Repository: MoOx/compass-recipes Branch: master Commit: f42a145fd314 Files: 303 Total size: 1.2 MB Directory structure: gitextract_5zupg1e5/ ├── .gitignore ├── CHANGELOG.md ├── Gemfile ├── LICENSE ├── README.md ├── Rakefile.rb ├── VERSION ├── compass-recipes.gemspec ├── config.rb ├── docs/ │ ├── img/ │ │ ├── logo/ │ │ │ └── src/ │ │ │ └── compass-recipes.psd │ │ └── ruby.psd │ ├── layout/ │ │ ├── footer.html │ │ └── header.html │ ├── scripts/ │ │ ├── prism/ │ │ │ ├── prism-bash.js │ │ │ ├── prism-ruby.js │ │ │ └── prism-sass.js │ │ ├── prism.js │ │ └── s.js │ └── stylesheets/ │ ├── _share.scss │ ├── prism/ │ │ └── _prism-monokai-soda.scss │ ├── s.css │ └── s.scss ├── index.html ├── javascripts/ │ └── polyfills/ │ └── addEventListener.js ├── lib/ │ ├── compass-recipes/ │ │ ├── sass_extensions/ │ │ │ ├── _error.rb │ │ │ └── background_noise.rb │ │ └── sass_extensions.rb │ └── compass-recipes.rb ├── stylesheets/ │ ├── _recipes.scss │ └── recipes/ │ ├── _animation.scss │ ├── _background.scss │ ├── _color.scss │ ├── _effect.scss │ ├── _font.scss │ ├── _form.scss │ ├── _google-webfont.scss │ ├── _icon-font.scss │ ├── _icons.scss │ ├── _image.scss │ ├── _layout.scss │ ├── _media-queries.scss │ ├── _shadow.scss │ ├── _shape.scss │ ├── _text.scss │ ├── _ui.scss │ ├── _utilities.scss │ ├── animation/ │ │ ├── _animation.scss │ │ ├── _keyframes.scss │ │ └── _timing-function.scss │ ├── background/ │ │ ├── _blueprint-grid.scss │ │ ├── _carbon-fiber.scss │ │ ├── _checkerboard.scss │ │ ├── _cicada-stripes.scss │ │ ├── _gradients.scss │ │ ├── _houndstooth.scss │ │ ├── _lined-paper.scss │ │ ├── _madras.scss │ │ ├── _metal.scss │ │ ├── _noise.scss │ │ ├── _polka-dot.scss │ │ ├── _radial-overlay.scss │ │ ├── _rainbow.scss │ │ ├── _stripes.scss │ │ ├── _tablecloth.scss │ │ └── _tartan.scss │ ├── color/ │ │ ├── _name.scss │ │ ├── _scheme.scss │ │ └── scheme/ │ │ ├── _analog.scss │ │ ├── _complementary.scss │ │ ├── _split.scss │ │ ├── _subtle.scss │ │ ├── _tetra.scss │ │ └── _triad.scss │ ├── effect/ │ │ ├── _bevel.scss │ │ ├── _corner-folded.scss │ │ ├── _corners-tucked.scss │ │ ├── _cutout.scss │ │ ├── _folded-corner.scss │ │ ├── _glass.scss │ │ ├── _ribbon.scss │ │ ├── _scatter.scss │ │ └── _tape.scss │ ├── form/ │ │ ├── _element.scss │ │ ├── _skin.scss │ │ ├── element/ │ │ │ └── _inline.scss │ │ └── skin/ │ │ └── _natural.scss │ ├── image/ │ │ ├── _dimensions.scss │ │ ├── _inline.scss │ │ └── _sprite.scss │ ├── layout/ │ │ ├── _flexible-box-model.scss │ │ ├── _vertical-align.scss │ │ └── vertical-align/ │ │ └── _block.scss │ ├── media-queries/ │ │ ├── _orientation.scss │ │ ├── _resolution.scss │ │ ├── _size.scss │ │ └── size/ │ │ ├── _height.scss │ │ └── _width.scss │ ├── shadow/ │ │ ├── _drop.scss │ │ ├── _top-edge.scss │ │ └── drop/ │ │ ├── _curled-corners.scss │ │ ├── _curved.scss │ │ ├── _flying.scss │ │ ├── _lifted-corners.scss │ │ ├── _perspective.scss │ │ ├── _raised.scss │ │ └── _transform-requirement.scss │ ├── shape/ │ │ ├── _ellipse.scss │ │ ├── _polygon.scss │ │ ├── _symbol.scss │ │ ├── polygon/ │ │ │ ├── _hexagon.scss │ │ │ ├── _octagon.scss │ │ │ ├── _parallelogram.scss │ │ │ ├── _pentagon.scss │ │ │ ├── _rectangle.scss │ │ │ ├── _rhombus.scss │ │ │ ├── _square.scss │ │ │ ├── _star.scss │ │ │ ├── _trapezoid.scss │ │ │ └── _triangle.scss │ │ └── symbol/ │ │ ├── _diamond.scss │ │ ├── _egg.scss │ │ ├── _heart.scss │ │ ├── _infinity.scss │ │ ├── _pacman.scss │ │ └── _yin-yang.scss │ ├── text/ │ │ └── _gradient.scss │ ├── ui/ │ │ ├── _convex.scss │ │ ├── _glossy.scss │ │ ├── _gradient.scss │ │ ├── _keyboard.scss │ │ ├── _menu.scss │ │ ├── _overlay.scss │ │ ├── _separator.scss │ │ ├── _tooltip.scss │ │ ├── border/ │ │ │ └── _bevel.scss │ │ ├── loader/ │ │ │ └── _pulse.scss │ │ └── menu/ │ │ └── _dropdown.scss │ └── utilities/ │ ├── _block-inline-block.scss │ ├── _clearfix.scss │ ├── _list-inline-block.scss │ ├── _position.scss │ ├── _pseudo-element.scss │ └── _relative-position.scss ├── templates/ │ ├── icon-fonts/ │ │ ├── README.md │ │ ├── icons/ │ │ │ ├── broccolidry/ │ │ │ │ └── license.txt │ │ │ ├── cuticons/ │ │ │ │ └── license.txt │ │ │ ├── ecoico/ │ │ │ │ └── license.txt │ │ │ ├── entypo/ │ │ │ │ └── licence │ │ │ ├── fontawesome/ │ │ │ │ └── README.md │ │ │ ├── heydings_controls/ │ │ │ │ └── SIL Open Font License 1.1.txt │ │ │ ├── heydings_icons/ │ │ │ │ └── SIL Open Font License 1.1.txt │ │ │ ├── icomoon/ │ │ │ │ └── License.txt │ │ │ ├── iconic_fill/ │ │ │ │ └── SIL Open Font License 1.1.txt │ │ │ ├── iconic_stroke/ │ │ │ │ └── SIL Open Font License 1.1.txt │ │ │ ├── iconminia/ │ │ │ │ └── license.txt │ │ │ ├── meteocons/ │ │ │ │ └── license.txt │ │ │ ├── modern_pictograms/ │ │ │ │ └── SIL OFL Font License 1.1.txt │ │ │ ├── silkcons/ │ │ │ │ └── license.txt │ │ │ ├── socialico/ │ │ │ │ └── socialico.otf │ │ │ ├── typicons/ │ │ │ │ └── license.txt │ │ │ ├── websymbols/ │ │ │ │ ├── OFL-FAQ.txt │ │ │ │ └── OFL.txt │ │ │ └── wpzoom/ │ │ │ └── license.txt │ │ └── manifest.rb │ └── media-queries-for-js/ │ ├── README.md │ ├── manifest.rb │ └── media-queries.js └── tests/ ├── recipes/ │ ├── background/ │ │ ├── index.html │ │ ├── s.css │ │ └── s.scss │ ├── color/ │ │ ├── index.html │ │ ├── s.css │ │ ├── s.scss │ │ └── scheme/ │ │ ├── index.html │ │ ├── s.css │ │ └── s.scss │ ├── effect/ │ │ ├── bevel/ │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ └── s.scss │ │ ├── corner-folded/ │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ └── s.scss │ │ ├── corners-tucked/ │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ └── s.scss │ │ ├── cutout/ │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ └── s.scss │ │ ├── glass/ │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ └── s.scss │ │ ├── index.html │ │ ├── ribbon/ │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ └── s.scss │ │ └── scatter/ │ │ ├── index.html │ │ ├── s.css │ │ └── s.scss │ ├── form/ │ │ ├── element/ │ │ │ └── inline/ │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ └── s.scss │ │ ├── index.html │ │ └── skin/ │ │ ├── index.html │ │ └── natural/ │ │ ├── index.html │ │ ├── s.css │ │ └── s.scss │ ├── google-webfont/ │ │ ├── index.html │ │ ├── s.css │ │ └── s.scss │ ├── icon-font/ │ │ ├── index.html │ │ ├── s.css │ │ └── s.scss │ ├── image/ │ │ ├── dimensions/ │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ └── s.scss │ │ ├── index.html │ │ ├── inline/ │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ └── s.scss │ │ ├── s.css │ │ ├── s.scss │ │ └── sprite/ │ │ ├── index.html │ │ ├── s.css │ │ └── s.scss │ ├── index.html │ ├── layout/ │ │ ├── index.html │ │ └── vertical-align/ │ │ ├── block/ │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ └── s.scss │ │ ├── index.html │ │ ├── s.css │ │ └── s.scss │ ├── media-queries/ │ │ ├── index.html │ │ ├── s.css │ │ └── s.scss │ ├── s.css │ ├── s.scss │ ├── shadow/ │ │ ├── drop/ │ │ │ ├── curved/ │ │ │ │ ├── index.html │ │ │ │ ├── s.css │ │ │ │ └── s.scss │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ └── s.scss │ │ └── index.html │ ├── shape/ │ │ ├── ellipse/ │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ └── s.scss │ │ ├── index.html │ │ ├── polygon/ │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ ├── s.scss │ │ │ ├── star/ │ │ │ │ ├── index.html │ │ │ │ ├── s.css │ │ │ │ └── s.scss │ │ │ └── triangle/ │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ └── s.scss │ │ └── symbol/ │ │ ├── index.html │ │ ├── s.css │ │ └── s.scss │ ├── text/ │ │ ├── gradient/ │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ └── s.scss │ │ └── index.html │ ├── ui/ │ │ ├── convex/ │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ └── s.scss │ │ ├── gradient/ │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ └── s.scss │ │ ├── index.html │ │ ├── keyboard/ │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ └── s.scss │ │ ├── loader/ │ │ │ ├── index.html │ │ │ └── pulse/ │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ └── s.scss │ │ ├── menu/ │ │ │ ├── dropdown/ │ │ │ │ ├── index.html │ │ │ │ ├── s.css │ │ │ │ └── s.scss │ │ │ └── index.html │ │ ├── overlay/ │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ └── s.scss │ │ ├── separator/ │ │ │ ├── index.html │ │ │ ├── s.css │ │ │ └── s.scss │ │ └── tooltip/ │ │ ├── index.html │ │ ├── s.css │ │ └── s.scss │ └── utilities/ │ ├── clearfix/ │ │ ├── index.html │ │ ├── s.css │ │ └── s.scss │ ├── index.html │ ├── position/ │ │ ├── index.html │ │ ├── s.css │ │ └── s.scss │ └── relative-position/ │ ├── index.html │ ├── s.css │ └── s.scss ├── tests.css └── tests.scss ================================================ FILE CONTENTS ================================================ ================================================ FILE: .gitignore ================================================ .DS_Store .rvmrc *.lock .sass-cache compass-recipes-*.gem /build/ ================================================ FILE: CHANGELOG.md ================================================ # Compass Recipes CHANGELOG ## HEAD * remove gravatar extension ## 0.3.0 (September 17, 2012) * media queries shortcuts * Compass extension: icon-fonts (icons using fonts) * add compass-normalize dependency * lots of backgrounds (gradients & patterns) * merge "effects" & "enhancements" * move "shared" to "utilities" * animations keyframes * animation mixin ! (require sass 3.2+) * colors names, schemes & functions * ui keyboard * ui dropdown menu * ui separators * deprecated ui glossy, gradients & convex * Compass extension: gravatar helper * loading indicator * news effects (corners scatter & tuckeds/taped) * lots of utilities (position, relative position) * ui tooltip ! ("cssarrowplease like" mixin) * new simple vertical align mixin + previous rewritten as `vertical-align-block` * more images mixin (dimensions, sprite) * webkit text gradient helper with fallback for other browsers ## 0.2.2 (August 16, 2012) * fix some import ## 0.2.1 (January 26, 2012) * fix global import ## 0.2 (July 12, 2011) * ui gradients * more shapes * more shadows ## 0.1 (June 30, 2011) * triangles shapes * corner folded effects * one form skin * clearifx * shadows * vertical alignement * glass effect * some stuffs * _tests_ ================================================ FILE: Gemfile ================================================ source :rubygems gem "bundle" gem "rake" gem "compass-normalize", ">= 1.3" gem "compass", ">= 0.12.2" gem "sass", "~> 3.2.1" gem "git" ================================================ FILE: LICENSE ================================================ Copyright © 2012 Maxime Thirouin Permission is hereby granted, free of charge, to any person obtaining a copy of this software and associated documentation files (the “Software”), to deal in the Software without restriction, including without limitation the rights to use, copy, modify, merge, publish, distribute, sublicense, and/or sell copies of the Software, and to permit persons to whom the Software is furnished to do so, subject to the following conditions: The above copyright notice and this permission notice shall be included in all copies or substantial portions of the Software. THE SOFTWARE IS PROVIDED “AS IS”, WITHOUT WARRANTY OF ANY KIND, EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE. ================================================ FILE: README.md ================================================ # Compass Recipes [![Build Status](https://secure.travis-ci.org/MoOx/compass-recipes.png)](http://travis-ci.org/MoOx/compass-recipes) # UNMAINTAINED > A series of Compass and Sass mixins and functions for creating delicious CSS effects. ## Availables Recipes * **[Backgrounds](/tests/recipes/background/)** - Background patterns, gradients. * **[Color](/tests/recipes/color/)** Variables Names, advanced color functions like `brightness()` & color scheme functions * **[Effects](/tests/recipes/effect/)** - Visual effects like `glass`, `bevel`, `cutout` or `ribbon` * **[Form skins](/tests/recipes/form/skin/)** - Only one at the moment. Please add yours :) * **[Icon Fonts](/tests/recipes/icon-font/)** - Includes icon fonts helper and a few open source fonts as a compass extension ([more info](https://github.com/MoOx/compass-recipes/blob/master/templates/icon-fonts/README.md)) * **[Image](/tests/recipes/image/)** - More image mixins (& functions) than Compass deserve (dimensions, inline, simple spriting) * **[Layout](/tests/recipes/layout/)** - Vertical centering and box layout shortcuts. * **[Media queries](/tests/recipes/media-queries/)** - Shortcuts for media queries. * **[Shadows](/tests/recipes/shadow/)** - A wide collection of shadows which use pseudo elements to create fold effects, etc. * **[Shapes](/tests/recipes/shape/)** - Geometric and iconic shapes, created only with CSS * **[UI](/tests/recipes/ui/)** Lots of element styling for loader, menu, overlay, separator, tooltip, etc. * **[Utilities](/tests/recipes/utilities/)** Very usefull utilities, trick, hacks * [View other potential icoming items](https://github.com/MoOx/compass-recipes/issues?labels=enhancement%2Cfeature) ## Installation [Compass Recipes is available as a gem on RubyGems.org](https://rubygems.org/gems/compass-recipes), so installation is quite easy. ```shell (sudo) gem install compass-recipes ``` *If you want all latests recipes, you can just checkout the recipes (or download as zip) and add '{your-path-here-or-./}compass-recipes/stylesheets' using `additional_import_paths` or `add_import_path` (see [Compass configuration reference](http://compass-style.org/help/tutorials/configuration-reference/)). More informations on the [Wiki](https://github.com/MoOx/compass-recipes/wiki)* ## Usage When compass-recipes installed, you just need to require the compass plugin in your project ```ruby require 'compass-recipes' ``` Then you can include some recipes like this ```scss @import "recipes/shape/polygon/triangle"; .my-triangle { @include triangle; } ``` Like Compass does, you can include all recipes in a folder like this ```scss @import "recipes/shape"; .my-triangle { @include triangle; } .my-square { @include square; } ``` ## Open to All If you have a nifty CSS trick that makes sense to be abstracted (and isn't already in another Github repo), please fork and submit a pull request. Note: If you are not the author of the CSS trick, you must get their permission before adding. ## Fonts All fonts are repackaged using [Fontsquirrel](http://www.fontsquirrel.com/fontface/generator). Licences are distributed with the fonts. ## Build Documentation *You do not need to build documentation for testing your recipes.* *Just run `compass watch/compile` at the root of the repository.* First you need bundle ```bundle install``` Then, to build the gh-pages from the `tests/`, you need to call ```bundle exec rake pages``` This process create the pages & commit them to your gh-pages branch. ## Authors/Maintainers [See all contributors](https://github.com/MoOx/compass-recipes/graphs/contributors) Credits & Thanks: * [@chriscoyier](https://github.com/chriscoyier) (shapes & lots of tricks) * [@leaverou](https://github.com/leaverou) (backgrounds patterns) * [@necolas](https://github.com/necolas) (normalize & tricks) * [@simurai](https://github.com/simurai) (awesomes design stuffs) * All of the people who contribute to the recipes (all names should be in each recipes source) ### Additional Resources Some other great CSS/SCSS/design projects for making delicious websites: * [Subtle Patterns](http://subtlepatterns.com/) - Great collection of free background patterns, some of which are not possible with CSS alone. * [Animate.sass](https://github.com/adamstac/animate.sass) - A bevy of pre-defined keyframe animations. * [OMG Text](http://jaredhardy.com/omg-text/) - Some super-rad text effects using text-shadow ## License Copyright (c) 2012 Maxime Thirouin Released under [MIT Licence](http://moox.mit-license.org/) ================================================ FILE: Rakefile.rb ================================================ task :default do sh "compass compile" end task :doc do require 'git' require 'fileutils' repo = Git.open('.') # copy source into a build dir buildDir = "build" FileUtils.rm_rf buildDir FileUtils.mkdir(buildDir) ( FileList.new('docs/**/*')+ FileList.new('javascripts/**/*')+ FileList.new('lib/**/*')+ FileList.new('stylesheets/**/*')+ FileList.new('templates/**/*')+ FileList.new('tests/**/*')+ ["index.html"] ).each do |file| if File.file?