nfrom typing import TYPE_CHECKING, Literal\n\nfrom sentence_transformers.backend.utils import save_or_push_to_hub_model\nfrom sentence_transformers.util import disable_datasets_caching, is_datasets_available\n\nlogger = logging.getLogger(__name__)\n\nif TYPE_CHECKING:\n    from sentence_transformers import CrossEncoder, SentenceTransformer, SparseEncoder\n\n    try:\n        from optimum.intel import OVQuantizationConfig\n    except ImportError:\n        pass\n    try:\n        from optimum.onnxruntime.configuration import QuantizationConfig\n    except ImportError:\n        pass\n\n\ndef export_dynamic_quantized_onnx_model(\n    model: SentenceTransformer | SparseEncoder | CrossEncoder,\n    quantization_config: QuantizationConfig | Literal[\"arm64\", \"avx2\", \"avx512\", \"avx512_vnni\"],\n    model_name_or_path: str,\n    push_to_hub: bool = False,\n    create_pr: bool = False,\n    file_suffix: str | None = None,\n) -> None:\n    \"\"\"\n    Export a quantized ONNX model from a SentenceTransformer, SparseEncoder, or CrossEncoder model.\n\n    This function applies dynamic quantization, i.e. without a calibration dataset.\n    Each of the default quantization configurations quantize the model to int8, allowing\n    for faster inference on CPUs, but are likely slower on GPUs.\n\n    See the following pages for more information & benchmarks:\n\n    - `Sentence Transformer > Usage > Speeding up Inference <https://sbert.net/docs/sentence_transformer/usage/efficiency.html>`_\n    - `Cross Encoder > Usage > Speeding up Inference <https://sbert.net/docs/cross_encoder/usage/efficiency.html>`_\n\n    Args:\n        model (SentenceTransformer | SparseEncoder | CrossEncoder): The SentenceTransformer, SparseEncoder,\n            or CrossEncoder model to be quantized. Must be loaded with `backend=\"onnx\"`.\n        quantization_config (QuantizationConfig): The quantization configuration.\n        model_name_or_path (str): The path or Hugging Face Hub repository name where the quantized model will be saved.\n        push_to_hub (bool, optional): Whether to push the quantized model to the Hugging Face Hub. Defaults to False.\n        create_pr (bool, optional): Whether to create a pull request when pushing to the Hugging Face Hub. Defaults to False.\n        file_suffix (str | None, optional): The suffix to add to the quantized model file name. Defaults to None.\n\n    Raises:\n        ImportError: If the required packages `optimum` and `onnxruntime` are not installed.\n        ValueError: If the provided model is not a valid SentenceTransformer, SparseEncoder, or CrossEncoder\n            model loaded with `backend=\"onnx\"`.\n        ValueError: If the provided quantization_config is not valid.\n\n    Returns:\n        None\n    \"\"\"\n    from sentence_transformers import CrossEncoder, SentenceTransformer, SparseEncoder\n\n    try:\n        from optimum.onnxruntime import ORTModel, ORTQuantizer\n        from optimum.onnxruntime.configuration import AutoQuantizationConfig\n    except ImportError:\n        raise ImportError(\n            \"Please install Optimum and ONNX Runtime to use this function. \"\n            \"You can install them with pip: `pip install sentence-transformers[onnx]` \"\n            \"or `pip install sentence-transformers[onnx-gpu]`\"\n        )\n\n    viable_st_model = (\n        isinstance(model, SentenceTransformer)\n        and len(model)\n        and hasattr(model[0], \"auto_model\")\n        and isinstance(model[0].auto_model, ORTModel)\n    )\n    viable_se_model = (\n        isinstance(model, SparseEncoder)\n        and len(model)\n        and hasattr(model[0], \"auto_model\")\n        and isinstance(model[0].auto_model, ORTModel)\n    )\n    viable_ce_model = isinstance(model, CrossEncoder) and isinstance(model.model, ORTModel)\n    if not (viable_st_model or viable_ce_model or viable_se_model):\n        raise ValueError(\n            'The model must be a Transformer-based SentenceTransformer, SparseEncoder, or CrossEncoder model loaded with `backend=\"onnx\"`.'\n        )\n\n    if viable_st_model or viable_se_model:\n        ort_model: ORTModel = model[0].auto_model\n    else:\n        ort_model: ORTModel = model.model\n    quantizer = ORTQuantizer.from_pretrained(ort_model)\n\n    if isinstance(quantization_config, str):\n        if quantization_config not in [\"arm64\", \"avx2\", \"avx512\", \"avx512_vnni\"]:\n            raise ValueError(\n                \"quantization_config must be an QuantizationConfig instance or one of 'arm64', 'avx2', 'avx512', or 'avx512_vnni'.\"\n            )\n\n        quantization_config_name = quantization_config[:]\n        quantization_config = getattr(AutoQuantizationConfig, quantization_config)(is_static=False)\n        file_suffix = file_suffix or f\"{quantization_config.weights_dtype.name.lower()}_{quantization_config_name}\"\n\n    if file_suffix is None:\n        file_suffix = f\"{quantization_config.weights_dtype.name.lower()}_quantized\"\n\n    save_or_push_to_hub_model(\n        export_function=lambda save_dir: quantizer.quantize(quantization_config, save_dir, file_suffix=file_suffix),\n        export_function_name=\"export_dynamic_quantized_onnx_model\",\n        config=quantization_config,\n        model_name_or_path=model_name_or_path,\n        push_to_hub=push_to_hub,\n        create_pr=create_pr,\n        file_suffix=file_suffix,\n        backend=\"onnx\",\n        model=model,\n    )\n\n\ndef export_static_quantized_openvino_model(\n    model: SentenceTransformer | SparseEncoder | CrossEncoder,\n    quantization_config: OVQuantizationConfig | dict | None,\n    model_name_or_path: str,\n    dataset_name: str | None = None,\n    dataset_config_name: str | None = None,\n    dataset_split: str | None = None,\n    column_name: str | None = None,\n    push_to_hub: bool = False,\n    create_pr: bool = False,\n    file_suffix: str = \"qint8_quantized\",\n) -> None:\n    \"\"\"\n    Export a quantized OpenVINO model from a SentenceTransformer, SparseEncoder, or CrossEncoder model.\n\n    This function applies Post-Training Static Quantization (PTQ) using a calibration dataset, which calibrates\n    quantization constants without requiring model retraining. Each default quantization configuration converts\n    the model to int8 precision, enabling faster inference while maintaining accuracy.\n\n    See the following pages for more information & benchmarks:\n\n    - `Sentence Transformer > Usage > Speeding up Inference <https://sbert.net/docs/sentence_transformer/usage/efficiency.html>`_\n    - `Cross Encoder > Usage > Speeding up Inference <https://sbert.net/docs/cross_encoder/usage/efficiency.html>`_\n\n    Args:\n        model (SentenceTransformer | SparseEncoder | CrossEncoder): The SentenceTransformer, SparseEncoder,\n            or CrossEncoder model to be quantized. Must be loaded with `backend=\"openvino\"`.\n        quantization_config (OVQuantizationConfig | dict | None): The quantization configuration. If None, default values are used.\n        model_name_or_path (str): The path or Hugging Face Hub repository name where the quantized model will be saved.\n        dataset_name(str, optional): The name of the dataset to load for calibration.\n            If not specified, the `sst2` subset of the `glue` dataset will be used by default.\n        dataset_config_name (str, optional): The specific configuration of the dataset to load.\n        dataset_split (str, optional): The split of the dataset to load (e.g., 'train', 'test'). Defaults to None.\n        column_name (str, optional): The column name in the dataset to use for calibration. Defaults to None.\n        push_to_hub (bool, optional): Whether to push the quantized model to the Hugging Face Hub. Defaults to False.\n        create_pr (bool, optional): Whether to create a pull request when pushing to the Hugging Face Hub. Defaults to False.\n        file_suffix (str, optional): The suffix to add to the quantized model file name. Defaults to `qint8_quantized`.\n\n    Raises:\n        ImportError: If the required packages `optimum` and `openvino` are not installed.\n        ValueError: If the provided model is not a valid SentenceTransformer, SparseEncoder, or CrossEncoder model\n            loaded with `backend=\"openvino\"`.\n        ValueError: If the provided quantization_config is not valid.\n\n    Returns:\n        None\n    \"\"\"\n    from sentence_transformers import CrossEncoder, SentenceTransformer, SparseEncoder\n\n    try:\n        from optimum.intel.openvino import (\n            OVConfig,\n            OVQuantizationConfig,\n            OVQuantizer,\n        )\n        from optimum.intel.openvino.modeling import OVModel\n    except ImportError:\n        raise ImportError(\n            \"Please install datasets, optimum-intel and openvino to use this function. \"\n            \"You can install them with pip: `pip install datasets sentence-transformers[openvino]`\"\n        )\n    if not is_datasets_available():\n        raise ImportError(\n            \"Please install datasets to use this function. You can install it with pip: `pip install datasets`\"\n        )\n\n    viable_st_model = (\n        isinstance(model, SentenceTransformer)\n        and len(model)\n        and hasattr(model[0], \"auto_model\")\n        and isinstance(model[0].auto_model, OVModel)\n    )\n    viable_se_model = (\n        isinstance(model, SparseEncoder)\n        and len(model)\n        and hasattr(model[0], \"auto_model\")\n        and isinstance(model[0].auto_model, OVModel)\n    )\n    viable_ce_model = isinstance(model, CrossEncoder) and isinstance(model.model, OVModel)\n    if not (viable_st_model or viable_ce_model or viable_se_model):\n        raise ValueError(\n            'The model must be a Transformer-based SentenceTransformer, SparseEncoder, or CrossEncoder model loaded with `backend=\"openvino\"`.'\n        )\n\n    if viable_st_model or viable_se_model:\n        ov_model: OVModel = model[0].auto_model\n    else:\n        ov_model: OVModel = model.model\n\n    if quantization_config is None:\n        quantization_config = OVQuantizationConfig()\n\n    ov_config = OVConfig(quantization_config=quantization_config)\n    quantizer = OVQuantizer.from_pretrained(ov_model)\n\n    if any(param is not None for param in [dataset_name, dataset_config_name, dataset_split, column_name]) and not all(\n        param is not None for param in [dataset_name, dataset_config_name, dataset_split, column_name]\n    ):\n        raise ValueError(\n            \"Either specify all of `dataset_name`, `dataset_config_name`, `dataset_split`, and `column_name`, or leave them all unspecified.\"\n        )\n\n    def preprocess_function(examples):\n        return model.tokenizer(examples, padding=\"max_length\", max_length=384, truncation=True)\n\n    dataset_name = dataset_name if dataset_name is not None else \"glue\"\n    dataset_config_name = dataset_config_name if dataset_config_name is not None else \"sst2\"\n    dataset_split = dataset_split if dataset_split is not None else \"train\"\n    column_name = column_name if column_name is not None else \"sentence\"\n    with disable_datasets_caching():\n        calibration_dataset = quantizer.get_calibration_dataset(\n            dataset_name=dataset_name,\n            dataset_config_name=dataset_config_name,\n            preprocess_function=lambda examples: preprocess_function(examples[column_name]),\n            num_samples=quantization_config.num_samples if quantization_config is not None else 300,\n            dataset_split=dataset_split,\n        )\n\n    save_or_push_to_hub_model(\n        export_function=lambda save_dir: quantizer.quantize(\n            calibration_dataset, save_directory=save_dir, ov_config=ov_config\n        ),\n        export_function_name=\"export_static_quantized_openvino_model\",\n        config=quantization_config,\n        model_name_or_path=model_name_or_path,\n        push_to_hub=push_to_hub,\n        create_pr=create_pr,\n        file_suffix=file_suffix,\n        backend=\"openvino\",\n        model=model,\n    )\n"
  },
  {
    "path": "sentence_transformers/backend/utils.py",
    "content": "from __future__ import annotations\n\nimport logging\nimport os\nimport shutil\nimport tempfile\nfrom collections.abc import Callable\nfrom fnmatch import fnmatch\nfrom pathlib import Path\nfrom typing import TYPE_CHECKING, Any\n\nimport huggingface_hub\nfrom huggingface_hub import list_repo_files\n\nif TYPE_CHECKING:\n    from sentence_transformers import CrossEncoder, SentenceTransformer, SparseEncoder\n\nlogger = logging.getLogger(__name__)\n\n\ndef _save_pretrained_wrapper(_save_pretrained_fn: Callable, subfolder: str) -> Callable[..., None]:\n    \"\"\"\n    Wraps the save_pretrained method of a model to save to a subfolder.\n\n    Args:\n        _save_pretrained_fn: The original save_pretrained function\n        subfolder: The subfolder to save to\n\n    Returns:\n        A wrapped function that saves to the specified subfolder\n    \"\"\"\n\n    def wrapper(save_directory: str | Path, **kwargs) -> None:\n        os.makedirs(Path(save_directory) / subfolder, exist_ok=True)\n        return _save_pretrained_fn(Path(save_directory) / subfolder, **kwargs)\n\n    return wrapper\n\n\ndef backend_should_export(\n    load_path: Path,\n    is_local: bool,\n    model_kwargs: dict[str, Any],\n    target_file_name: str,\n    target_file_glob: str,\n    backend_name: str,\n) -> tuple[bool, dict[str, Any]]:\n    \"\"\"\n    Determines whether the model should be exported to the backend, or if it can be loaded directly.\n    Also update the `file_name` and `subfolder` model_kwargs if necessary.\n\n    These are the cases:\n\n    1. If export is set in model_kwargs, just return export\n    2. If `<subfolder>/<file_name>` exists; set export to False\n    3. If `<backend>/<file_name>` exists; set export to False and set subfolder to the backend (e.g. \"onnx\")\n    4. If `<file_name>` contains a folder, add those folders to the subfolder and set the file_name to the last part\n\n    We will warn if:\n\n    1. The expected file does not exist in the model directory given the optional file_name and subfolder.\n        If there are valid files for this backend, but they're don't align with file_name, then we give a useful warning.\n    2. Multiple files are found in the model directory that match the target file name and the user did not\n        specify the desired file name via `model_kwargs={\"file_name\": \"<file_name>\"}`\n\n    Args:\n        load_path: The model repository or directory, as a Path instance\n        is_local: Whether the model is local or remote, i.e. whether load_path is a local directory\n        model_kwargs: The model_kwargs dictionary. Notable keys are \"export\", \"file_name\", and \"subfolder\"\n        target_file_name: The expected file name in the model directory, e.g. \"model.onnx\" or \"openvino_model.xml\"\n        target_file_glob: The glob pattern to match the target file name, e.g. \"*.onnx\" or \"openvino*.xml\"\n        backend_name: The human-readable name of the backend for use in warnings, e.g. \"ONNX\" or \"OpenVINO\"\n\n    Returns:\n        Tuple[bool, dict[str, Any]]: A tuple of the export boolean and the updated model_kwargs dictionary.\n            Notable keys in model_kwargs are \"export\", \"file_name\", and \"subfolder\".\n    \"\"\"\n    export = model_kwargs.pop(\"export\", None)\n    if export:\n        return export, model_kwargs\n\n    backend = backend_name.lower()\n    file_name = model_kwargs.get(\"file_name\", target_file_name)\n    subfolder = model_kwargs.get(\"subfolder\", None)\n    primary_full_path = Path(subfolder, file_name).as_posix() if subfolder else Path(file_name).as_posix()\n    secondary_full_path = (\n        Path(subfolder, backend, file_name).as_posix() if subfolder else Path(backend, file_name).as_posix()\n    )\n    glob_pattern = f\"{subfolder}/**/{target_file_glob}\" if subfolder else f\"**/{target_file_glob}\"\n\n    # Get the list of files in the model directory that match the target file name\n    if is_local:\n        model_file_names = [path.relative_to(load_path).as_posix() for path in load_path.glob(glob_pattern)]\n    else:\n        all_files = list_repo_files(\n            load_path.as_posix(),\n            repo_type=\"model\",\n            revision=model_kwargs.get(\"revision\", None),\n            token=model_kwargs.get(\"token\", None),\n        )\n        model_file_names = [fname for fname in all_files if fnmatch(fname, glob_pattern)]\n\n    # First check if the expected file exists in the root of the model directory\n    # If it doesn't, check if it exists in the backend subfolder.\n    # If it does, set the subfolder to include the backend\n    model_found = primary_full_path in model_file_names\n    if not model_found:\n        model_found = secondary_full_path in model_file_names\n        if model_found:\n            if len(model_file_names) > 1 and \"file_name\" not in model_kwargs:\n                logger.warning(\n                    f\"Multiple {backend_name} files found in {load_path.as_posix()!r}: {model_file_names}, defaulting to {secondary_full_path!r}. \"\n                    f'Please specify the desired file name via `model_kwargs={{\"file_name\": \"<file_name>\"}}`.'\n                )\n            model_kwargs[\"subfolder\"] = Path(subfolder, backend).as_posix() if subfolder else backend\n            model_kwargs[\"file_name\"] = file_name\n    if export is None:\n        export = not model_found\n\n    # If the file_name contains subfolders, set it as the subfolder instead\n    file_name_parts = Path(file_name).parts\n    if len(file_name_parts) > 1:\n        model_kwargs[\"file_name\"] = file_name_parts[-1]\n        model_kwargs[\"subfolder\"] = Path(model_kwargs.get(\"subfolder\", \"\"), *file_name_parts[:-1]).as_posix()\n\n    if export:\n        logger.warning(f\"No {file_name!r} found in {load_path.as_posix()!r}. Exporting the model to {backend_name}.\")\n\n        if model_file_names:\n            logger.warning(\n                f\"If you intended to load one of the {model_file_names} {backend_name} files, \"\n                f'please specify the desired file name via `model_kwargs={{\"file_name\": \"{model_file_names[0]}\"}}`.'\n            )\n\n    return export, model_kwargs\n\n\ndef backend_warn_to_save(model_name_or_path: str, is_local: bool, backend_name: str) -> None:\n    \"\"\"\n    Warns the user to save the model if they just exported it.\n\n    Args:\n        model_name_or_path: The model name or path\n        is_local: Whether the model is local\n        backend_name: The name of the backend (ONNX or OpenVINO)\n    \"\"\"\n    to_log = f\"Saving the exported {backend_name} model is heavily recommended to avoid having to export it again.\"\n    if is_local:\n        to_log += f\" Do so with `model.save_pretrained({model_name_or_path!r})`.\"\n    else:\n        to_log += f\" Do so with `model.push_to_hub({model_name_or_path!r}, create_pr=True)`.\"\n    logger.warning(to_log)\n\n\ndef save_or_push_to_hub_model(\n    export_function: Callable,\n    export_function_name: str,\n    config,\n    model_name_or_path: str,\n    push_to_hub: bool = False,\n    create_pr: bool = False,\n    file_suffix: str | None = None,\n    backend: str = \"onnx\",\n    model: SentenceTransformer | SparseEncoder | CrossEncoder | None = None,\n):\n    from sentence_transformers import CrossEncoder, SentenceTransformer, SparseEncoder\n\n    if backend == \"onnx\":\n        file_name = f\"model_{file_suffix}.onnx\"\n    elif backend == \"openvino\":\n        file_name = f\"openvino_model_{file_suffix}.xml\"\n\n    with tempfile.TemporaryDirectory() as save_dir:\n        export_function(save_dir)\n\n        # OpenVINO models are saved in a nested directory\n        if backend == \"openvino\":\n            save_dir = Path(save_dir) / backend\n            # and we need to attach the file_suffix for both the .xml and .bin files\n            shutil.move(save_dir / \"openvino_model.xml\", save_dir / file_name)\n            shutil.move(save_dir / \"openvino_model.bin\", (save_dir / file_name).with_suffix(\".bin\"))\n            save_dir = save_dir.as_posix()\n\n        # Because we upload folders and save_dir now has unnecessary files (tokenizer.json, config.json, etc.),\n        # we move the main file to a nested directory\n        if backend == \"onnx\":\n            dst_dir = Path(save_dir) / backend\n            dst_dir.mkdir(parents=True, exist_ok=True)\n            source = Path(save_dir) / file_name\n            destination = dst_dir / file_name\n            shutil.move(source, destination)\n            save_dir = dst_dir.as_posix()\n\n        if push_to_hub:\n            commit_description = \"\"\n            if create_pr:\n                opt_config_string = repr(config).replace(\"(\", \"(\\n\\t\").replace(\", \", \",\\n\\t\").replace(\")\", \"\\n)\")\n                if isinstance(model, SparseEncoder):\n                    commit_description = f\"\"\"\\\nHello!\n\n*This pull request has been automatically generated from the [`{export_function_name}`](https://sbert.net/docs/package_reference/util.html#sentence_transformers.backend.{export_function_name}) function from the Sentence Transformers library.*\n\n## Config\n```python\n{opt_config_string}\n```\n\n## Tip:\nConsider testing this pull request before merging by loading the model from this PR with the `revision` argument:\n```python\nfrom sentence_transformers import SparseEncoder\n\n# TODO: Fill in the PR number\npr_number = 2\nmodel = SparseEncoder(\n    \"{model_name_or_path}\",\n    revision=f\"refs/pr/{{pr_number}}\",\n    backend=\"{backend}\",\n    model_kwargs={{\"file_name\": \"{file_name}\"}},\n)\n\n# Verify that everything works as expected\nembeddings = model.encode([\"The weather is lovely today.\", \"It's so sunny outside!\", \"He drove to the stadium.\"])\nprint(embeddings.shape)\n\nsimilarities = model.similarity(embeddings, embeddings)\nprint(similarities)\n```\n\"\"\"\n                elif model is None or isinstance(model, SentenceTransformer):\n                    commit_description = f\"\"\"\\\nHello!\n\n*This pull request has been automatically generated from the [`{export_function_name}`](https://sbert.net/docs/package_reference/util.html#sentence_transformers.backend.{export_function_name}) function from the Sentence Transformers library.*\n\n## Config\n```python\n{opt_config_string}\n```\n\n## Tip:\nConsider testing this pull request before merging by loading the model from this PR with the `revision` argument:\n```python\nfrom sentence_transformers import SentenceTransformer\n\n# TODO: Fill in the PR number\npr_number = 2\nmodel = SentenceTransformer(\n    \"{model_name_or_path}\",\n    revision=f\"refs/pr/{{pr_number}}\",\n    backend=\"{backend}\",\n    model_kwargs={{\"file_name\": \"{file_name}\"}},\n)\n\n# Verify that everything works as expected\nembeddings = model.encode([\"The weather is lovely today.\", \"It's so sunny outside!\", \"He drove to the stadium.\"])\nprint(embeddings.shape)\n\nsimilarities = model.similarity(embeddings, embeddings)\nprint(similarities)\n```\n\"\"\"\n                elif isinstance(model, CrossEncoder):\n                    commit_description = f\"\"\"\\\nHello!\n\n*This pull request has been automatically generated from the [`{export_function_name}`](https://sbert.net/docs/package_reference/util.html#sentence_transformers.backend.{export_function_name}) function from the Sentence Transformers library.*\n\n## Config\n```python\n{opt_config_string}\n```\n\n## Tip:\nConsider testing this pull request before merging by loading the model from this PR with the `revision` argument:\n```python\nfrom sentence_transformers import CrossEncoder\n\n# TODO: Fill in the PR number\npr_number = 2\nmodel = CrossEncoder(\n    \"{model_name_or_path}\",\n    revision=f\"refs/pr/{{pr_number}}\",\n    backend=\"{backend}\",\n    model_kwargs={{\"file_name\": \"{file_name}\"}},\n)\n\n# Verify that everything works as expected\nquery = \"Which planet is known as the Red Planet?\"\npassages = [\n\t\"Venus is often called Earth's twin because of its similar size and proximity.\",\n\t\"Mars, known for its reddish appearance, is often referred to as the Red Planet.\",\n\t\"Jupiter, the largest planet in our solar system, has a prominent red spot.\",\n\t\"Saturn, famous for its rings, is sometimes mistaken for the Red Planet.\"\n]\n\nscores = model.predict([(query, passage) for passage in passages])\nprint(scores)\n```\n\"\"\"\n\n            huggingface_hub.upload_folder(\n                folder_path=save_dir,\n                path_in_repo=backend,\n                repo_id=model_name_or_path,\n                repo_type=\"model\",\n                commit_message=f\"Add exported {backend} model {file_name!r}\",\n                commit_description=commit_description,\n                create_pr=create_pr,\n            )\n\n        else:\n            dst_dir = Path(model_name_or_path) / backend\n            # Create destination if it does not exist\n            dst_dir.mkdir(parents=True, exist_ok=True)\n\n            source = Path(save_dir) / file_name\n            destination = dst_dir / file_name\n            shutil.copy(source, destination)\n\n            # OpenVINO has a second file to save: the .bin file\n            if backend == \"openvino\":\n                bin_source = (Path(save_dir) / file_name).with_suffix(\".bin\")\n                bin_destination = (Path(dst_dir) / file_name).with_suffix(\".bin\")\n                shutil.copy(bin_source, bin_destination)\n"
  },
  {
    "path": "sentence_transformers/cross_encoder/CrossEncoder.py",