(file) if !File.directory?(File.dirname("#{buildDir}/#{file}")) puts 'Mkdir' + File.dirname("#{buildDir}/#{file}") FileUtils.mkdir_p(File.dirname("#{buildDir}/#{file}")) end FileUtils.cp(file, "#{buildDir}/#{file}") puts 'File ' + file else #assume dir FileUtils.mkdir_p("#{buildDir}/#{file}") puts 'Dir ' + file end end # Prepare tests addons headMarker = '' # take latest header & footer layout for tests htmlHeader = headMarker + File.open("docs/layout/header.html", "r").read htmlFooter = File.open("docs/layout/footer.html", "r").read # HTML files need header and footer FileList.new('#buildDir/tests/**/*.html').each do |file| contents = File.open(file, "rb").read htmlfile = File.open("#{file}", "w") contents = contents.sub(headMarker, htmlHeader) htmlFooter += contents htmlfile.write(contents) htmlfile.close end end ================================================ FILE: VERSION ================================================ 0.3.0 ================================================ FILE: compass-recipes.gemspec ================================================ # -*- encoding: utf-8 -*- Gem::Specification.new do |gemspec| gemspec.version = File.read(File.dirname(__FILE__) + '/VERSION').strip gemspec.date = Date.today gemspec.name = "compass-recipes" gemspec.authors = ["Maxime Thirouin", "David Kaneda"] gemspec.summary = %q{Recipes for Compass} gemspec.description = %q{A Compass extension to have some sass/compass recipes ready to use ! } gemspec.email = "m@moox.fr" gemspec.homepage = "http://compass-recipes.moox.fr/" gemspec.rubyforge_project = "compass-recipes" gemspec.has_rdoc = false gemspec.require_paths = %w(lib) gemspec.rubygems_version = "1.3.5" # same as compass gemspec.files = %w(README.md LICENSE VERSION) gemspec.files += Dir.glob("fonts/**/*.*") gemspec.files += Dir.glob("lib/**/*.*") gemspec.files += Dir.glob("stylesheets/**/*.*") gemspec.files += Dir.glob("templates/**{,/*/**}/*.*") gemspec.add_dependency("sass", ">= 3.2.1") gemspec.add_dependency("compass", ">= 0.12.2") gemspec.add_dependency("compass-normalize", ">= 1.3") end ================================================ FILE: config.rb ================================================ ## # Compass Recipes # Configuration files mainly used for tests # # for testing extension require File.join(File.dirname(__FILE__), 'lib', 'compass-recipes') http_path = 'compass-recipes/' css_dir = '.' sass_dir = '.' fonts_dir = 'fonts' images_dir = 'tests/images' line_comments = false relative_assets = true require "compass-normalize"; additional_import_paths = [ './stylesheets', './tests' ] # for repeating-linear-gradient # https://github.com/chriseppstein/compass/issues/401 Compass::BrowserSupport.add_support('repeating-linear-gradient', 'webkit', 'moz', 'o', 'ms') Compass::BrowserSupport.add_support('repeating-radial-gradient', 'webkit', 'moz', 'o', 'ms') ================================================ FILE: docs/layout/footer.html ================================================ ================================================ FILE: docs/layout/header.html ================================================ ================================================ FILE: docs/scripts/prism/prism-bash.js ================================================ (function(){ if(!window.Prism) { return; } Prism.languages.bash = { 'comment': { pattern: /^#.*(\r?\n|$)/gm, lookbehind: false }, 'string': /("|')(\\?.)*?\1/g, 'regex': { pattern: /(^|[^/])\/(?!\/)(\[.+?]|\\.|[^/\r\n])+\/[gim]{0,3}(?=\s*($|[\r\n,.;})]))/g, lookbehind: true }, 'keyword': /\b(if|fi|then|elif|else|for|do|done|until|while|break|continue|case|function|return|in|eq|ne|gt|lt|ge|le|esac)\b/g, 'command': /\b(mkfs|alias|apropos|awk|bash|bc|bg|builtin|bzip2|cal|cat|cd|cfdisk|chgrp|chmod|chown|chroot|cksum|clear|cmp|comm|command|cp|cron|crontab|csplit|cut|curl|date|dc|dd|ddrescue|declare|df|diff|diff3|dig|dir|dircolors|dirname|dirs|du|echo|egrep|eject|enable|env|ethtool|eval|exec|exit|expand|export|expr|false|fdformat|fdisk|fg|fgrep|file|find|fmt|fold|format|free|fsck|ftp|gawk|getopts|grep|groups|gzip|hash|head|history|hostname|id|ifconfig|import|install|join|kill|less|let|ln|local|locate|logname|logout|look|lpc|lpr|lprint|lprintd|lprintq|lprm|ls|lsof|make|man|mkdir|mkfifo|mkisofs|mknod|more|mount|mtools|mv|netstat|nice|nl|nohup|nslookup|open|op|passwd|paste|pathchk|ping|popd|pr|printcap|printenv|printf|ps|pushd|pwd|quota|quotacheck|quotactl|ram|rcp|read|readonly|renice|remsync|rm|rmdir|rsync|screen|scp|sdiff|sed|select|seq|set|sftp|shift|shopt|shutdown|sleep|sort|source|split|ssh|strace|su|sudo|sum|symlink|sync|tail|tar|tee|test|time|times|touch|top|traceroute|trap|tr|true|tsort|tty|type|ulimit|umask|umount|unalias|uname|unexpand|uniq|units|unset|unshar|useradd|usermod|users|uuencode|uudecode|v|vdir|vi|watch|wc|whereis|which|who|whoami|wget|xargs|yes|vim|bind)\b/g, 'boolean': /\b(true|false)\b/g, 'number': /\b-?(0x)?\d*\.?\d+\b/g, 'operator': /[-+]{1,2}|!|`|=?<|=?>|={1,2}|(&){1,2}|\|?\||\?|\*|\//g, 'ignore': /&(lt|gt|amp);/gi, 'punctuation': /[{}[\];(),.:]/g }; })(); ================================================ FILE: docs/scripts/prism/prism-ruby.js ================================================ (function(){ if(!window.Prism) { return; } Prism.languages.ruby = { 'comment': /#[^\r\n]*(\r?\n|$)/g, 'string': /("|')(\\?.)*?\1/g, 'regex': { pattern: /(^|[^/])\/(?!\/)(\[.+?]|\\.|[^/\r\n])+\/[gim]{0,3}(?=\s*($|[\r\n,.;})]))/g, lookbehind: true }, 'keyword': /\b(alias|and|BEGIN|begin|break|case|class|def|define_method|defined|do|each|else|elsif|END|end|ensure|false|for|if|in|module|new|next|nil|not|or|raise|redo|rescue|retry|return|self|super|then|throw|true|undef|unless|until|when|while|yield)\b/g, 'builtin': /\b(Array|Bignum|Binding|Class|Continuation|Dir|Exception|FalseClass|File|Stat|File|Fixnum|Fload|Hash|Integer|IO|MatchData|Method|Module|NilClass|Numeric|Object|Proc|Range|Regexp|String|Struct|TMS|Symbol|ThreadGroup|Thread|Time|TrueClass)\b/, 'boolean': /\b(true|false)\b/g, 'number': /\b-?(0x)?\d*\.?\d+\b/g, 'operator': /[-+]{1,2}|!|=?<|=?>|={1,2}|(&){1,2}|\|?\||\?|\*|\//g, 'inst-var': /[@&]\b[a-zA-Z_][a-zA-Z_0-9]*[?!]?\b/g, 'symbol': /:\b[a-zA-Z_][a-zA-Z_0-9]*[?!]?\b/g, 'const': /\b[A-Z][a-zA-Z_0-9]*[?!]?\b/g, 'ignore': /&(lt|gt|amp);/gi, 'punctuation': /[{}[\];(),.:]/g }; })(); ================================================ FILE: docs/scripts/prism/prism-sass.js ================================================ (function(){ if(!window.Prism) { return; } RegExp.create = function(str, replacements, flags) { for(var id in replacements) { var replacement = replacements[id], idRegExp = RegExp('{{' + id + '}}', 'gi'); if(replacement.source) { replacement = replacement.source.replace(/^\^|\$$/g, ''); } // Don't add extra parentheses if they already exist str = str.replace(RegExp('\\(' + idRegExp.source + '\\)', 'gi'), '(' + replacement + ')'); str = str.replace(idRegExp, '(?:' + replacement + ')'); } return RegExp(str, flags); }; var number = /-?\d*\.?\d+/; Prism.languages.sass = { 'comment': { pattern: /(^|[^\\])(\/\*[\w\W]*?\*\/|\/\/.*?(\r?\n|$))/g, lookbehind: true }, 'control': /@(if|else if|else|for|each|while)/i, 'directive': /@(import|extend|debug|warn)/i, 'keyword': /&|@(mixin|include|function|return)/i, 'atrule': /@[\w-]+?(?=(\s+.+)?(\s*{|\s*;))/gi, //'url': /url\((["']?).*?\1\)/gi, 'string': /("|')(\\?.)*?\1/g, 'url': /([-a-z]+-)*url(?=\()/gi, // compassified 'placeholder': /%[-_\w]+/i, 'variable': /\$[-_\w]+/i, 'property': /(\b|\B)[a-z-]+(?=\s*:)/ig, 'important': /\B!important\b/gi, 'statement': /\B!(default|optional)\b/gi, 'boolean': /\b(true|false)\b/g, 'null': /\b(null)\b/g, 'number': /\b-?(0x)?(\d*\.?\d+|([\da-f]{3}){1,2})(?=(ddpx|px|pt|cm|mm|in|em|ex|pc)|\b)/g, // sass short mixin declaration 'mixin': /(^|\\n)\\s*=.*/g, 'mixin': /(^|\\n)\\s*\\+.*/g, // specific css values (taken from dabblet source) 'gradient': /\b(repeating-)?(linear|radial)-gradient\(((rgb|hsl)a?\(.+?\)|[^\)])+\)/gi, 'abslength': RegExp.create('(\\b|\\B){{number}}{{unit}}\\b', { number: number, unit: /(cm|mm|in|pt|pc|px)/ }, 'gi'), 'easing': RegExp.create('\\b{{bezier}}\\B|\\b{{keyword}}(?=\\s|;|\\}|$)', { bezier: RegExp.create('cubic-bezier\\(({{number}},\\s*){3}{{number}}\\)', { number: number }), keyword: /linear|ease(-in)?(-out)?/ }, 'gi'), 'time': RegExp.create('(\\b|\\B){{number}}m?s\\b', { number: number }, 'gi'), 'angle': RegExp.create('(\\b|\\B){{number}}(deg|g?rad|turn)\\b', { number: number }, 'gi'), 'fontfamily': /(("|')[\w\s]+\2,\s*|\w+,\s*)*(sans-serif|serif|monospace|cursive|fantasy)\b/gi, 'entity': /\\[\da-f]{1,8}/gi, //'selector-id': /#(\\w|-|_)+/g, //'selector-class': /\\.(\\w|-|_)+/g, 'selector': /[^;\{\}\(\)\s][^;\{\}\(\)]*(?=\s*\{)/g, 'operator': /\s+([-+]{1,2}|={1,2}|!=|\|?\||\?|\*|\/|\%)\s+/g, 'unit': /\b(ddpx|px|pt|cm|mm|in|em|ex|pc)\b|%/i, 'ignore': /&(lt|gt|amp);/gi, 'punctuation': /[\{\}\(\);:,\.#]/g }; })(); ================================================ FILE: docs/scripts/prism.js ================================================ /** * Prism: Lightweight, robust, elegant syntax highlighting * MIT license http://www.opensource.org/licenses/mit-license.php/ * @author Lea Verou http://lea.verou.me */ (function(){ // Private helper vars var lang = /\blang(?:uage)?-(?!\*)(\w+)\b/i; var _ = self.Prism = { languages: { insertBefore: function (inside, before, insert, root) { root = root || _.languages; var grammar = root[inside]; var ret = {}; for (var token in grammar) { if (grammar.hasOwnProperty(token)) { if (token == before) { for (var newToken in insert) { if (insert.hasOwnProperty(newToken)) { ret[newToken] = insert[newToken]; } } } ret[token] = grammar[token]; } } return root[inside] = ret; }, DFS: function(o, callback) { for (var i in o) { callback.call(o, i, o[i]); if (Object.prototype.toString.call(o) === '[object Object]') { _.languages.DFS(o[i], callback); } } } }, highlightAll: function(async, callback) { var elements = document.querySelectorAll('code[class*="language-"], [class*="language-"] code, code[class*="lang-"], [class*="lang-"] code'); for (var i=0, element; element = elements[i++];) { _.highlightElement(element, async === true, callback); } }, highlightElement: function(element, async, callback) { // Find language var language, grammar, parent = element; while (parent && !lang.test(parent.className)) { parent = parent.parentNode; } if (parent) { language = (parent.className.match(lang) || [,''])[1]; grammar = _.languages[language]; } if (!grammar) { return; } // Set language on the element, if not present element.className = element.className.replace(lang, '').replace(/\s+/g, ' ') + ' language-' + language; // Set language on the parent, for styling parent = element.parentNode; if (/pre/i.test(parent.nodeName)) { parent.className = parent.className.replace(lang, '').replace(/\s+/g, ' ') + ' language-' + language; } var code = element.textContent.trim(); if(!code) { return; } code = code.replace(/&/g, '&').replace(//g, '>').replace(/\u00a0/g, ' '); //console.time(code.slice(0,50)); var env = { element: element, language: language, grammar: grammar, code: code }; _.hooks.run('before-highlight', env); if (async && self.Worker) { var worker = new Worker(_.filename); worker.onmessage = function(evt) { env.highlightedCode = Token.stringify(JSON.parse(evt.data)); env.element.innerHTML = env.highlightedCode; callback && callback.call(env.element); //console.timeEnd(code.slice(0,50)); _.hooks.run('after-highlight', env); }; worker.postMessage(JSON.stringify({ language: env.language, code: env.code })); } else { env.highlightedCode = _.highlight(env.code, env.grammar) env.element.innerHTML = env.highlightedCode; callback && callback.call(element); _.hooks.run('after-highlight', env); //console.timeEnd(code.slice(0,50)); } }, highlight: function (text, grammar) { return Token.stringify(_.tokenize(text, grammar)); }, tokenize: function(text, grammar) { var Token = _.Token; var strarr = [text]; var rest = grammar.rest; if (rest) { for (var token in rest) { grammar[token] = rest[token]; } delete grammar.rest; } tokenloop: for (var token in grammar) { if(!grammar.hasOwnProperty(token) || !grammar[token]) { continue; } var pattern = grammar[token], inside = pattern.inside, lookbehind = !!pattern.lookbehind || 0; pattern = pattern.pattern || pattern; for (var i=0; i text.length) { // Something went terribly wrong, ABORT, ABORT! break tokenloop; } if (str instanceof Token) { continue; } pattern.lastIndex = 0; var match = pattern.exec(str); if (match) { if(lookbehind) { lookbehind = match[1].length; } var from = match.index - 1 + lookbehind, match = match[0].slice(lookbehind), len = match.length, to = from + len, before = str.slice(0, from + 1), after = str.slice(to + 1); var args = [i, 1]; if (before) { args.push(before); } var wrapped = new Token(token, inside? _.tokenize(match, inside) : match); args.push(wrapped); if (after) { args.push(after); } Array.prototype.splice.apply(strarr, args); } } } return strarr; }, hooks: { all: {}, add: function (name, callback) { var hooks = _.hooks.all; hooks[name] = hooks[name] || []; hooks[name].push(callback); }, run: function (name, env) { var callbacks = _.hooks.all[name]; if (!callbacks || !callbacks.length) { return; } for (var i=0, callback; callback = callbacks[i++];) { callback(env); } } } }; var Token = _.Token = function(type, content) { this.type = type; this.content = content; }; Token.stringify = function(o) { if (typeof o == 'string') { return o; } if (Object.prototype.toString.call(o) == '[object Array]') { for (var i=0; i' + env.content + ''; }; if (!self.document) { // In worker self.addEventListener('message', function(evt) { var message = JSON.parse(evt.data), lang = message.language, code = message.code; self.postMessage(JSON.stringify(_.tokenize(code, _.languages[lang]))); self.close(); }, false); return; } // Get current script and highlight var script = document.getElementsByTagName('script'); script = script[script.length - 1]; if (script) { _.filename = script.src; if (document.addEventListener && !script.hasAttribute('data-manual')) { document.addEventListener('DOMContentLoaded', _.highlightAll, false); } } })(); Prism.languages.markup = { 'comment': /<!--[\w\W]*?--(>|>)/g, 'prolog': /<\?.+?\?>/, 'doctype': /<!DOCTYPE.+?>/, 'cdata': /<!\[CDATA\[[\w\W]+?]]>/i, 'tag': { pattern: /<\/?[\w:-]+\s*[\w\W]*?>/gi, inside: { 'tag': { pattern: /^<\/?[\w:-]+/i, inside: { 'punctuation': /^<\/?/, 'namespace': /^[\w-]+?:/ } }, 'attr-value': { pattern: /=(('|")[\w\W]*?(\2)|[^\s>]+)/gi, inside: { 'punctuation': /=/g } }, 'punctuation': /\/?>/g, 'attr-name': { pattern: /[\w:-]+/g, inside: { 'namespace': /^[\w-]+?:/ } } } }, 'entity': /&#?[\da-z]{1,8};/gi }; // Plugin to make entity title show the real entity, idea by Roman Komarov Prism.hooks.add('wrap', function(env) { if (env.type === 'entity') { env.attributes['title'] = env.content.replace(/&/, '&'); } }); Prism.languages.css = { 'comment': /\/\*[\w\W]*?\*\//g, 'atrule': /@[\w-]+?(\s+.+)?(?=\s*{|\s*;)/gi, 'url': /url\((["']?).*?\1\)/gi, 'selector': /[^\{\}\s][^\{\}]*(?=\s*\{)/g, 'property': /(\b|\B)[a-z-]+(?=\s*:)/ig, 'string': /("|')(\\?.)*?\1/g, 'important': /\B!important\b/gi, 'ignore': /&(lt|gt|amp);/gi, 'punctuation': /[\{\};:]/g }; if (Prism.languages.markup) { Prism.languages.insertBefore('markup', 'tag', { 'style': { pattern: /(<|<)style[\w\W]*?(>|>)[\w\W]*?(<|<)\/style(>|>)/ig, inside: { 'tag': { pattern: /(<|<)style[\w\W]*?(>|>)|(<|<)\/style(>|>)/ig, inside: Prism.languages.markup.tag.inside }, rest: Prism.languages.css } } }); } Prism.languages.javascript = { 'comment': { pattern: /(^|[^\\])(\/\*[\w\W]*?\*\/|\/\/.*?(\r?\n|$))/g, lookbehind: true }, 'string': /("|')(\\?.)*?\1/g, 'regex': { pattern: /(^|[^/])\/(?!\/)(\[.+?]|\\.|[^/\r\n])+\/[gim]{0,3}(?=\s*($|[\r\n,.;})]))/g, lookbehind: true }, 'keyword': /\b(var|let|if|else|while|do|for|return|in|instanceof|function|new|with|typeof|try|catch|finally|null|break|continue)\b/g, 'boolean': /\b(true|false)\b/g, 'number': /\b-?(0x)?\d*\.?\d+\b/g, 'operator': /[-+]{1,2}|!|=?<|=?>|={1,2}|(&){1,2}|\|?\||\?|\*|\//g, 'ignore': /&(lt|gt|amp);/gi, 'punctuation': /[{}[\];(),.:]/g }; if (Prism.languages.markup) { Prism.languages.insertBefore('markup', 'tag', { 'script': { pattern: /(<|<)script[\w\W]*?(>|>)[\w\W]*?(<|<)\/script(>|>)/ig, inside: { 'tag': { pattern: /(<|<)script[\w\W]*?(>|>)|(<|<)\/script(>|>)/ig, inside: Prism.languages.markup.tag.inside }, rest: Prism.languages.javascript } } }); } (function(){ if(!window.Prism) { return; } function $$(expr, con) { return Array.prototype.slice.call((con || document).querySelectorAll(expr)); } var CRLF = crlf = /\r?\n|\r/g; function highlightLines(pre, lines, classes) { var ranges = lines.replace(/\s+/g, '').split(','), offset = +pre.getAttribute('data-line-offset') || 0; var lineHeight = parseFloat(getComputedStyle(pre).lineHeight); for (var i=0, range; range = ranges[i++];) { range = range.split('-'); var start = +range[0], end = +range[1] || start; var line = document.createElement('div'); line.textContent = Array(end - start + 2).join(' \r\n'); line.className = (classes || '') + ' line-highlight'; line.setAttribute('data-start', start); if(end > start) { line.setAttribute('data-end', end); } line.style.top = (start - offset - 1) * lineHeight + 'px'; (pre.querySelector('code') || pre).appendChild(line); } } function applyHash() { var hash = location.hash.slice(1); // Remove pre-existing temporary lines $$('.temporary.line-highlight').forEach(function (line) { line.parentNode.removeChild(line); }); var range = (hash.match(/\.([\d,-]+)$/) || [,''])[1]; if (!range || document.getElementById(hash)) { return; } var id = hash.slice(0, hash.lastIndexOf('.')), pre = document.getElementById(id); if (!pre) { return; } if (!pre.hasAttribute('data-line')) { pre.setAttribute('data-line', ''); } highlightLines(pre, range, 'temporary '); document.querySelector('.temporary.line-highlight').scrollIntoView(); } var fakeTimer = 0; // Hack to limit the number of times applyHash() runs Prism.hooks.add('after-highlight', function(env) { var pre = env.element.parentNode; var lines = pre && pre.getAttribute('data-line'); if (!pre || !lines || !/pre/i.test(pre.nodeName)) { return; } clearTimeout(fakeTimer); $$('.line-highlight', pre).forEach(function (line) { line.parentNode.removeChild(line); }); highlightLines(pre, lines); fakeTimer = setTimeout(applyHash, 1); }); addEventListener('hashchange', applyHash, false); })(); (function(){ if(!window.Prism) { return; } for (var language in Prism.languages) { var tokens = Prism.languages[language]; tokens.tab = /\t/g; tokens.lf = /\n/g; tokens.cr = /\r/g; } })(); (function(){ if (!window.Prism) { return; } var url = /\b([a-z]{3,7}:\/\/|tel:)[\w-+%~/.]+/, email = /\b\S+@[\w.]+[a-z]{2}/, linkMd = /\[([^\]]+)]\(([^)]+)\)/, // Tokens that may contain URLs and emails candidates = ['comment', 'url', 'attr-value', 'string']; for (var language in Prism.languages) { var tokens = Prism.languages[language]; Prism.languages.DFS(tokens, function (type, def) { if (candidates.indexOf(type) > -1) { if (!def.pattern) { def = this[type] = { pattern: def }; } def.inside = def.inside || {}; if (type == 'comment') { def.inside['md-link'] = linkMd; } def.inside['url-link'] = url; def.inside['email-link'] = email; } }); tokens['url-link'] = url; tokens['email-link'] = email; } Prism.hooks.add('wrap', function(env) { if (/-link$/.test(env.type)) { env.tag = 'a'; var href = env.content; if (env.type == 'email-link') { href = 'mailto:' + href; } else if (env.type == 'md-link') { // Markdown var match = env.content.match(linkMd); href = match[2]; env.content = match[1]; } env.attributes.href = href; } }); })(); ================================================ FILE: docs/scripts/s.js ================================================ (function() { window._gaq = [['_setAccount','UA-1716762-11'],['_trackPageview']]; // var share = document.createElement('div'); share.innerHTML = '' + //'
' + '
Share the love ' + '
' + '
' + //'
' + '
'; document.body.appendChild(share); }()); (function(doc, script) { var js, fjs = doc.getElementsByTagName(script)[0], add = function(url, id) { if (doc.getElementById(id)) {return;} js = doc.createElement(script); js.src = url; id && (js.id = id); fjs.parentNode.insertBefore(js, fjs); }; // Google Analytics add(('https:' == location.protocol ? '//ssl' : '//www') + '.google-analytics.com/ga.js', 'ga'); // Twitter SDK add('//platform.twitter.com/widgets.js', 'twitter-wjs'); // Google+ button add('https://apis.google.com/js/plusone.js'); // Facebook SDK //add('//connect.facebook.net/' + navigator.language.replace('-', '_') + '/all.js#xfbml=1&appId=null', 'facebook-jssdk'); }(document, 'script')); ================================================ FILE: docs/stylesheets/_share.scss ================================================ @import "compass/css3"; @mixin text-glow($color: #1dd5fe) { text-shadow: 0 .1em 0 lighten($color, 20%), 0 0 0.2em darken($color, 5%), 0 -0.15em 0.4em darken($color, 10%), 0 -0.3em 0.6em darken($color, 20%); } @mixin chip-glow-pseudo-element($color: #1dd5fe) { color: transparent; content: '●'; @include text-glow($color); // place at bottom position: absolute; bottom: 0; left: 50%; $width: 12px; margin-left: -$width/2; width: $width; height: $width; // move & hide overflow line-height: $width*2; overflow: hidden; } @mixin chip-glow($color: #1dd5fe, $hover: false) { position: relative; &:after { @include chip-glow-pseudo-element; } @if ($hover == true) { &:after { opacity: 0; @include transition(all .2s); } &:hover:after { opacity: 1; } } } .my-auto-share { position: fixed; bottom: 1em; right: 1em; background: #000; background: rgba(#000, .8); @include background(linear-gradient(rgba(#000, .6), #000)); @include border-radius(4px); @include box-shadow(#000 0px 10px 30px, rgba(#fff, .6) 0px 1px 0px inset); color: #fff; padding: 0 .6em; text-align: center; font: bold 13px HelveticaNeue, Helvetica, Arial; display: inline-block; text-shadow: #000 0px 1px 1px; border: 1px solid #000; vertical-align: middle; line-height: 3; } .my-auto-share-btn { position: relative; display: inline-block; *display: inline !important; zoom: 1; margin-left: .6em; div, iframe { display: inline-block; vertical-align: middle !important; } @include chip-glow($hover: true); } ================================================ FILE: docs/stylesheets/prism/_prism-monokai-soda.scss ================================================ /** * prism.js Monokai Soda theme for CSS & Scss * // TODO test for JavaScript & HTML * * @author @MoOx */ $prism-font-family: Menlo, Monaco, "Courier New", monospace !default; $prism-font-size: 12px !default; $prism-padding: 12px !default; $prism-line-height: 18px !default; $prism-border-radius: 5px !default; $prism-border: 1px solid #e1e1e8 !default; $prism-background: #2a2a2a !default; $prism-color: #76d9e6 !default; $prism-color-neutral: #bebec5 !default; $prism-text-shadow: 0 1px 0 #000 !default; // $prism-linenums-padding: 7px !default; // $prism-linenums-width: 40px !default; // $prism-linenums-background: #444 !default; // $prism-linenums-border-color: #555 !default; // $prism-linenums-border-width: 1px !default; $prism-color-comment: #6f705e !default; $prism-color-keyword: #f12770 !default; $prism-color-value: #76d9e6 !default; $prism-color-string: #e6d06c !default; $prism-color-name: #e6d06c !default; $prism-color-number: #a77afe !default; $prism-color-variable: #fff !default; $prism-color-selector: #a6e22d !default; $prism-color-punctuation: $prism-color-neutral !default; //$prism-color-funtion: #dc322f !default; code[class*="language-"], pre[class*="language-"] { -moz-tab-size: 4; -o-tab-size: 4; tab-size: 4; -webkit-hyphens: none; -moz-hyphens: none; -ms-hyphens: none; hyphens: none; // whitespace management white-space: pre; // fallback white-space: pre-wrap; word-break: break-all; word-wrap: break-word; // theme font-family: $prism-font-family; font-size: $prism-font-size; line-height: $prism-line-height; color: $prism-color; text-shadow: $prism-text-shadow; } pre[class*="language-"], :not(pre) > code[class*="language-"] { background: $prism-background; } // Code blocks pre[class*="language-"] { padding: $prism-padding; @include border-radius($prism-border-radius); border: $prism-border; // &.linenums { // @include box-shadow(inset $prettify-linenums-width 0 0 $prettify-linenums-background, inset ($prettify-linenums-width + $prettify-linenums-border-width) 0 0 $prettify-linenums-border-color); // padding-left: $prettify-linenums-padding; // } // // Specify class=linenums on a pre to get line numbering // ol.linenums { // // IE indents via margin-left // margin: 0 0 0 $prettify-linenums-width; // padding-left: 0; // } } // Inline code :not(pre) > code[class*="language-"] { padding: .15em .2em .05em; border-radius: .3em; border: .13em solid hsl(30,20%,40%); box-shadow: 1px 1px .3em -.1em black inset; } .namespace { opacity: .7; } .token { &.comment, &.prolog, &.doctype, &.cdata { color: $prism-color-comment; } &.null, &.operator, &.boolean, &.number { color: $prism-color-number; } &.attr-name, &.string { color: $prism-color-string; } &.entity, &.url, .language-css &.string, .style &.string { color: $prism-color-string; } &.selector { color: $prism-color-selector; } &.atrule, &.attr-value, &.keyword, &.control, &.directive, &.important, &.unit { color: $prism-color-keyword; } &.regex, &.statement { color: $prism-color-value; } &.placeholder, &.variable { color: $prism-color-variable; } &.property, &.tag { font-style: italic; } &.important, &.statement { font-weight: bold; } // todo ? // &.mixin // &.gradient // &.abslength // &.easing // &.time // &.angle // &.fontfamily // ruby/vim https://github.com/LeaVerou/prism/pull/18 // &.inst-var // &.builtin // &.const // &.symbol // // php https://github.com/LeaVerou/prism/pull/20 // &.deliminator // &.function &.punctuation { color: $prism-color-punctuation; } &.entity { cursor: help; } // for dev :) &.debug { color: red } } ================================================ FILE: docs/stylesheets/s.css ================================================ @charset "utf-8"; #ribbon { color: white; text-shadow: 0 1px 0 rgba(0, 0, 0, 0.8); border: 1px solid #631a15; background: #c73b3c; background: -webkit-gradient(linear, 50% 0%, 50% 100%, color-stop(0%, #c73b3c), color-stop(100%, #b8201f)); background: -webkit-linear-gradient(#c73b3c, #b8201f); background: -moz-linear-gradient(#c73b3c, #b8201f); background: -o-linear-gradient(#c73b3c, #b8201f); background: linear-gradient(#c73b3c, #b8201f); box-shadow: 0 0.2em 0.6em rgba(0, 0, 0, 0.6); } #ribbon:before, #ribbon:after { width: 100%; height: 0; content: ""; position: absolute; display: block; border: 1px dashed; border-left: 0; border-right: 0; border-top-color: #631a15; border-bottom-color: #da5050; } #ribbon:before { top: 3px; } #ribbon:after { bottom: 1px; } [data-icon] { position: relative; display: inline-block; overflow: visible; } [data-icon]:before, [data-icon]:after { position: absolute; top: 0; left: 0; text-indent: 0; text-shadow: none; -webkit-user-select: none; -moz-user-select: none; user-select: none; } /* normalize.css v2.0.1 | MIT License | git.io/normalize */ /* normalize.css v2.0.1 | HTML5 Display Definitions | MIT License | git.io/normalize */ article, aside, details, figcaption, figure, footer, header, hgroup, nav, section, summary { display: block; } audio, canvas, video { display: inline-block; } audio:not([controls]) { display: none; height: 0; } [hidden] { display: none; } /* normalize.css v2.0.1 | Base | MIT License | git.io/normalize */ html { font-family: sans-serif; -webkit-text-size-adjust: 100%; -ms-text-size-adjust: 100%; } body { margin: 0; } /* normalize.css v2.0.1 | Links | MIT License | git.io/normalize */ a:focus { outline: thin dotted; } a:active, a:hover { outline: 0; } /* normalize.css v2.0.1 | Typography | MIT License | git.io/normalize */ h1 { font-size: 2em; } abbr[title] { border-bottom: 1px dotted; } b, strong { font-weight: bold; } dfn { font-style: italic; } mark { background: #ff0; color: #000; } code, kbd, pre, samp { font-family: monospace, serif; font-size: 1em; } pre { white-space: pre; white-space: pre-wrap; word-wrap: break-word; } q { quotes: "\201C" "\201D" "\2018" "\2019"; } small { font-size: 80%; } sub, sup { font-size: 75%; line-height: 0; position: relative; vertical-align: baseline; } sup { top: -0.5em; } sub { bottom: -0.25em; } /* normalize.css v2.0.1 | Embedded Content | MIT License | git.io/normalize */ img { border: 0; } svg:not(:root) { overflow: hidden; } /* normalize.css v2.0.1 | Figures | MIT License | git.io/normalize */ figure { margin: 0; } /* normalize.css v2.0.1 | Forms | MIT License | git.io/normalize */ fieldset { border: 1px solid #c0c0c0; margin: 0 2px; padding: 0.35em 0.625em 0.75em; } legend { border: 0; padding: 0; } button, input, select, textarea { font-family: inherit; font-size: 100%; margin: 0; } button, input { line-height: normal; } button, html input[type="button"], input[type="reset"], input[type="submit"] { -webkit-appearance: button; cursor: pointer; } button[disabled], input[disabled] { cursor: default; } input[type="checkbox"], input[type="radio"] { box-sizing: border-box; padding: 0; } input[type="search"] { -webkit-appearance: textfield; -moz-box-sizing: content-box; -webkit-box-sizing: content-box; box-sizing: content-box; } input[type="search"]::-webkit-search-cancel-button, input[type="search"]::-webkit-search-decoration { -webkit-appearance: none; } button::-moz-focus-inner, input::-moz-focus-inner { border: 0; padding: 0; } textarea { overflow: auto; vertical-align: top; } /* normalize.css v2.0.1 | Tables | MIT License | git.io/normalize */ table { border-collapse: collapse; border-spacing: 0; } @font-face { font-family: "fontawesome"; src: url('../../fonts/icons/fontawesome/fontawesome.eot?#iefix') format('embedded-opentype'), url('../../fonts/icons/fontawesome/fontawesome.woff') format('woff'), url('../../fonts/icons/fontawesome/fontawesome.ttf') format('truetype'), url('../../fonts/icons/fontawesome/fontawesome.svg#FontAwesomeRegular') format('svg'); } [data-icon]:before, [data-icon]:after { font-family: fontawesome; } [data-icon] { width: 1em; height: 1em; line-height: 1em; text-indent: -9999px; } [data-icon]:before, [data-icon]:after { content: attr(data-icon); font-size: 1em; } [data-icon]:before { color: transparent; } [data-icon]:before { text-shadow: rgba(0, 0, 0, 0.6) 0 1px 0; } [data-icon]:after { color: #999999; background: -webkit-linear-gradient(top, #bfbfbf, #a6a6a6 3%, #8c8c8c); -webkit-text-fill-color: transparent; -webkit-background-clip: text; } [data-icon]:hover:before { text-shadow: rgba(0, 0, 0, 0.8) 0 1px 0; } [data-icon]:hover:after { color: gray; background: -webkit-linear-gradient(top, #a6a6a6, #8c8c8c 3%, #737373); -webkit-text-fill-color: transparent; -webkit-background-clip: text; } [data-icon]:active:before { text-shadow: rgba(0, 0, 0, 0.6) 0 1px 0; } [data-icon]:active:after { color: #666666; background: -webkit-linear-gradient(top, #4d4d4d, #595959 10%, #666666 65%, #676767); -webkit-text-fill-color: transparent; -webkit-background-clip: text; } .my-auto-share { position: fixed; bottom: 1em; right: 1em; background: #000; background: rgba(0, 0, 0, 0.8); background: -webkit-gradient(linear, 50% 0%, 50% 100%, color-stop(0%, rgba(0, 0, 0, 0.6)), color-stop(100%, #000000)); background: -webkit-linear-gradient(rgba(0, 0, 0, 0.6), #000000); background: -moz-linear-gradient(rgba(0, 0, 0, 0.6), #000000); background: -o-linear-gradient(rgba(0, 0, 0, 0.6), #000000); background: linear-gradient(rgba(0, 0, 0, 0.6), #000000); -webkit-border-radius: 4px; -moz-border-radius: 4px; -ms-border-radius: 4px; -o-border-radius: 4px; border-radius: 4px; -webkit-box-shadow: black 0px 10px 30px, rgba(255, 255, 255, 0.6) 0px 1px 0px inset; -moz-box-shadow: black 0px 10px 30px, rgba(255, 255, 255, 0.6) 0px 1px 0px inset; box-shadow: black 0px 10px 30px, rgba(255, 255, 255, 0.6) 0px 1px 0px inset; color: #fff; padding: 0 .6em; text-align: center; font: bold 13px HelveticaNeue, Helvetica, Arial; display: inline-block; text-shadow: #000 0px 1px 1px; border: 1px solid #000; vertical-align: middle; line-height: 3; } .my-auto-share-btn { position: relative; display: inline-block; *display: inline !important; zoom: 1; margin-left: .6em; position: relative; } .my-auto-share-btn div, .my-auto-share-btn iframe { display: inline-block; vertical-align: middle !important; } .my-auto-share-btn:after { color: transparent; content: '●'; text-shadow: 0 0.1em 0 #83e8fe, 0 0 0.2em #04d0fe, 0 -0.15em 0.4em #01bde7, 0 -0.3em 0.6em #0194b4; position: absolute; bottom: 0; left: 