    "content": "from __future__ import annotations\n\nimport logging\nimport math\nimport os\nimport queue\nimport tempfile\nimport traceback\nfrom collections.abc import Callable\nfrom multiprocessing import Queue\nfrom pathlib import Path\nfrom typing import Any, Literal, overload\n\nimport numpy as np\nimport torch\nimport torch.multiprocessing as mp\nfrom huggingface_hub import HfApi\nfrom packaging import version\nfrom torch import nn\nfrom tqdm.autonotebook import trange\nfrom transformers import (\n    AutoConfig,\n    AutoModelForSequenceClassification,\n    AutoTokenizer,\n    PretrainedConfig,\n    PreTrainedModel,\n    PreTrainedTokenizer,\n    is_torch_npu_available,\n)\nfrom transformers.utils import PushToHubMixin\nfrom typing_extensions import deprecated\n\nfrom sentence_transformers import __version__\nfrom sentence_transformers.backend import load_onnx_model, load_openvino_model\nfrom sentence_transformers.cross_encoder.fit_mixin import FitMixin\nfrom sentence_transformers.cross_encoder.model_card import CrossEncoderModelCardData, generate_model_card\nfrom sentence_transformers.cross_encoder.util import (\n    cross_encoder_init_args_decorator,\n    cross_encoder_predict_rank_args_decorator,\n)\nfrom sentence_transformers.util import fullname, get_device_name, import_from_string, load_file_path\n\nlogger = logging.getLogger(__name__)\n\n\ndef _save_pretrained_wrapper(_save_pretrained_fn: Callable, subfolder: str) -> Callable[..., None]:\n    def wrapper(save_directory: str | Path, **kwargs) -> None:\n        os.makedirs(Path(save_directory) / subfolder, exist_ok=True)\n        return _save_pretrained_fn(Path(save_directory) / subfolder, **kwargs)\n\n    return wrapper\n\n\nclass CrossEncoder(nn.Module, PushToHubMixin, FitMixin):\n    \"\"\"\n    A CrossEncoder takes exactly two sentences / texts as input and either predicts\n    a score or label for this sentence pair. It can for example predict the similarity of the sentence pair\n    on a scale of 0 ... 1.\n\n    It does not yield a sentence embedding and does not work for individual sentences.\n\n    Args:\n        model_name_or_path (str): A model name from Hugging Face Hub that can be loaded with AutoModel, or a path to a local\n            model. We provide several pre-trained CrossEncoder models that can be used for common tasks.\n        num_labels (int, optional): Number of labels of the classifier. If 1, the CrossEncoder is a regression model that\n            outputs a continuous score 0...1. If > 1, it output several scores that can be soft-maxed to get\n            probability scores for the different classes. Defaults to None.\n        max_length (int, optional): Max length for input sequences. Longer sequences will be truncated. If None, max\n            length of the model will be used. Defaults to None.\n        activation_fn (Callable, optional): Callable (like nn.Sigmoid) about the default activation function that\n            should be used on-top of model.predict(). If None. nn.Sigmoid() will be used if num_labels=1,\n            else nn.Identity(). Defaults to None.\n        device (str, optional): Device (like \"cuda\", \"cpu\", \"mps\", \"npu\") that should be used for computation. If None, checks if a GPU\n            can be used.\n        cache_folder (`str`, `Path`, optional): Path to the folder where cached files are stored.\n        trust_remote_code (bool, optional): Whether or not to allow for custom models defined on the Hub in their own modeling files.\n            This option should only be set to True for repositories you trust and in which you have read the code, as it\n            will execute code present on the Hub on your local machine. Defaults to False.\n        revision (str, optional): The specific model version to use. It can be a branch name, a tag name, or a commit id,\n            for a stored model on Hugging Face. Defaults to None.\n        local_files_only (bool, optional): Whether or not to only look at local files (i.e., do not try to download the model).\n        token (bool or str, optional): Hugging Face authentication token to download private models.\n        model_kwargs (Dict[str, Any], optional): Additional model configuration parameters to be passed to the Hugging Face Transformers model.\n            Particularly useful options are:\n\n            - ``torch_dtype``: Override the default `torch.dtype` and load the model under a specific `dtype`.\n              The different options are:\n\n                    1. ``torch.float16``, ``torch.bfloat16`` or ``torch.float``: load in a specified\n                    ``dtype``, ignoring the model's ``config.torch_dtype`` if one exists. If not specified - the model will\n                    get loaded in ``torch.float`` (fp32).\n\n                    2. ``\"auto\"`` - A ``torch_dtype`` entry in the ``config.json`` file of the model will be\n                    attempted to be used. If this entry isn't found then next check the ``dtype`` of the first weight in\n                    the checkpoint that's of a floating point type and use that as ``dtype``. This will load the model\n                    using the ``dtype`` it was saved in at the end of the training. It can't be used as an indicator of how\n                    the model was trained. Since it could be trained in one of half precision dtypes, but saved in fp32.\n            - ``attn_implementation``: The attention implementation to use in the model (if relevant). Can be any of\n              `\"eager\"` (manual implementation of the attention), `\"sdpa\"` (using `F.scaled_dot_product_attention\n              <https://pytorch.org/docs/master/generated/torch.nn.functional.scaled_dot_product_attention.html>`_),\n              or `\"flash_attention_2\"` (using `Dao-AILab/flash-attention <https://github.com/Dao-AILab/flash-attention>`_).\n              By default, if available, SDPA will be used for torch>=2.1.1. The default is otherwise the manual `\"eager\"`\n              implementation.\n\n            See the `AutoModelForSequenceClassification.from_pretrained\n            <https://huggingface.co/docs/transformers/en/model_doc/auto#transformers.AutoModelForSequenceClassification.from_pretrained>`_\n            documentation for more details.\n        tokenizer_kwargs (Dict[str, Any], optional): Additional tokenizer configuration parameters to be passed to the Hugging Face Transformers tokenizer.\n            See the `AutoTokenizer.from_pretrained\n            <https://huggingface.co/docs/transformers/en/model_doc/auto#transformers.AutoTokenizer.from_pretrained>`_\n            documentation for more details.\n        config_kwargs (Dict[str, Any], optional): Additional model configuration parameters to be passed to the Hugging Face Transformers config.\n            See the `AutoConfig.from_pretrained\n            <https://huggingface.co/docs/transformers/en/model_doc/auto#transformers.AutoConfig.from_pretrained>`_\n            documentation for more details. For example, you can set ``classifier_dropout`` via this parameter.\n        model_card_data (:class:`~sentence_transformers.model_card.SentenceTransformerModelCardData`, optional): A model\n            card data object that contains information about the model. This is used to generate a model card when saving\n            the model. If not set, a default model card data object is created.\n        backend (str): The backend to use for inference. Can be one of \"torch\" (default), \"onnx\", or \"openvino\".\n            See https://sbert.net/docs/cross_encoder/usage/efficiency.html for benchmarking information\n            on the different backends.\n    \"\"\"\n\n    @cross_encoder_init_args_decorator\n    def __init__(\n        self,\n        model_name_or_path: str,\n        num_labels: int | None = None,\n        max_length: int | None = None,\n        activation_fn: Callable | None = None,\n        device: str | None = None,\n        cache_folder: str | None = None,\n        trust_remote_code: bool = False,\n        revision: str | None = None,\n        local_files_only: bool = False,\n        token: bool | str | None = None,\n        model_kwargs: dict | None = None,\n        tokenizer_kwargs: dict | None = None,\n        config_kwargs: dict | None = None,\n        model_card_data: CrossEncoderModelCardData | None = None,\n        backend: Literal[\"torch\", \"onnx\", \"openvino\"] = \"torch\",\n    ) -> None:\n        super().__init__()\n        if tokenizer_kwargs is None:\n            tokenizer_kwargs = {}\n        if model_kwargs is None:\n            model_kwargs = {}\n        if config_kwargs is None:\n            config_kwargs = {}\n        self.model_card_data = model_card_data or CrossEncoderModelCardData(local_files_only=local_files_only)\n        self.trust_remote_code = trust_remote_code\n        self._model_card_text = None\n        self.backend = backend\n\n        config: PretrainedConfig = AutoConfig.from_pretrained(\n            model_name_or_path,\n            cache_dir=cache_folder,\n            trust_remote_code=trust_remote_code,\n            revision=revision,\n            local_files_only=local_files_only,\n            token=token,\n            **config_kwargs,\n        )\n        if hasattr(config, \"sentence_transformers\") and \"version\" in config.sentence_transformers:\n            model_version = config.sentence_transformers[\"version\"]\n            if version.parse(model_version) > version.parse(__version__):\n                logger.warning(\n                    f\"You are trying to use a model that was created with Sentence Transformers version {model_version}, \"\n                    f\"but you're currently using version {__version__}. This might cause unexpected behavior or errors. \"\n                    \"In that case, try to update to the latest version.\"\n                )\n\n        classifier_trained = False\n        if config.architectures is not None:\n            classifier_trained = any([arch.endswith(\"ForSequenceClassification\") for arch in config.architectures])\n\n        if num_labels is None and not classifier_trained:\n            num_labels = 1\n\n        if num_labels is not None:\n            config.num_labels = num_labels\n        self._load_model(\n            model_name_or_path,\n            config=config,\n            backend=backend,\n            cache_dir=cache_folder,\n            trust_remote_code=trust_remote_code,\n            revision=revision,\n            local_files_only=local_files_only,\n            token=token,\n            **model_kwargs,\n        )\n\n        if \"model_max_length\" not in tokenizer_kwargs and max_length is not None:\n            tokenizer_kwargs[\"model_max_length\"] = max_length\n        self.tokenizer: PreTrainedTokenizer = AutoTokenizer.from_pretrained(\n            model_name_or_path,\n            cache_dir=cache_folder,\n            trust_remote_code=trust_remote_code,\n            revision=revision,\n            local_files_only=local_files_only,\n            token=token,\n            **tokenizer_kwargs,\n        )\n        if \"model_max_length\" not in tokenizer_kwargs and hasattr(self.config, \"max_position_embeddings\"):\n            self.tokenizer.model_max_length = min(self.tokenizer.model_max_length, self.config.max_position_embeddings)\n\n        # Check if a readme exists\n        model_card_path = load_file_path(\n            model_name_or_path,\n            \"README.md\",\n            token=model_kwargs.get(\"token\", None),\n            cache_folder=cache_folder,\n            revision=revision,\n            local_files_only=local_files_only,\n        )\n        if model_card_path is not None:\n            try:\n                with open(model_card_path, encoding=\"utf8\") as fIn:\n                    self._model_card_text = fIn.read()\n            except Exception:\n                pass\n\n        self.set_activation_fn(activation_fn)\n\n        if device is None:\n            device = get_device_name()\n            logger.info(f\"Use pytorch device: {device}\")\n        self.to(device)\n\n        # Pass the model to the model card data for later use in generating a model card upon saving this model\n        self.model_card_data.register_model(self)\n        self.model_card_data.set_base_model(model_name_or_path, revision=revision)\n\n    def _load_model(\n        self,\n        model_name_or_path: str,\n        config: PretrainedConfig,\n        backend: str,\n        **model_kwargs,\n    ) -> None:\n        if backend == \"torch\":\n            self.model: PreTrainedModel = AutoModelForSequenceClassification.from_pretrained(\n                model_name_or_path,\n                config=config,\n                **model_kwargs,\n            )\n        elif backend == \"onnx\":\n            self.model = load_onnx_model(\n                model_name_or_path=model_name_or_path,\n                config=config,\n                task_name=\"sequence-classification\",\n                **model_kwargs,\n            )\n        elif backend == \"openvino\":\n            self.model = load_openvino_model(\n                model_name_or_path=model_name_or_path,\n                config=config,\n                task_name=\"sequence-classification\",\n                **model_kwargs,\n            )\n        else:\n            raise ValueError(f\"Unsupported backend '{backend}'. `backend` should be `torch`, `onnx`, or `openvino`.\")\n\n    def get_backend(self) -> Literal[\"torch\", \"onnx\", \"openvino\"]:\n        \"\"\"Return the backend used for inference, which can be one of \"torch\", \"onnx\", or \"openvino\".\n\n        Returns:\n            str: The backend used for inference.\n        \"\"\"\n        return self.backend\n\n    def start_multi_process_pool(\n        self, target_devices: list[str] | None = None\n    ) -> dict[Literal[\"input\", \"output\", \"processes\"], Any]:\n        \"\"\"\n        Starts a multi-process pool to process the prediction with several independent processes\n        via :meth:`CrossEncoder.predict <sentence_transformers.cross_encoder.CrossEncoder.predict>`.\n\n        This method is recommended if you want to predict on multiple GPUs or CPUs. It is advised\n        to start only one process per GPU. This method works together with predict and\n        stop_multi_process_pool.\n\n        Args:\n            target_devices (List[str], optional): PyTorch target devices, e.g. [\"cuda:0\", \"cuda:1\", ...],\n                [\"npu:0\", \"npu:1\", ...], or [\"cpu\", \"cpu\", \"cpu\", \"cpu\"]. If target_devices is None and CUDA/NPU\n                is available, then all available CUDA/NPU devices will be used. If target_devices is None and\n                CUDA/NPU is not available, then 4 CPU devices will be used.\n\n        Returns:\n            Dict[str, Any]: A dictionary with the target processes, an input queue, and an output queue.\n        \"\"\"\n        if target_devices is None:\n            if torch.cuda.is_available():\n                target_devices = [f\"cuda:{i}\" for i in range(torch.cuda.device_count())]\n            elif is_torch_npu_available():\n                target_devices = [f\"npu:{i}\" for i in range(torch.npu.device_count())]\n            else:\n                logger.info(\"CUDA/NPU is not available. Starting 4 CPU workers\")\n                target_devices = [\"cpu\"] * 4\n\n        logger.info(\"Start multi-process pool on devices: {}\".format(\", \".join(map(str, target_devices))))\n\n        self.to(\"cpu\")\n        self.share_memory()\n\n        ctx = mp.get_context(\"spawn\")\n        input_queue = ctx.Queue()\n        output_queue = ctx.Queue()\n        processes = []\n\n        for device_id in target_devices:\n            p = ctx.Process(\n                target=self.__class__._multi_process_worker,\n                args=(device_id, self, input_queue, output_queue),\n                daemon=True,\n            )\n            p.start()\n            processes.append(p)\n\n        return {\"input\": input_queue, \"output\": output_queue, \"processes\": processes}\n\n    @staticmethod\n    def stop_multi_process_pool(pool: dict[Literal[\"input\", \"output\", \"processes\"], Any]) -> None:\n        \"\"\"\n        Stops all processes started with start_multi_process_pool.\n\n        Args:\n            pool (Dict[str, object]): A dictionary containing the input queue, output queue, and process list.\n\n        Returns:\n            None\n        \"\"\"\n        for p in pool[\"processes\"]:\n            p.terminate()\n\n        for p in pool[\"processes\"]:\n            p.join()\n            p.close()\n\n        pool[\"input\"].close()\n        pool[\"output\"].close()\n\n    def _multi_process(\n        self,\n        sentence_pairs: list[tuple[str, str]] | list[list[str]],\n        show_progress_bar: bool | None = True,\n        input_was_singular: bool = False,\n        pool: dict[Literal[\"input\", \"output\", \"processes\"], Any] | None = None,\n        device: str | list[str | torch.device] | None = None,\n        chunk_size: int | None = None,\n        **predict_kwargs,\n    ):\n        convert_to_tensor = predict_kwargs.get(\"convert_to_tensor\", False)\n        convert_to_numpy = predict_kwargs.get(\"convert_to_numpy\", True)\n        predict_kwargs[\"show_progress_bar\"] = False\n\n        created_pool = False\n        if pool is None and isinstance(device, list) and len(device) > 0:\n            pool = self.start_multi_process_pool(device)\n            created_pool = True\n\n        # Create a pool if is not provided, but a list of devices is\n        try:\n            # Determine chunk size if not provided. As a default, aim for 10 chunks per process, with a maximum of 5000 sentences per chunk.\n            if chunk_size is None:\n                chunk_size = min(math.ceil(len(sentence_pairs) / len(pool[\"processes\"]) / 10), 5000)\n                chunk_size = max(chunk_size, 1)  # Ensure at least 1\n\n            input_queue: torch.multiprocessing.Queue = pool[\"input\"]\n            output_queue: torch.multiprocessing.Queue = pool[\"output\"]\n\n            # Send inputs to the input queue in chunks\n            chunk_id = -1  # We default to -1 to handle empty input gracefully\n            for chunk_id, chunk_start in enumerate(range(0, len(sentence_pairs), chunk_size)):\n                chunk = sentence_pairs[chunk_start : chunk_start + chunk_size]\n                input_queue.put([chunk_id, chunk, predict_kwargs])\n\n            # Collect results from output queue\n            output_list = sorted(\n                [output_queue.get() for _ in trange(chunk_id + 1, desc=\"Chunks\", disable=not show_progress_bar)],\n                key=lambda x: x[0],  # Sort by chunk_id\n            )\n\n            # Handle singular input case -> return the first (only) result directly\n            if input_was_singular and output_list:\n                return output_list[0][1][0] if len(output_list[0][1]) > 0 else output_list[0][1]\n\n            # Handle the various output formats: torch tensors, numpy arrays, or\n            # list of dictionaries, also when empty.\n            scores = [output[1] for output in output_list]\n\n            # Check for errors in results\n            if any(len(output) > 2 and output[2] is not None for output in output_list):\n                # Error occurred in worker\n                error_output = next(output for output in output_list if len(output) > 2 and output[2])\n                raise RuntimeError(f\"Error in worker process: {error_output[2]}\")\n\n            if scores:\n                if isinstance(scores[0], torch.Tensor):\n                    scores = torch.cat(scores)\n                elif isinstance(scores[0], np.ndarray):\n                    scores = np.concatenate(scores, axis=0)\n                elif isinstance(scores[0], list):\n                    scores = sum(scores, [])\n                else:\n                    scores = sum(scores, [])\n\n            elif convert_to_tensor:\n                scores = torch.tensor([], device=self.model.device)\n            elif convert_to_numpy:\n                scores = np.array([])\n            else:\n                scores = []\n            return scores\n\n        finally:\n            # Clean up the pool if we created it\n            if created_pool:\n                self.stop_multi_process_pool(pool)\n\n    @staticmethod\n    def _multi_process_worker(\n        target_device: str,\n        model: CrossEncoder,\n        input_queue: Queue,\n        results_queue: Queue,\n    ) -> None:\n        \"\"\"\n        Internal working process to predict sentence pairs in a multi-process setup.\n\n        \"\"\"\n        while True:\n            try:\n                chunk_id, sentence_pairs, kwargs = input_queue.get()\n                scores = model.predict(sentence_pairs, device=target_device, **kwargs)\n\n                # If multi-process scores are not on CPUs, move them to CPU, so they can all be concatenated later\n                if isinstance(scores, torch.Tensor) and scores.device.type != \"cpu\":\n                    scores = scores.cpu()\n                elif isinstance(scores, np.ndarray):\n                    scores = np.asarray(scores)\n                elif isinstance(scores, list):\n                    scores = [\n                        score.cpu() if isinstance(score, torch.Tensor) and score.device.type != \"cpu\" else score\n                        for score in scores\n                    ]\n                results_queue.put([chunk_id, scores])\n\n            except queue.Empty:\n                break\n            except Exception as e:\n                logger.error(f\"Error in worker process on {target_device}: {e}\")\n                try:\n                    results_queue.put([chunk_id, None, str(e)])\n                except Exception:\n                    pass\n                break\n\n    def set_activation_fn(self, activation_fn: Callable | None, set_default: bool = True) -> None:\n        if activation_fn is not None:\n            self.activation_fn = activation_fn\n        else:\n            self.activation_fn = self.get_default_activation_fn()\n\n        if set_default:\n            self.set_config_value(\"activation_fn\", fullname(self.activation_fn))\n\n    def get_default_activation_fn(self) -> Callable:\n        activation_fn_path = None\n        if hasattr(self.config, \"sentence_transformers\") and \"activation_fn\" in self.config.sentence_transformers:\n            activation_fn_path = self.config.sentence_transformers[\"activation_fn\"]\n\n        # Backwards compatibility with <v4.0: we stored the activation_fn under 'sbert_ce_default_activation_function'\n        elif (\n            hasattr(self.config, \"sbert_ce_default_activation_function\")\n            and self.config.sbert_ce_default_activation_function is not None\n        ):\n            activation_fn_path = self.config.sbert_ce_default_activation_function\n            del self.config.sbert_ce_default_activation_function\n\n        if activation_fn_path is not None:\n            if self.trust_remote_code or activation_fn_path.startswith(\"torch.\"):\n                return import_from_string(activation_fn_path)()\n            logger.warning(\n                f\"Activation function path '{activation_fn_path}' is not trusted, using default activation function instead. \"\n                \"Please load the CrossEncoder with `trust_remote_code=True` to allow loading custom activation \"\n                \"functions via the configuration.\"\n            )\n\n        if self.config.num_labels == 1:\n            return nn.Sigmoid()\n        return nn.Identity()\n\n    def set_config_value(self, key: str, value) -> None:\n        \"\"\"\n        Set a value in the underlying model's config.\n\n        Args:\n            key (str): The key to set.\n            value: The value to set.\n        \"\"\"\n        try:\n            if not hasattr(self.config, \"sentence_transformers\"):\n                self.config.sentence_transformers = {}\n            self.config.sentence_transformers[key] = value\n        except Exception as e:\n            logger.warning(f\"Was not able to add '{key}' to the config: {str(e)}\")\n\n    @property\n    def config(self) -> PretrainedConfig:\n        return self.model.config\n\n    @property\n    def num_labels(self) -> int:\n        return self.config.num_labels\n\n    @property\n    def max_length(self) -> int:\n        return self.tokenizer.model_max_length\n\n    @max_length.setter\n    def max_length(self, value: int) -> None:\n        self.tokenizer.model_max_length = value\n\n    @property\n    @deprecated(\n        \"The `default_activation_function` property was renamed and is now deprecated. \"\n        \"Please use `activation_fn` instead.\"\n    )\n    def default_activation_function(self) -> Callable:\n        return self.activation_fn\n\n    def forward(self, *args, **kwargs):\n        return self.model(*args, **kwargs)\n\n    @overload\n    def predict(\n        self,\n        sentences: tuple[str, str] | list[str],\n        batch_size: int = ...,\n        show_progress_bar: bool | None = ...,\n        activation_fn: Callable | None = ...,\n        apply_softmax: bool | None = ...,\n        convert_to_numpy: Literal[False] = ...,\n        convert_to_tensor: Literal[False] = ...,\n        device: str | list[str | torch.device] | None = None,\n        pool: dict[Literal[\"input\", \"output\", \"processes\"], Any] | None = None,\n        chunk_size: int | None = None,\n    ) -> torch.Tensor: ...\n\n    @overload\n    def predict(\n        self,\n        sentences: list[tuple[str, str]] | list[list[str]] | tuple[str, str] | list[str],\n        batch_size: int = ...,\n        show_progress_bar: bool | None = ...,\n        activation_fn: Callable | None = ...,\n        apply_softmax: bool | None = ...,\n        convert_to_numpy: Literal[True] = True,\n        convert_to_tensor: Literal[False] = False,\n        device: str | list[str | torch.device] | None = None,\n        pool: dict[Literal[\"input\", \"output\", \"processes\"], Any] | None = None,\n        chunk_size: int | None = None,\n    ) -> np.ndarray: ...\n\n    @overload\n    def predict(\n        self,\n        sentences: list[tuple[str, str]] | list[list[str]] | tuple[str, str] | list[str],\n        batch_size: int = ...,\n        show_progress_bar: bool | None = ...,\n        activation_fn: Callable | None = ...,\n        apply_softmax: bool | None = ...,\n        convert_to_numpy: bool = ...,\n        convert_to_tensor: Literal[True] = ...,\n        device: str | list[str | torch.device] | None = None,\n        pool: dict[Literal[\"input\", \"output\", \"processes\"], Any] | None = None,\n        chunk_size: int | None = None,\n    ) -> torch.Tensor: ...