50%; margin-left: -6px; width: 12px; height: 12px; line-height: 24px; overflow: hidden; } .my-auto-share-btn:after { opacity: 0; -webkit-transition: all 0.2s; -moz-transition: all 0.2s; -o-transition: all 0.2s; transition: all 0.2s; } .my-auto-share-btn:hover:after { opacity: 1; } /** * prism.js Monokai Soda theme for CSS & Scss * // TODO test for JavaScript & HTML * * @author @MoOx */ code[class*="language-"], pre[class*="language-"] { -moz-tab-size: 4; -o-tab-size: 4; tab-size: 4; -webkit-hyphens: none; -moz-hyphens: none; -ms-hyphens: none; hyphens: none; white-space: pre; white-space: pre-wrap; word-break: break-all; word-wrap: break-word; font-family: Menlo, Monaco, "Courier New", monospace; font-size: 12px; line-height: 18px; color: #76d9e6; text-shadow: 0 1px 0 black; } pre[class*="language-"], :not(pre) > code[class*="language-"] { background: #2a2a2a; } pre[class*="language-"] { padding: 12px; -webkit-border-radius: 5px; -moz-border-radius: 5px; -ms-border-radius: 5px; -o-border-radius: 5px; border-radius: 5px; border: 1px solid #e1e1e8; } :not(pre) > code[class*="language-"] { padding: .15em .2em .05em; border-radius: .3em; border: 0.13em solid #7a6652; box-shadow: 1px 1px 0.3em -0.1em black inset; } .namespace { opacity: .7; } .token.comment, .token.prolog, .token.doctype, .token.cdata { color: #6f705e; } .token.null, .token.operator, .token.boolean, .token.number { color: #a77afe; } .token.attr-name, .token.string { color: #e6d06c; } .token.entity, .token.url, .language-css .token.string, .style .token.string { color: #e6d06c; } .token.selector { color: #a6e22d; } .token.atrule, .token.attr-value, .token.keyword, .token.control, .token.directive, .token.important, .token.unit { color: #f12770; } .token.regex, .token.statement { color: #76d9e6; } .token.placeholder, .token.variable { color: white; } .token.property, .token.tag { font-style: italic; } .token.important, .token.statement { font-weight: bold; } .token.punctuation { color: #bebec5; } .token.entity { cursor: help; } .token.debug { color: red; } code:not([class*="language-"]) { padding: 2px; font-family: Menlo, Monaco, "Courier New", monospace; font-size: 12px; line-height: 18px; color: #bebec5; text-shadow: 0 1px 0 black; background: rgba(42, 42, 42, 0.8); -webkit-border-radius: 5px; -moz-border-radius: 5px; -ms-border-radius: 5px; -o-border-radius: 5px; border-radius: 5px; border: 1px solid #e1e1e8; } header nav, .wrapper { color: #eeeeee; } header nav a, .wrapper a { color: #eeeeee; } a { color: #333333; } hr { border: 0; width: 80%; border-bottom: 1px solid #aaa; } body { margin-top: 1.0em; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; overflow-x: hidden; } .row { margin: 0 auto; max-width: 1000px; } header nav { z-index: 3; position: fixed; top: 0; right: 0; left: 0; font-size: .9em; line-height: 2.4em; background-image: none; background-color: #2f2f2f; background-image: -webkit-gradient(linear, 50% 0%, 50% 100%, color-stop(0%, #555555), color-stop(3%, #3c3c3c), color-stop(100%, #222222)); background-image: -webkit-linear-gradient(top, #555555, #3c3c3c 3%, #222222); background-image: -moz-linear-gradient(top, #555555, #3c3c3c 3%, #222222); background-image: -o-linear-gradient(top, #555555, #3c3c3c 3%, #222222); background-image: linear-gradient(top, #555555, #3c3c3c 3%, #222222); -webkit-box-shadow: 0 0.2em 0.6em rgba(0, 0, 0, 0.8); -moz-box-shadow: 0 0.2em 0.6em rgba(0, 0, 0, 0.8); box-shadow: 0 0.2em 0.6em rgba(0, 0, 0, 0.8); } header nav ul { z-index: 4; list-style-position: outside; } header nav ul li { position: relative; display: inline-block; *display: inline; } header nav ul a { display: inline-block; } header nav ul ul { position: absolute; z-index: 5; display: none; } .no-js header nav li:hover > ul { display: block; } header nav ul { position: relative; max-width: 1000px; margin: 0 auto; padding: 0; } header nav li { padding: 0 .6em; } header nav a { text-decoration: none; opacity: .8; } header nav a:hover { opacity: 1; } header nav .sep-after::after { width: 1px; height: 100%; content: ""; position: absolute; display: inline-block; top: 0; right: -2px; background: rgba(51, 51, 51, 0.9); border-right: 1px solid rgba(238, 238, 238, 0.1); } header nav [data-icon] { width: 16px; height: 16px; } header nav [data-icon]:before { font-size: 16px; vertical-align: middle; } #home-link { position: absolute; top: 0; right: 0; } #home-link a { font-weight: bold; color: #000; text-shadow: 0 1px 0 rgba(238, 238, 238, 0.1), 0 0 30px rgba(238, 238, 238, 0.125); -webkit-transition: all 0.2s linear; -moz-transition: all 0.2s linear; -o-transition: all 0.2s linear; transition: all 0.2s linear; } #home-link a:hover { color: #eeeeee; text-decoration: none; text-shadow: 0 1px 0 rgba(238, 238, 238, 0.1), 0 0 30px rgba(238, 238, 238, 0.4); } #ribbon { font-size: .9em; position: absolute; text-align: center; -webkit-box-sizing: border-box; -moz-box-sizing: border-box; box-sizing: border-box; width: 14em; height: 2.4em; line-height: 2.4em; top: 9.47021em; right: 0; -webkit-transform: rotate(45deg); -moz-transform: rotate(45deg); -ms-transform: rotate(45deg); -o-transform: rotate(45deg); transform: rotate(45deg); -webkit-transform-origin: 100% 100%; -moz-transform-origin: 100% 100%; -ms-transform-origin: 100% 100%; -o-transform-origin: 100% 100%; transform-origin: 100% 100%; z-index: 2; text-decoration: none; } #logo-icon, #logo-text { display: inline-block; vertical-align: middle; } #logo-icon { margin: 0 1em 0 0; -webkit-transform: rotate(-366deg) scale(0.8); -moz-transform: rotate(-366deg) scale(0.8); -ms-transform: rotate(-366deg) scale(0.8); -o-transform: rotate(-366deg) scale(0.8); transform: rotate(-366deg) scale(0.8); -webkit-transition: all 1s ease-in-out; -webkit-transition-delay: 0.6s; -moz-transition: all 1s ease-in-out 0.6s; -o-transition: all 1s ease-in-out 0.6s; transition: all 1s ease-in-out 0.6s; text-indent: -119988px; overflow: hidden; text-align: left; background-image: url('../../tests/images/../../docs/img/logo/compass-recipes-icon-256.png?1348471954'); background-repeat: no-repeat; background-position: 50% 50%; width: 256px; height: 256px; } #logo:hover #logo-icon { -webkit-transform: rotate(0deg) scale(1); -moz-transform: rotate(0deg) scale(1); -ms-transform: rotate(0deg) scale(1); -o-transform: rotate(0deg) scale(1); transform: rotate(0deg) scale(1); } #logo-text { text-indent: -119988px; overflow: hidden; text-align: left; text-indent: -119988px; overflow: hidden; text-align: left; background-image: url('../../tests/images/../../docs/img/logo/compass-recipes-text-256.png?1348471954'); background-repeat: no-repeat; background-position: 50% 50%; width: 433px; height: 199px; margin: auto; padding: 1em 0 2em; } .wrapper { margin: auto; padding: 3em 0 2em; background: -webkit-gradient(linear, 0, 0, color-stop(0%, rgba(0, 0, 0, 0.4)), color-stop(25%, rgba(0, 0, 0, 0))), -webkit-gradient(linear, 0, 0, color-stop(75%, rgba(0, 0, 0, 0)), color-stop(100%, rgba(0, 0, 0, 0.4))), -webkit-gradient(radial, 50% 50%, 0, 50% 50%, 100, color-stop(75%, rgba(0, 0, 0, 0)), color-stop(100%, rgba(0, 0, 0, 0.4))), 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GOOhjPIjYQQ/jHm4XPQn4GiNO4e3kOeGC4fmwijyOxW6OmhUuE6QDzD+/Mee2D4X6h/0rt2iJ0cT/znInXthO5rSa/sjzW1nGI1n49pyb8D878S9gVXAIi7AByGCOmS1DwZ5thl/+M9ii5zdeB6A5Ze76X+Yi9jw4Wiwff4VJTNrqe6yb/NeuQRtjy/z3WYe639YyQK4yXhUlQtWRE3Yw/tuLoL7xBvHmgDK7fL1mPzDd8a4QXMFfH1xgqjGqoJdGDgGbHfUYwoppTjUiP7jXb4tcgcX2e8sXMIeh/2CPVIl51J0vhhnsZ6bpQWhNNA6K+AxFHiT9dn22HVClZEW/Ua1HXHJNc/4bdgCgrCd4qiqyeYb9CuOyBzsVzUWGY2EJdQ+wAEF6HI+4wvUwZBhF53d8TSipO5+3iJ8CN8o3Y+NFD9jMpr+YWD0Rb+cY6zrk3sa+86XYcY+xw3sUqyMzgWRk0Rs2qSo3VsKQqA4Wj5CDUMP+8tya8DnZqDugeQwpcAMnlsznAslZ4iHivv7OleYaynU6WqcL99MmYtcFkZu6CrAn/TvmI3ogpB78ribpKInmM36P/w/ZSBAM9cyY2PE5jTWBf7HD3Gn+L6ODZBHKSyVTwDrX28NzxBKA0jjTH78+Vik4yN9tGYbFyx/4mthZK9En5dP0jG0BetrSnadfAr/D1PbnkBOgtxMl//V8Xd3AkwUUOY6HlwDjkcb2YRdjPzLNVUWuV6ZuaCwPzbOu+4Jh6Hq7tsU2KP3pDZRc0Pd0bf4z9RW1A/lXHik0DI6so61zP6q5A23oi6GW5uTor+R0zjqUJswFuMG6esIc+jD8Cgq7z1rKH6JnK6GgAaWMqmsCW5a0wN/Tdfd7F6oBRTDJOl28RgPLFn0Er4y9sUGx3NgfKIpanSSqNweSAkGvtvC6Qy6pXYe2NXoBZM3uAXKx5r7/wKzwj+PdsiQFor5ZuekYG5rte0EpnOP4Qnz5XB3sKoJuoSqaa84gbqH4xfcma6nz4dZYMKUACixK2r0rN4hG0faUvedc2mliABHaOKoL+NHi4V4BcCnSl2BL4EgLTOykFvlAcENvpWspWInVhWuZkkOKeIilURjbSXSvfse0YeublzKjnEVRbG/sbXct3xTCVvOBo7O0QOqeexhUaJMCUMRYMgYgsw4xm8tMbABCshZH86/jLS8rAeBe9uV1KxbfHF/G5/beFz+EmEMmsAy+aL9VCr2e2VDtC5B9uNr02Nsm572xldvG9snt3OdoseD+TH0nJ7Y6UJr5qdG4CFqUaMblEof7CwnqI0ZmLuLdQ1NxOeCqOtAGS29dfh04gN9K/RnfJ2o2ywv2r6ewqro166kzPFMnxNsFQjQ/SEbxQ45ye3QB9rzqeiEHUFkxSjA5Sugtv9YJo9Ceg4s+MngrO4CkIxLYtezT+en2qVgfJ6RHSk9oJKSxeDXru4Jthk4ZJ5E6fQ6EAAzfP/JNIz0/ix6LPnrL4assXTeC0sh14OxlWpSKyTnp8+5ZkWu0f5Hdu1RHSMgKjWlRnm1NBt7AtRLroD9WM7B3srrugniIBaWPeIgDLZY8H5WZm0yWjSxXPywugv0DmDdN0uFeawPfrAWBnXFkZjcLRFmBCbwW0hs9NViBECPoMcY2fxNsHTsF/ofv4c+AW6a3AF9pf6WHtgDZRaBs4ld2/nc32AK02tmC9Emkl0vtBdYS9exPwjdN1MhyBtK21jJBjmkNYFa+AryyP2nTyFO8huwhD9EJi3tfGeI8KNI7W1a1hnu0pyM9DJ9NXbU8PcCWJubYxQVqOV/vniXkBhJuFFeKsVkGcx2WxCWIF6Gh58g30h3shsRGwHxZYn92Kp2F28rrO0qxn0mAkuGxSLwH//lq5jHpnFnwTqB2/Zr0Har0ihCug9w7MBan+ZXnGiuNP+wjYDF+ZXe1lpzXux6vYb/rH8FXsA9FfaexMz6DJAoBXQIH62kMYMGNlISq+u3pLWQ3yPTm5RXgQJ/rCzWGcdTflloMBcKqD3xL9Tad17HCLapt10ML4P6s/4K+GHp4kZIktjvNWSWUVngbYduAVqb+6jkY87Z/RmOgBFV7C62GFhmDJdwkuqrbCPoTvhAcY+rK3VX2SCMU8fOzdXDIjhi6+Gf6megyrpItAaEGUk9TCYU7oCOeETld61Es8IVw+cx+mskifo4rqgyWQ6v0WWIb8HVIvE3hBeqXNM0KeGV7rSMy+FbPIcMM43cj+MXDGBG87mK0TbR/5QNoEZ7hg4n57erdQWZLsJ+SyUC5ifNX4Se7T64VHBt3bYqhVLGKIGl9hd+gnS0MQDV0nrAX4rms9M7BMhlFYIGUPdsxkrzqGZ6k9oPZ3JC1GR3Y2Trbw1qJHQLhe2Ef1FJbb/DZihBHcWnCm6cKUQcd7xhs6M5/PeCkWtovTNqJ90Bp6KI8WZaia8JWhaQUzl9gKQxvBez1TUDgD6zjPaY8oztLtovqMSuQ7fY2emlkRbgMO2OhfhpZJLzu9WuvBiMr8xyfUoulstxawCGNwJfkBv5M/SwGgn9FLfR0yUWTotl6L9S+1WcQUfEpwAhvLbRaVX9lqsr+2EIH8rn8GGsVmxs4He8VT9bvStzEONNVvf6MufLE936Lo51u5mThQmaX3IbmoDMpXI4G5nLjfzqhGtLLZDHUk0tD8Suis39cLpVdKp59mrwgviH/Qtfl1LbOQ1xig5HvoFFJFWqQDVx2e2i9XF6oWKBi4rI8Dcfmkw9455KfcHzH8Ho3YU5oA5vZ4eoXTgkMNgTM0cCS46nCgrqe+MCyL5p7jFuSAyUi3ODEy+OfFyu5NvddQILQfNYtDvk3DbXqi+oDHvB50UjxH35KaKj5utfOcOUi0ipNkavxu7yPbyPIuPcrKQ0tdyvUDCKtHe2k6QY7ZdGCRrI78SD7lLGJm93633+FpUwCiJhsVLy3M8LVy61IT9yrO+FnSWaEUg1MxEolT60xiPRiqP6LeO4iDxZf6WO09yN41gRzD1qGfCHr6qlE2aoA+QN9s4azXGBzrHO6p6/tVyxDHovi+51q1pP2VILXFVgkNcyCOF8zO96c7Bl+D/rMIINN96xW3BJ4tT1eH2SOKosVB/rGaAimIBvQorQ3wg7kmMkMW8IzblnxMN9CdoTfCQeoJa7O/K4spScPkh+7LvHJ0qtADnXAXuzaAMIrzObuZVELU8Gol1RUOMReQceakVBpNkJ1YqTf1uPBQ+A1TS3/8+kpAsJzhKsDbQk/izdFl7FchdExSu4T3JHEgucUPyNbIp9yS5ijgT/eouQ5Zm7uJLnSesRvpsMK1NtIfRtrJTtFxMZiW90cyZNuo0stirwrPc16XPiR1hWxXi4NxcemuIwG9ya+dF9JvtE+5GCjtSw7OVMcG6whzvdLoSWcXzKtgqUoTKTGeUlODrmJv9C+T5ZJ7BPhLN2KlojHXPfqB2ck9mtrFPIiqM1pVpb/nCec0J0RaSaF5FIe0RPZUA9Q9ZM8n3cnGtHB531AFFm5nnmLEwmFdVQKR16J6M5K9adWeQb49VAtU6EB/E0b4LUg3Uk37JZvUPkKsLVclc1EyZtY9GFsg35YXGEUEkL6onmXPsmdgikwGVKrqGExfodcYubBMkusZwZ73eEF8WNvWTVC6+J3WbnRAbGRqbfL2FUGe+t51NDymr2B/kRVilvGJ4M5tSkU/h64IzlwbOgkKb2G/ENYePp/C79ma6jrM39MwAfZ9pcbRW+6/C22r6qJ3aWmAA3DPHvGl8DqbG+8cMuSieWJU00LZG82N/ybN8hUJFpAzM6eByto0rUVmOinzx3GHbk1GlvVyX3ED/N1o9cmesSqI8hlgrHX9N7tf+cknENPMRwbk+QPx+dD/Wt4c/EE99v2lX5YnSCU9LoVKgtCMbSCszXfWW2KZID3ZVsJ+zHkj0ACe0APPE2OW9nNiAtHqjd/R4Exxynx8obzZ7iI+NhuHKEOLdsOrqMhjiuuGBxNUNveXes5vV+7FfoX6Oy6ihZ4tZ18nLfcxHRq7AQXOQ8o7KiHfi/4Vk9YGfy+TEF2IT+XbBlYpXq6OOF5/rGW0SourfyHdHhchudSPfmMjtPCQu9K2nJQVnh7Nt+H+k1XpKUulx9lEgxFpEffUSW9z5jOSZdEYTqCauK03ZpmRhoiFRLrlDvAWv7o4YD6lj8eP2YO1cbGCwcHST7mAPU4rzB7VNKkO3p2dzl7y9Y3eU6VZ3O72/otUK+P8CymDthtJjSrSFMcw1jqru+UBn00cl2f4bOGIRsyNZrP/yLw+XwjKAoWpINcgu2kDHXrqf57hRLLmbcQNG6MCoAKwV0faB9nJeunX4N7DcFYjYfZiHKQzjTXFdx+qGX7IfmS+R3QCzLvFuflvb6xgcbccvi3V1VnU8kKfxxajiWu8YSmbHeeTFyFGoulBxKZtcBNsi9LGr8bf1pcJ2XxFHBSZEVDLD0kLhIZtbzqb86xlPWEm+rkUs5fbQ9wAj5/Vb3Ch9k3jIbib/Yz5GVbz7jRHqv9YQe7LUMPmqqohjEtBFSaKJkOrPjhcJnHHVU4pF60QP4IwrNboq4BHWi3ukGYj2PGdTYOyCzh2gVn/6AP2vUVm5H9tKJgrs5nw5vgRzQImTsyIbrbbEI/ysV3LGY73dm5lqTBk5D9PUk+qsaTQ3J1vzSFb8ZmcT2uufmDvKzyjum2oWdb5itiiXovVApndcXVdLoyjMMso3PzpNn6UJXAm2kdPyHRa287lQYo/5N7I0VdIsQS7TH9vtwPR4aCueE3XTt+gNvA+jj+DOPGsJWQCgCstG+wq7iJgWmed4bz9xnQWX1qUzmAndO6l9uaJ8JSWLmpXPTYyCJzNAw53GbnubxPgzWvfxI8RhravxUM+FPWZ+Z3rzlzA/1kLFSxNlnJfp3igCXjoPGOovTg2lwWKM19wK/h4iFlMWc5Jjd2CoudN9nklLDo42px2Bg4nyj8+EjSMO0vv5h/xc8QRxMTRY+5HEbzb8SMSA3FDWnARxE5UbkDkC76xazhJQZ+XRV3pXYx+kXhxLnVSd2EK5P6aFC0K7+5gil8cZb3XHLO6IZ4MPaCEcTOy0SZMowfqD/Tt2nqlv9g/fJ2sqOazvFh2oFJEwt3sq9yWURv/KzGI7aS8NkUobuYd/tS/G9nqamz67sfkolk8NWatQCji3ixzEdrOPAE5twGyPmH3mHXmVlkfrZlxBlZRSvjWg8xPjC/dd8quHudOhG8xDep7rufCeidjX8UOihykKmh+JFTRP4FWlfN6ivhR8OP5VeBa9qVUmr4LZeXUnndHxTcimZiS6GRmgtYQPpnxgjfSJnT40HK4KBhVsMNnQLKaJ4iCUYvdXCqqjtCN6K+KkD//bvhmrpJ0E9aPJcOyODbfOx/7UvgMj7+QSe/UDZa/SwlMAbx2Jxgu7TX2mviKZ9kU2izTNbKJdilKB5awGwmQivusuwGEKfxeR4dvsKllwh/jTQhkr6Eqlz+N1qEJYOr5YcGs0vVEo1kXfymylb5Ip6DfmDURqWg9PpyhqaKTe1PaiAXGgKrTAvMptcDXRCLWu/kXLbFYCfPqgoNhnv0P3QULViERqBJ9gLayMah4jDXqgvwZDNw8v9C4n60fLM79C/7F/Db4XSg/t85A75JbKYriabK7wBclZanb1uDFf3RCdK+6wSuhNjMrkPl9crwSGPBWbRGJyMW17xEEvDAx2zDBSsLC6k/me2EHwBWAt8Tj+KFgRa8plFFl6INUM7WHSgrkbxWbTGcRyeL7YQK0pSPMrfsh8ojdPyjGNmhf+yWcnXsZY8TuRqDV/Uodgrvoou/ERDRcGh/Ey1jL/e0cQ4iNkH3YOpNYm18DHyEt8IzpMBp0vwNAFzM7xF1aEmY9fgHqoGuSPRJsngQt4Xy7syu+oS0yFJFreVZWbrhp6DtQKlUQPmUv8eEaMWOTtUOGYW/fSRmSXPg39gCgMWTWTlc9S8TlRxkgRn6hNuJn0Q7UTtdQl+09T17Scdlw7iNKQO9kK8j5dkll+svnBH+W7gfCNtSWOVZCVMicPBSTG+c0mVImz8J5eP/e7cZuvaA8J9caOmXPpbXSQI71QRAdW+SJmCp3GyKmdpAeqdbxBqoF+Wr3Gj/CVsNt7Fjj/wUegb8pSx2Z2qrycOpMslwsTGsCrvt1QHO75J75d/qZ+EbYZT/gW9ID4sOAwZznIIoexBeB0RVsdXhNs7/gJJccE6lE4sWbLqTnpQrD4O+I8oz819jEJDkivDyDSSjpTn/aw6c1MqKE7rV4S5ijLyL5NbFXptQe8/ShWAb+qdcCyxRrFbruWMGtBmNOxYtphSDe+WO9E9YDXNxoRafgPkOqzObN5Q9DLBfFUwLtV2069jI+nj8Nv16JV0U5bklLRIDBXMfUylMRgiqiO9/OVR2HzPepg25ie3Ew4AxTFEUXcueRt7ij3yvtMPIs3lEZE+ke5QPZgITuRHv/27sWXAIrOan/j9eTefNbABKKJXpIv7u4CwT+KSacUhjX4LqjXtjJ5/SeITkrN8A548od003nVW4KYzhTF1hg/UWGQuqO/V3Aq1Zi8AXMn9mfXixdD49E5d3lpLiTgQdrQWFu8HvaJvm9li3c3q8qW2gKKjBLCx1AjMjNfzJgXPpJE+Dl9HCthdxyntBwuUUMg5QBquzMF4jYLFEDpAok2s8gwMEtj0P0+t5WtqyZeqtVWKZh1lJu1loA995vZtT6Rsf4vUGkGyLuRMuQFnAuOU97rYhBM+9L+COnmanIptVi/TXXXZ7juE5flqLuYoxCW4s/GB0zeUZP7PZxo8T72Re/tXsdGoU+GQNTsG/iIysl9tNbEUro/aoH1cC70qpBJdnmPqLtAyGM8ZY0Xh6HscjZEMn3oFGkZvT25+SKbM7Wp9AXjWbRj4k2Ictf1FZ+E/8FfJ6pJKunlBoUCWl2xGa6YgywcXynV9B4P7bbuSjXJOHWDD6Cr9FOUEXWzPgoBvGqgAqKokG8cXhoWmWViFUIPlLmaEJX5fPLDRO6IdfWdUpage5gG5NyEH04e8peMTQJnOMF4u6T33vtkce4Q1SXOcNOsDokDeNoTYla0B+pPvLZNiMPaicUr53KUIq9Qm80LKDW6Um0bacUGQt3FzwnSIa5RoxKFjDuPsk7s6c7jWIcmGu2VFHBaCX4QuxygdTp8RkvUZ7Qyl5xCNUFHnNdFP/Rt4u4q30xm3wUevCJ6nTRPanKH5o9oB7KYe0w0G97dckWuUruYz4GXKsekmGPMrdRQ8hy0yWOVDdFYK7yrsIWZD5yZJbGzI/3O7LK76Xvs+uaQEBNTHa0gkIvDk4BWn82gtgCTP6YysO/oH1Y/7WEyW62l68tP1LUilIvGECJx3qolPsm6LZUzu7qPRu4mDscBse1LnhDbC7g6E5rLbISeswNzAivwNWoF7Sa0+U5nEW9xJfH08U10PPgTvxXYyfwG4Io5rnjWOquK/8L1Iv98vrySYhLSV2a5+Vw4KEm4HKvhOY/9ouPUO2aV40i0CdGXUsLVPBcZJ5cpNsS5xH9XWGWc5a6yRxLHAT2nAj+cj5TGQVm9H32qjUJjwLF5XLuUJkJJsN9h58rYSpZwbfZ8iO8CF9yNXaC7oUz2d5cfIH9Pmk29cHVNuMv/Ddui1mZGGJnosqHEiYTNCTckCgU1sV8yNIxfQZ/YwtRPWGEkfsr4K2gJRG1kc7lvuo+EblgX8Mr2VuqNHJNP0AuM6gmHiFnxDvIuq7AWtgrDIBo5EMy5mbiiL1Mj7lEGFHXurloOeij/iLni7GgcUw4Le1EX4pFrZ6CU3hPCe05ine3srs0HWijueeUwrIqeW/Rn6pf5CJjWxa2PNHSeD+51NU9uGXKu2q7svjQw0wg1Bo7pyMrYGr2I55WnDLj5EB7DxhrI5aPaip9sTZnJtlbvqSOYX8RvoZZKPU9P+oPvW/Absd+eT6ZQDZTBkTowRhHznb4Cytcr9hMju/on8mC3yUyRgtz5cBrjTew0szD2OdwlOtCVRZsScdvFPYn3HauIEiRJLWTPGQXIzL4ZwUVUo8g+8gU2Qq/NlYxdY8La9OgloObCaA5+38oc/J0daH2MdzX3gQ6/4YaxHpReExVID9sLbNBdvMxMCO4jDeq1+0fkLHNJnwKO/JHwHxl9qg8xKqEEE94M8JB0S2PDYoeIcepvrh7aWPdAzwcwOONoA8YKoGyO02QVT2/mNTdUv4d2QutzqAp/jBtHt4RWB8SX2gvlqLJN62beV9VQlXganPd+R8cdnNkDzCfZZ80+/xU+wKxPHZWYFWKHuN96pbUl2smsz88n3m6Ay4ixqJB5U3ngWcQUNpbobe175GL0xe8waHKzwtmM+jicLzyISexlOe36Ro9wUP/TvZXZxwhsZqgfhmg5wOmdiW0GHXZZs+y7gevGMGNM4n0I8UHZxU2RMXQm9qe7qV5YYn0l6QPWKvKi8Fwe584Tr8oHgFhmmbv9i6NHnT2YLXhL9aT1L74sVhPfrbeNpdAPtVAAJwbrJbhmxneI8FNyJtTAPKK+8zjszu7s7mLCOswQHiiNmKGQ5ZpZLdzNpL+jh/EU1z2HU08V0moqd4TuBPHdhvzgnE28ZR7z7ZiOiXgx8P9tMShr2Cjr9iuQ8Qt7qmA7qPrhedgtZYrveqh98ADQ2UzVCSkrLfY+XoxNUVeqeeWP6IIrCxivrjFIqi+vD1x30Z7OBuW7xpRIHBLDxzCZsFneyvgubCa5Pj7Fu5D95nWz/9orEuUfXgpMP1m9rJbWr7vnYh3UxtZiV28lsXj6Cf8+2D/QVvmtT7cHq6lmXnm2NY/5xWUKDFOoZBV4X8hLHCOWUvnZnWYm/AvXA6hsf+S02kwdGK4Y/kI2ocr5W1D38X3xQ0xrqwdhOc+4MmMjiNnuw0IvrpWcONz8FXrw4FIlOCAYd9UJIDqNf1rkCp7KVE0WHi1B367SGrWEtU5p7M5pzaJyoj9RTvOzRiXO05gL8K3wf8OVOEcApiVae7KH/46Mw95FeqCi1GCwzMPIZesB1Zm4rM/S57vLOD5H+wKR14kV0Bm5odZf34BpyqTg0WgRcmiojzKOeo8fjOE/uM3gqX6OwygWjwXYSA3maXi2VZFp6u7Kqca4ZB1fBrD/O1cb0o4vUUvE3yezTha0XZ0SIZybMJdl+HMK50QtcSowOt5OlHhxIwuxw36PRL5hMPH+Ok1IVNOINUMpSWWPOO9AbGUFdE3ykBGRnoVn4TIbvcSNrlZcquMrHoF0O90qGDwA8/8C97aNKvTbJHheUU+B6FKwZVh904z3gWdfLC2wJnoa4vsCnZl38C18W123teuBw8w76Zc9nXXoGVx47FX8k30e/1sZFX1gcs4ZZGEi8YK2ZXLDBkP1oer7gX6BCypatY1TwVlCDv9El+Lfq80jh4ZLetbI4/ydlYNqBucYaN/fvEe8xoZaBaCmGwC//64155arTZU2NMJzh4v6quGiY2lglcPl++ophIKe79Iwb4NI3cTmCpTgd7k06Bo65f5q87482EvHd2Nv8k2926zpvGrhCy3easR4ZBaM3M8/xL8LD3kMzz1xEeSPHwgHPK7j5mgDiZH2ZSCZ2WDqt+ASWATy/ahFlo8ZGH9ED7TJwGBjOEzYmnplvAs1U+swB/ECsdVoaXCTHMaGewp5HmLDxaLWLPIwJOkU8qyeCkH7iq3Gj8cLO06oS5Urci9QTwrNpdPqGR3V3Y+F/2LXZD0Ahy12aeUYmyjSJbOwdofIZXBGd+81x6BkvDRiH/h2mS/8x4yZUBpcMn4YdelUR+L4a1ygopO0XEoJRxH6LBk2vqg3/bc1OTbGWKm1soa6RybXGy/4/UoNeqdWJ+meVaDnETF3YHKUDdTE/8Fq4DtC6bS5KIj3904yEm9R3nFXUWlomwrXnSOV/JOlVfK//GdhOfbUOcL1KLghUjnYnd6m7pYyhmdZhwN7iPmhfKi33stdG10TWsQS+9ldtFnxVoE3dv54L6xLUtO02hHQD5+ptjH/djzF3PxI32OxiirR3jAZThxFYMKTrDcQeBcgCeL0v8mouCfWFHKjEIToF6mT4NSD6kI7JzbVXxQ7Ieyg/ibjgP9SMOxJ9Rz9m7slfZFKr/9lzwufixSz87meGXfsEtIM9yDbKS3VOqBJBEs+Ndcyf0I7h/ZTry+0944g7mml0EDyunSNHIpPQ4QSNm/jhxx7WNtOZTPxvagNWF8snXnemSZWPlkZ+p2HlRKheahA4KwVAVn/jtzHF/Ot1afWaM4hpnN3JTrL9+L9sEl2U+agszf0GUoW9wWFXPR4qU+kKj4DZ4iLsNqZoZ+E3LEXNO+BXUPNIeJCrveuFfovvgvAcEHMZy0NvVEno4JkdnmQ2ZWt4JmY3LG4HMhNzcTz0EMDXrVwZG60O70YeGStVor6Hdydi+3FDwfnbfEvFhU8iLendibrxsJgpT+h3TbnQ4ElFziHC7u9+UItObitG531C9ZmZXbwktI4XgP/gf7jccCK0F5J5z1gn8IWyb+iiwAPC7EzYk1PgWSI1cU11xhnYrX8KTCJ6hh1hH/iR0M12TtWXV8B3xN8jbRb+wSirEYXyCdEGi4LOYfcBwYbE0ksnuebW4l7xvHoLHG8OVCT6G5M4sTV1tCuYH9XH3lk6L7zKv0PvZK74C/BvrQax08FWTSe+yJdkLrYUfOTsQJ/xXZLRlEb9MrzC9vPjkeXfSfJnmgTdUTKEx6G9aJnykepHqG4eYMoL/xSFzJyNA/y6kV9GpbV9onL9DGoPHXBGmMVl1LotWR+7aGwE+qo9t6CfH2yl5FO2GC/Dm/kemn9QOo2yQ+HbtG5xNOEhx/nmx9RrXT4wOTLgrf6cGpd8g3NBE/CFQOlQ+DOntoFcPAfeDPqPeSs/EZdc1OIDaSGWf8Vbj6ZF+6Vwqr528XeEO2wPPI9LTf03y0neflSNGpp4li0C2rrV6F0cKeeZxOZlyzFRH1z5XGott2Wc/ENwd+McoJobXZhh0CbctLWAGmVcG+1NyA3lwYSXPh/a3BkTg6a4hpo31IaRxdE313f8Zba2eBf0CY9S7oN4Qdw6XjtFrD4DqOQ/MaX25wBSifOhdfHZKWb/dJ6ae2QqghZCTwaINf5W4LjfwSXBlhqv++u0BvT7KfSE7E5EFZ5bJ6UL9yV6ib/8ijWKKsXe9+eIGT1lnMupAu6GwANht0LsVrEEKaU9IUrFLtg2bGLhi/xMZC4Qp+uzCSncl/RDLN7YhMG34iaBAuHhojHjG1sc6WB5Hd5mGX2RSh1XmEuAVNlZhuTWQ1LtbQOxJ3oVuMgdhStAtkyqJ0Tp+Kd5/73NdVsei6mmK3Vn1Sl2IroNsdwulTksLMF0Q7aDg1UlIcZEdvrGS2eh6w1S52hNDQu6D6tG7rL488AuYOIK5zkOCG0glT60tmPaExXs2oLj6mKWAuxk/KP85rnuL6A6WjuYccxdc1usZnhhYm9LOwmO0UcIS5nxtIZE58reFrYhBfzuB2/LM1fh99iFnUcxadpz1HeyBz8HHczuSX/XTklDwlSkKwfmGySBhepeYJ5FY6+7C9gI9c271PGwxREJ7GHsOK+Hh+Gv4tfCjwAcwXx1+Q4LI9eUpyN5jr8+lt7HxDqNZs1C3sOqsMYLeq2DXaxhbu+Y0vEzAE+vsYo5ZzgPy7uNiZGTxCnyZkwX37PeesYl1ZZ407oCqto/KS1guxkjgGIZJJPwjyj0FDuCd8TlpB5zUA0HSrs6h8YyLBiVDzLdccusS8gLvPbWwBAU8kPSgPUC3JCP2IfkPUh4lpy82QJtx/v4bwHI6YFQByw28XnaU3Iltge86F8DHck3lIyj/Hy/3uJljgnf8W/D7si4q6SEl5IPk/+bXLWe+qu2Bo47RuS3fO4OWo3m5ULm1OgipmHyoerGOvVWfGJFGvdQ4nDZ4PZxpSLHWAmTotkM44TAeY37nGsiHBAs8OR+CitfaAnMQF/FI8K67GFfFbHZZyk1xJOELohNxA49CJxjayIc6H1vtT/fYs3Ty8e+Yr9wD3Bd7GQWBp1MhJf7OX2b0k+fyP3cfmsvMY4rRy1jvmJH4B7+113AED5IKongpSb6Tfe0pHDcjHyRni6Mp6+C8YvL84kpwRa6HHqOLE/RNhLADYvw4fIbNI+pbJSi80FtLEb7cYl4gb2byTuTWcs9c9k+6KX9gDjrdrXD9QtlAvzNovOmL9bu0hBLSVOimQhm+Kp5HGQK4P2nGzKTWci7k50s3hN94Xob1jiu6txqBWzBesa3Ou4C2NsTWxu0v24KdEswnHzCXmeWkZ2NDehs4qeJLyD0mo8q9jIOdW1JpoJ4RcceZQ5/pJqgdA6OrHM88Zr6mOl12Zn8Nut8ExXB3Tc2CIcRDn0vGR6eZxejukmz/ZeZw7p4607einyH/a63RJViD+R/zDP6n1AzMr+RhC+n7RxicM5qKs9REoT8UhDYmuDMUioR+RnxguqlGeKUda51LdezAGGX8Sn8XYVHIaBpQvvcBY3DvNj8HzyeWoY3VlKZLQtrl+uFZDVhqM11NlQZb0a/7dV3Pk7/gj9xW2Jt+ZYa4r/uNlFreReoDiU+gxG9bVSE8d08BqhQ/Qb61+2s+u1syKXJblfpCV3pvKqvei+/Bl2o9aBGytd9VTGrwOaB4VzCxk880nbLkwuD+RxmkaKfz24/QX0aWW8tedgtflTZmNn6Ug2bKpPsZejOdwo6l70D/kYcSbSjngCmnexupEVAwMib7EO9F5pCR4GSxbDMHDVR/E8n8nuHypKFiP2IcWi1EFC4u1kT+uEepdYCdYncPyDesHxVr3HKkwK9pXtKhS128RY9otVUzoLeB4dbUtmJTuIm31piCB1wejmywcsOTJ0O1KVbhHZRN8xDtqK/lruJFzx3PeFxM+RD8gOHeL30APVKhCaH5Mb9Q8TWSnJrqfoC0AzBXQh0AjLFq0YjiXPEw+WOooD4ms9L6Mhx0pzONdIegF0dNo8ZNF2ZTE7tgorFvVCf5NryB1gc1tnoqWk50SOcDEOKUsdO+Xn1OtYKalLvHyUonPzLDcP6y0VIKr5bkMsFmOmuorExpl7CDr+EchFJiwwWlvttbDWWBM9o7XEzwf/8YwI9TESh2JN84s6AZbEf6JA/LrvGN3aLhqQnQRgfCGk677mbu2UlBeliU5wF9LHB1vIl4ztFhEPQMIfCQDQ8QLe92RXPY05DYU98/EWanVsgDUJUus5dXsy0h9YHfXZdAX7vvrKMRwsURpkSXxG2NsuG3qfsJeFd9Iro9XxKJ6Xqqf+YG+SCY+dxgpaHq2g9Zyaitc1zNhAvGPwE98AfFwg8lgak/zkeTtRwdNJS2wlHwFxNokVwz+j68iTZEdhitU83EJb6+1oX+WaSM8c/zqngjGPJ4mptlZVGZfMJf3sfnYx/pFVJrlQrC9kx7uHv6LVdk4Ut9ISvb0/mE30b9ISoSx91dNDn4BC4NqFclZqFphtPIiugJp1iOXYS1TcNTL+V7KU/MhtcTygRgQXRmu5XsX3w7JzE1Ev3lKkuYWSI3l6t6CHMxsT84X+RA/jlJbD0Ye8I3wg0sptPR+EBuYtvKtniHqQXxdLix0UygXzBi5qpdEydbk+0rUrCa3D3tfMPaqBPSWSmysGdDTHMTFcgVbwER4Dxu+rvgjVAsyPkbqgQuIKc7PYDaT9lezZUTsM9huofiJvKAgotlwskYXqJV4m8x0ci72z3bWsPZ6vTginNtQCf2M2jd5SKBreAgNc1x/r+fwHHLn0udZ4yBlr7QNMN2Ff8B8xr1AETGFh091vhH/Iq8nt+JOummDu985fntrGLWOca6xSBTUGNDHaMKuCPB7PHM8Z20fl9R+0pvjK+AYQ22F5VwG4cx8e9drx9HzBJHKqh0qpq6ibsAQdpDu0PviXYCDyVUlrPA7f0DKHPFxP5PW+Y5b6vqvvwZ28/hZV5MbQs+K/3E3t4vhCrAgQILC1VMQaGjL4Migb8ZzxqD/5f60c7nzmBS7VGKQ/opu6nya2ZoRh4ioxrWkZqfHJzjex3oJL3U38SVfxTrXWh18Tf6BEBH0m5qL+gOGvzHBtXXwpeROi6xXeKJRX5YyMIHMu+l2UYxoyJLnc2UHGlfdcf3YL9JyOJQ4BLuI+64nlX74EKwCAl/FV4quJbP6l2DHqJ5E4Fnuc+q4P93aCmjRsPdcK6CMju0PTiTCZOIYW/SMaDdbDd4uJwvU82yi6U5VDTeMXzA2J+lt4Y+5U+SQCL7G1Qo+xqfLYSB6xS3KN/AfnDLJyX+9gI024CuZBd4PN6b7uQ+CqDmJITKHbeY56Ep9Lvg4c1TJEnwSXmG2VmbGrah2MoUbafznGMZqYC9Tu6i7sVfCoXYT5yF11EK60zlvUn0x/W6EUt+j6EUwntNVekP2DhahskZ/uvkRudEXOTnzCb4ZHh9aGh4AsN2KJl1ajjA58D/mOtSY0Xg6gtFJGR1QZQl2QhzpHCfMIWu3kWUq6I3fcf+h7jVmA8I2BN87j4CQjoKG26Ci6TeZWMgGX5/HOxEag3vRSYiWgebsgQh4Zz5Rw/gEobxVbj1aRtdBE4YDDCGwWigDlzFYyKkuVwZ4l1GzrCvqNdMutmSoY5TxjL/HXhoqyn3SDPkm8D6TlKshfUDGS4U+rDnpCeBT1iFyp3NNqxgdgw7Ac4QIhvKxw0dxAtuCmQWzsYcYy24CGSjDtwFFlrPVgzIf4TXuCe4mcmW/hng0uIPmjIFR65qf1DUusyGf5unCBmN+I8xftRMhE5OWRBaBqU9ceshpdOZL49sht5waU7DBfwKi/fEWIdt4L6B5XKVqfismtjH+UIvxx62loM1WI/F3OR/0ZqyIVMiaj/WCKXBYbKUm9cB80DlHVoVRsA6bPgLvj99A+93OzsqeVg/HMd8+m85KDXYmK/nA8qG6wXwnl2d6uJv4U9qO60ELWLyurPUvcIu9SDivbzJx2Hvkw+ZD5pG7jaH/iUNAOqNQ2RLob9bAsdDt/bSDRN6FlUm3nFSm7oxfg+Y8k3d4TJsV/0vu9u711jV5GLtONRgSOuNtGdoBuvalt7Ds6EP7FrsUTxyQ6khOF1vQUAPSAQF92jvsPd2nHH/Db2HihxKtu5Ark9U5herl6m+8Tb+8BkllZZB8w1/L46MRulbzLFIH7slqniHXWJ7q8PALEnED3s+5QfOw6ew583MBIJT6aC7ADVA0oe58xu6z+4JAc3kHSBvm4sBFPnJ7+TFbBWnoTSx8gPuoK81NZaGQLV4Qc895KnFQaiSqRpbA01BVMtQPmL2dVfIzS0M7DhZRvsbD7XryLdZmkAh+xynIbepqh++Z5Kjnq4rvE2kaqPS2aBlvLzg938JSLpceqeMjoTXZ2/JpFmNXNkVp2tISY4kkc3uzoTOM8p6tkfuJKYD7Hc05Y2LURBkN9NwMki0g9oU0dZyMjgi2NZ+F3hNOifVibYC++EBcih9j58YzoVDwLMcLxyzgV62PMt03by60nSiayYHCkM1X9M9QyFHe8EJrEexNPUMPI7542ocn8Sj07dgbd842ilmCrfDOJDWSBYG+1krSTTPw9jEzmMxEP2sl9s5/YS3yhUc/XJfpBbGk9khuhvUw/fbBjWnL344aCN5IWsSJ9lb0OeOxqf49VcE8VNjM+5ZaL4foYz7gHDgzVRf19K7XX8r7wQs/YcG8wLiG24PZaG4hIgFOinkXmaeY96SeqYpu57tKjZFa4HX7MnDTGU2lRWs3L+A2eksQdlmSkBhjzQzCtc3HsjDHRyMZXR/+is/g+fpox1vdEymPkQLXsUYyICW4quD1cMjSS7UE+Y94zna3yejdpNTfTGMN+t2PhxezN6AfdIKVYsfhg1wRMsiaEG4NkrcI96b7a3fjgUFangY+N5I1pVungQ99dbkxoBtGK6BJ9xzwF9CQ+1Rsh+fl1qJCrl6M19pPAjZooEp8XOOz9aM6Nx5LHMC5E0ztDcpNoC9ApjW+ePiDxOZCjpbYRQFYwfou+42oDVJkVpTKVJJWtK3LBtSG/VIQmlH7AEl+d9V0Z/Ga4ffwr7eJvAAc53W09mQGuzwzes8jaKG2C8ZqrT7FF8YhdA2Z868RT/aWwGWal6CBsHV7UWsktISX1mHaQLaJ0Vi6pnaMVlbLKCbQ0uJzIzbfy9kh80wrx4jUTX2lwXIrPdPjQGqCEUlGC2oS/sd6YiZNLiueleRF4t4CdxZ8b+8HfRzfxRS7DfxeUTDHzYnWwmkJQf6ldVusyC5V8RjOpIDEd2i92U+QLtJmPW4kS9T7qzFWRXqpDA2Pgt7VmUdRTXi3t1RMHelqB8ZcKbQ0HqKTLFXQm8tkjYo38tz0zAl35Iuwsz4dYufgHR1l0iVvLf5R2UolvmhK1Unb1Y/KsylxXf/24ciuUP7IqXoSyJS/MEUi83QjJ3Dpf4vPSwlwd9/TkHtXFBNkGh4iJP5ywiDmuBVBtVzOBcJaK/gUjPiWWqCfI/tFmyRiYrxVjV/CEOAM1iDuDh4KJI94uKVdyVyIWyaCep2+63kcHBU76Ktk5qdX+P33b2G3+vPxwWiTe4niFSHl5unnV+1z3CdutduhZpL79zW6icFoRtjUI1dnaDpyqei4w9wOzYpfYUewprDoYZDyZl24dHxqrxQywbkq5Yz39a9WDRnXFC8oWwfNadTiH4wnqb6cLrXRSoQvYKfxEkAy4YMTZ2lJmSzQ7GsGpaD5bj7zFvfAX871XHsCoR4KXmRkuQ9uN52TPA8XUBQAkXoLt9yQ+W0vUNlXIdWof8wkxzx7tO4mCTByqmV+gbDvqpVHSrK6XM9t702l7MUbfx8SZrPEbqLK8SavL2GDuB75/BTdUad7k6mdEtIPRFCPQfaqD1x9uyx2C+f47X8DJ3YJLY3Vdc/iTSXdsYOv+70/JNBcnQwT3ZtaG6iBWLw7lwE1XVedTfQHqBZKOxc67U30DnCkQJddZC1vDFfCvBOuNJJyul8mRnzNbpGpamagLKLBOcJi1WDsi7Q9uoNsFXksSEszPIbwDdPA6YnJtR9OYxZaI8zxhH4DOC9EAYqzZiVlqXZAx7zSjH53O4bRPia2Iwtg/3Ey2iuO19pUcpq+MLgSxWjhmROdyib+g0xam9ZED4uv5M+pZJhc7wm4Lz+coI+SWMNNUfbIvQGUCepxuNI7slxeLBcVtUoGA2/6m/a5u8lzBy4qI+CE+DTcyq4W2chmILFjW2Dl6qlGbG4oRbCermpaHnGTQ5AY8dzRv3B8eCdi9ARy8TX9G1Zc/qU3Jy8YsI6982spgl7XnuypjiUMURmQ+5MqDsV50JGniS3yJJLGW1Q64i+v5tH/d5fTGobxcBbs4ex5G7Igfsrcb9QJz4fqidz1+mRLBhD4h8aFOYbMryJ8eX0t3Enq7ykS/q62wW57/x9JRBkpxM9d9T3GX4u7FKS5Fij2Ka3now93d3YoUdyuuD4oWd3f383X9kuv3AzjudpPJeCaTmZpcGyxHonYsxe0H1tsWGW2u5csqfRBYaGZrfBz5RKUCv4k9yF7JDXIq+EPjBTy7rUMqSlRM3u0tTfbhCyNYBjUjG5FaMWepHdRGshT6kzLSDbjFyYL8pLChbtSfcincxchU6YyS3cpgF6TLyNmdN9GmbJ1oBjKrhRGPnE/+D+JjpAsyFWjmgmDgKJYwhjujzMrmYP26vFTcQz5LhhTOuJP9+fhpetDcw9wODOB2CrBkh47N8hVBtqDP/NmoLtH1QBGNiXRmR+APgI5fhAf49+6/JGfclk6o6/BBZmbnKPPc6uYtpKcSnd2DWA92trPO885dJMHsKrj92h0pnHhH3USX2VUNOTE0foS4KnbGkCQaGmMUkLJ7TAbuPHrT+kg2hQe/AOpx8iqDNQ6jL1HKuaVVAJKyyUm1/MoWDBZlEq0z+B4l3bePz6vVYoZrWgx6XZnjgnHC6Q9YsI7TXZ2Ch9jdTn0xm+9a5DE+xV/E1wqvC56SIyH3DtAKUyPnPEb4Icmpa+ycgMgzADzTiOeAdF5mG7kAHinTtPGQ3Exgh7mIWdb7DJ0k1WPaY3fdk2IpGDbDmshbodWnXrgfE+UQlOhg3daq+raBgYYFGOIS+O2H2RrLIuzip8o5Eib6UfiCzPc9Q255fGAzuQn9CiYbDzTu8cQPcxrj2HPIH3K6tFZd6Q4K1MQGxn+SGuBvg153uXdU9DGyG8Xcr1Z733n/YeCCblKnka/JmZ5m9oFwL083pzKYLRsTs76SvZ222Atifawo1p0g7UH8ISsX0yN5djPc48oDyBr+znh24ptTzi0NvKmzwLAK5kIt6Ikn4wFL+SPGSe8r6ociAcIE3EPgzSkkvAY0nZ7g/upyaF17aLA62NCJAPJDgcpAvV0UWhhH1MZ4s1BLOS/9j9YYkGhB8CE9U2hk/WkWB+O8cp4HxxgP1X/4k4lPUSZwFR8jP452UfKDJ5/wX6Rs2npupL+iW0V8Fk63a3Dl+GH+3+2OPj/aiylBf0dh/vILqjSTPZFuNvZgFkYyInJeGmOMtvsrLein8QOA0zgAUEEPFOkm6ndPIU5Eb5NdiXJWeZdlPyg1xN6R42hhco9T2q3rLrWHCDXtktGMzFCwESkbN9ju4oXkYegcgIYT2O/IJ2omXspzK/CYfY8PR+Y5PbA/hU7sBYzWVWlIZDJ9kMSVUuZT4gDwjnbKS9CLAUoTsT3WBHU28YuxwJ7BrAumoT39ywBkJYmfrGxYM38/6V/6rH5MP4ufBQz0zNvPWOdNdSPhTfZ6qylQLd1j6cgRmC7BbLUXRjHzIl7bvyW8ilqpw+0u3FGxwC60F7soZb2RKBn9g57qran0QXvLd0Lj0ITxN7UkAq/xfXff63+zR+2HYi90kx5ASgfgmeRgfZF8zW1vWdQw4F4UCFVGTivZ/jMzUnP9FnRvebgT2Ags1xHfMGO3VDh6GXx+xp1XVmP++G67r9Ta3oF34ym1n3SSW07kjM1nSfl7GHstq9K5GLw5VUHdhv6t98QcU6TgMWw6OZg0yAnBivpbJW4eRDdYS6QG2E11hzYEZdhz5BNgGo/GuiUIe4G0WtnkPuJn8QVoeEv8r0Qz+hUZpJs6dehn5HZkQOIF/d26lSgv3VIjyu/xVwlvjEUzqZ9NqJUn6s3M4URR6iejEj1f+KIPdKuFw54M+k3FCI60FgN0j9GM8Eh1baQGPwFZQsC0ho4mZVXWcxsp5CWnrliMLBjLo/WIFbPgUVJvz1xnILsA7RCcZ7LeVGIHNR7NoFSzz0Qq+2bR+7UD8jWxJAtx90tgW2Ky91asEfvWvwNxsBnexkph8iUDk+BaGFc9+YD9+Q3IQEfnLTUJW+PaxC7/HeA1vbVOIh/Jk9oFc72wl25ITSaxxLqggM8Fq98MN5IG4w8lTidjdn6fk0i1pwOrM5XNwBRUpotFXcnex23gRuKMNiQ8ls/PDVEXAuKdR3MA9wU7wcHzwbHqtmANn2zk91Qyp/EJY3ysYWBUaKF5S/wYr6F3BkO3sPdRT7j0UFnaoudKmnqc6UrkBMta5K8PdO7iINyTjpKf/78ciyHdIUO6377HtAe2YKS9zUHMnmZNgMzr3m3kdaxuIHfsGo4Zu6gs7BS2OWYkqlkB8kxkvrIKqJDT/gCs1YZfN6YyE5Pn5iWADWpCPEWmIOXDhwE0BbH5OCN0Q3aa/Wg78hCwRl2cF7d6u4Dn/ow3l5eoR4gvoZ5YHe2o1EG7E6gPxlglbki8AVy60tdVm5v0mvKAvzsaa8Rjau6IrE2MlIyOwY4T+bVWietA4cVjf0DzDBBcV75J7o7BOj5ezAyMBm+ewmQKJpYuQ1ZYmYyJYP7y8Wzx4fp/l3Zq+rJhGn8q6T5EotfpNIYE49UwfmhD6O+JXm5bhnH7qr+y3+1O4jD6KfbAhXdpolgv/G8ecxPFhFStuFlL/xJbFFxiynhhY4p/DwLr9yz3/Bz+6nnH/Gxe8DfEyjI/kTy2hl5rpxtLA7fjV7H36l7ijcPCe65JP6FQ8L8kuLZ4TbalMptak/gb2UppnieuqgWMv8VZRiH0uFKA6Cw8DsGT6Mr+upFd6gR1iPOOGa+PBArOcR5BBIA9zjNsK1E1kcfKC5Zykq+GdKWOWEX1h74+3DAwF+bSriatRyLIJm0ZeG8fc9qWE22kZXoXrCZWlCkTxOGVTeew/hovGzwUggLRyChk9w/UDfaJPjJLJiNxecw9vt+sPEQPqpMA0zpr4i+F+mDuDcJYwAbHk8fbu+yKaE/8vPofo/1AlsXrsbOC9ZzWRHa1vP0iXuj/BS1bCA0DVYCE9Cc6Y5p2XTWT0WUUMOpFK5PaMNGbyAPGa8dm9xeTymjvzNJmSmwQtTnxWH2pFAIsfU96pk2UW8hYCTObtY3ig1Owa0Q/06V4O2Gd099grWPzsEd2pmBOM5fWV3kSb0bliU9Cz1Gd4qnWI3pZbF7wMdDoraxFsdyS5CtGTwDTp8VgEtxobJd9hMwg7qRoby6LFC/Lvwaq8D2dFs4zfDxzjMxnZE4uIU4oQPxrIO/4Gdh0e7chxDoTJ+imyRBC32BBZyrdCD3DFkkMxleqrfwbjIHsB8NMzFVqApnuZxRJIsKP9HGLkU2wltphz3hfNbqpfho/57xXjkgZI6QwhMmJdRV+Asj/i9jH5NaP+jsip0M+ITNWh++HVMDrIK2ji81+kcdkY7coIEhH2jBUsRdTAf1GT8YaOguBLPLsBu45tygZXF1G/mtWcRsho2CJDOMGHVefWvliQ7iKaDchmz1Gh9GOgtIm56oWVB4l32CU7cRvDtzP8ewi8Ve8jHMg2phfTZwCqnqVsAhgsIpayPlkX+Wyi5+BvL4gsKLYKe2bXCt+33jCkfHeWB62G35bLQSM8l7xFPEtdB79Rg0O9LJ7mYWZIXZ5bQAYvKj+1IYbwJVJX36RIERPxwb62xJ9YaJDYCbYxHWJlqZuSa+IUlS3UG37cDhoTPMjcoJ7YVe2z5j/xH8Hb65XVCANGBGXq3sobC3ehthkbUwqqDHcCrDkFe5x7piKsZbvjLgX8O0wvSJf2lY8X5xF5APuuw4rtf2LFcJ/icBqPT3MI841ZRRtJI9FF1snEFNaoE32NZXGoTQVtFpqK7DGkZ/DXNBnB4lHsT3BRmQ19dfgJu9kwDK/y6fpe3QvpQ2+B12jbQ/d0bLz/yL34xb+nnjMjJXhruEM399MMy7zuvoEzPGPlIbt8OZAMGqBcs11kMlODXk6Ms+7ioPKESjZ/0o3YTOEqWbUHhLYLnnizWnK+cUTkP6w4AWlx3Jeqnhyb5+Ie8y71njwOU3EICXP2J09Ue24u1PYodW3EWst31Q7gbRUnwEtWAfNZCwEnNxBm0tlUfyEkhziML4J8F0faw2Yfg34fzf8o7QLkGM54gunIwIAKFsExz/qMJHtBdMNvYZ1D830dDTXIqvJ2YDY95OkZO1NuGMVB5pqn/0JzDMNrxisL2wjS6mr2W386YSg30AdNZtSV2nog6HPIwAxJfGt6iDzUqid3ge7SyzwwVPsNuwk/qu6Vh8a6IZ8lwbSY33vPePdnZhD9DHes2psn52NXCL8wDb5aea5nJeATu3XEAlgP2F3jr2wseDWgEf6i+bp9nKrJGfrYiGyrmcjQdjZ5ElOfcdDlkAs5TcmqA2ObyIL623R28RVvUNsm98xSlBV0I1SXcBKebn9Tiowz6mJevx2V+c2sevl+9GuzFpzQbiw9zAzjk3VpsZqIYOJe5EZ6Ew7J/36/6m8RcwM6lRgiTpEsHn8FH8jqkiIp9l4itTIaYBEPC3B4A2Q4cZYgPwl0f9eeYI3jRv2NHsdMHQvfb/a58C/Q7ht5HCsNzz94EqZMJw2lXuO5Ao3JYv5f8M5GrUmRsuzNfH1rsOj3tHxhP7BuIsYWDu/Rp4XBjDng53t+/RUf3H1ozUBktNzLXTIriqkuH3oxYbCfyLzeJqSJ61W1innDiy8CXRtlvh1oKzyAf57hNU3d4c/mhe53Bqs6FtWnx8+DyDmkebatkh2TwEsnRpsDzH/tB7hQWSgdAqtjJw3s2t9katSLz6FTQcIuAZmHa+0CHcIVzcXxWW9LrsYfJuXphNb4qmEDT5rzn0gndmoG3ZCwKhV5AWys1nMexeZijd0drD99YaB+8avzH84usQclVcBNXcQPyVXoKNMZ3W72J/ZoOUDv3WRNfJraLF7ifoH6YqO9Ixx23pfJwNNX8EbVcHKanCwCDM2TJ4QGce8QYLUW5iRq6+z96Mi/d8ELFjeZqIYvMrvz+qExGNIP8DxjLgP/E2wCW6BcoKY6xQG+5XFxADqA3jji1Lec97X1X0YqWA9pCpoMHv2I0DW97ALpG0PMZ3vLY/XGPNFooa0VLOB4/AQxxOXkVxkR76491+sKntFvQY8ITs6gx5hp7tWqKXnrFkD32SWduLk4cgQshzaWfnTvw5fzWynJ7PNvPm5akpTpR2AsRSaxmTDYFr4d20JvtIoa9VTZqlXjL+QV9h9gNqtZoHIOqG5v03iLV8Tu4/9A+YpI2XhW3PnkhW1FWY7udJcDVTyfuEx8aeFKAKzC82drDtdzcE9cxN742n4dzDDw9hTdyJ6GGmjhpXazqDg+mScqmngUKIGnwrWOQ5g5I3UAjgCvyeWaYU9MHu6qwmL1jzgd7I8Vso8SeT2pCFVmQ/23MDfQPleihTzFIeFDxzsG+C3qoDbb+v3YfoCYjCmMstZDih21jNOOUJ/RR46f3OXIl63rdUIqQi+z6wMB5Na6h1YJSvyhpinpgSyhm5bB5I5ST7lZKwFsprp6s0VrYgvxkbE/J4DyVP43VRhc6x8Ciirtdp/BP8FyFZUG2OVt9+ZJdwHsbehpnRNBF4yKI68tmpYjcgQ0g2M+tUDIwQ+C174XGch9lPUy45H6hg9lVr4YdPy53ZheuZdd7G2BCD5lLcJEnOaaQ7bx/skcNG3kVmZnK8VgGJ1jMbaebfSFRMZ9BHJzesXubkbCgUBSmdRIzwFrDpqK0JUi4C55muSZvk8annRL+xHDpA1xTveMnRL/Tm/Cx/FPGcLITqbgW4YXRS6DVCNCaMTPZG7iUzBH0RHwLBHiR5JT+4H+iRO2ygJj4XBhhtdEtvJdBBvhy+5rewdiXZUOOYhh9AUl458Joeij0ysNjkvKQ9fjInghVzUabm3uYnoB8Q0R2IC20SHd0RbJGv3wKzzvXZp4q09KMk1swAYC5zJ9K/mNPCJRw+CcTqjb600TwbzD20h+jc7kckBEBWJNwejHeDaWGeEjCQCnt3lfeo970F8cJRU5wE2EaBjpAJrMWYH3NJN64L+yqNUW4tO/Fcq/kyikTOLbuBbShQ3C1IfqNLKb9ZX7TGs+Rt9IhOR8gCyrkIkmIY3Dyyi6wF2GQ+Qgak/G9njv9nw3Lo0UAdL4l1pSJIdsZaJgsh56y/xsm8svhC7Td0Q/mV8/inxO2Cta/W91hYMBoieAVXSPnJf2eBEpJCqhcri48wrsS9UDycnPZaz45u5mcwPvSSShtZAt7P1pMX0BACRFKrKzQLjdDNh0fZcfAYAyW/6alSlKaObvzCArYC7FbBNQXM/ejWww5hp/55YoBtKlvj+cH1mmIgx0jB9IXbHu0v4IEJ3ElYfvKo2wLeJBdwpagN6IYcls5lC1GBF5Bx1l+eBdxHg2j8Yb9K8vwSTF4BnF04zHTCvkBm/rr+XVtFvsIFOE3mnF5bGr86tZJsrB4na0qmkybwmF4rljz9QL/lbwBtT3A1BSe5qC4T6gt/f0Q8QxmmrNEQ6e7OTK0hYoWoxOkrX7AFWjH5muMou9G0MVhb6hzst+GCCv7HAs0Hyhxbb9Wx47SXdvyeZ9fuD+OqF53SL6TuA3G2cXADRzzwTvQ09H4Fe+BBpL023z3szKw2kgupTqOywMfx7/GcSbkbb6QVjlbmNAL426FBYlw5JiR5WngBX+rxaWemrp9gVlZyohjwhljK3jAf2CeQ9eNbnU5Dr7k17EibxQbY+PhisZ49vFPLFPMHk8q+PzGFS/SOAjniBjXYe6cWSW0cN2yvcputhJtJAnWljWQEFDwvztbaSom7DsyBnk9LAou0Bku8FjpnllVrOAGC0gsZwK6HkNguGMxJw6kpIJ9f2wOvwo+Hl/mBxLx0YKlZMfLXTtNVEql4xEnTmMkPwSUpQqKb2UWFG1Ohg6WRKzHi3ij87kk6Ndr1GT38RdbTWVi0LCId6s5lr/JuVm+5k+4B1HHHl6eQm7EfgJ+K5nI19lVgkdAfkX0UdVnMj7wAJM9FpUjTygPzbMyQ+BNiBk8jsWAAgs3BEoXKRQ7Gy0k+hAfGRQi/yEiCQI/aBbrkWS7wJTSVbi4zzxtrB7Y+k2ttpWDBco+ZFZsgbiEJMLzBWefmCfy/aRYflOKpytzno4JRiC0tFAYrviaUYeLHpkjIuUBD4gYCVAHtcDm1EFwAlfMW9pk1yqiN+jvGet694WkfXEC/8LWLvgJ7own1VCgB5vuAZbyjOTXoSwMZKsZWUzz7PlEdgNTvskIWKG+MluTbIJFgFEO8SXEh24A4lw9Ulw5iTnXpkLk3qYNx9Sh3kOxOZQ35kuL+HdsW8QC7lz+BB4TS5yTob1cPt1DRkkX81nwPaCf6MMFz7OYzQq0mYFH2JS1HnwWqj7BFPUN8ARszs/q6M85Z16tBL9MPGGaKU6MZquafUCb5EwDU6wn0u2lWRzD8TLwAiP6l3yUFSKr5MSDUo/i2yLHqL661/ETXiIL8WQLsgPAw3sLVAXvL4GqFtdJoeKf7iPqUfmbOl3G5VeSp3Cc1q/stk0+Amb4BFuKVI1V8LqOmEc54Qgji3PZlrazNH9TXJ2ifVI9lkKtCKzSK1DG0m7oikIAA4xgGCX8OHAR1xxgk688KYOR/t6u2qZ6Fhli682DkUTwHrvS13i5Q09hsPAQtWdp7Yn9Fa3Ej/YmsCMS9URHgC5NGhayqwXso8uzi3TbyEtSAU/hGCpeAnlC/MRLsnCsu/jMA3hgabHY1epk1/xqygTW2hCnEb8BL8S8A1AtpM3mQ9CXbQXwOOeMGWRgbIIbOcNtiamiyf0soajw2KNJIbax7qBfoqGW54y1aU/vVivqpA8sbKvcgjaiHiJvWR8vrKYQetSzYeP6iU8cqELz4KzP8TsUsrGk3TqgZKAenbZHbzPHD6OCFvNawf6wMIyy8K+kp6eNJ77+JcUGZrDjcmui76HdtFX6N/dWY4w/g30XvuCiMz+hWgr5D+n/U7HRiv3AcKorI2z9uevhes5SxCyluH7cZALsfhu+xDqq2Mxz6Si6jF+nejMjflP68DODB7VYWN4gW0I2FTmgMQPV8Y5ptgDfQ+DmSKzwUQLcaHuhtgDSUgg/CAeCl9P/YlaZU7cmELWBzgY57xXo1ND4TxvvpAfAZ5DJul94/eJX/WazEzpQaej9IGpE+kKPmA5uQSGrbTnuiW15Q4w25kitHjk1xy2UpHe/M/0UQINyYbY6UMzn05f7imp2FSM1eKfUZItENgq5ICBLQ0/oJbRJVK2oY5gdHCL56J9M9o3FiNlwNSUMNTSc9p9o/RSY9jkn3eyo/UdL6LJ5BYtED8mLNM6g25KXYDqIA29l/8bAz1tkOq0df1u/HF7IeAAsZNcLulv4jl6nrqJT0k1NXsZhc33gAFkgEse6vFxaGsZXROuUF4I1yfl4whHeDKJUrINYhC6DsgrWVjdcNt0BvMdCSLr0VsOT/T+i4/w/Zw5Y0y4NcN9jNtpHuHaEH3I5pbEQD1vwqs+nPW6xHeg/8R5HMyLRkdfg/+Hir1Nj9JS2LH7dy0g73hHwDm6AncEz4pVUc8A/RF9HJhOFgP7a7QshhbuI9chxgsKYU4d53riUvaWIGi2hGDzXpWczD6BwBveWWbuCa+V24JS3DCVPrx6JWgii8NfzQqMz+jdbAe7HN7bVhWJ/paib2c+tavSXSei2dwyvoXiUMEXWysHoxA8wu8Ct9ni2WLJt2hqVFF5pW/zPyeR97tSfk4H/8C/u0VVGMrgUyl+p+CkfKh+ROzYlwyFnXD7QMWWZteAG8DR7vLP/QraudA94ghn/Fs57LKfeDz1iqmIGCUykh+vTn2kWesh/YkimHXKx2JNnYEwJBV8CMlhf3qUbEvGDODrya5Q7spXBbOW5fFY/gN/jp45h622fbhg+yHrj/cDXuFXEV2m3m1ydI68EZj9ppa2lqm/q0e9P0nGcfNP5ATWHpSEvMbFTQjaX7bwRMNfwF5N4D9F/Stjjl55E1CKOgDSM0itiO/8k0Ae5x3p4YyIFsDqg2lpqCZ0Vjj7PEXxO/Jbdim1iftVryRfMk4gzyifwby2YosgXRmRktpdncfjGtg6zwdza7+saFW+BCxpf93Wyc3Y3nUeoHXgEe2ueulDla2pAC2YjmiprNX+qFPjN5NdFLqwWiMspN5EZqsiOosicV2oZN89ahdbEU8n1w0thfKku9ocsu0BmjcwVwjz6rIe6EpN9/dSI1he6kjvR8AH+0hh+ANUMXcRE1OLr+SsULaQGlI7Xie8GJjKnKNtNVz6gpvM99z6J9hMNWhqPjEDOL5hNEeWGaNF+ej7/0eSeMOOiVNP/ojOhm5jF+UqgBtvwzrrZeXs6kp1C3kBNvP/oGMdYsQ9SP5kEY2bfxAFlEigPCo+gx4kjDJoiF45y1A4wq1kfAFW+E8JPOT75MWtJLvK9sIz8BFpO4IrKoYd2BDGYUOu5Pj0DZWIig8BpiPE5ohN7wZyKuxutRe+aOvlEBZsOPQK9bHTgcaZQYxLZjC/8R2Z3Loy6gCrG3dRxbgb93CfD+jkNkHxfbo97Fj9nDhCrYg8Vc4jE4xs1l7kMt2Lqcn+93xAJqdE+JBGJvdjD7E85rt4PaML0bug+WLvbnQXt5V9hq9mb6Nl0TeJYy91h38EKD8AW07fcnmhVPkH8m41QikpNnEM8Tuo1WMTpNmqFcQxs2hhXzf45XokdoptbMx0YGXgEx8htnVgLGIHW5erBE1lIL3ffvGtiYaU7UYGBG9SBd1rhiFrFdYsXCE3YNWkdsnGuth8TC2Sj7l3MN3+8e4rdVUrDo7jp8YXYgMZqcFdxoI8ZuBoyRAbkYcxebRxeWaSAZPFnkXIGqP4L8kw0D2+ES0o3MDkou+mXahhEftS38zZwkLgn2Zq9Eu+Fb7MNaE/4D8BYM32lmA/vx4Tyu7U8pL0VUjY/SW/vzBs3R+eyDaI7HEfgmkxdDoSEfvnMAG3JKialHAcmOsbtI++oX6F4Bka/S5Ot3aEPhXO8fXJEcxWZCVLvbEboBcxbZZC5Iqpr/Y1NW8g71yLEavVRcrVfxFxEHGDnNswHFamW0BhS10uD8s1wbIS2M/xopZx8xeyBKE5YfhvNosct3upBpaNRnufJvgRCIm8Z7F3A/ASzvIqfiR+AD8VXLX/lJ0iZlabuwUDi8lbxYw9gubBr4fRHk8PnYyOs27KlgK/c1m3etKPTzufA50YlOlm0lNno8fFcuKZDGug8+LzNfoKacpf14ZHPpoy4zk5LSuKZehc+zkU39XWrO16VPkuNAXktcfavfEmYCXz+sWfoE5Euzum4EOc1cp06jfDSvmR5sCtfSLskNvC9gvEb2mZrIX2+ek/dxHdEhohTbff9JMeF36R5TyX3WG0enUV6Gev5ie3ajruRtTYclZ90EouzJCr25fTsb/7iIl6OPuJc+W2IhwV8C+k7237UqAVcfzKyQN2hhfKnDd6+Bdw//wNeU/o6fteXRVEXttdUM+RjZp6wFBytD5LQvpZ7+PvfD7gI0IePeqndA/EhRRI+HCarpgmKaefepodKl9mVmswpOzD8B78gmq/DKaYlaCWb/BMLXMvsJOFD3gl0PoWOeInkFtyc7F99sUXkOaA/hmPpc/cU03jLfOQasVe5X8yc3NZFHve+A9CsyIEhPdhepXRWEKePNp3bknbmu2WvySMgflsS1AXrKF+3s/I9uc0mZG/2SrvL+MHwXoOIIsdXjtIRhjrv4crQP+3Yg0xDah69EH8apiFhMmkBZLpkMcD+DmUIKL3koWLM9gXuQ6EW3dVjjDjAdKa0BwFwzWeKsQPWyKqoXXVZYmcgGFBmito3JFuAdHwmTEvKnP1zs4WYV5xhMwKo58x6oiLbDz6kZpkhfKXDzQEbuv99GzJJQkG70LToyNRc4AnP0b7mW8tfL5xUQ3gK8xeEHPfDBCH2KEMsgkHOyDJyfWJ2nKThC39fsKgayTHP8Z64ovI/o3mlX7ijRHuoarOnADWYvox1y3X2pRdy0/Dfg504lWSbcSs7ay3wCvX3UPer+GAkZWpIAyGRjADfga52yktZ7ix9DmoRSVAKL+zrxLjUq+pQbTsOHmBu0frIh9BnCQnZgIliLLM+K5g7Y4UT1r9EY20etcAatpZCdrcgqzU24Gd87BOe4xP2xcdAzWvAs76EFrDtMEmQ8gcCUscIu3fOlgiRPJ93YZCu5hRiQ3u7XccDIe0DA8Cl2f+MW+I2fgW5OwWsPniOE7oW+yp+oj0aWhvOQZInMMSllv7pwI6wW9Sywk+pmsMBzFoYMbWY+tc5aYD8zWNrxVnIbPJk7xUf8l5G9niPDIcxtAFQl5wud56AQ39XMqbMGXKxnpu8C99qxEmUA68ypSTKgUhaehc+N1kFlsI89sQI7HCPbYSbXOR3uhZ8m9REMxlwmzVourfySqhNtS6XGDWwyW9pVbSjwCi1mkLteyxNtjz/FiTHWA1CX4CmSfZ3MwrHVQq9kH+Jp4xuSG8gZyEtC+aAAKKmwUVstsCT45VCZ8H4zKGu3Z3dwm3JUXO2WUFr6bEVPLG6/g/QuZDJZ7yUfTb0NRAP5QO9VsGZvCyMgA+7y6R8quvnU8gMwH7IpWIyC/WWNbAdJ6iKmxRcgITfI1V76ROb37tbLyfDQLdY8nAfnr6sXtNgjNxYmErzQ2x9oAkNTNk5HRwJuvg/1iozywCMgm/qDy3LxFfxA2Yj5POlPbGuG7jZTn0/ABicF8bdj0Auao051cGC5a6htocHRRMPpOdI/9O/HDGGmdcBa734C/tRFrHD8Q/yjsQ5r6TyE9mX1MT3st/6tS1lcELYfdxldT4wBjaOFqKMqdA6tdGvhHqhFs7B2lXo43wPIh32TsrtOKLkY9dVdxHbDjiULCNAEWrH8HxGy5/saklC3B3ERm5QV5O5qV7JdMDVhMZ7M99m7wqQ3VBeueKIo8IMdQaT6c7EJWBt54Jn/2ZGmBR+FF2G3uWKw/28Zah81HKKOIUoiGNuAU0Ua5S3LArP2JnU8cYzzIS+J6DN49MsWq0cPCTKYyhYo7EUEpRp51CqMLhPnYSgDRUmo6sRc3oguScBTxVnHuC9uJPnYF4DaYLiycPCreHEjDV4u2w9q4SG1yucqzu5GGCQ8yBHmkzJJHA6W7Pj5UneROxvICovcycoq81lluyrbyqVgOqTGXblPqL+Jfdg2qiVkh/jfFWZOTTklHoUYoK9qYvsYPiP4ll2H+pctgp/FP1kAYPkLmqSONTFIwBOVxTOAo3s77SlMJFDsbOxnvIF/0lVFMxnE3kw/dnqjF7OFLJlzlJJoxmAhTlD80NDbIM1185Kdh1kkG7SybaiDUAa0mWMoq6wVA6SX8C+D03QCJPdii0VrkcC4GtC2sclXG9wjPqC73N5aKGXmx5y7vRN1ZsQHCV2aydNftrsHa67WNNCYlWSMlB32S/uH3Ehm0w+YIqojvmAYryL+Sd2LNmS1WB5iy45hWH7SVAO8kxZUFfEvipphujNbyuDA7vZpQ1JwgnzSHSJXFL2YB/rrUidzgHGQdYxxs6BUtoZfRFiRtHYKkoC+CZDxFyA2UzKH4CqeWPcTXhofHT5uCnzDEWoqUAL98Du3AveDdrGLm5D7Ih52TRvlhGXEaOW33pW5Y5eQcVtgu5OYlXhs32XfqdL20MgjvQbeV23HPrB3qG3krms33u1zSns0fdvugkAW/InXEJ9Y3ID3w+sF97aV5NdZL6xJZo5QgPzAswkZX2/vV3J7b1HQszZpEtZaLMUGqDsaEDXFn0pnKReCR2pFhsAZqV+dZ/BaPu5peAQD6C0BDU66qDZNfprIJT06rrH0Pn6vscZ+TNiDY7Whv/keQjb21rlCvHdQoA4gk0Gcj6+LbybFABN+D92qQ1ZP79hA2wXgdO2dLDkxKy8Pej9YOriNgFslSuzn/1doK9sx9uJfYG3W3HYGFwp3H5KFIb7wcGGMKUlZY5tkAzHkVYI7XCB67h/e5XIyoZh1ya2FH2UnmZRoW2T+OQEktEjqMn4z2BruD+erbxBQ0n7iMvIgviN40U5Bv/u56eaDD32ATtebeFNHveQs7CGL33QfBGVhYtslZEYJchxxHH8pzrIbGffEd2YzsoPdnNyH54rA4spffga0km7mrrRGoa7dFOrifohY9SprvJmKt8T0C5yeYnHhHNpP5D9oUyGmYnaVc8aXAyAXymlgLsFoOMdESQAtU0FuH78mPAAnO4yEDt9+7iPTFcwU8OQSQ9Qg2W0/u1Cmnn77PTvdch/fdAoC/lHQxj5qFvydPijej2nG34UIDBcxLyYPKg2o/h3AWUSbYdB0xbsfvM9XxWd46xH95Miv4u5zXam3MFmCXXJVvy7SKzzSe+uYGX8Yq+J+EjqCvExM8u2JLnN2AlP3kTQS8i1oZP6ycQgZ5ToKZbkQNANMit2a0f/y1M4mcK26le0mMO8GBtyq6AZVwlW6Gv6c44RsX8Ry257sPUC952DtCqO+eQw4BCbxCDFdbUNWA5l8r70QyRarLRdXFgXz2ZfVTbGeiQcQXLxRsHT3gvLOaiSXYAgZMljgl0HKqT3Dm2A/xmuxYtK+JGdWpq2AVOWNHsQI0Jf3Ceoz3DmzKMANehpD7M6w+OzCdaC1dj1rabAWe59RycyQ2+i+FqnKzE9AJGor50TKAqOW5wXxO9n5IRUrBCidmK265DHP7C/H/BMpGRyajHLu9r+kp7j4We4d6kCAyGt9CwF4HPkCp6kSdxD/GF7keeLCsXAP2xxGHhudgtgsvN6vuTLm9LxPxxqjIQwueSa/hpOqX0M/2JgAtJTUzX+Jv0ZHSYfaEOdeorSzEOXO9OTykiNcj6ewXPntwSrxL8F6iDQC0g9/n7gcLuSNtJesh7aXqOMxyyoCORX8n4kANrTSKx4cnOugDqM7UPsAudZLtkDs7ltSVLR0arQ3TF7ld8JGe79iq8BxppLHZsyBQJ2AjY7k52iXE5pahP9g6PEEguNfJan7ml4r/BUaeAuuRXWkcKxD/hXhMnuCPuZPCIWRiMjxyVb6uM9HlYs/EBaMS3OsjVRNwc/rN6AlQaGDf+Rx8c+yCvya2Dz2unAcMUsyFQdEheuPgLnaWv0vkPd1GfUivF4sIFdn3Cg0Y44Zi2+/VB8hS/bCwkrmG7VXGMrUj1fGn8j+hp37YzSotOMIOU9nsliqGEvDgdpW5QxlpQqtflbtgwfamj5BTIXj20F6CnZGze0c4fvDpqN2FOUSOU9sDNFZMwCDGfu4nycI7k4fYMWwMXWS9NfMTB/ifkZyAow+wa/yDAUCzgAXiElMCYWuTvVjOQu7XnaRZPqkUSBrMz4Hz6m2+ues4S7VuXCZnuvvG6RRtFthnVwiMBpr5qDPRLsXBzSUNeOBzFPbABcskXykZghvtIzEKLCmfrye7Nl5KLhbZQoXjL60h2A/1I1vIOErfFU8b2eR0Nqu8j2wL202KC/kH1GDiO0G764xqYgMZdv69S0GezuRtLmYAo+Fg1m6B8YA9hvJLicaJQp4s7FpgrWZyP9OZ9QPOQ7SRdpidQXf9fwIdoZcTdsbaqqPAMxWpQe4GtFvisXRTpnznsXncd64iLN8X2ICMI8thZQA5xxKN6AvAcRjvu6d8Q/ILTbXXUu7IbDaDB/uN1bzVLXjRsxvRzT8g3Iy+4asGSPEa8MNGLtXwmXf85fRRYCGw41SamA1Jk3u5A5laJEP/Sj1KPMWaYNvwv5CDsQ+hudh+oIA6hOrqrYR+VmYyT2xMrHkggZ3F7ouwKWpVc7FSi5/hVCNmMRgwuN/1nLHiRBN/ViCXZeTP7jazvtWALhNJZ8aThv9ifJYQdODe+gPZIH4B1rOLN7XSAx39V9CTVpS/q5fCW8DKCbxBrfUcxdeqKwMPSNynA5lO9SGeYuQody3yOP4tbAU60KVDMKt+l/scuZoYLE832pkZLS0g46Fwc+wNjDYlI1ZKolY4lRnFpgKIGmqYtZfo5Q6wPtnVjKeG5DkbOEGkmQ3kX/nj6GthFnFRLor9V/Z2OtOaEq2sPglaNsCoPzExLmfgJedoIWyY0o2YhsjCLrQWUVa9iV/x5rTn4jMtkz5vTI0W4HJI1+08YB1P8SPKjzh2I74ddQI5mEeI13hpRoVK6rToejBsk0hR/GdTpQ7ipSNpqgFTZgCyFyc2SmOwS8YS7V9M0w8brdCr5F+UkSxX8T44zf6eTBxobg+XbqEV0anOd+dAeJm3m5MB6M6awHFtYxSQaacZFmEcuUbggJgTu4ociZzzZ/bCDONkRDUyHHnFFiG7SGFrlDTb7kSvogv/Pyninpfi64TPWz+725FGWg1xsL023J6uYlNGz/gl6Sp5MV7fXhiZpU7HPprfsMJEO+M3uxmyx7dG+Q6kex4/EPB+Wayr91d8O7SGASZ8FzZMStrGikx1cZDwp/8Iv0prQr3G5vhTFIs7TG0DspLHYZkEjSbe681USy7C/is/Dte1r8WGWwN5UvKSJzyZ5NFh6JfCe+kN8KX4SMSrvA/nVyxto5WVOxx3ZV7qFurlvEL6JDImCMmO7fKEuDsAz4eBojynjVXvE7mTO3qAqA3IYfcgMQ2I7XlpE1JLO+SvCo80Cc47nSPMZslD12GAgi3kAV5Y02kGeHJtQNe7AbNcG7scPgt8DMyAkrGeh1cD/gq2dpthD52LVAvYXp78GCshHjXT2Lb0Prw1/1FfLqSGv8KYUlg2Jzo8ICUb6WFu8mf5f2mjHegwpxq+3fyZloXLaGssVS/KroHJdXzJWDWA2P1oruDvyDKyFwVdh216L+2TvwTeQ/9Aj/UcAaMNZ8c63ZHx9kXlmF1fHIW2jvbRQt7WvmHyGAD5TmKLdNi+67tEwusyIRgMUuG5/jD0QiKXVExLByuoHquFZ7aPBuJmXyyTmY43Dp7XM6HPPRWVgXpLr2xnpevSLWPLrIIUrNSwhsiAtEZg7LdaeB87hT9hD7AnhP5by97g38hnJUi/Re5gi4HNbKi8xDbaPYD2+eJmN4LgnZEAsxPcnW4ZiklmbWIt2Y9qe+Oavgt7zpYiB4Iv+8erqNuoTFb26KYYLDn5GwDxtXoZyeJutgYmJSCX8E5r7F0fh22HUtB2UbjrCPhfYt3kFrbJdA9N9R508jo7LRgaeGNWZC2rh5LbSFdb2nvkZTi8J/Ec7yhc8GXh6aSDXBG5q240/kouorOnEz4ErQoIdkWvTPSPw9j/Y6siXt5XQraToY9y8VHaQbSD1Sn0hd4DVOkZZD5WmF6Ot5KKhncJfyIfwBoq4audlgSs0N0XjLTDd84qHCtAXvdpgcaGZb8K/Kzc4jMAdASB7E0lb4gdmWKJmC8NLS0vBmxxjH1rlsEah1tiFaS6Sh37aEjHh7ulYzcBC+aJXBMe6NDFKB14YMJymG3VZdJGgVUL+GCazwQZTUrcffwJQHur0AMAYQjeuPcTyGazEVLJk5l7F4v6v6G23Ah8/wFAcR+5ELCSibU3BWyfegv9xEzD1sV/Ye+aN8CSA77WTHsjgh9wYmJdejC3k9jIB5hcLMqdRmLiJyDCRTSUOpr0SXoZzX0+0RCfYlXjzcD/U2K9YM+RpIpxiNH2fool51NP2N+pIfZKbovYKbCSKgvmuKBvkapHawMSHE8imSHTkyd964N743UIUgnLPdHp3L0oi2dzp6Jn+dLqYyCpr0zYCCaH5wzazP2bV4ku+jNugLDGNz+0W4FV31KCFdWW/qrGdN9+9Aa5DyDrAhi9Jtku2lJu5WmEf9aZ8BimqzdfeBf2Fqtuw6qJI7Bbxr9E/kR7tBAKy1MNA6qnEeD7ktGe5EECelk5Aib3VPoDsNGAJPtEpP+4f4tRFs8iepCG2AuslHwgmN3OiO4GqxhI5fJTeAlbMJcDDVHcPU515pvhf8ibkN+RKLfFvZH4XVyhHY5MCk40Mop5lRrsa2GxkheH94SbyVgTxKN5Qh/0/G4zMF352HZfc3cxmHwcup047ZzWCWKKu8wsTOVQ87Pl5fGhHWLbYKpLRNtjDZHF1E2qfeQpusDZ6ztk9wLq75w4Rb/hqQ14pK+3obQaeN9ZzLuRhvJ3wOgV3JnK5nBH41YsIr5L6ssHQpxqGHsJkLzXWCm8pBYS3UIyUkcrb7wlertQOCS7pDberSy5SD8AXQHlJJ6LbaftkeYHC8dYa5EUdibT26PZ2LuwXEFgZ2iZNgg8Nzb6K24nCfxayhw8Z/p8HFEmdpZuBhA9QzsB+LIp2EeXIfrSnWH5f2xAJCc10JMSu2/0p2cjZQNpwYxgBbfNhYBhBiKbpH1gpD4Aue/VZ96ywq+EjpUP1EbSsAdW1kQZ/3HngtUGaR7qY69FL1Mz/F8dyTEAsXNI/UKXiOlcmthfZdBf+TeBnnGfMh3IwdLICjDipFAf8oKbHryGv3fOIgV93bSe3Fwv1l/oyPqAIpoWFJP0H6LfNVS2lZBqzbBayZ+9c+PT9PLsOKKsd7PylYN7yrlIVmqlZ5vzDkszyhmF6MzxbOgnfYHHz2ZCayZyyeXjDZ2i4s8I79+MZkZS6ON4fft0Qsaz6A/t7T4YA1iuF413B/q/vHSW+EcoZPcFvNFHym9M52bAux5khB+kP/fvhrd3AzL45onZhZsjV6Aw/1J7Cn4IdkwDynA2gAbTAyGYkVIqcpLcYI/wQoTDVeQOu3pHv0WgTHo4hz8aXejpyMYVls5MTPJ81m57YYmPuLqevRBFbdZJx2ZRlrvYeWK2AtDdCi8OVQMQjcNGspx4DdtPpCgt8ZVgnuLkUGmA8lKZ6rmL1gGz9/TcRnobD9lXvudAtW9Wmzv/mqEoI89GzyaTUztTSzw5HE6v6EzHOoRcXQkcZC6EYdj1g1ogcAb9ofnpOqF0soaS0zgRgq2U2kexRtIWtZQwDbuFzI5DEy9grHGXq2rN9B8M1iA6gW8uE321JvpMbSuZWYH91LjQz+qn+ALfFjGTr0vwqT6E6ywtk/PKVbRC0ESyRT0r4wWRzjE5Us/MGXsuNLRDQHl4xQBak+2ippithCuGjsMGxN2pMe5t5Za9jZ8FpKQv/yO+DSwsxKbIgUD7yBjmGbI/xksbgcu8Ed6VdZxIT7mr9BTIbyX7inekkgdP9T2iB7HlfOuw+mZrBGbw7mFe47mSKmVSlLA6ycXd5YCwvcMjyBuuqitcV6URViY2NbjEKu6q0ZWe0lYBvo5zT68Wt8X+7C/K/uRBcm+5IPqb8zd1iHxNxK00biS9iKyHvlbfOAbv83ZEWxmCWcFYC0behxRH8yUPpGDtu1S3n3+D2yv6S/gE+YhqhbZ01uALpQlIT2u9ZwLeNjLLEuhl9GL9L/x5eBvA1qkQTzcCVuYOEIa6PFS72CvAC6Iz2Nc0tjGIOGe8JZy2RtAZon2J5g1dcxsC8KpYd4VjZiNyWbyXF/ZTeyxeB0P9KvHuIXtjKMotUH6Ap36zq7kXYC0r+4B9AP07AasZTgDKYW9ohHAUKBQrKhl3mYvuM99eqSU3F89pZvJ0sk4jg53xZDQ6Sha8r5hnfph42VUZ7AsDPiouF0SyutOx+WD0w4AR3vFthPxi+P++2M+xF9RCdq46nlqk/oT2cF5iU9VjChO01S4+HoNXxAYnnxuBhRAMNt0ipjil0UQ8j3XMmceNDy117gM2kfBHeH4gcZaS0T+f2sxJvIch8Ff0DnQfUwipr+SzDhvpVEGrktILGeGb4rvvWkQ09saYbeUx29kp6AB+Og4T3AoEtgbO0LCKQ584zHXvyx5jihrVDAzva0/0TgGw35DZRAu+kkfS++ul5ZJMSWItwFZHpKcjunWTkF60ywGyYPnMnL4WLh9eyG6N/0PWju1TX/jeu8DMANRcE2FC2FJ0fiRVp/AlfDYFlqtra/zlbCRXoUflwkQr3Kds8PcHKm8H1QsscL1Q0dho3U5mqUxI2olmxEN3XwT2ABhAebVMohXGqO5KLu5v5g5W2ckKgFphn2FgAtrxUDF0IdKBuYwuBBw3DP0KyNiPG4fDFIJfQy18A2K7pZeJtzzsrbxFmIM49hJ8pboXkH5n5DLanlNFlNFCI4z19n5RY+9JM7BJgNnmON3tK8QH9Jad03/HbUXu84epKVY9f46En/IHJeOmcTx8kqlLfY/skl9rWZAGWBs21Rnv3GOfIrmcvPEKyEGDEWFxJjcKIy9r9QVYSyK3WooqiOx0t5GF4q2JeeQvzmb7byozMtTfz7s2CLHxXY0Ggm6b0BHyXKw8+jqh2ilYTwk2uHe4d3x5+Z7VItjEUxR945aPThUbBbf5HiWxhrXB1sg9gcf0VR+EXEy2kfgpWjuaV9J9TzhLL8M/8ub1usJUVIv1VSebDT0G+0XPz3QxF5irmVbyXjuvtye2A+jtE+Yw/y7aAKSZxWYQfwRpFk3m/n5kjsiX0VtBNVCOrknnCQ1GJlsrAk2lT0o2gPZaaIgbbDUG74+yh4iHrFXOWL6n1VDM7i9L3FMj/GVzFHWSSYc1faPbPLUBRvpL2+XV5Dkso6+g3RgoiS5YI7ausIekkDyh+3Rx9g6WP1rXmgiYo4Nnklndx2Gj2dPxHK4gp8mzmcpiy0jAeO/chh2FjB3uZHkH3clbmkmlKrMfDEGR5B1KUWePkN/dD9BzE6sH1ElBdrA5AFkg5RNL6tt8tj7EyWrWpi/SsNttKRjVxn92VkePx3zx5/T8SLMQ9B03SVutVfoOohSWDtQQLM2+y7ODvpCsq4gpueRfmHne0+aReAo+yW3s6mhh840Jo9y/8dgd7Iv9wlOEi2KNzXGhO7TpUQEHfvJmxgorZdXbsi11iV5MZpMTQKCuROcCvp9JjPE+QGtjI3GG+pN4oWbjhiDr3XuRLcYB9Hvgie5FM4R01RdN8V3jzyl1iMzYotDNcCmzsDSbXYiMd/qGaeNTUn7+cXsiu2yMqAQ+o4nF7p9aBDnKHE98jLQ3+/BntFXsTHle2GvUQo+S7eMv3J4BuDPa4iqJbtFjweGh3FgmbAFyWlpgfFZeAQS+SraMTaVnm/Cp+8EzuuLMVM8CI66StDZSy2uOwm4LZYkfVlXAxw3CgjgmsTlWQyqPXnG+OD0BTFmEhkwNoGp3R/bgO8xTcB+mziaWIhdpXr+r/2I+s2cEa2hndNdUjTzcGcBUvdReMHyC16AmOP+p0x+0j4UNzdtZd50mQAdMEPzUIaeoW92GuToRtgJbHBkWYxEnWIkvY9PeWvHS5hh5GLqK2S9jz63e1E/x0awOuPRVoKJxTYmTm8Swulrb8d9dbroO1kdr+t+9ACTAjAXafacxI1bcNbB6qmbUD+VRXtILwG+nmYNudj1jOG7ABJiMYj3Pzmh1W3DSrfz2NN9qzzdqjFWczi3OEcYKo7FmquR7iAzl2monAnn4q1DF+Y8lgmTVUGPyBjZCKMSXCC0jPkY96EB/eXe22Ba9zhwlF5sZwJN/kVvdnlSj0HUxhX2C/JSMJTRw8iGVZFi8/yDLJbPBsuP3pX7GegGazq1UafBdTc85rARdRnoJ1noqnAVIs5RMgX1i9bI+wEIfgBDnjJFmTWcwIGFruxJgzYu+NfR7+6G3mn5GALIha8gn5Sg5HqZJIm8Av5/GfsFHJegAYrdRJL6wmBftFPiHWe7ehcm21ObAMNbksjpx9w9qh/6RDfITvLXRFsgg9E/+e7ysNV+l/CYgWRd1K1OFmqI3YLEczG2iYxCWXGrvvaIbblWruH5J+s1ZpRjufaAqVGWX40P8gPZV2A/c39pb71W8rjSCr++fABTGChQm/afpvzPvkZP6SbwYeAM2pYwR3xMNzUJ+iXstwlZ6l9SZJh/2C02ibxMjJC96grqBCNEEO5zeig1Ra0s5vdd5b2RroC86QZhmlnfmSE/ly0JHoWRwnLgkcgZri0hGBa14hJHjgE1+Akvo5G5kG5CIM8Z7iYKR4EYAoV/p7dxCahoxJKQw7/3BUB99D/K7XpT7Ex1HFVEaow+sJbEc9kvMD6yTyrdnU32/YP1EGdjFU+pXZ6lPFGlhrHYJc5kVySj0W+w981MimzxCWqKleDqE/iWzA7Xyha5LTg11TrrXpv8P9wnRxfkzSdi10cPKa/eA2QDdLpdyH3uXYIXcH+QHorXU0HkeHuEGtBV2P6IKuc8miUE6bGcxCzEivYzLfhjweaJp3q82NhwtKm0JdSHqeGvYKWQmcoN3BaGg/fANTGethA5rgUwnlxrZlNs0g+dQsOBLt5KdjS1GXpJqArT0dT1kBmu1sl276Z3oZsQHhZaz6wDzNCX3YVuQpxEyfNU8mphHH9Ozq/8EI9KTZFZWCa0q8YPTqSt2lshh66GaE38fi8E4cfglc8HJQlxI2rIA0SPU0b0Zh/nDUSkPC7NKcKcqu45pHrjIK2ZJPRyeo1YOldVqAosxkV7pbe40Zh7Qt7Hj3FE9FSiTGPLeV8gl1ewMbN/11B9S3rKuUMt/y2rjv0NMVi/aZ52D1k/JWMG5+GB7TTSqGNhKKb/10p4pdBC/JGayWeyXPp+dUd+HPkAifAYPzeyJbpWK/L93Axl5wwiwdQxQkX0BS/wmDg3GE+U1DHzeCshYMVI9Vgmrhh6x6/CHUNZN0TKHZiMBJ1diTXKN5YztAA9VIlux09KfdH8Dd7G0ZETfQm7FliJ4NNUMx3Rzs7OTzKW1DWyjDniHmuu49uQ6JI3pRP/wVwvVjp8nP6ldoseQXO4L+j0eNxeKq6m+aItYaWo4Uw7DAL81o86rMbYy8VFsQzczb3Ey3i8Q4dfF6uOFgSR2Z1V8np1B6WCIIoz+OMwP5x+8bqg/1cPXHjurVEerx0mw4KHIOrxeeCeyVnxGl2cm2buwp8FZIhvuodWL3kCz8e2TxD1Je6z8VFHyS6hPbIfiGOsSZsxAW7uzgexWoOe7b63RvrrkGwDVRkAUH15Sz4jkTaS7TRDRkIDb4TU/A5iKUP+iFuDyDC7lbGPTpLf6aAnec1oBfwNK2ouaseLIucTdSACM+5YqaaRxsGLpYmS6OzCpIE+xcQru66HX91RzJASZCzTFBKDqv0VrUIgnXa4MiDRJ2OBDTVgB7E+oW/zLfXNU2kCQdnhR87oyRblpAkC3Czvp4+YP/qE0DZuC/GA6AmG8SJ2ii0VOORdisItta2otfT7WLZQhAk+na5hNvBIbdw4xIayQj/a+MxsJ9cQQ/9w4HdcpFQyfjl/1DtIfJLInMvCc/YNN0Xtrfnm5dRL2M+f3U4VtWvVy94AEMLjiYtpc65pzhBgkrotGwXywp8BkZpSvljPIWwaG6fSfpfpWJaMy8dKanRgB0DqFz+V6VQF8akXV1yeRaZKOwYyNP+kK5oSAj2gmjyd9aCbvdf2PRDdEVrD4STBmtUh2n1cqZ90KXeRORJuoHiwEUDYJPxVsgD42BiR5Xna/06u1XFgqB9vfbWbgTuEZOVQ4kgwYzrbX4J/Vl3huo761WEmQspEfSXH6+RBkEbra3gIvj+v7uH7B6mx9rBehA/jausV9W/wz9GloXHyROETNMQvFL6hBO0Y+l+YwGSL9orfdfUAJ/+1gyCqiCZ3Rgz0WdqIp+jYXl//1pwsw9DDad9ODh4PkRHchNg8ZDbh4Mt48DgvZTyUden8A8ExcUPsw/8QqqVlCJY0dRhT9LR5Mxo4eaE/Qk/xpsywyDcnjnc59hn2ajXpuUXujr2xSyK+ZkVhRIOBNtLueIr7z1HkGFr8b4a4hesGjUOYzOQGZi40JzYp2jCfCE5DabGNiCjnSeM6fsNag/zXu/EnuK+8Wr4d9zF4jA1UBCfM3qdb2e+ExR/FTwh0Bk32kc9iSfBcr4V7AaadRoCsJC2Z8jH7BNptb/NWUgGevUcQLG8iuMN6YlcnG3urJYGmBwE52Bf6N+QNw+CgLGv/ndEGzMLXTopMHUb3+R9NVQEtxNOset51VPLgGggZ3dwsaHILDj7s7hODuEAjuDsHd3d1d1sf1dS95nAP3sjM7013e3VVf2YuDHaF/+cx+IkTzJ3IentNIL40LZg5sN9Dp5z/YDI2I7uL/9eTiptBXvV/kbWq7aPHgRfKlO8bX0KjhlHXquK3BWu4tPUyLwZm3CX6FNiq3UyW4gi1lfUvgpajicLCP6Y00ib+nNsCHdkoWT3Rh5sLbdlMItq4Yg45x8rnZhUXuqWipKGofXAf3W1v4xewz7ppakC2qBsicYnU45Bf0CqOWXNai4n0tC7tiDIrk8GxIvnMS5HB7TIqY/0JJnIovCl3FGkUexS4blbT97nYoj3u0SPwgd5TOa3oEhetEbBKa8oPJSdDZ3bTKmF+4MTQL9jpF8DS+CcDASU8PfRER047jg9yGhAwOk5fcmVRBLQtcAyAQpzVSTp9iFXFaOM/tHtZi/YOEYZ0klZ5JnXTaRQf7DpvAvRKtDsnuBDtJhzxeqzdbgr3MPIscsGfpmtJX3wptvBpoyqyEs8oUKw66yYbnG674N2kNoUSPVlFsl4Pn8XG+hLebvByxztro76kc5k6SacOURZg7ycdqdb04FI+vWjPtpOaDXi1TKiIcY2WxPfQxTyPinq9VHKHLFXFPRg5YqJ8RXiYxNnJfqMtsIkuGn4XbWaP4fMJbYoq73p4ioJ6Yw6nOoAnhAU1BDfKLtSD0k1uOK4G3Fu7pG6V81DeLpCbaJBhH/QxOwOm1YDoJpX3XfXaoIPk+dpoY635hyqM9HnBQ7gQ4qNwDkj2J0c5Q9bn9GGTh+tn+QAHA0eOC1/gr4q9kID6GvBcuqxXw7lKmc8OhdtaNjDTO4+/Z98lJjJM4RZ92boozmffSd2EafG5fX0AYzvdWSurnrAVR1DRjM96C6Yn342uk8ng/OSUDstuF/U54xA3iXLAbrwGt+uz4cBiuXOJLQNKeDlPOe2kavUTzsnv5zfi/yRLQBvRnNye6EOvsXTDiHC9kIOLYIncQmdbhY03Z/DHUd1oGk/jP8X3WpPghN4t+TGnMeX2Vk6dD5xJ/ukXZMdhQLT0Rh0yF/gN0MLrIg6yPjIEtc9KR+5hDZlPZCJ9XzlqlwTniLnzaghCq7trKNgngRSFXPsGl/Vg4uOX+w8I05bqd1R5g9cGO0TuFr9zisOZModARAMJ32OUC6qL6XcW0TtCl1khmMP+hfHh7M4QVM1sGJexm8i2Yb5eId7M6WRW58cYZoIQvQMOwTa6OttKcRcFv1jI7B74CflYv9E7tRHaFT36b4OSSChvLmKxEdMNO+GvZw6I73FVyTbdUarU/yekW7Smmo7sHglrB5L5kVWge+0sfIVHvx3rF9Gg3YhG8ryx1QygQau1s1/3YMSaUOkpjvYehhL7Q09gtjWHUSuoWVy51DCZD77HGug6twE/AwRsIOaO/C/PVjsZnz3z8emQrNl9rGupFXVJeEfOJoPzBSho1sEVQwgsFBkcaASLlxiuaqG7+ItUz0gYG+3vVRPwutUjtJFbAnuFbncX0IWKB+oA9Ei/OFQcHUY2VXRCtfNi36FQTRowT4Rj2qFPdnlCwRGMuudY5rs208ZnOMH9NSOrmUm3/PqeuPJ4oIaOAsYr3nKmYbYzfQg09n6CmyFQ9ezp9KwJSiJ4dzLXRUsF29GlhHXcc/0Z1UKpS2yIIZPWkXAY+bU18CDin/hp4FUQVvB8h/3NCZa2Q6AMd3wbylTPFyIU1kdcE1lqzoAns7fSGA0TVTwFv0DwFpxtkchIztDuxq6m3DfHeBB68dKSRhLpzAPBrKJ83