\n\n    @overload\n    def predict(\n        self,\n        sentences: list[tuple[str, str]] | list[list[str]],\n        batch_size: int = ...,\n        show_progress_bar: bool | None = ...,\n        activation_fn: Callable | None = ...,\n        apply_softmax: bool | None = ...,\n        convert_to_numpy: Literal[False] = ...,\n        convert_to_tensor: Literal[False] = ...,\n        device: str | list[str | torch.device] | None = None,\n        pool: dict[Literal[\"input\", \"output\", \"processes\"], Any] | None = None,\n        chunk_size: int | None = None,\n    ) -> list[torch.Tensor]: ...\n\n    @torch.inference_mode()\n    @cross_encoder_predict_rank_args_decorator\n    def predict(\n        self,\n        sentences: list[tuple[str, str]] | list[list[str]] | tuple[str, str] | list[str],\n        batch_size: int = 32,\n        show_progress_bar: bool | None = None,\n        activation_fn: Callable | None = None,\n        apply_softmax: bool | None = False,\n        convert_to_numpy: bool = True,\n        convert_to_tensor: bool = False,\n        device: str | list[str | torch.device] | None = None,\n        pool: dict[Literal[\"input\", \"output\", \"processes\"], Any] | None = None,\n        chunk_size: int | None = None,\n    ) -> list[torch.Tensor] | np.ndarray | torch.Tensor:\n        \"\"\"\n        Performs predictions with the CrossEncoder on the given sentence pairs.\n\n        .. tip::\n\n            Adjusting ``batch_size`` can significantly improve processing speed. The optimal value depends on your\n            hardware, model size, precision, and input length. Benchmark a few batch sizes on a small subset of your\n            data to find the best value.\n\n        Args:\n            sentences (Union[List[Tuple[str, str]], Tuple[str, str]]): A list of sentence pairs [(Sent1, Sent2), (Sent3, Sent4)]\n                or one sentence pair (Sent1, Sent2).\n            batch_size (int, optional): Batch size for encoding. Defaults to 32.\n            show_progress_bar (bool, optional): Output progress bar. Defaults to None.\n            activation_fn (callable, optional): Activation function applied on the logits output of the CrossEncoder.\n                If None, the ``model.activation_fn`` will be used, which defaults to :class:`torch.nn.Sigmoid` if num_labels=1, else\n                :class:`torch.nn.Identity`. Defaults to None.\n            convert_to_numpy (bool, optional): Convert the output to a numpy matrix. Defaults to True.\n            apply_softmax (bool, optional): If set to True and `model.num_labels > 1`, applies softmax on the logits\n                output such that for each sample, the scores of each class sum to 1. Defaults to False.\n            convert_to_numpy (bool, optional): Whether the output should be a list of numpy vectors. If False, output\n                a list of PyTorch tensors. Defaults to True.\n            convert_to_tensor (bool, optional): Whether the output should be one large tensor. Overwrites `convert_to_numpy`.\n                Defaults to False.\n            device (Union[str, List[str]], optional): Device(s) to use for computation. Can be a single device string\n                (e.g., \"cuda:0\", \"cpu\") or a list of devices (e.g., [\"cuda:0\", \"cuda:1\"]). If a list is provided,\n                multiprocessing will be used automatically. Defaults to None.\n            pool (Dict[str, Any], optional): A pool of workers created with :meth:`start_multi_process_pool`. If provided,\n                multiprocessing will be used. If None and ``device`` is a list, a pool will be created automatically.\n                Defaults to None.\n            chunk_size (int, optional): Size of chunks for multiprocessing. If None, a sensible default is calculated.\n                Only used when ``pool`` is not None or ``device`` is a list. Defaults to None.\n\n        Returns:\n            Union[List[torch.Tensor], np.ndarray, torch.Tensor]: Predictions for the passed sentence pairs.\n            The return type depends on the ``convert_to_numpy`` and ``convert_to_tensor`` parameters.\n            If ``convert_to_tensor`` is True, the output will be a :class:`torch.Tensor`.\n            If ``convert_to_numpy`` is True, the output will be a :class:`numpy.ndarray`.\n            Otherwise, the output will be a list of :class:`torch.Tensor` values.\n\n        Examples:\n            ::\n\n                from sentence_transformers import CrossEncoder\n\n                model = CrossEncoder(\"cross-encoder/stsb-roberta-base\")\n                sentences = [[\"I love cats\", \"Cats are amazing\"], [\"I prefer dogs\", \"Dogs are loyal\"]]\n                model.predict(sentences)\n                # => array([0.6912767, 0.4303499], dtype=float32)\n\n                # Using multiprocessing with automatic pool\n                scores = model.predict(sentences, device=[\"cuda:0\", \"cuda:1\"])\n\n                # Using multiprocessing with manual pool\n                pool = model.start_multi_process_pool()\n                scores = model.predict(sentences, pool=pool)\n                model.stop_multi_process_pool(pool)\n        \"\"\"\n        # Cast an individual pair to a list with length 1\n        input_was_singular = False\n        if sentences and isinstance(sentences, (list, tuple)) and isinstance(sentences[0], str):\n            sentences = [sentences]\n            input_was_singular = True\n\n        # If pool or a list of devices is provided, use multi-process prediction\n        if pool is not None or (isinstance(device, list) and len(device) > 0):\n            return self._multi_process(\n                sentence_pairs=sentences,\n                # Utility and post-processing parameters\n                show_progress_bar=show_progress_bar,\n                input_was_singular=input_was_singular,\n                # Multi-process encoding parameters\n                pool=pool,\n                device=device,\n                chunk_size=chunk_size,\n                # Prediction parameters\n                batch_size=batch_size,\n                activation_fn=activation_fn,\n                apply_softmax=apply_softmax,\n                convert_to_numpy=convert_to_numpy,\n                convert_to_tensor=convert_to_tensor,\n            )\n\n        if show_progress_bar is None:\n            show_progress_bar = (\n                logger.getEffectiveLevel() == logging.INFO or logger.getEffectiveLevel() == logging.DEBUG\n            )\n\n        if activation_fn is not None:\n            self.set_activation_fn(activation_fn, set_default=False)\n\n        # Here, device is either a single device string (e.g., \"cuda:0\", \"cpu\") for single-process encoding or None\n        if device is None:\n            device = self.model.device\n\n        self.to(device)\n\n        pred_scores = []\n        self.eval()\n        for start_index in trange(0, len(sentences), batch_size, desc=\"Batches\", disable=not show_progress_bar):\n            batch = sentences[start_index : start_index + batch_size]\n            features = self.tokenizer(\n                batch,\n                padding=True,\n                truncation=True,\n                return_tensors=\"pt\",\n            )\n            features.to(device)\n            model_predictions = self.model(**features, return_dict=True)\n            logits = self.activation_fn(model_predictions.logits)\n\n            if apply_softmax and logits.ndim > 1:\n                logits = torch.nn.functional.softmax(logits, dim=1)\n            pred_scores.extend(logits)\n\n        if self.config.num_labels == 1:\n            pred_scores = [score[0] for score in pred_scores]\n\n        if convert_to_tensor:\n            if len(pred_scores):\n                pred_scores = torch.stack(pred_scores)\n            else:\n                pred_scores = torch.tensor([], device=device)\n        elif convert_to_numpy:\n            pred_scores = np.asarray([score.cpu().detach().float().numpy() for score in pred_scores])\n\n        if input_was_singular:\n            pred_scores = pred_scores[0]\n\n        return pred_scores\n\n    @cross_encoder_predict_rank_args_decorator\n    def rank(\n        self,\n        query: str,\n        documents: list[str],\n        top_k: int | None = None,\n        return_documents: bool = False,\n        batch_size: int = 32,\n        show_progress_bar: bool | None = None,\n        activation_fn: Callable | None = None,\n        apply_softmax=False,\n        convert_to_numpy: bool = True,\n        convert_to_tensor: bool = False,\n        device: str | list[str | torch.device] | None = None,\n        pool: dict[Literal[\"input\", \"output\", \"processes\"], Any] | None = None,\n        chunk_size: int | None = None,\n    ) -> list[dict[Literal[\"corpus_id\", \"score\", \"text\"], int | float | str]]:\n        \"\"\"\n        Performs ranking with the CrossEncoder on the given query and documents. Returns a sorted list with the document indices and scores.\n\n        .. tip::\n\n            Adjusting ``batch_size`` can significantly improve processing speed. The optimal value depends on your\n            hardware, model size, precision, and input length. Benchmark a few batch sizes on a small subset of your\n            data to find the best value.\n\n        Args:\n            query (str): A single query.\n            documents (List[str]): A list of documents.\n            top_k (Optional[int], optional): Return the top-k documents. If None, all documents are returned. Defaults to None.\n            return_documents (bool, optional): If True, also returns the documents. If False, only returns the indices and scores. Defaults to False.\n            batch_size (int, optional): Batch size for encoding. Defaults to 32.\n            show_progress_bar (bool, optional): Output progress bar. Defaults to None.\n            activation_fn ([type], optional): Activation function applied on the logits output of the CrossEncoder. If None, nn.Sigmoid() will be used if num_labels=1, else nn.Identity. Defaults to None.\n            convert_to_numpy (bool, optional): Convert the output to a numpy matrix. Defaults to True.\n            apply_softmax (bool, optional): If there are more than 2 dimensions and apply_softmax=True, applies softmax on the logits output. Defaults to False.\n            convert_to_tensor (bool, optional): Convert the output to a tensor. Defaults to False.\n            device (Union[str, List[str]], optional): Device(s) to use for computation. Can be a single device string\n                (e.g., \"cuda:0\", \"cpu\") or a list of devices (e.g., [\"cuda:0\", \"cuda:1\"]). If a list is provided,\n                multiprocessing will be used automatically. Defaults to None.\n            pool (Dict[str, Any], optional): A pool of workers created with :meth:`start_multi_process_pool`. If provided,\n                multiprocessing will be used. If None and ``device`` is a list, a pool will be created automatically.\n                Defaults to None.\n            chunk_size (int, optional): Size of chunks for multiprocessing. If None, a sensible default is calculated.\n                Only used when ``pool`` is not None or ``device`` is a list. Defaults to None.\n\n        Returns:\n            List[Dict[Literal[\"corpus_id\", \"score\", \"text\"], Union[int, float, str]]]: A sorted list with the \"corpus_id\", \"score\", and optionally \"text\" of the documents.\n\n        Example:\n            ::\n\n                from sentence_transformers import CrossEncoder\n                model = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\")\n\n                query = \"Who wrote 'To Kill a Mockingbird'?\"\n                documents = [\n                    \"'To Kill a Mockingbird' is a novel by Harper Lee published in 1960. It was immediately successful, winning the Pulitzer Prize, and has become a classic of modern American literature.\",\n                    \"The novel 'Moby-Dick' was written by Herman Melville and first published in 1851. It is considered a masterpiece of American literature and deals with complex themes of obsession, revenge, and the conflict between good and evil.\",\n                    \"Harper Lee, an American novelist widely known for her novel 'To Kill a Mockingbird', was born in 1926 in Monroeville, Alabama. She received the Pulitzer Prize for Fiction in 1961.\",\n                    \"Jane Austen was an English novelist known primarily for her six major novels, which interpret, critique and comment upon the British landed gentry at the end of the 18th century.\",\n                    \"The 'Harry Potter' series, which consists of seven fantasy novels written by British author J.K. Rowling, is among the most popular and critically acclaimed books of the modern era.\",\n                    \"'The Great Gatsby', a novel written by American author F. Scott Fitzgerald, was published in 1925. The story is set in the Jazz Age and follows the life of millionaire Jay Gatsby and his pursuit of Daisy Buchanan.\"\n                ]\n\n                model.rank(query, documents, return_documents=True)\n\n            ::\n\n                [{'corpus_id': 0,\n                'score': 10.67858,\n                'text': \"'To Kill a Mockingbird' is a novel by Harper Lee published in 1960. It was immediately successful, winning the Pulitzer Prize, and has become a classic of modern American literature.\"},\n                {'corpus_id': 2,\n                'score': 9.761677,\n                'text': \"Harper Lee, an American novelist widely known for her novel 'To Kill a Mockingbird', was born in 1926 in Monroeville, Alabama. She received the Pulitzer Prize for Fiction in 1961.\"},\n                {'corpus_id': 1,\n                'score': -3.3099542,\n                'text': \"The novel 'Moby-Dick' was written by Herman Melville and first published in 1851. It is considered a masterpiece of American literature and deals with complex themes of obsession, revenge, and the conflict between good and evil.\"},\n                {'corpus_id': 5,\n                'score': -4.8989105,\n                'text': \"'The Great Gatsby', a novel written by American author F. Scott Fitzgerald, was published in 1925. The story is set in the Jazz Age and follows the life of millionaire Jay Gatsby and his pursuit of Daisy Buchanan.\"},\n                {'corpus_id': 4,\n                'score': -5.082967,\n                'text': \"The 'Harry Potter' series, which consists of seven fantasy novels written by British author J.K. Rowling, is among the most popular and critically acclaimed books of the modern era.\"}]\n        \"\"\"\n        if self.num_labels != 1:\n            raise ValueError(\n                \"CrossEncoder.rank() only works for models with num_labels=1. \"\n                \"Consider using CrossEncoder.predict() with input pairs instead.\"\n            )\n        query_doc_pairs = [[query, doc] for doc in documents]\n        scores = self.predict(\n            sentences=query_doc_pairs,\n            batch_size=batch_size,\n            show_progress_bar=show_progress_bar,\n            activation_fn=activation_fn,\n            apply_softmax=apply_softmax,\n            convert_to_numpy=convert_to_numpy,\n            convert_to_tensor=convert_to_tensor,\n            device=device,\n            pool=pool,\n            chunk_size=chunk_size,\n        )\n\n        results = []\n        for i, score in enumerate(scores):\n            results.append({\"corpus_id\": i, \"score\": score})\n            if return_documents:\n                results[-1].update({\"text\": documents[i]})\n\n        results = sorted(results, key=lambda x: x[\"score\"], reverse=True)\n        return results[:top_k]\n\n    def save(self, path: str, *, safe_serialization: bool = True, **kwargs) -> None:\n        \"\"\"\n        Saves the model and tokenizer to path; identical to `save_pretrained`\n        \"\"\"\n        if path is None:\n            return\n\n        logger.info(f\"Save model to {path}\")\n        self.set_config_value(\"version\", __version__)\n        self.model.save_pretrained(path, safe_serialization=safe_serialization, **kwargs)\n        self.tokenizer.save_pretrained(path, **kwargs)\n        self._create_model_card(path)\n\n    def save_pretrained(self, path: str, *, safe_serialization: bool = True, **kwargs) -> None:\n        \"\"\"\n        Save the model and tokenizer to the specified path.\n\n        Args:\n            path (str): Directory where the model should be saved\n            safe_serialization (bool, optional): Whether to save using `safetensors` or the traditional\n                PyTorch way. Defaults to True.\n            **kwargs: Additional arguments passed to the underlying save methods of the model and tokenizer.\n\n        Returns:\n            None\n        \"\"\"\n        return self.save(path, safe_serialization=safe_serialization, **kwargs)\n\n    def _create_model_card(self, path: str) -> None:\n        \"\"\"\n        Create an automatic model and stores it in the specified path. If no training was done and the loaded model\n        was a CrossEncoder model already, then its model card is reused.\n\n        Args:\n            path (str): The path where the model card will be stored.\n\n        Returns:\n            None\n        \"\"\"\n        # If we loaded a model from the Hub, and no training was done, then\n        # we don't generate a new model card, but reuse the old one instead.\n        if self._model_card_text and \"generated_from_trainer\" not in self.model_card_data.tags:\n            model_card = self._model_card_text\n            if self.model_card_data.model_id:\n                # If the original model card was saved without a model_id, we replace the model_id with the new model_id\n                model_card = model_card.replace(\n                    'model = CrossEncoder(\"cross_encoder_model_id\"',\n                    f'model = CrossEncoder(\"{self.model_card_data.model_id}\"',\n                )\n        else:\n            try:\n                model_card = generate_model_card(self)\n            except Exception:\n                logger.error(\n                    f\"Error while generating model card:\\n{traceback.format_exc()}\"\n                    \"Consider opening an issue on https://github.com/huggingface/sentence-transformers/issues with this traceback.\\n\"\n                    \"Skipping model card creation.\"\n                )\n                return\n\n        with open(os.path.join(path, \"README.md\"), \"w\", encoding=\"utf8\") as fOut:\n            fOut.write(model_card)\n\n    def push_to_hub(\n        self,\n        repo_id: str,\n        *,\n        token: str | None = None,\n        private: bool | None = None,\n        safe_serialization: bool = True,\n        commit_message: str | None = None,\n        exist_ok: bool = False,\n        revision: str | None = None,\n        create_pr: bool = False,\n        tags: list[str] | None = None,\n    ) -> str:\n        \"\"\"\n        Upload the CrossEncoder model to the Hugging Face Hub.\n\n        Example:\n            ::\n\n                from sentence_transformers import CrossEncoder\n\n                model = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\")\n                model.push_to_hub(\"username/my-crossencoder-model\")\n                # => \"https://huggingface.co/username/my-crossencoder-model\"\n\n        Args:\n            repo_id (str): The name of the repository on the Hugging Face Hub, e.g. \"username/repo_name\",\n                \"organization/repo_name\" or just \"repo_name\".\n            token (str, optional): The authentication token to use for the Hugging Face Hub API.\n                If not provided, will use the token stored via the Hugging Face CLI.\n            private (bool, optional): Whether to create a private repository. If not specified,\n                the repository will be public.\n            safe_serialization (bool, optional): Whether or not to convert the model weights in safetensors\n                format for safer serialization. Defaults to True.\n            commit_message (str, optional): The commit message to use for the push. Defaults to \"Add new CrossEncoder model\".\n            exist_ok (bool, optional): If True, do not raise an error if the repository already exists.\n                Ignored if ``create_pr=True``. Defaults to False.\n            revision (str, optional): The git branch to commit to. Defaults to the head of the 'main' branch.\n            create_pr (bool, optional): Whether to create a Pull Request with the upload or directly commit. Defaults to False.\n            tags (list[str], optional): A list of tags to add to the model card. Defaults to None.\n\n        Returns:\n            str: URL of the commit or pull request (if create_pr=True)\n        \"\"\"\n        api = HfApi(token=token)\n        repo_url = api.create_repo(\n            repo_id=repo_id,\n            private=private,\n            repo_type=None,\n            exist_ok=exist_ok or create_pr,\n        )\n        repo_id = repo_url.repo_id  # Update the repo_id in case the old repo_id didn't contain a user or organization\n        self.model_card_data.set_model_id(repo_id)\n        if tags is not None:\n            self.model_card_data.add_tags(tags)\n\n        if revision is not None:\n            api.create_branch(repo_id=repo_id, branch=revision, exist_ok=True)\n\n        if commit_message is None:\n            commit_message = \"Add new CrossEncoder model\"\n        commit_description = \"\"\n        with tempfile.TemporaryDirectory() as tmp_dir:\n            self.save_pretrained(\n                tmp_dir,\n                safe_serialization=safe_serialization,\n            )\n            folder_url = api.upload_folder(\n                repo_id=repo_id,\n                folder_path=tmp_dir,\n                commit_message=commit_message,\n                commit_description=commit_description,\n                revision=revision,\n                create_pr=create_pr,\n            )\n\n        if create_pr:\n            return folder_url.pr_url\n        return folder_url.commit_url\n\n    @property\n    def transformers_model(self) -> PreTrainedModel | None:\n        \"\"\"\n        Property to get the underlying transformers PreTrainedModel instance.\n\n        Returns:\n            PreTrainedModel or None: The underlying transformers model or None if not found.\n\n        Example:\n            ::\n\n                from sentence_transformers import CrossEncoder\n\n                model = CrossEncoder(\"cross-encoder/ms-marco-MiniLM-L6-v2\")\n\n                # You can now access the underlying transformers model\n                transformers_model = model.transformers_model\n                print(type(transformers_model))\n                # => <class 'transformers.models.bert.modeling_bert.BertForSequenceClassification'>\n        \"\"\"\n        # This property simply points to self.model, it exists primarily to have the same interface\n        # as SentenceTransformer and SparseEncoder models.\n        return self.model\n\n    @property\n    def _target_device(self) -> torch.device:\n        logger.warning(\n            \"`CrossEncoder._target_device` has been removed, please use `CrossEncoder.device` instead.\",\n        )\n        return self.device\n\n    @_target_device.setter\n    def _target_device(self, device: int | str | torch.device | None = None) -> None:\n        self.to(device)\n\n    @property\n    def device(self) -> torch.device:\n        return self.model.device\n\n    def gradient_checkpointing_enable(self, gradient_checkpointing_kwargs=None) -> None:\n        # Propagate the gradient checkpointing to the transformer model\n        return self.model.gradient_checkpointing_enable(gradient_checkpointing_kwargs)\n"
  },
  {
    "path": "sentence_transformers/cross_encoder/__init__.py",
    "content": "from __future__ import annotations\n\nfrom .CrossEncoder import CrossEncoder\nfrom .model_card import CrossEncoderModelCardData\nfrom .trainer import CrossEncoderTrainer\nfrom .training_args import CrossEncoderTrainingArguments\n\n__all__ = [\n    \"CrossEncoder\",\n    \"CrossEncoderTrainer\",\n    \"CrossEncoderTrainingArguments\",\n    \"CrossEncoderModelCardData\",\n]\n"
  },
  {
    "path": "sentence_transformers/cross_encoder/data_collator.py",
    "content": "from __future__ import annotations\n\nfrom collections.abc import Callable, Collection\nfrom dataclasses import dataclass, field\nfrom typing import Any\n\nimport torch\n\nfrom sentence_transformers.data_collator import SentenceTransformerDataCollator\n\n\n@dataclass\nclass CrossEncoderDataCollator(SentenceTransformerDataCollator):\n    \"\"\"Collator for a CrossEncoder model.\n    This encodes the text columns to {column}_input_ids and {column}_attention_mask columns.\n    This works with the two text dataset that is used as the example in the training overview:\n    https://www.sbert.net/docs/sentence_transformer/training_overview.html\n\n    It is important that the columns are in the expected order. For example, if your dataset has columns\n    \"answer\", \"question\" in that order, then the MultipleNegativesRankingLoss will consider\n    \"answer\" as the anchor and \"question\" as the positive, and it will (unexpectedly) optimize for\n    \"given the answer, what is the question?\".\n    \"\"\"\n\n    tokenize_fn: Callable\n    valid_label_columns: list[str] = field(default_factory=lambda: [\"label\", \"labels\", \"score\", \"scores\"])\n    _warned_columns: set[tuple[str]] = field(default_factory=set, init=False, repr=False)\n\n    def __call__(self, features: list[dict[str, Any]]) -> dict[str, torch.Tensor]:\n        column_names = list(features[0].keys())\n\n        # We should always be able to return a loss, label or not:\n        batch = {}\n\n        if \"dataset_name\" in column_names:\n            column_names.remove(\"dataset_name\")\n            batch[\"dataset_name\"] = features[0][\"dataset_name\"]\n\n        # Extract the label column if it exists\n        for label_column in self.valid_label_columns:\n            if label_column in column_names:\n                # If the label column is a list/tuple/collection, we create a list of tensors\n                if isinstance(features[0][label_column], Collection):\n                    batch[\"label\"] = [torch.tensor(row[label_column]) for row in features]\n                else:\n                    # Otherwise, if it's e.g. single values, we create a tensor\n                    batch[\"label\"] = torch.tensor([row[label_column] for row in features])\n                column_names.remove(label_column)\n                break\n\n        for column_name in column_names:\n            # If the prompt length has been set, we should add it to the batch\n            if column_name.endswith(\"_prompt_length\") and column_name[: -len(\"_prompt_length\")] in column_names:\n                batch[column_name] = torch.tensor([row[column_name] for row in features], dtype=torch.int)\n                continue\n\n            batch[column_name] = [row[column_name] for row in features]\n\n        return batch\n"