MzR9XT0H4RQPk42sefHSgUtmevPvaEOmlX+6HU3+qefAx4hvQNzcjX+WupOv+I+R7toBSNQFUAMmgBnsSjirmsQH8BO3IjoIixuF9J/l1lZ/ZzKJija5WAmtmueI+4A4QNWCZmtxKqa7F+3HnPKXcdKhpEKzLh4B5cwD4iZ9FmhOtgrU076BmzGAy0ohIr2Bx0qyK9hv+A31I10/to566i0AR6tIS6Hw/OiVMIKcxdLmxbAc3GENtAzyN3GeBuXnF6jo14X3ejP9YGJd8AqXJkBT/zrN4440TJ5N7QmflkeL9bkxWCbPCCP2X/xNQLK0djcYVeQj4f7yc2O/d4l7CM8WH/sfKAeM0yATYtbDCKrgRc1InwppfWWZAvx4sp31WnwC7pB1tDr4OLoPVNhqnnVqJcqms4gb7CjXO1qVykgvwE55Vgd2sa28T/zLtIWhKXCUkyEZnpG/B2bZYxNL0X4w44HeZyc9n73PXYleFXcbnG8dtSU2WqCFXUHI9uTFRK5EfT8CvD8ZWYMV9SOsoH6RosQE0FPb570roKrJ4ZAxc9xaRDOiWjADfMtYS6cOBn6Cd76K9XQy6cfMBBTRDWp77zxfK2yBXjV2206nbYRPnUsi3WiQ7OYdAnZYW6BovQdfxACc8Xbo6Jvj95Q9ZibIzC7Q+lDiZnVP8js4xD/QZogdU1FbRr61WZ0uho8xyqPiNvZyfJGBE0RHI2PgJ8iY7irB+rTcVk/TML+AOmR+KBOt4IB7GrvcpLWL/Cj56CVMX/F3vDR2DJvADYxW93z3BniUUdgwMcW+Bl3ttdSOJef7kT1VzYj4M4X64n/ACUmRb/FL+kOFB/PYnA4CpywYyhSeZDzADtInpX7uGu9yw8ZHJSrySaofm47OT1aVukTrk1sSg5QJVs24oj4ia4Me4LN8KbHAtYXzoQxcPiMfwk80PtIYfTNQR98bLGtlVxtxU+W38aaRc/9BwtARPPCUOxfo7GKRP9TFvtXgtt0/5AUD7cLyPGg+BpjjqRn+XVRponxkD5WXTIMzZv3oG8imPXBuX+DPfoHFxCKzs/ycKErMhIJ2w1ECxZKFmMzWW3c2flP81TnC66ljgbJG3dR+1mXmYeQl2UV7I0flHFzQ/Ci0icznvd40oB5k+bDktPh0wRNcnrBJgrzlzJVmqTVDeiw/Nj6E2/Y45lM0q9IIGooXoJVZWpgCDcMJMoI/iu4Pou2sn4XW4D2e25rFx41RkYXJzeAbXU2bAO1v0kiTWID9mHZRagFnSUwqigg4xfiR/reUT2sf22YtdPz6//gfd0mgEIWbB2QVEqt14pR/JPubXt9QA5SnNJhLfYSh54DEWrJJsn0il1bCfzLASOM8lzxDnCHwu/mtScnlYCb1Lz/I6ihXCA/HW9IB+PZ1ZgvyhflrtJJ1EBuu33ReWyY0nbO8s8y63gqh19hM4Zty1niGvQJ13Ap0KfMxe5Ik7Zt4bnDTNyHladLzJ7XzycnGfvIl99T67twS03IIjOMHpAgAW8JlnaBT1V4UmU7VNJLkS/VltID93PE4F5ni3Ce3m16VfZBixAZrtowwfU2OBDeNrqGMgWzUK/WQnkn+y79F90JDNQJHlWKsMEKWIg79gTyqoJzBcnrcbCRWDOQy8cNMgmnEHBL2uePw7JpmKhKBX8HbWF+gMt5wb4bfEQOVv+WX+ihaoq6mhlfPn+k/w3TVQOHwLrYAV4RflHymzvDl4LcL/2K/4BOo5+GsKfv/Z2onYLHyA+XJwlqrCpnFz2lRXsAzGevps/Zt+t/EJDwcHpi6v6u5w1hCdzZXeh9J1aKHhG8OOqw6YHUIFMH38BF2qFkgWUleBv3AQHlXpI9aB7J2Uvy6e8Ozx4nZ3fkC4l2TQvm0chP6cCK3VYD6yX1Jn2FzuihD5bxRUhlkVrNmx6ryW8xf4zJ8Z7VgeSwHtOtNqfH0oMRqAUVF39QiRCuW9qNY7Am7XvjVbSmgHbMaziiiHl+ARk3pE/R3sXiyilzGzm3TkctwRE3xM0GExbU4cC1+gx3g8YQ/RRsbq31V9Yve4bF00vtIi2B9qlLwuthCLxBIL85jd0KLYkKpP2APMvclFR3D8DfUDXyfjkAhC/gWIYJQttOOOM0fdQYFLFTB4eDBXDZFtdMDZFEWkM3FfyPnE7OpmmRNqjjYwJl0U64uVhOMxIPYebKtft94EqyqNI638FxiUIrLE6uTP8pfFfzgSYAm/e4kfoReG1tDzeMG6EOM94k0ZlFjLz4ywXin8+141Ob1s2hB9W8GZIsRCbsWHMOf0Hh+jVfwj9RRFcheGAy3hcQ963vMrTH+hdf7OZPUv+UtgW0xHxjnTvEfCWBUFXuQI1Fr47WYj1SEMN0psQ1srlBd8FXoh81EWZl2wOjv7Sc71MnIweTS5BcqzjeBGoEK/UsLnYIjYlu0HPL/QmWVPYIXCuCfyU1aGzod9Yv6Gm9CXY/XDw2zM5uozjGkohbPaeNZArucxeCWWZ/JBwa579iR0HdkEdp4u8TvBTJJYqgT0Yt9LFfUXxhPnfUW63xJ1knchXJaAs6pADhJ1yN7ke3jeE9pHYaybNG5bh/w3XMOpbxhVZR88pwo6ikyxT0Mr/XHPpkBm9ZuYzuScBnDDjbfuMdMVbhC5cXW6xvoPNh1EpgXQBnPP+IkE7Wr3C79jv3JVQjlENfG9jil5Nx+JerzKJ5X5AzqY7Sz+d71M9PIscJzqiz1PyineqKZHldKg8v20Hg/+N6hkNB6srjexPlxDHQCM+1HdnoY6jaGIxDDAjco2Vf5U1yD3aVruF+wxt4e9jiciw3RTji1oxPhnLLhHhPBiw+J145RTG38Cz8RHAbf1e3W0OgI4Tf1IbsaXm+Bo3L/3Ex6c0+82X+Alq20dnID+HOldx5kT3vVdiYQHwhAZzbq4zP1dzEEMfXZ/o4T3FboURoHbljfPC2sGVCoz8jdiVzcQun30C47vbRafSe3gOMvFJ3vmxj+H71Ua00awUZ2G/kUXxHSuaSf5r4KqHChrG+Rc8g6rB6l4HByRhcHC5N3AhmUtcHKNEICmWD8f6xEQGl8SNFgLuRiB8hNL/0smDWUYNN6JCc7Vlr2G2mjMfd7MpNVyb7qvxBvhtWXX9kD9bqh3t4e/KX4+XBmA+WMIyClbHQX9ydmXiITzUMJXR2Zbec3J8snjLt8SdCffkxGffvBdXI13l/sF4xgLpzeLSKNO4d+QN1Ue9MZcT9kxEaoQxN+wElR1+FIMyQ7u4UNhOXgJssbk5yf/ax5BX5zuZHgbqkW1pWYQmyE91dKDrU/hxnoHQv8wJyAfwtolFmI2Yngw8znekmsodBOueg5RUR9h9U3MFoCQVIfps31ZVIaShPsn+yD9CJQP9EFMqOP+wXciLUj1Vhh6PX2wugKc7KRrZO9uXesay0BD5jnsR/9QCrTOw0BMm1qbBBogTC4QAW7K3GZWIejktlrsQQ9F1uGC95CcRrObopxnMIPgyP4/yIiXyQ6wGwpbTdvQNI3x3YGE8QtajfIrbfx51MMgKey1cnASTJP5G34j+Q3qQS/y/s3eEWXImhjD3mfa22Viq3Cdmql+ON6NjKLcd19ht20hcAnuxfeQ5kKLX3QKGXzxrEAxijR76Atk/R0dnJQNuWRi9HlzI3kCXd26A+qEO+Tt1pheo2jUMVgiHBD9AlD2dliFXOGM8obUm5yQeY3aPGXUr9BOx7xNRDm4vPB6VAt55CGuhTCSF/pGOqMnUTZ8p5c/o1OW53m2nieMgiquNV/GIdt9K3cWyZq7TJQid0Wen7oON8Ia+LUt6vaYXO220WfDR9eTpoLBkKSj6Ba4PmCpwgFvA4eZCtTs6z04AZbO5HJuxsvQET5n8iZNso8s9zD7kG8vhbWb9iZTCPYlc0vVtMGOjpzF3qWODsWC8uF5RaSSq2VsvrQ3lc1sqFaFMiJAaASuRjeM0PB/xYf+YOh4WQjvFWINwokUaO7HW52Lau7lF2LPTE2xUy2LtcgNQ1fomv8NH2Z/sQs9+yT20JZ25C4avewG+o14sNQfopjyx2iL3zVvQ2UhfLacB9Rjv5rLEWpa5oAnV5b+6UTctpCJ50GnGC0+Hx6qpmT8XC9ORMuSpvbrv4bU5b+aD+R6uNtsNP8E/878Uw8c+wiwcHgYk1gWuJlaK3TL1Ed6u3fxjviq7eLUlXOxPYH50EXGFn1pzbjaFm5LryPF6XlPlI5YD2CAnaMOhiJQNJTZm6uI9YDWMFP7GlmAtOX+BOOahTe1Ogfroh1k2b4o1BuGfj3qHjHfsGcSu0TxITZagnvUTN/7DuRPfJZEq2e9AWquJZOeB8vZzy0A0qI/s2jyJl8p8gNyQ2+SuxjfXOwFkNHVmm2ijCyi5L9sZdgIzUZjmWV1R98sq4G38ZbkuOoFkY5+5Dyit3Id6UrUpvZc158jvVS/809rnWj16gnU4cmTXy/hgYqMecPqrNvLhzSbLIpnwAF6GI8mmwVo4wx2eghDWUPaIWhFGYRMXaNX6S3wmtdSS4wQRwaXhN5TZd2/vE1pQ+l1rf5yKriZsgGVe3s/BonmLxYBJ8mj3BZ7C32Rspr/GS0i94x8iSGSA1ipZVm4mBnIrvJrRfPF5tsteWXB6qGUVJo52gmcQ5YBBnfN1JDOGR9jU3A/abgOaO3BdfBcCmff5jV2rmZyqG/I89kl8Y7CYOgIRgPKie6gjJI892Z2jr3gP8WdkJaGluTWGinhaPqmuxgo/gJAD4VtGeBd9ZKvmFz6eOY7jzaNGxE3cWyJQ2Qxt7h/U4ecAuZ5c25+ACzCfWZ56Dup3XPW5uxTOQzqQPYHP0d+twyyaP63sA/eC03P1eD2mNPMQ7Qf8F3HaVXYWgZXiqyz+ux/qIHJnlI4RxaW6UVW5FtrWXS8cp2b2xNZIHSUOOVVqn6cWgAjLMoRFUax1Aomj92MxoUqjkF9Trei3wIJQzwX4mZWi7zrvIh9AHPDiisMvaAT+fPzKrRO5AEXQLf3bLsVKlauF4UFck9sSYnu6SMBUKutvWnbtDpbI/D7oIRcPI7rXpQjrpjl33XCXRe/j93NWgNjRoAj0Ir1CixD8N8jXErguCdnocddY1/NnNc3ka9cwoa6Dxji1jNtz95lykLYIDrHRzdhF/nmmP/w24DJwHgdCeCP/xPIBlegwdAtxEye6XUxuN5yggN8FWn6wWvks2IBpbC/AFJSRKzQ2hBOEvLhj/Xr5hvAtf4wXQzXAwugmNtqqSxNvAVoaufLv5M7DYbKapWyTMbbyg5Xku5GWjJNQhlNuayBpjF9Ey+97ZQH6mx2Ern50AxyLihDCDQGX9UmeX5RqwFuVAHeXMV0Yj76qMj+e2AKAP8hYEjFFuuJzZfeGk5XMvAVttV/vEsFCpqF7E5QdQYNcC51CJrD/8xUos5pFVhl+NBuw77zPMPXS76MP5KKwRsYUmykoWauewGj8XV0QfMMOcJnPwxcXakvvAXWQF8SznTzXpv+ocVrwUjhNLaXZQJadcIGsRG7JmETuOuuN2lIIKExU96UJ78iugd7UqiZWoH4H9OXmjBO8cG6zbbCzKvK3eT8Vg3zNvJx+YHNYv23I/KNDc4VcjHwTqxbUIDXzO9MbTtf8fOuQfwQUI3B1Vg7VZU8yZcbVQw6XBG7BbeQGlB77SX4LyOmgha9uDwb0o1/1JiQOCT+U3IFvUm+9uznEkgP66AKZ6mxFz3td8ObHXncA9pHuTxtpLb6VPFP6T8+K9RVTkAtXk5l8/8nT9DjIIe7Q9fQf8ZbqFRMbEs6Hfbq8uNCp6jQlNzTbKubw00vWfoBsw+9Z9EffFybABWWIdDeCONo9Orfv45ucKHq9uiQyWf3YLpK98K7SNUSMZlXA5wEsYnSUgeHSvEVbNXWgaTmckjiaAl+zNYyxeNytHD9A5pBHSAPb0x5RU9O5kbrkH+xjzuZHBQHm7dDOqQtTyCDSB+9l0hc5BH4XLuIfcVPv8vznLrAdlpb+e0UGmCLvahbhH5/ZnJLgjHU3yvZPDn9CJYjwNYO+cl8Zne6V2q5zYvc3R4JfVcziE/9d4PdvZO1qYSewMrfc04KXk//D24TdmFYiAddTGp4W/gROgbwXpETajhD8RfZZNbFcgQBNGINt9Gh6gr3Wbel5B53+B7LrL/GN8SA1HWcKwTU8S6rV2MYsojhwfjYu+4G+r/YkS0SmJdYh49KvAsQVNbiAmyYZdwJvyXm/M4ahEn4juNnGINcWiipnQtPgPSrmdktNHfX1CXCVwezF6wpmtlwtnJmmYGpZiYnj8I75igpQp2PuGTjG6eGnp+omnkEl879dD5kUP0VucDPRry+IPTTb5uFvAG2UnB+iofW8F9ke6b2fUFnibGTGWd9zNF8gmxrpGb3QiZsCxRxh6AnXRfGQXIP9yyUgrYB9hYZThpBEc2X5pj5+H3pkLXTVYsWtA3XH0qpacPprZgGlFX1XfJ2kYxe4LSJV4IVBKUZD5BsMrGq3DFhAbuOKMj+FvcI1clvkqOdZTfmdK3I7FOsaZEffLvcONoTfka/Kw+nTHSDpqr7/Dtk426jKGgQGKyOs8ZAvX2l2R2egPJ60T0ObxeTNihnaZaC72w/FDsOOI2+EPL/N+myXjmpVMI9IZ+qRzqWutdL16T9gd+ozf4JhC5rDbMtCjhPYa9Nl7Ad362JoTb/7f5StqdnJFuA/0svYxuQE30zhQp1EWLGhUbJ05RehHr5VLcUHI294GbBQXkVjJNih6ogh4/ylfTCgpZXUyoE51Ml1UegZmBwnR2oZ7RVF+vTKQfBEvAKTxjb9rF8HGRPdDav0/UFYphY7SMqa2OXWY+eS5bCy/p+cW8btcP1YeELUT87eWthxYK68bzjYOTPAudImZ9vpe4l5I9b1WcAG4hyLyg2RyARIXgPGY2lRkGFBV8G/g4fFt5d5Enm3bOvQfOyllDT+TWZl7PpugtaLkb+qZonLGTGQitfDkzPdUstSOT8B5ztdjhFHOyW8ugXhyE7B9CTwtsNbp7cwRmWLtQGnZ0jzrari0hLMfXxiq6jfLOMwYS4p750FxuFbUfQOHML3rkouDJf6uwmeJEfQ68Y0nsL7YSPzaYxM7TjbHjejdjPzEBMRYKmJ2w6QbuGXmc76D1KNBLXQ6/R4eOYsuFrewCo5e6QF/AHLUfki9jC4SDqJtjsr45SvNY79UByfm8mexoPhAL+WaBg9CCxKDBxWspmcGfxFi5PlwtrjZYkTc1bRPFaf/Q1Zxf8Lb2L5HycAoFaVb2YieZK3DSOQOHZYV4Q1+CIcByMAqT2b6RU9Gpusrss65GDkJJmqJUTdQwMzEKOYPOJY+QW4NHicLWQaUR/as12SpN+KOFlXvqW6xiKJ/nvns+Mo2a7RSBZDwfv5CYCCUpIPSRfNxgSPQ83rfQcBzVniJgMSwd2B//zg9I3lKOJjKRtcmnShHvEHiXNzGRbOW5hG+CwrAyNDa1kVnN/5O9C3ThViQOYYXs5H+eaz9V3jvKG+b2+lErejz5CvqUB5DRJcH0eN/YGeJRKr9qsQcd2kHH7T7xlpA80GYM1z46G1xLLmLvdecr8/HBiRb4Uj9qGRYQm0DB2x2CBtjNH23k9IDff6uFgj3k37WL3HxliG9v7IL8d7QB1k9GmKzHwL5UMG16czlvwwn6ITvGWKuciHiU1cGvoZTJmu4boh0ltPgXKG3tiK/gjVnDmYqP5iTtHp4BfnmKkyvUltziH2WdJVFbUtQq6IHwh1UBTrIHqOcg3PUXTC3zqPLC+eb29O2lJ3tLBW2so8NbJZSuelldJ74JgzHkXHeKJUExKL0xpiiT1X0IvPYZzwf8drQ4JYsaP8Rf190DSRSVpwQqubOVwb7OcHztyX74VLiIyuZ+RgkXGgKoacb1x49YT/mesVkK4JFGFDY+qW2gMNCJdql47mTsnHPBZVF/HKjVOfTFwlvub78PXEhMSwRh/FgVf+kd4C2ooL7r5cGyQFGmM1faLe8pgZFEHvw6PZyZytXS8yUQNDIUSCwYfxW9SKNnj/P2d0pZ253Mbm4oJku1tupSlk5VVf0SRLFhBiE3VhyuhBBecVV6VlwDIj+OfsRXTeV/FfXW437C1lHfEIa+0IwvG+aY8mhXwnqLbYyNRLtO5Yknxg5wJrQAKmd5+S6xyvqs7sXexREYpkfLTl8hZ1nvQKtYSf0WOc9sxz9ILvKWi2JwDX2LPUiNYJ+zb8hcevsQ2m9qJbYyGxuSvcqIBFFBc2cWIacckkhNszp5e3Bd5QvaaOoIdU24rV9iOoZrMu+Mnxy0P3XBYhVTbemr7yDMkJzR/doSIg0+MlacT8ctcEbDIe+l8eR4/0J4d2Znp3qXDLNr3J/gWwmig1gbBHQsBQvQ0cwnfUv5I0cPwzmMJm6k9pslrY/7yj7pNvT+0JUFbs5EGeIIl0OB2gIO6pPNtQrrjKEvBINMT60c/o82Wt1stvQGfMWgzvZgtnta0zupY+al4AstL0gHDa4Kuuuos0QbsZd2G/7WjHwQucYj8PLxGE60NhEwNErxYcEea5Jx1o65XzhASi6Z+OCu99xk24KnxgYJ9bju7t0dHGBdd0p7/1TxjeQL7Sn71Vc5PNI+zf1hZo62wn8OER4jRISeAtRfc5wdNl8mjkDJfYd3Sm5QSG+fRBXwl1dSBmmF6J1GK2oDqM9ocEjV3RXWXuqo/y+5kZk2/Ip7QLfgzuEZuLH4c6Mh1osaK/fgz5NTzeHQvRcLNREQVHk7Y6uwjtlGblMfsUuNoklC+Z3N7P0ebEaewEdGs9A3lG0Ifhxq42XI3EIGYletxGqeJENaHqdrtIpoJ+tSbYWCoHHsEdYXjnK/kNatAu9PMpnc7N6pNhX65LuIF7XH0s2w3GZlSIJMXFqPj8VCraJbAGq1AVfnZNeUW60buaZ8VT4CQpjkv0g857YlShJ74zeF3KCFtNm4ITdLplHysaM5tJH43o1xRYkVDp8KycfjT+0FzHZmJ3za0ORjIJthtlzAq66A17rht4ky2q3EUBxYOZKZfRFqv83QD4OFGQvhkFojsTX6JuFgdBo0mHhb662ZV9sZ3cFnxi346I7BLc7jcK64rryJB6FsTPZdorsq1/n89kz8ZnSaiPZl0+KnQYlYdfMUyCqv0w9io61R+GDjmX8W6ZK9jFfQTNxBnSzpX4y60YpOIymvQ3oTmAIGM4cUnBQ8t83GsVvhz5HinvVQlrubHXUBXwU8muGOcmRPYbN4ol9kP1aYLM+9Mz75uvNJ7CYqo058ZRaz6czbxGnxNb4uMZ4TsTJuZg0h/nSQa0OjVku8C630OH1Q6JnY0T+YMQOvoWE46GaMl3Nqg2bJIon9vqyeCD8Miyil6QYqSp7bRCScnVjWeFvOYV5RBlYBfqoZanhcrJydW50ndHGme0MWqnVZz22geSyPppMdVZQ6OijxwLht98LSQRP83jvRuee+YptqDDjrxbm3eANvSKuDrSX+B0n+UvOLh0Ma+4+M00EQMILm+QQwbkV+klDgcxNkjO1n28ioWcVStBRCEPKEO5Woildih4VWRNZQCNyR4jJbD6BXOROZY07DiydWMUOdxd5TMhV4jxcTr0PpbmTtFzyho2ISYRXiTUUq0dRXkthjoVrF+QhI0hxB+Kk8ZDP2NLbWGMSJalerOvO3NYBpTL9EcH6BG9J5ggzWNMeTzRWE54mFqoIvyXbEXihV67FmWNxCMGVTkpWZ7uAItTkwiejk5GaL2pmVydIFwQPX3r8H8nuz+1YS6QOjwHTyon0GMMGeJGY1ib5yBGd+Kq+uVmQHPQ3MJXbAuXpBJTyo1MF7EqXdRWQf3hNoY1vRZi5Cxm5j5DBLBU9AUWqHzu5TBvCQVdzOqT+lp0LZfU0vBq1YS5wa2Rs6S/4CBWCOnQ5f6g5wNCGXNRt6CI0ooxa0m1iPnBpmVigatdTjrGkg9JZTsV2Ah091jAjY6BRny5F7Uke+NY3ixCt/On+N1ObtUNkR/9v9bB+4lVympUmsc9N6W6A+Y0wNU/SPBnfxNVwZepRzjpukzyW3gWNO2CnEddJKyD7fL3RDuR/oG2sG9ailXFEd4c8ZbqyWZNvAoaQPlGa9tkz1Eqdzk7SQ9SddksykR61sTgvr5/heA62om9sxrK10RNvh7iV0hC4vlXEO4wFjk53DUynYwfhs3zd/gZ/n9t7UOgRLEh2dC/YL4rmGMnADHEHXpY7jicjo8G92VflLdADoh2WR/8Tnuj20+sl9nlyQhEPAhNB3rALb3BgFBtqlbL9QOZ4hhiCYF5t2Ilvif6aiDICmKkIhYIItqGYsUhJFWMbvWLpULHRUz50cot2U5nsRpNMw4pVeXW4faBurZD2AJHwZqgc1J50129KV52ozYmnkghjC9hDZqbL8BahpfnVzFJVlf3d/Y1eGo5DWFPYL8Z68oWXha+AIow51omoW+wrX6FdolNfyvyg+RPiMjSbXR98EERZt9/hIkAsObn6ioVIcoK4YndWCWnGyojqFPwtQMuhzvSVVENvJx+MPjI+eaeElgZ2xqYxAb1W2RBAA5SgsO96X+RJtSZzUF2qd3BupJdaDRKZ4F+e8cEmoTLe3JC/vL8AqpN8tZVRXGnE5CZRPvBS7FB0F5W6u9ko6G9FBDeg7qtCtQYfoUkwMj8e7Grf0LPY//DYxLTmZLBMtmKjpbBCH+dsZsylRfO7hzaehzEzv6FPPnsDbRHF+DIFKj9O451MnE+foM1S9lPD1DKQJfyb2g+nEan43KIzp9FgBdcFe6rGEQ7gXtccT/8V9kR+iejGFtpA+NoRuCaYR49jdnvXRj+7G1Bbm/6y1chtI2NF6T08DpzNq+IexwYrJUVpG/I5zRmwIXfy/3jNmLiGgeWhfpIovAR7Y9eR3viZY6eQLbCh3mauk1SKWCl3kYi6TPBw0CXyWnMGdapUAHWLd4QMn27bxVXmCFSfy+bfACRWEknxNSCu2Yscouy3U7mG7vSpWWEOtfc94mhnN/L2jaEB/oa5j8PWXiQ/Sa6ctdcM7WH4bjOP5otPstkTPlPr/jRc1L4YXw6nfUrcmKtJ6asoFqDrcLmU7WBvKxWvYHGMubgf68jjoxKTD23ouUvWw4aCXe9q3UNkGJdhjdFCy6g+YkDSduEBfTbZLzoiVMAab5ewM8UtCc6W9mqTXUjnNGoF7RMbU7tkNX2bUBsnbX6xsTrXRtsGyaBMiuzdTcIQ9xWqsd9YY46NNEKgwu6eWDhqe/ECV4vZS7gdDykFJH0SvcWYZk61c2BuiI/R6jq9tTAxWFYZC6vwVKErV81QD9a0iel56fKKsQ7K3yV3SLF/l5CjmJikTOUIYfsZTxrAC62XUYnAFMdzpgF8VcrlflTKqqjNUO+admxF0tWbJv9D4BO8/YEYgu28CMQoqYXVhOvcbCOIM9lv4rwiXkgOF7SNt0RbguchqznNiIL0Nfpo90YQrQVQU/oDS19l/MdDd/sXfU/lEzSP+Bz75Y5qVKEs2Tvic1t654gssARpQo0Nx3GOcEb/j44ItuNX8Dyjy3ORAO780A5JhoPOKmUkQ+ECHiFblztE9zF7e8dAFtne7BJFewoWhXoJqrVSkjvPVzdbuCLtDygqztIwhx/3MzaHahJ87Q0+LDkhI2H7TSJaGdxSPv4c+MqN5HB09axpA/Q1HYpnlj5GzotdeT7+H7NqdtO1yzBCxBlcusppcjB+xZwPUYGOn71CwXLCUb7+nAOglfE12i3Z398d7k/5odrqU+0KOUrv8G6TbZhuypfRYOC12Idt7rkc7uycgVfxol079i2sW/V17nqwsHQdkNIv1AkV15CKjcjQXuCV+Nq7QBziM/VV/4BtKnqJP6E9VvJHdAcxNjNGrmqu8Y/HX1IbkHpDWXkx9Jee6KLevtr9yuLO9yt/PeWF1UnLb6WQEp3xGXIYJ8RnRBloPbE1siXlPR9sCGc3JkPsbsTpWaZDdXuTtHdyc0JU/mE3J8+LU8FbUYow+gU+KcNpIkIBk2oWNF7s5VY1h0ExEo2vijfCIMAS89DYNF2DLOhNjeSMnwufZ1ZEOnq5aWLjtogSac2ZWrWvqiHmmzgsoCUNA8C3gGZvBuSwVBQ1gWBvzXo7kdTdzy2jnvySlSs5w4TBVn8U5dGRUyqpmGYFKSUObQNyHo/qXXhLMya6U3tP+wJ+eKCol9T9mslPN4vUiFyNX488iq/gb1Gj2FjnQzBZA25OvjRPREFaYuIGN1M8G28U07yx6rFKa60MXwJobGwITQddkb/GCU1krSG9ELQK9p5kooTNVoIpSelDfLRRR89qt8NJGA3VfbDmhOyPUqqlZ4f/oBLPAvxz+Z7Mx2XkR+w35e4pTh/veBtspZcARSP6vTkGiWACtJiemtiXKhB656X80fgHL3b+FO+ZoNnvqjCEd9D9oA+MG7fNNkHTUDoU7QHcN1oiOgoHvdjqDXMp7RHxl7EyR6WPAiSGXOjyVXFALX+HxJWeBnIkqgUBiRmoBd5hpSTcV/5Fe+J+jswNgMBLXx2pOVQjlJJs6f7pAuOeuJjBymrrV+tUvgtOQ3EsZPxzLHjcTXkw95F4JPEM4q1Z3rK4p4s5/gGNzaACFoJ64me9Jmf46Ru/IhvhrfEjkovI8pjB5AqYb9LxO7dV58A98flBOqR0byRazspjz5cXmUqizjZkXeMiaCg12pchL5nd5VfSV9VQqHXnoXnLbRceDKLckuRfGaNPpEaC2t5W5ylOOIwx0LrOAZEPN1edAULY4wN8cjq5a4h4q9oCMe0Tj86z5uqg3ooLEFFVIAUL0FYGZl/AZWSMng1VSRmsTXyZ8KxVC7semILjiSE9pd+peFTTxZ3MrCO3iy4kB8NG++BDiZqSEp7jhSR4zNqoXiW/keXNVZCxvYbPkFsZibbD9zZSCM9DyjDW1ju5xpiH3l1QxuJacbPaCqj4aoeOox7n98nKU+673k3ZBY5MrVtroTM6iad2jqu4OZl50o7Oc668AeZY9wb6M5/Ul7JuQuefR8pWcC8XCr8+399JecpeaR7rFX7ZLRv70rFDmovMXBNyplSVRd5AJ7iJtISR8LnKQv7C3ebCSZYQugGfRfCAR2ZXa95acqXQRBN/m8cRe+fuDmfwyLaijJIs8/uICWpf9FWhu702dNXbXbe49Ph4o/B6xFXOPKueQQgNpNjiSWGa1h994HGiH7eVrCdnMmYGh+Ea6qghim9U/gwlvN+hP71N1AvkN3MNr9AKmtidiPyFrQD35m1yYvBPA7XnJPwO/J6YjTBEqN3TmaVArbqYA9S98cUtmJDVNeQiDtsHBo1KCQnm2NYRhqRB6lp2ZPKHmomfZqAfgc/Zm7LFUjygiH4bXvofaCnmVdtqX1M7PO/4rZMBid4u7kZwKUFbwaaOhmFErQIS1DVD+bXeWcEQY4ZyABJweQNnqz+R33CvGtMcnSjgb/LXRJgp6DmjnPo1nSnmUsdg6cpo8MKX87ezfQG0WNfgqphSE388jpWVqSpUoBerPEf6GUZ/9236WbKAPkisLFrUUKyPtiHy36fAzYyK9iqSws3BWGYm1niWxBmTpAAKuyhHr7aRxcxtP4TNZrZ/7JZkVatzw6E3rYKA+tB3fOUKdydemKeK3pI7jkI3Fk5+FttjmwF4hGY1GlziF1Q/EMawY/sR+hLc1TGkj15NfnfQmCM9LdqtaT2nF42WcIcahsO3MCU2wssijPBs4InBSPit+Di1XHvjmQQvrsqUkBLnEBpqAefpI4hwxWPvTfO4MhiSYHZGtd27t0EqsuR7AZhIdgm28EwWf/cS+SnXmAb9fHeZNDw7ZyznU3+azslHuLZBcLkiwb4TtPsFG+fyubc8la4D6bB9+Jb4/2cdVuDz+QuRj/i5dDF8MqnuHGe3ZhpAE34k9XBZVADm9Pvod0cWdQ6HkZvTnM7+VG5BaWs3EO1q/0QOFTeRtoa3HNVTpR/O6sdDANiH+MI851yAbB3vvKL/TB7XC+GN4dRv5En+jfk5G8cKeYkQY20aON1qGV7LXiICnH30EdZQ2M+N7/Le44qE0YG/8HOWYYTEb+QgG6j4sN9FbqI9NT0xQWpBp1EzkVf2IgU5iWqm/GNeC98EQZ3JstH461hy+92NygtvAHG1uifkN1Hy1D1mAWp38nfvC2xJqY/ba+tfBj2tXyM/+E8agMAAv8GlSS+xuzG9u1DKER7r77AFQnV+mvEUlS4sqel/ssbBZRB03o0buFDGOePomjoS7uW/ogc5Mt7Fkk/XRybTNedcoZZm+/CdlOl6U6gElqS93UjsMPlgWyuzwpbXpaBb+ubxCLEivwHIby8K/0ncM5E5fSzH7gLRcXhapnjyj0Fhla722OXFQTGOjVo3b6ZeJ65hqj7dPqChDuJ4XnUz20MMeD7uQLAf1Mi/9xK5GvJDVaEVo/iapK0Is/ru+OtSabubOELdjf7NH5GHYVuMsiOH5nNpcbfZdclDQZy1z7kpDQR9fSC6E9/C9pS5YUWmkOgX7EjpP/k++SWSi1jsLoZ3ozo3XzhB3jekRj9XQDLnzqYPuObsk2A5Zdxm/BCnWMNo0oNNtgiPUgmADHHNne0YQgcHusZeRxwWUS2+5HQgKepZiibH+qYl2TAsfypqcY8dQOUIH8Zl1i+mB5A1Op0eihveWC6UbHCC7xvLxD6mWbMZQHq4+JH5WrDZQY8etD/B3I7QQtaIjMyg/UOZm4MuSX53G9tYIx9an7wiFIINrKZWk7thRMD5lTooz/dyHwbPE7/R6fLLs5X8W5ie9FmtIsdLcQ8nwciknui42lXCIFWQ3X384ouvcNnKOdZqZYvamGgl/QnL8Bd+aR39KrJE/8YP0W+B1qglALWcFqQl9rR3sXjKf+Y4h8GYoIku5cErWnNZiv2gJrbT7KXJWOOXetw+Le4OPeQJbFTii+qRj3BtjUiC3eRl/I+bCvgZmkKWkf+K12U+QOlH152gFKyNZRkqfKBD9DbWxSbxkmsZup1Y5zUNXnFHuENCdpj0N+SmgZWp9v0bYb3x1FqqH2SGgWKCHWMz9Jt+30SHFHTtrfBA6VaQny2aiEhuiUMLEsej2+FTyR7iBipiNitILaQy4EOjq2+yZ6zX1B3RtUF/cr1QPes1dWBlmkfJMtf2FPG/dDsog6qzd3vSFxskA6kkvpwa7ERKyp9AaWuYRnld8TyE38cmJyajeAbWVr2haeBNNF1GfEGgsIsPjK5z2zgFPQvmLeRdcBfpBgpqRNYBOtJbxwAcmE9YFL2M+oXNZp6wPxDVXhIwtDxnxJnIUjISm861dFepEAzut3cle6hYD7XHc84zYBkbGrPBPVHG7sVWcuhdHrSp7CQjGwsTRWimPftz9hy3JTyP2y//orcW6icaR7koupjx8enV6odpSaw5HvMPLKsv0dNG6xmvPU5/pLBYmhkqAKCR9fik9VYRuKqQzZ3K36Jx6hNoi5oJhzdvYCHaCuwBbYRhSIYLGNGgCxxMufsKZmgyp67FZ4FZ0OlbfOGpfIpJ0Ln0O2cc3R/6DO+G2CPT0x+3Z3j7i7wgix7MWhi4M/A2/zjWGBF1lbOLKR/vH/1YGJr5rJ4zJ5CHlRigcvWaOMTyR5ZB7E+VZ6iHvH+wJTwZ1kBQPT9cAjLs+8N+U9H50bCS4Ij9dWgrygjqmw1RGxHfKw2hkSagPXYjsqe7xd/yvzbHP2g/OxkbSTeNn4P/mpqpf70OSPw/k0X/SGwvF6YNyg/gI+QHez20DZXwO9zhp0gWIFpCwb4ipQT9WLzhHHMTtpRZhC8Es8E05DO/CAkGPRpTmduBFpYveJchskjuwd1gzEQUcBWEUeV+9o1ckmkB9bvtfquxxiQLX/OPxfUBmMzE0PysWEb4r5aGQTo5nVM9hn5Xx4Xee/cJ8LgN1Tf5A5QHT1BImOmCrxuVxXkSWsLlBBH9qGC7aGm0vD3MX0698s3ynElXxwZBmXdBmku8uWUmMWO/le3Dh+5zfBEc23MHc7VEH+0h2Cj+NbDWvBIahGjZ2nbCAwUuoFYy/6Db+JsnNUKKOOhOJUnCoUce114Lb7o+BH4Xcm2TWtvOAM8IHgE4OxkCLWM93w9sImyk8jL7B09uP6U9qYWFO8gqVhtig/sHdwX9UnPYOh631YlPmRynDaX6JbxvVENzy3TFtux1qcA+lojE1R8Ko3NF3Rk62C5mOzAvGUnnF6fTN1Prko1HIoIwxTA8o9duZhvbueBGzsfWYexGvL/yL5XNHcjpkSBSPSNXZhk5zZ4t3bpLBbwQXxtNhHL0vnp7Lpry2BKEM7WUK2tNQmxm6OP1jzXSILhmrpH2lOkt7LZQIMTmKIERQeo5oLOVa2k2pLFJm+5D62bxEPmJvKYS/