  },
  {
    "path": "sentence_transformers/cross_encoder/evaluation/__init__.py",
    "content": "from __future__ import annotations\n\nimport sys\n\nfrom .classification import CrossEncoderClassificationEvaluator\nfrom .correlation import CrossEncoderCorrelationEvaluator\nfrom .deprecated import (\n    CEBinaryAccuracyEvaluator,\n    CEBinaryClassificationEvaluator,\n    CECorrelationEvaluator,\n    CEF1Evaluator,\n    CERerankingEvaluator,\n    CESoftmaxAccuracyEvaluator,\n)\nfrom .nano_beir import CrossEncoderNanoBEIREvaluator\nfrom .reranking import CrossEncoderRerankingEvaluator\n\n# Ensure that imports using deprecated paths still work\n# Although importing via `from sentence_transformers.cross_encoder.evaluation import ...` is recommended\ndeprecated_modules = [\n    \"sentence_transformers.cross_encoder.evaluation.CEBinaryAccuracyEvaluator\",\n    \"sentence_transformers.cross_encoder.evaluation.CEBinaryClassificationEvaluator\",\n    \"sentence_transformers.cross_encoder.evaluation.CEF1Evaluator\",\n    \"sentence_transformers.cross_encoder.evaluation.CESoftmaxAccuracyEvaluator\",\n    \"sentence_transformers.cross_encoder.evaluation.CECorrelationEvaluator\",\n    \"sentence_transformers.cross_encoder.evaluation.CERerankingEvaluator\",\n]\nfor module in deprecated_modules:\n    sys.modules[module] = sys.modules[\"sentence_transformers.cross_encoder.evaluation.deprecated\"]\n\n__all__ = [\n    \"CrossEncoderClassificationEvaluator\",\n    \"CrossEncoderCorrelationEvaluator\",\n    \"CrossEncoderRerankingEvaluator\",\n    \"CrossEncoderNanoBEIREvaluator\",\n    # Deprecated:\n    \"CERerankingEvaluator\",\n    \"CECorrelationEvaluator\",\n    \"CEBinaryAccuracyEvaluator\",\n    \"CEBinaryClassificationEvaluator\",\n    \"CEF1Evaluator\",\n    \"CESoftmaxAccuracyEvaluator\",\n]\n"
  },
  {
    "path": "sentence_transformers/cross_encoder/evaluation/deprecated.py",
    "content": "from __future__ import annotations\n\nfrom typing_extensions import deprecated\n\nfrom sentence_transformers import InputExample\nfrom sentence_transformers.cross_encoder.evaluation.classification import CrossEncoderClassificationEvaluator\nfrom sentence_transformers.cross_encoder.evaluation.correlation import CrossEncoderCorrelationEvaluator\nfrom sentence_transformers.cross_encoder.evaluation.reranking import CrossEncoderRerankingEvaluator\n\n\n@deprecated(\n    \"This evaluator has been deprecated in favor of the more general CrossEncoderClassificationEvaluator. \"\n    \"Please use CrossEncoderClassificationEvaluator instead, which supports both binary and multi-class \"\n    \"evaluation. It accepts approximately the same inputs as this evaluator.\"\n)\nclass CEBinaryAccuracyEvaluator(CrossEncoderClassificationEvaluator):\n    \"\"\"\n    This evaluator has been deprecated in favor of the more general CrossEncoderClassificationEvaluator.\n    \"\"\"\n\n    @classmethod\n    def from_input_examples(cls, examples: list[InputExample], **kwargs):\n        sentence_pairs = []\n        labels = []\n\n        for example in examples:\n            sentence_pairs.append(example.texts)\n            labels.append(example.label)\n        return cls(sentence_pairs, labels, **kwargs)\n\n\n@deprecated(\n    \"This evaluator has been deprecated in favor of the more general CrossEncoderClassificationEvaluator. \"\n    \"Please use CrossEncoderClassificationEvaluator instead, which supports both binary and multi-class \"\n    \"evaluation. It accepts approximately the same inputs as this evaluator.\"\n)\nclass CEBinaryClassificationEvaluator(CrossEncoderClassificationEvaluator):\n    \"\"\"\n    This evaluator has been deprecated in favor of the more general CrossEncoderClassificationEvaluator.\n    \"\"\"\n\n    @classmethod\n    def from_input_examples(cls, examples: list[InputExample], **kwargs):\n        sentence_pairs = []\n        labels = []\n\n        for example in examples:\n            sentence_pairs.append(example.texts)\n            labels.append(example.label)\n        return cls(sentence_pairs, labels, **kwargs)\n\n\n@deprecated(\n    \"This evaluator has been deprecated in favor of the more general CrossEncoderClassificationEvaluator. \"\n    \"Please use CrossEncoderClassificationEvaluator instead, which supports both binary and multi-class \"\n    \"evaluation. It accepts approximately the same inputs as this evaluator.\"\n)\nclass CEF1Evaluator(CrossEncoderClassificationEvaluator):\n    \"\"\"\n    This evaluator has been deprecated in favor of the more general CrossEncoderClassificationEvaluator.\n    \"\"\"\n\n    @classmethod\n    def from_input_examples(cls, examples: list[InputExample], **kwargs):\n        sentence_pairs = []\n        labels = []\n\n        for example in examples:\n            sentence_pairs.append(example.texts)\n            labels.append(example.label)\n        return cls(sentence_pairs, labels, **kwargs)\n\n\n@deprecated(\n    \"This evaluator has been deprecated in favor of the more general CrossEncoderClassificationEvaluator. \"\n    \"Please use CrossEncoderClassificationEvaluator instead, which supports both binary and multi-class \"\n    \"evaluation. It accepts approximately the same inputs as this evaluator.\"\n)\nclass CESoftmaxAccuracyEvaluator(CrossEncoderClassificationEvaluator):\n    \"\"\"\n    This evaluator has been deprecated in favor of the more general CrossEncoderClassificationEvaluator.\n    \"\"\"\n\n    @classmethod\n    def from_input_examples(cls, examples: list[InputExample], **kwargs):\n        sentence_pairs = []\n        labels = []\n\n        for example in examples:\n            sentence_pairs.append(example.texts)\n            labels.append(example.label)\n        return cls(sentence_pairs, labels, **kwargs)\n\n\n@deprecated(\n    \"The CECorrelationEvaluator has been renamed to CrossEncoderCorrelationEvaluator. \"\n    \"Please use CrossEncoderCorrelationEvaluator instead.\"\n)\nclass CECorrelationEvaluator(CrossEncoderCorrelationEvaluator):\n    pass\n\n\n@deprecated(\n    \"The CERerankingEvaluator has been renamed to CrossEncoderCorrelationEvaluator. \"\n    \"Please use CrossEncoderCorrelationEvaluator instead.\"\n)\nclass CERerankingEvaluator(CrossEncoderRerankingEvaluator):\n    pass\n"
  },
  {
    "path": "sentence_transformers/cross_encoder/losses/CachedMultipleNegativesRankingLoss.py",
    "content": "from __future__ import annotations\n\nfrom collections.abc import Iterator\nfrom contextlib import nullcontext\nfrom functools import partial\n\nimport torch\nimport tqdm\nfrom torch import Tensor, nn\nfrom torch.utils.checkpoint import get_device_states, set_device_states\n\nfrom sentence_transformers.cross_encoder.CrossEncoder import CrossEncoder\nfrom sentence_transformers.cross_encoder.losses.MultipleNegativesRankingLoss import MultipleNegativesRankingLoss\n\n\nclass RandContext:\n    \"\"\"\n    Random-state context manager class. Reference: https://github.com/luyug/GradCache.\n\n    This class will back up the pytorch's random state during initialization. Then when the context is activated,\n    the class will set up the random state with the backed-up one.\n    \"\"\"\n\n    def __init__(self, *tensors) -> None:\n        self.fwd_cpu_state = torch.get_rng_state()\n        self.fwd_gpu_devices, self.fwd_gpu_states = get_device_states(*tensors)\n\n    def __enter__(self) -> None:\n        self._fork = torch.random.fork_rng(devices=self.fwd_gpu_devices, enabled=True)\n        self._fork.__enter__()\n        torch.set_rng_state(self.fwd_cpu_state)\n        set_device_states(self.fwd_gpu_devices, self.fwd_gpu_states)\n\n    def __exit__(self, exc_type, exc_val, exc_tb) -> None:\n        self._fork.__exit__(exc_type, exc_val, exc_tb)\n        self._fork = None\n\n\ndef _backward_hook(\n    grad_output: Tensor,\n    pairs: list[list[str]],\n    loss_obj: CachedMultipleNegativesRankingLoss,\n) -> None:\n    \"\"\"A backward hook to backpropagate the cached gradients mini-batch by mini-batch.\"\"\"\n    assert loss_obj.cache is not None\n    assert loss_obj.random_states is not None\n    with torch.enable_grad():\n        # for sentence_feature, grad, random_states in zip(pairs, loss_obj.cache, loss_obj.random_states):\n        for (minibatch_logits, _), minibatch_grad in zip(\n            loss_obj.predict_minibatch_iter(\n                pairs=pairs,\n                with_grad=True,\n                copy_random_state=False,\n                random_states=loss_obj.random_states,\n            ),\n            loss_obj.cache,\n        ):\n            surrogate = torch.dot(minibatch_logits.flatten(), minibatch_grad.flatten()) * grad_output\n            surrogate.backward()\n\n\nclass CachedMultipleNegativesRankingLoss(MultipleNegativesRankingLoss):\n    def __init__(\n        self,\n        model: CrossEncoder,\n        num_negatives: int | None = 4,\n        scale: float = 10.0,\n        activation_fn: nn.Module | None = nn.Sigmoid(),\n        mini_batch_size: int = 32,\n        show_progress_bar: bool = False,\n    ) -> None:\n        \"\"\"\n        Boosted version of :class:`~sentence_transformers.cross_encoder.losses.MultipleNegativesRankingLoss` that\n        caches the gradients of the logits wrt. the loss. This allows for much higher batch sizes without extra\n        memory usage. However, it is slightly slower.\n\n        In detail:\n\n            (1) It first does a quick prediction step without gradients/computation graphs to get all the logits;\n            (2) Calculate the loss, backward up to the logits and cache the gradients wrt. to the logits;\n            (3) A 2nd prediction step with gradients/computation graphs and connect the cached gradients into the backward chain.\n\n        Notes: All steps are done with mini-batches. In the original implementation of GradCache, (2) is not done in\n        mini-batches and requires a lot memory when the batch size is large. The gradient caching will sacrifice around\n        20% computation time according to the paper.\n\n        Given a list of (anchor, positive) pairs or (anchor, positive, negative) triplets, this loss optimizes the following:\n\n        * Given an anchor (e.g. a question), assign the highest similarity to the corresponding positive (i.e. answer)\n          out of every single positive and negative (e.g. all answers) in the batch.\n\n        If you provide the optional negatives, they will all be used as extra options from which the model must pick the\n        correct positive. Within reason, the harder this \"picking\" is, the stronger the model will become. Because of\n        this, a higher batch size results in more in-batch negatives, which then increases performance (to a point).\n\n        This loss function works great to train embeddings for retrieval setups where you have positive pairs\n        (e.g. (query, answer)) as it will sample in each batch ``n-1`` negative docs randomly.\n\n        This loss is also known as InfoNCE loss with GradCache.\n\n        Args:\n            model (:class:`~sentence_transformers.cross_encoder.CrossEncoder`): A CrossEncoder model to be trained.\n            num_negatives (int, optional): Number of in-batch negatives to sample for each anchor. Defaults to 4.\n            scale (int, optional): Output of similarity function is multiplied by scale value. Defaults to 10.0.\n            activation_fn (:class:`~torch.nn.Module`): Activation function applied to the logits before computing the loss. Defaults to :class:`~torch.nn.Sigmoid`.\n            mini_batch_size (int, optional): Mini-batch size for the forward pass. This informs the memory usage. Defaults to 32.\n            show_progress_bar (bool, optional): Whether to show a progress bar during the forward pass. Defaults to False.\n\n        .. note::\n\n            The current default values are subject to change in the future. Experimentation is encouraged.\n\n        References:\n            - Efficient Natural Language Response Suggestion for Smart Reply, Section 4.4: https://huggingface.co/papers/1705.00652\n            - Scaling Deep Contrastive Learning Batch Size under Memory Limited Setup: https://huggingface.co/papers/2101.06983\n            - `Cross Encoder > Training Examples > MS MARCO <../../../examples/cross_encoder/training/ms_marco/README.html>`_\n            - `Cross Encoder > Training Examples > Rerankers <../../../examples/cross_encoder/training/rerankers/README.html>`_\n\n        Requirements:\n            1. Your model must be initialized with `num_labels = 1` (a.k.a. the default) to predict one class.\n            2. Should be used with large `per_device_train_batch_size` and low `mini_batch_size` for superior performance,\n               but slower training time than :class:`MultipleNegativesRankingLoss`.\n\n        Inputs:\n            +-------------------------------------------------+--------+-------------------------------+\n            | Texts                                           | Labels | Number of Model Output Labels |\n            +=================================================+========+===============================+\n            | (anchor, positive) pairs                        | none   | 1                             |\n            +-------------------------------------------------+--------+-------------------------------+\n            | (anchor, positive, negative) triplets           | none   | 1                             |\n            +-------------------------------------------------+--------+-------------------------------+\n            | (anchor, positive, negative_1, ..., negative_n) | none   | 1                             |\n            +-------------------------------------------------+--------+-------------------------------+\n\n        Recommendations:\n            - Use ``BatchSamplers.NO_DUPLICATES`` (:class:`docs <sentence_transformers.training_args.BatchSamplers>`) to\n              ensure that no in-batch negatives are duplicates of the anchor or positive samples.\n            - Use :class:`~sentence_transformers.util.mine_hard_negatives` with ``output_format=\"n-tuple\"`` or\n              ``output_format=\"triplet\"`` to convert question-answer pairs to triplets with hard negatives.\n\n        Relations:\n            - Equivalent to :class:`~sentence_transformers.cross_encoder.losses.MultipleNegativesRankingLoss`, but with\n              caching that allows for much higher batch sizes (and thus better performance) without extra memory usage.\n              This loss also trains slower than :class:`~sentence_transformers.cross_encoder.losses.MultipleNegativesRankingLoss`.\n\n        Example:\n            ::\n\n                from sentence_transformers.cross_encoder import CrossEncoder, CrossEncoderTrainer, losses\n                from datasets import Dataset\n\n                model = CrossEncoder(\"microsoft/mpnet-base\")\n                train_dataset = Dataset.from_dict({\n                    \"query\": [\"What are pandas?\", \"What is the capital of France?\"],\n                    \"answer\": [\"Pandas are a kind of bear.\", \"The capital of France is Paris.\"],\n                })\n                loss = losses.CachedMultipleNegativesRankingLoss(model, mini_batch_size=32)\n\n                trainer = CrossEncoderTrainer(\n                    model=model,\n                    train_dataset=train_dataset,\n                    loss=loss,\n                )\n                trainer.train()\n        \"\"\"\n        super().__init__(model, num_negatives, scale, activation_fn)\n        self.mini_batch_size = mini_batch_size\n        self.show_progress_bar = show_progress_bar\n\n        self.cross_entropy_loss = nn.CrossEntropyLoss()\n        self.cache: list[list[Tensor]] | None = None\n        self.random_states: list[list[RandContext]] | None = None\n\n        if not isinstance(self.model, CrossEncoder):\n            raise ValueError(\n                f\"{self.__class__.__name__} expects a model of type CrossEncoder, \"\n                f\"but got a model of type {type(self.model)}.\"\n            )\n\n        if self.model.num_labels != 1:\n            raise ValueError(\n                f\"{self.__class__.__name__} expects a model with 1 output label, \"\n                f\"but got a model with {self.model.num_labels} output labels.\"\n            )\n\n    def predict_minibatch(\n        self,\n        pairs: list[list[str]],\n        with_grad: bool,\n        copy_random_state: bool,\n        random_state: RandContext | None = None,\n    ) -> tuple[Tensor, RandContext | None]:\n        \"\"\"Do forward pass on a minibatch of the input features and return corresponding embeddings.\"\"\"\n        grad_context = nullcontext if with_grad else torch.no_grad\n        random_state_context = nullcontext() if random_state is None else random_state\n        with random_state_context:\n            with grad_context():\n                random_state = RandContext(pairs) if copy_random_state else None\n                logits = self.call_model_with_pairs(pairs)\n        return logits, random_state\n\n    def predict_minibatch_iter(\n        self,\n        pairs: list[list[str]],\n        with_grad: bool,\n        copy_random_state: bool,\n        random_states: list[RandContext] | None = None,\n    ) -> Iterator[tuple[Tensor, RandContext | None]]:\n        \"\"\"Do forward pass on all the minibatches of the input features and yield corresponding embeddings.\"\"\"\n        for i, b in enumerate(\n            tqdm.trange(\n                0,\n                len(pairs),\n                self.mini_batch_size,\n                desc=\"Predict mini-batches\",\n                disable=not self.show_progress_bar,\n            )\n        ):\n            e = b + self.mini_batch_size\n            mini_batch_pairs = pairs[b:e]\n\n            logits, random_state = self.predict_minibatch(\n                pairs=mini_batch_pairs,\n                with_grad=with_grad,\n                copy_random_state=copy_random_state,\n                random_state=None if random_states is None else random_states[i],\n            )\n            yield logits, random_state  # reps: (mbsz, hdim)\n\n    def calculate_loss_and_cache_gradients(self, logits: list[Tensor], batch_size: int) -> Tensor:\n        \"\"\"Calculate the cross-entropy loss and cache the gradients wrt. the embeddings.\"\"\"\n        loss = self.calculate_loss(logits, batch_size)\n        loss.backward()\n        loss = loss.detach().requires_grad_()\n\n        self.cache = [logit.grad for logit in logits]\n\n        return loss\n\n    def forward(self, inputs: list[list[str]], labels: Tensor) -> Tensor:\n        # Step (1): A quick embedding step without gradients/computation graphs to get all the embeddings\n        anchors = inputs[0][::]\n        candidates = inputs[1][::]\n        batch_size = len(anchors)\n\n        # In-batch negatives:\n        for negatives in self.get_in_batch_negatives(inputs[0], inputs[1:]):\n            anchors.extend(inputs[0])\n            candidates.extend(negatives)\n\n        # Hard negatives:\n        for negatives in inputs[2:]:\n            anchors.extend(inputs[0])\n            candidates.extend(negatives)\n\n        pairs = list(zip(anchors, candidates))\n\n        logits = []\n        self.random_states = []\n        for minibatch_logits, random_state in self.predict_minibatch_iter(\n            pairs=pairs,\n            with_grad=False,\n            copy_random_state=True,\n        ):\n            logits.append(minibatch_logits.detach().requires_grad_())\n            self.random_states.append(random_state)\n\n        if torch.is_grad_enabled():\n            # Step (2): Calculate the loss, backward up to the embeddings and cache the gradients wrt. to the embeddings\n            loss = self.calculate_loss_and_cache_gradients(logits, batch_size)\n\n            # Step (3): A 2nd embedding step with gradients/computation graphs and connect the cached gradients into the backward chain\n            loss.register_hook(partial(_backward_hook, pairs=pairs, loss_obj=self))\n        else:\n            # If grad is not enabled (e.g. in evaluation), then we don't have to worry about the gradients or backward hook\n            loss = self.calculate_loss(logits, batch_size)\n\n        return loss\n\n    def get_config_dict(self):\n        return {**super().get_config_dict(), \"mini_batch_size\": self.mini_batch_size}\n"
  },
  {
    "path": "sentence_transformers/cross_encoder/losses/CrossEntropyLoss.py",
    "content": "from __future__ import annotations\n\nfrom torch import Tensor, nn\n\nfrom sentence_transformers.cross_encoder.CrossEncoder import CrossEncoder\n\n\nclass CrossEntropyLoss(nn.Module):\n    def __init__(self, model: CrossEncoder, activation_fn: nn.Module = nn.Identity(), **kwargs) -> None:\n        \"\"\"\n        Computes the Cross Entropy Loss for a CrossEncoder model. This loss is used to train a model to predict the\n        correct class label for a given pair of sentences. The number of classes should be equal to the number of model\n        output labels.\n\n        Args:\n            model (:class:`~sentence_transformers.cross_encoder.CrossEncoder`): A CrossEncoder model to be trained.\n            activation_fn (:class:`~torch.nn.Module`): Activation function applied to the logits before computing the loss. Defaults to :class:`~torch.nn.Identity`.\n            **kwargs: Additional keyword arguments passed to the underlying :class:`torch.nn.CrossEntropyLoss`.\n\n        References:\n            - :class:`torch.nn.CrossEntropyLoss`\n            - `Cross Encoder > Training Examples > Natural Language Inference <../../../examples/cross_encoder/training/nli/README.html>`_\n\n        Requirements:\n            1. Your model can be initialized with `num_labels > 1` to predict multiple classes.\n            2. The number of dataset classes should be equal to the number of model output labels (`model.num_labels`).\n\n        Inputs:\n            +-------------------------------------------------+--------+-------------------------------+\n            | Texts                                           | Labels | Number of Model Output Labels |\n            +=================================================+========+===============================+\n            | (sentence_A, sentence_B) pairs                  | class  | `num_classes`                 |\n            +-------------------------------------------------+--------+-------------------------------+\n\n        Example:\n            ::\n\n                from sentence_transformers.cross_encoder import CrossEncoder, CrossEncoderTrainer, losses\n                from datasets import Dataset\n\n                model = CrossEncoder(\"microsoft/mpnet-base\", num_labels=2)\n                train_dataset = Dataset.from_dict({\n                    \"sentence1\": [\"How can I be a good geologist?\", \"What is the capital of France?\"],\n                    \"sentence2\": [\"What should I do to be a great geologist?\", \"What is the capital of Germany?\"],\n                    \"label\": [1, 0],  # 1: duplicate, 0: not duplicate\n                })\n                loss = losses.CrossEntropyLoss(model)\n\n                trainer = CrossEncoderTrainer(\n                    model=model,\n                    train_dataset=train_dataset,\n                    loss=loss,\n                )\n                trainer.train()\n        \"\"\"\n        super().__init__()\n        self.model = model\n        self.activation_fn = activation_fn\n        self.ce_loss = nn.CrossEntropyLoss(**kwargs)\n\n        if not isinstance(self.model, CrossEncoder):\n            raise ValueError(\n                f\"{self.__class__.__name__} expects a model of type CrossEncoder, \"\n                f\"but got a model of type {type(self.model)}.\"\n            )\n\n    def forward(self, inputs: list[list[str]], labels: Tensor) -> Tensor:\n        if len(inputs) != 2:\n            raise ValueError(\n                f\"CrossEntropyLoss expects a dataset with two non-label columns, but got a dataset with {len(inputs)} columns.\"\n            )\n\n        pairs = list(zip(inputs[0], inputs[1]))\n        tokens = self.model.tokenizer(\n            pairs,\n            padding=True,\n            truncation=True,\n            return_tensors=\"pt\",\n        )\n        tokens.to(self.model.device)\n        logits = self.model(**tokens)[0]\n        logits = self.activation_fn(logits)\n        loss = self.ce_loss(logits, labels)\n        return loss\n"
  },
  {
    "path": "sentence_transformers/py.typed",
    "content": ""
  },
  {
    "path": "tests/__init__.py",
    "content": ""
  },
  {
    "path": "tests/cross_encoder/__init__.py",
    "content": ""
  },
  {
    "path": "tests/models/__init__.py",
    "content": ""
  },
  {
    "path": "tests/sparse_encoder/__init__.py",
    "content": ""
  },
  {
    "path": "tests/sparse_encoder/models/__init__.py",
    "content": ""
  }
]