qlWGvEMxai3jire3tskuTu6zavtRr+r8zmoaWGJShrOy5dlWX08RqEOF8aFSaXc1xmvzsHvsZ7AVilUfgDqarojWQflfXEW8dGpJ8cloFeun44Pgw7YyH8xVWOtUpfl4uzOWm5sb24TtgwM8CgnfhH7yXy7FJf1l+JmDzrpnwJfe0i4QfYi+2oKQAa//bLQV7srXxN323MQH9m+1iJPdZqGsDQh+ZWY71Wh01mxQLYne8ZZmyFssPpVHxY5VQrQbD6WHv/koJVSVfql9Mqto38TJ5jlsHv4KmsEJ/hr4HeqJf4vV22mL97ALx2eyNeUgMSjWX5yDd/E/tlagHmkgJHnAttjSeHXQKlEkoDsn5KXMeycP1MoX1Gr3lPVZjxClnNnQ3LX2ZFLGmJS3Jf2RIynDiyoOX4pDnZ/xv0LVAl2pTXrnZAZ2jeeNXAuMdXWxmNYa0sjLpA0vwDs5ljDWncJP84ZNWq8Dhvjz6xLTAFKqMBsnuhgv3Idosym4W2wpvnCuGMewosYeczdRC/WVt5JkeTMnVpraQ3WTg2j2+hNqiGqDZ2AANNwNPUuJHSG8GjQrN5M16RmQZ/ugRAbIQuxlLuq2cbsinLhkGna3kU/+wZAzbkGwxc0P+Wm4+72/YGVjXZMt/YUjH+QeIsrBKxAsmUSgsrOwYd5Rnh1iXXyvd6U0Ppkv8cGkwFJyg/A1uUysToQTlX3F5GUWanh63PKFdfUX8hnNhw8qU4WfyGLmWviu9Iku1m1PbWZCrJOniJkvdkq462x0jsJRFncwajjxSqgpLUxU1x+nwt3PwNYlkIVqTGaBwtEGwV8IU4k2IE/wKuZJNKLyiyf5p+ohbSdqDkzf4Y6Rb/Xf5V/5hhiTiLNLzF/IStS/nuHhu7FV5gcrSn8Bncxy7j6mGGQkAJ0gW1WzHf6znc92TNKbT60OfU9t4V8wK6aTM+WPUESXJH3QIlQEZT3+0Bu7SXIlNPptpZquR83FP4/fJ3viM83d8bDZwwmwtaz1IbQ70UXKZ9YntxB5gOx/4BmR+OSp6+K99F/BffZr4hsoEWgkTaeiVnn1L2MvpeFXNYWRjVXmBupK8IDHwyBQ5PugkoNKe07gDRPl3ZJuZbtbYqU4RpyhjxZM4SHUm1F2RrKccSx51mye3G2peD1hfmhq4Dv1XOpldTEGCxuoIj7I2ngPjsAb8W3ojJjhf403oNLG6nvmBA6Yv8Y7OI2Tp/CG/ufYSOKIPoJH6+LpPALw7kYd8xzHSKuqviLeLdnAvUf5lKVGe8gQwX8Wmod35l4rhDcHOcNtiDOmHxrDc9YDvhm+zxwChkVGB1DQDI1vZJdUx8moL8c/h3XJBcWw4diq2A4JHYdVSe3xBoy4ieurnaGeXb6g+zK4EMrvSOsOHPdN9hioHZ1ioP2MoDRKOMaWt0kGT7aFetad+BLKIevuR/s7FEoBeuadIBvehVChOBeEQfXPwkYqC/z03+Rhu314eGyAiDqWHrSymhfobvJqsCLYyhQieBUK42ozadlKTC28PCjsZKAaiTMlgL/g99sTiE/Eb3Y7s3SkgfTVKU6NlacR46Wi3oUaSgf6M2XhG5obEzXduvhUGTXxXokXSZzAJpoL+fN6ae8lOgO+PVpHVSPloivwbJSrzJbL2fWTTYKogtV22tP5rT00HZvDNzU7igH7YXw4mUH4QuXGK7rzpLbkvPgX5pLxEBqECWp/+7vvsp1J3+nN6y0tXEjtCqDEvPHWaLwVvlV/Y2wK3YCjmp3cAdYTm2xZUiAhzjm1sXeeYxQK8aZGGaagFvE+hoQtSD7g8vr3EyjrZym/N1hBvB4aBMk4FXSD/xLeVb694g3uSbhp/Au1NvqcxYI9uHtRBOA20LgpFGL6hhYmHxtXqJoar1n6VBu1G/jD1wj+60nysYrhgvz21Bn9G2dLKpivCFdMP8V2Oh7uWQgB3qDPsusznQf+CqH9YgF+pTVHuhVbAxmPr6TXYTZRAeRhpoUzCPXsssw+OMrG+i9SBz4NdwE0huq4CaH2mDXIpdQo28PcTrTjSFSGE06PB7jX9D12fOKi9oWogGQY6s8ARvfWlZewVxIx8h50t2W424GtxAaDYAZCMvbQqps1JR8YlixN/WOcIHq6n+h7VGmreHIkWOVMtT7L6c3nTgIb7tSX8gHXcwYhOQZeM529ZPI+2U9rgudJXqEHsXwQnVNmpbuRF8gtTgO1vbQ8WtwoRCMojPn0Vb6QZxpkz3E5k3Q1UdO8mdr6LEttFYOJMdC05NSz8OPCDe09oXPYzfDj8HTnlK4lHhIlzRFMZtJOtDb6G9tSOZeLlKfsfNmNHE9t97y2afCrfE8vHakh1Alshw76d8jAvOQ7P01mM65oXfGaeAm2GXlfORp9Q9XDgp67KWP/IMWeg3xRRo7n9w4OXYfaWwLLzI1Ijlf6k4EYymZY6sxCSQ62skn7HKkq74ND3g5GMIbROHDMuxwf7P1Hae40t/dC+SwpoRKx2kYvs5kXJRV8is0IePi83i9OUs9uFNKu4l9hnDWXJ4L5sV5ULX0WnoHuiDr2md8QjkJ0FNjl7YhnAHMhu3JBA5SRjoNFoJ67hvuf+BOX0egU1bz9wC9qTJzo9IYTrMdP8O1wdhELfL20K9Ch/hFdKcxLZHMzmSfoWtEHblW3nTNZqYr/ag8hp/AX8ZlEOtQsyBOn7xkP1RG+x/haLKT46UziIayW5z05C29g9+E+caelPyGTdkhtmSrYxhShwrGdxEjQgIkRGSWB8nsTZi75NlkdZJSyMiXDGzyzxIPsFihUC8nVnsEeAb7lPqCwRlg797DSyv4VqyZstVj/Erxc2LAyQZalxZs6D+muYgWupzebeciNSFe495AGkTgKnfTk+VhRq7T9Rr2EDg7w9+p7cofayLlK/21fQrVqfAYRF+xpjj8QD1Zm2gdwebp+0Ngb1bRyHtRb7xOUJQRNk8ddIeT2VLMrCDtTkpagPWFJqUa8IUtBch0lankn+boJ5dhcSl//UrOo21+ZbiWhP7luAr0jZfEnle1YdTyrggqQUzZa0pkpTE9yStSJkPg7fx/qkPUSqnJ/EHKXWLlAV/YylJWm9ittmVE6tspTmzifOOxrIvjYvVCpL4GOsb7aSgcdnkpO+sRqTeaXQeN1KuEzBuC7vN/sxmZZqra9wB1t5vDl0Tezz3xLqEUqQkC9Hd4LResaedo9Bs3LbmE9QJXq2zwlnKnsUZNLrU/G0JvEp8HLibZcO6kmeKaVDvVijvtOKUeZyfAtv2Gmu88d4UmHd0r0Vk/KfwcyyjWMUdxIMh6qHvpAz6GURBX7vFo69hc2L3SYf8ve/C9rck4KQgqAtfIO5VCivQed6gxijhMDzInwuWWTy/wFFJHEJe+gYCxaDxS0J6e+NhCq/D9U0myM9/F3gFP+ifkk/C58kGbrX3znU9HWAt990Qft8E7nV6Z01MBq2bFY42RQq2NPd1HZ/Eh2rNnMyQAyMzWxycI6s4t8wHEiS6gt8NoXZQkc3kiQ0MfoLd3B0M3uiWaJLTKbKncjYnBd0rVz+jisaeS+iHSyPZ8eWtvV1HEhGzs7fsd5qDZzW3nyY53AMt9jA8HS5k8dQEUV6r84cKjnPFgtzWXvxh+EDsX/p2WKLjYpZorWO2W1zwVehxq7W/xP5Ua+7SSCoq0EnXEvvKasEY+0CL4FzncxsSwRlyfYBtioHvRNkMczTPgmvje8zFmnDkqe8Oxx6yIsLWkDflbI6knProxWcBX+Hbjq+sInwj/jReCbuMQ2UcRGUgPCF5xueCNoU2p7X4hX1Iep5cMxvgF22PkFq2z/hLdPvLDnKb9on/gPWBk4l2dRvCSJKnA3xhZbroQQ3+dK90Pb5XLqXqdf/CS0bPuke0BncmI12PRxg2nJFuCrxFfIfyqrQoXVsDzXpd1Tnrfe29Zf9gKzqd5B2uyZY81151B/Uu/1Y64b7yLud2uY14XLqGs0nP4HyJC9oEfgT2opWKfuxGZzMaiDt/jefsGqT/TxENh9dzcgEuPdxVQWo6v4kM7j7EyuSPZwUT1uY+WcWtheHNyoVCanMggxdB/9L3mIbOjU8GXgV5E/JbJEh7DP7br+kSldPhPaSmVKpFWvwXeMCgw2soe3szsg8/bFCTjbF9LcaBPPUiernU7uSq8UeyVbehG6dCnxbIrB9eO7HYW/HFjtPiBsBvXo6uQOZHq7Jf3Z+N/FSvJEB5AXwXqLVzYTaVOL6FHSDjAvNIY7C64yT+yLeD3ruYH69txSkeG6Y5xAfRTtudw3/0mzfyC77y+o8XWDI0Fpt7qQQ72Fst8fRcbYp8XsqOkPlBnX94JpCq18kQDL5XUVFN8Ev5HPpP4AgXnR+jbtIrbGs1YbBZLSCeN36FgN/3Y3a2Io2OtBXd7O2a2litoncpA50vwVJdj4VycLIzNgfYbMKKNEAg2hBKUDu6JFHT83iy0uFgIVSCdYAefM/kTAe9x8FtsSaPJ/NF0D2FXZ1z/2uYwTJ5uTa7KbbE412dbkybYm27btyXaT6/LY3953/l/PU+/bvQdrL26s9VtIDDCwj5VWOUlZZFoZ9tHJxo3T6zEu2dybw5aIX7Sq4mMMPLwN34a34NuDVcRU4jg+XIC9bki6vHIuluG/lGutPJoLzx343XccnRq7oSwkWuitqOf+esEQmYbKAOi/4z7itlrzfHvsukCEtgtRSS7iH+yAuDOlz7Nil6xaLIe3RXuA73aS84zZFKqstuXoauaJ+lUeQLUQLf6SApsFZCfuAHUbGGlgPlSO67mdMmx5uxpwvk/lb1blxHL6ujvQfIhWIluYObET+oLY5dh64SpdO6oi38in8iq3uD4ijM2jLjAPqCz+3/DisF7de87DTPP2VgRbG57oHg7NinLoI3OAN47OHoAdOZ4b8+X3xF1rkLE8tD16T+hl3UXqienEGWYtb0egSdAKNmNIYiebn1rGtqPTSDh9FDb7FTgph9hZ/GHUchqmfGpdp6+ViI6TWjP97W1eVfc81kX7TXuPwVZDW9ksqf3hb6ycKKrMcXL50wfeqVexXQ5mLXCHaDLVLzzBOIM7kYncFu1PeR6ykflsHCZD7lOmEJ7Ggm338oLR1Av29waQh+kX8YrxF6GSvh3CEPog2ULJkyitv/Z+mBvi+6gVWEHVFc/aLZFB2BFsj3yXHUXuTjbgdxGPzeXwjELQjHtSXbxOqtyvbPyv4PnEPruGmSS76rAP9kALpry99V8CTry4uwHLwn7FviLn3IHIM1/f/yFe/IHA4HGYnKE8oIoxW+W7dmHziP8NVpV5nCDdxsxjqg94+lBzG9pOxwaZNZzzsX8T76gb4MG57Ii+3N8EHybzSrn4Nmdg4jPZJF4WfYjWMML6Hvs1mRcQmdX+ncrE9IwivuZII8ez62j39I3o+1jL+N4YGZtopNH/dJajGcwVlOtUxTNF9mKXI/3IqojuzdWS9gGYAxVww8fBzw1eNHYJ4bDWVuZker2V7rBbiXNaG60GNdw3OZxOi9i+4HpiJlEiDgsE8vAtU2Gxpl7N28xf429jQ6QKeBMkrkwiG8k9Yi+T+fRGyk+peMEmdrLTkR0mhi4C/+OYvpHbyS2IpfRhpmNwXQPbWlLkexvWi7SU0yeWu6edNIDBxbRJ0U70AXew9AhbCSzzsFbZGoz+yx4kGWBzBPUnWI385JXkFriZfBD1S+UbINXQ1vFRiZ+Ce90OqEund9NwX5mvwX5INqAU/4KAvcfRkelBuOZ5T/+ODwp+EWda9RI/uzIzjfzFqmz+YllsGTA9GswPNbFSgabqLvDifkQBcEMYyU2+QJcBwiow+Zz3YAXig71uvPHocbYGHaFzWP7ETaayn/c+6rvZJfILYGhXjf52RuulMQo/SGYI9yHPEvv9c/nKRhtWkHoJIwiCPykOQt7jhrwT/SO163+P6hXHIrDE8wbsm0jvlNtb38PNyESIcQoyrYBejVOrO2MjXQGRm5FHXtPIUeSr7xj/Ib4DOM5C/kdMk2gXdHTSCDr4Zac8nx3rbUIAqBEsxKZvYw0LNSPeoUWoYUYHvDmBuOlFLBX8J4PIMJIa6b6DOLnSW18Vo3/qVONI8AyyESjaNOpDsDT7J/k3s8xND6b5B81VLIwpG62iRnH0M34V3wueswAuiF3d9xG4uDMoho1zLsojAKWfgKjOUR+B6lSQhtqN5HZKdaMBNw1/FoQToUXoHKsev9EQqBdKzFnk9Q8/w27GRwHu/iEG9d5KYyNMNFVOWOBD8HggkG5SQWkbsQEtkyhjZjBKEpf1/f4oVSp+iiOEkaHd7sHkjIQNNKI1Uszi0SXWS19nzAPsPWh24Iew+9jayDTntJXGRaivfGutNAjhPeKwDelYcjSyNDEP2a9/wzvFfrF+xXOyRU3YG1EgD4b+SsKONSgj00ek7dxlN39iA7kFh1lNtZW7yGrwhHXJn/1NwZAKE8dTxTQNRQUrqB/2GUCzy0d6OPcCP5KZ8c/6Cn8NeiR2FFhQVuS2sRp75+ZNxPG2Vut4BqQyOkfeCNh4RSCwzWA6Xs9giU5U9uROumfKNbaKVkM6wGmwPES/of1lTYn0MU7ao9ku5E3wfRa/iF1RZhiMXs6pyDRnBoA339ZtZb+vsA/l8yd97m1iiZY5/ME/2DdeqxiYB6LlRns618kpJX9jl8pZEqW5UbppTUOC9BhlDnrIHGvXthZG6lM3MNikQARrlHzWKOAN7oovUWwZkHmTlKdrFprnJaEBq7BPOpjRJPLCwjDElqdHDd9XX3tsCnGE2YaQzpH4z0EsOcC+DFtNYhuVOVpj7SrXNTCIexizPA3ZQKfV8/o6OXLwkj0veS3lQnJ6Ib5/cF74gvNKyxruFBgnZZE6u3D5WJrKmNhDdTIfufXirQM/VLgLkNb6lS2GlAChfY/YKzrBK8h+i75LzWMOSIWAJtZP7sEvkgP5KdgVbQd/mG1gK5gSCSpt1L5BO5Cb2ZeyxN32Y++LUM6pYq8RjxN3/T0kk73sdQ8/Ureh7+T6VBEEMuSzb1G4UqgkXgrWL6WODDiYCkg2Z45rK2GXU7WAf1i4F/uOhi0wK3o5IP4Q0dtuZi92qsrLfY2wkrZsFDHnmzUwyTxsDkpWJt6QVRKTAPU3IrC86Ia62R2C5KWzoh+E+0AFM/OdIeAMNszfERmf2oBKVXYK+ZB8Aga7XuxNCWR3dBFZF/nDV5rrwMNU4LLEmVBLsQgIwcfo/vYgfZO70KinlxGbQ+RALQfyjZ9A6D6I6Z8HH8lXt1bHs6k5Q9WoOfHMyiG0DyBnMLCogPhS7BbguCb4tsTC2E/ytWAj4n1kfRxml3dOaurCsO0OF3aBgRcFFvAweZAbzH8HjuxX8Nxv3GPMA1ZyzN6Ovg/cTTH5fOASePKjcFOnkmVRDNeKaKnshu+KQev4wSTR0laOhPJfWg63mUmDrlDL2F2kx2ZtdwKFKfPYHWZ/upE1wv+deetO4HpTs9B7xsWoRdyMnBC2mouANarxMlxLogp4wl5mBFuXfijdkYty8GxzijPQeOzVCd605zJ7cYrujozQj+I7Ab2tPBIoFIK8Y1oHz9tT2VPMRaKWeMI/KVgzGgw3tkZKU5LTImWwn7FKfFow2qu+A2p7EMo3Av6PxI9HRpKI/HeyroPB/ZgzKYHso9piR5G/k0+Q067OLOWu2edMUpkC9LWOMR39HbDjBTXcX9HZZW7wfwd3XU3m1Rajx+0ifHpuuvIEG4AdwF9FW8cZapivgdc/Msa3UvqDz4m8jtwCE+i8aDRwBvlqjkjst1W8PHsJsGwRS/v6R9r70soHvA5IHg7lKvtVrASxGryzMPDuZYytKDyPr00UUtd4e9hMgOVp8EtAIQpGTgWX4Etil+yQkoeCA6SxujAvnj4a26ckU7OWwfRAqY01n7iGlzS7syx+y5xgFiQGaXGpmz3Kv1NdDhzHcGmpWcx+Cne9rHl+2AthT0ro11XHraoOYTKwM7QfOOM14b9ETwDXcgr5RjDGhuRB5KKbl3iBrEQSZllElMjAOmKQ0B0IZlwMQv2tSs7TT2oH7MXSOAj8pxRJnbVXw1k7YLzFxgCfsRjQ3E1lGVlrT+XDMwqHyQbM5sBRG2OoBNWIQIFebGNWpvLE51s1nMfxdOQ6HKWGkRx5DZA7m6ylqkRuc2aiuYMF93mdwKvvA/0fqUZDYXMM1ongSJo2gAMaTv7BtAcDm++fklwfaqOvjB4T7iQehNNhd50nWH/vvKtjnHNFg2kxutIiCjEc4O7VRuS5mp9ZEtMiuY0/kYUgKrVldusfnInOQl7FIU7KJOmsAwtAP+oQ7L9GDIbbG8YPcbu9Bqb28Pf5vNxqj2Jzc1PU2lwB4RlXy8zKp0MqMT6ioHNZKkTODjF0f1iH5dy3O7HlCIOBqKcbNHjUepl5hg0CdJ+NVWJWwLUS5jBz9HIxi7otR5x+0ZZkRvoQmDFtoX5D0jl/if/op+2OqXTxj/Fa+O/OfDtdJD96hdyXcqwbsMPg34HsAbc2OkfEXRd4nPf+M04HmMgnFRKehja7Ven6vvT0N3Wi9bvZTq6sHtIrx20Ty+6mEyUbAkFmkKqBgRUTu1obTAiAWpn9Bylm9DZziBBeCHhWuyRg3RzLjRHmAfDb7EATopN1Wtrh1kksQlYSXXGY3+vjDlg5QEg/hqXhO0XPuB987/SDQuHIC7BEeoJ+DtOhZ3DYPlGPAL/5DxCsENkarJsaxsxU2O7kDNUOWlsjxexQ8JDQI7TCKheZE8wNNCqP9YPf6awCRr6VWyqOEFf5W3pppOLuLrxUKC4VUZ6pXZPL6Rfq/uBx9bF8Gg0jF/GnlqXM8Q0wKd5Cqrm3lYV6evDe3+zxyQUyrb8l5wunANUhqona3prg9aJ/4Bf1LCCKHuDaSifYt1xFvjkQvIukFz4bHjaUfYodRIr5GuMzQ7gmcU2I13544L1Keg2Tq6P96CQB+7DBBuYmldNExePea7kN99B4HqwCxDxegtk8Zb0CsG4EPZxMAr+Tn4D7c7t8MNUBRLGnthF5SU5X2ojzPdjx5oXx32JG1n6WB6B/shWwYik2jRL6hW97t/gfvvm+l14sUggr6uynn+LZzLSA4Af+f/S+dFJluLloD+ok0KRjsR9KGnGKNz15x3/IHI509yAURsaIEYVZiFVhy9OIESwRPQHE3Rbpp8H+HqXJVkIbMa823Tlp/ykUR0/K3+Wf1UdAPU4Z/6IZAMlplEzuTsCunsnJ8huvW6JeOCeTScD1jVI5UcG7EjfQ1zAHGEtDvMD1aAQpp0yVyxCt3CmcqfyCk95WYBHdknF/FAy9p3uT+KYuSXmFAuKaQGMnL7fMCKDn6Zv4ZN/liCfU0hC1U2rD8ZAQBtbwmzJb6wL8gpYsFB9s5RBOIpMJHszOhrOTggiTnZ/r3ZYrEg3RrfTPyHo/ZTZ1z7vd2SXeFDDaPLHX6mviCBlEGth/K71D70mI29AMqK5p7RUuI1Hw2yUiE441owzaxChxq3QhmJ0552XjFqXyeRuaEKb4DT5Wzcx18hfDp8mLIrO54+i5+B73LZizVxFqSq4yn7iB9wpOCpSTdusnIxsFXT0tbVKbJ+DOTVn/iNSafBNyg5uJDArkEoulzhQIvQUQydlgb5aGegLEWV05huaHeeFIGnMrEH9vNEBVoWpaCSY7NpCfBER1VM3iddGbYMeF+2BhBRyi0JLdAZ5WzcnBfoT4C2gH6Qiz2i7tPYcd1a0RfG7nEJaN/mLCWmJfHOrvFr1w4m8SwjkHEtNTO12FiLPsC7uSz6IxbYd+XR8SOS2K+GbzjD02+YJ8C1idHemtdBKDwQZyV6K6rwFE6PKq+J4h732fHNSZhhXSV7itmRkEbTWJNich1stG5IRXgKnsq2rlFHOq6Zka5FRiO1MAH8oeDP/O17Mm+g7Sg4TZ0bPWf2oP/30N+HSXKeDvmfzoYDmRTxzimlJ29kGiP/Xd9zjOAGID3A5oFc5GDA19dMsn7zqdQgWCe+GMFMkkbwSMrAUMLQ1RyijA1TX/NGEv3J0UL3VGizun7DJIZtgeKbEXAh+TcgT4pVBSr0T5kWHIPHGjujN2Aasae2mWAF/QKkGdMknOsBExqMJyngfoVCoNO9e5iB1xpzNr1aGEDiyuoDDV3OvWlp9p82IzQwPlBepnwNwi5smYHC6F3PTm+oqRLdAnQZFuQSxIDgMBuIE7gpwn+sWmHESwB5NNowYaBT8bIw0JUywmLKVYPS9ZL/yPRxoX1GNg3QVUQ9KMj6kAnNsqD9j0AbWE9VIsNhhpI/gk2YATnONoH9ogXnhl9E3edGavb5t+1v0E2Jstleb00c7IXJJjZC3rH+cZlzcSs6bzE9XHzgarjFJfKYO91yPuPBlBO4Fry4e3plz1KLWav4C0Rp4OnDGmWz/H7gCvd8Ds4w5OUs5/p35xtSXSCrBhtVEF+ZgUeR+/TcnhPvLOqr/7tiIT+f8gVCvSJ9FzVkMFU3eIc9kcYABT0FWhTN5K7iaeGziFBJkGu5iqV0Wi6fCf9ARCBGtYME7tZj8GntFOMjcQiW1u5Ksre6we/8vdGyxmQXIYRxKVXFhRVI9aazHarfApQNnHEGxyX43ZbbRC2nNr8KrBR4CK9fKzYHNrNPpV2ekF1PfYzlTaA0QU7y0PkggVHrFdZ1k0ffCU1wCtL45yPrlHnLsyXN3fRo5EFCkKnOFufHD8t5RvyA8ovBqEEDRAkFhRoFS/CzOpGvHVzDn9dTA320U36VYGqq8nZqsrnTtxCEqGcA3868g04K56dltlkxh3nlpZzZ6wzJNLpjLPEH86/blXH6/ndLWekhDAORdJJ26magia8WcSr4Wt+GrYx7AiepkcbtcIlRNLi9kZvwLzp9r4MgDS4HEKT4ftV+goI6kYxmo9LlXnamEYo2BreVfvTe5Tanqf7UNkDbSZPlib5jYWXhO99aNId7UA8wIMZKZJ078i/7Vc3Cg/VysRjFMYTrOtArZg7LDv2dusyoH/UIL40HnAuLNMZ666dsyc+r9tuStStsRf4hjkl8hf5MJwpmhz3xP6jP6TWQLZpFbGz8aKk6+CfYxk7GpIT2QD92Q0+io1sY0k3AQ67XuJzyAjzijhFOrFNK8tWlqooc63pwhvyeMwbmCFkJ/IT4ERvutEJ6KZsz40QM5OwhXQRGozoD5fHGKXPgjf96+Ty9mwnygENDDdK0YJaYFbzTuAtKVeW9+weeJx6aa8xLpLXE3cBhb4MJhN6wXuX+mdjX4NESnn+DX0DWiIh4+zqjkm28Q5J1UjQlg/CiLY7eS2gu9eamWdxt7TEBanK1gf7XGyEr8hvQXMqsZl9OeTLwLj3AD7UiWnazOQHkgQ6NBxZm5gvNw27uqPkp2VKqGl1mBhCZ6fa2BNCM6F9etMMe0UOY25wvwWLgFE8B6rb14hX4X7UcO9L1gA3+mdsyfAZt3icbqHMY+FFl5SqmOlEZuBuKFEbTQjkYdcSV0UK3i/pLRqM5vHPUJWdKYg+dBBUt6oQkwlP8WXhKe6HyDelQL71fawunJT2ArRDeQYoxH+iSlvn3RnpzbOqycvsSOAtk+Ta3jrgbWvTGTBKru5tb+NH8aMhN//2MXpF/JP8aj9p77e/hHM6NSwNznv2QP++eYEuinzw8sQ6kydjsGak5vu4MA0GtYqokYjIidfCTDyuBYHXiCdO0h6SFyxOhqONoKAxwaFYrhQndpIt3LSEOmj3VKx4oZaHFxrp1IzqrGNYI9r+4bRVL2iLePvU7v8i7FBvvn+hHXdwh7h+UONmV+h7+b+4NZys+nPifFu+VQ6DMQczGK38Qqzb53TQsfE4Pgw8CkehJDC56IvfXPlF1gI6UhUjPaPjmcq2ROcCcpqZLLe1X6WqI4sYl4TO5WPkUVmTjaDGwfm+Bs1H9yvSW0Au3dJP4OnpGMb4rNSh0Fz+V+cw2I1Y4N043/1r2Dtob3Gv6AQs9Glb3LlcN7OA3RppZzfWZS6pxbSF3/iVCYbo2f4WcIGi8N+0geDwT7G34eLADb+DvTUJxYKLQ92AqxQnMky7CX3xprDHRMTiWr8Fqe1sQCtpN5Wl6H/eG2gE3ZbUg2lflwx5CWXjpqTqMdnDPaOTmI6iHPjFzEfpyTfIr/yteTnJMwkmQnGkYm9GajAlwnt898iVtB9gVd5Fnipl1arUTC57gRQjSJ4WuY3/Q6Ez7EHs//Q56Od8FbAuWWmc5ATkBL45HhudxLzKHY9+kJs7GHXvCfR5eDxtYXC6t9qZ3WstB55wW+2H7KDgn2RtMxepB/1W9KvXMIn+jox+2B8VvtaMIMpV5LG5wOTXefrEXwRXmoMB8b5EW+j/hl+ZD1jJ+Kz1H/I784XvIrwKjVxdoQj5kUzP2BUPmA/19z2eP/gMrdgsnNqx/WYvpTJoz0zXwr10BK+/cTq0FswpJVkejqNPiZcF2mj3EgFwGzYPWMT34GyASu6hH/lwtZRuaxRRWkNmFOBvYbNBVddi2SNQEwH09eQTkq7Es2xzRBTF0kfOBFcBb6vb5xV2qFnlIL2RX6kEEJfBVvhzSU+FXsG6+WQSeoHubqxxW3nrMIKR+4jNYmN0m7few3CsXcnmoI3JQHHHlDzwf/XcaXiicT16NroZeEl+hTwIKd8HahLX3MS8Q6ppaChmVxO4Hn2CP385+252ggqE70e7xH3BT8YkA9lkhfR7NpsqrAgMwWw0Q7WHG1BPgT28RJ82S0wiP1ud0Ia0z9Je+k/ja/2d701MZ29iZYNT8Rv6Y/Qamombh/Rzfqvmu9fujBJmaTeJbFAP4xnCBQWviDj9L8iObwGNgH7klguncE5J5eA7RkDowD5S91G4i/hp/YFSnBuRBbGHhg5mfRAyFn9MT4klQaOMgey3quoe2jX6EKqH39dgxlgo6SLuI9oR4wPw0wnBJngbCEIZLPdOtJSotDBqOSUDuzjvoX7Ji+khDuQakKPQLuhVPIAeGI+p1n8sL4/XBm5ZozWtxsXhHaBGe5mbxY1jK2kFPSqB3PGQnbSORhYG7jLtebSAm6cCIZRePBwAljkoWAV4Kyq29eJTXDNAVxPGeK4ept9J+dCS7A1I5+F9OJcsjoxIA7zrVr7CPtdYBM2gBtnO4rIedHr7jUEdl9ZlGgWWISdlObz07Xh+FvsLxoHKvCcq+T57Y7xB3JL7Js3jcSGyWPFgcik8GNgUqvisNHRA3aXWcgbG99E72HmsQlTTXbljyfc6EHzllZOz0FUAGRBle9ON3MHYarRgSzj/kmVtr/Er7klnbJoc+orfgxZ7K+J97Nhe4vuoanosXABB67Dn7o7jd8A03qlZlTbfM+IV/pX4KLeJ24m27FFQv2CsC5rodkYDG2ufM9oFzquPggI5j9K0v5qzANRDRYjvNR9zEbag7pObXd/Y8eT662bcjrAvOFIVghvjs0wZ3irvIeBucxf4trgeaczUxNYTF36ljaE/FW+nWrqUonXAKNbIBX/txSOJqvJxVQXvCM9VSv2TF9J14YboHx1zADX/8yUE0fAI7x4KfG6vZ/YyT5E71tl3Bi7V71B5uVX+VfQi4mMSHOIqR1v786SFX9Zajc5WByvZEZ8/jrCcbQ/2s+l6YeaTfyFrZGjHAUcaR4VLiA+A6Vc5AST6WCTu0VyHWxc5AwMUNjfYLj3OYi904MaEPtVWwLhwZiOSJb/9WjeGN6jDSJOQcB58W/vMZbD9PMmMNOnUlawZBtLtmG2B9uQ1+0L+KbYSSd/oEg0h2+YxKJ7kSlSLjD8Z/5XmmLDtGsEmU2dcYsJzQNww/BIqBr/N9EweVJeEJseGgSYWpa+SV6wS0vXtcLxUCpId0KS7vLAWfC2Z2gsOgOtCsQ9kR/DK9JEqwSRx3+Nf45cE0fr9/25iFwhiNhSKH7EGIp3jj1i37ow0Q0Dov+CrgF0bOPS4GVjNcBni+zbyvtQfrIF+YYui1UW4XFEeSyPfxK5CB9M9mMyKn21/rgVeGS6samACzkI2D3ihl1fq+CIbDW+NJk+mMasH++WWMa1QhrgZ6wtyFTAtecCn7hmljGaADXcyiYTLd3aXuXYUswwqjEz0T+ooQZivsdPU/fIEFy0AqVIA2TxGIJgrjJna/X5uvGuxBh2CTGSDWlvdB+/wmyCSvzLCCzFTE9no5rze4DItihprXn2WRsTKiJDiCp2Y6ZUkgEBqrb9q1vECSBlvZxuPXqr3ll/gT8hn8T/CH60dth9mEzWQdIwsqDdgP99g19GHuiw6GalnEfdFX8l/HAKaWeUbWpbKx3X2RuCzNPOMKe5NwxkXBPfPh/ESdxEtGCOcfviXwNf+Lwe7AcHlq9KUsIcCemO1dXqIpn04sRTo6cnOldkJPGSm48u5055THytbyMiUf/4JqXwJDab792X/tbqD2cskQ+o3wd9NZ01Ooz9Ha1i5ac6ob28Hdxe/XniMPFArSst0jMGd7Mme9Rpo1WncQhL69VOxTI4z9pGPzQ/Ec0ivPxQKGprWmVplZPe2ors1qczZ6VHaD7RrxcD77hLQZRVYI2kguzFaa2smAHcXRLZRhY1l7EwPQriRKYDI8qhYb/RA7k+9N8K7JNe07gTvYjVVX+1kkpVYkhIVF5zf2DTnQ6RB9IE8rDcO5weFs343tNVrRvYLHW3eQwtzI30oI/cpBL4ymQW97V5wosLq/gn/uJiE6yjtMAb47XBuhMz2H+RBFgLPxdbuBUQxhDodtgQtBrF+K/A3mTgb0FA+gUgMDK6gaqm87EgIPJqYiXSODkavPUXAeHy28eQ9HEonr/R7iCetApVs7coX/2D/JXRBYksTm7nF+czOgBYwAHUcw4J08irosA2ME8jt+QJ0XpYjeAR1CbyWQeSbf050cl205TVdzVqcDmI+mYBzPEy6RASPR/KkRPtkz7Xgu04skbeo7zXy4U5Ylnp76kDpfvocNjsK16FUKJhalzghrWPWMB+o+AZegPhtvuKK+U6VFl7DZ0LzN3aIAvIdHIrfhh3wv+duWpWi1YEY2inrHTTINeBoAqRLazRLOx7uJvGfOh8dYkBAVJH6SWBTt6zdwV2WqXp72zFSCdfBf0ukScwFxXEQvHB/FJgL+N9hbWN2mmjW2Kn7wZZVn2g5onVpk+I2X0i+TW0nL/o3I4H5E1EENGj2QI77Z5giLvlDNFLwNUk493YF1jL5HmmDiUbOembol8eYsHD0+ngzS1TvhzCYXQ0x8IMeWcx0hCt6z1hF1OjAsexBlGI2vme3qTnC9RHVwJa9snZfbOD6RPd7AEGXJmcDa5GuoUORPJQZ5jK3inpXSITJWtp9Trgmbuoqkpe/QnVg9uKjfBvSbwnavD3gPOpg4rIKbWxU8U3Am9jrQRWVB55H/xMftdqJj8xEapW/HEwrkzGN1BX8fH+CdSQBCxo+pv9ZuYVfqKqxtcJ1ZxJ8Y/cLL6g0ZYqJDxD3mBvsIzJz26cmG3WJL7adYQC7i7gxKpZRxKb490VmCrYj+gXbo62diIEXOkXcprJuJcHhWlU2GZd9e8VoXe0sCPkvlAXtguEKTIeAt+3HjxW8Z7HX1Gy1CRQMDX3t4k3QtkA7De21u7CDwHxpTxT0KslXcT85BD3qNTOmOQ15hqolaJ+an70PTqU/M5AnV0H7lgcaIk1A4K5axwDxt/LyYzuRx8BMSSEvDpc1/eic5PXU2d90CkN0foiDHNCe2y8o6vrpax2flgW8Iiczd3VlgZW8D9ow3ybPAQ08Bu4I7NyhQ1G5zkQyPidtUvL50B07k1J2OR0soyHJU+yT5hDjNVJE7GAPovEZIM0MWYskSt4ho8nLhOTrJ5mdu9diLO7SbDuTwj9pIfNib4CsbY06RwxniF91SXKS+47N5hZqK5DnskRpK7wuwzrgGGJZxa1j/pQ9nvX0Z/dlXwdprZxC29NViAned+k2vYnrIc50j+YGBUowZQLlRez6V9C+dXeVBCowEugTJP1XKEF4fk2No7jEn/Ia+1SfFMliBXyFsZXaW8AOa+5ysFi9A/+ptiKXGIEA3shSjNsChkNxzz3PMwaJJY4e7jB4Tf2FXO2mCU+RmmO4c4KrAC2C4P7QWPANQPxlkhr2wNech345GS8pgLLIj3xMUFiVbUtiUbeUGo+7pf7AYG0tJcZQ31FRFngg+2TIlLEncRlZDKwe31blRp6BW+xeweIsYH1O8EY+d0eSiumYjgDF3YJ8rkEofLKazNSMJP7hZP4Ku4meZqL86+9toFh/q/CN7UzeP8LIOyJwky2Gt7YHqDp4kv8I6NZd2LVlLqMFQW+gZ0TzQYC/wKrqfzOdxE9jtYOVjBjgb5aercfFhBeIrfdXKpKzdUbBeEO13jPp4lUZzAv26rcBYyFuZWHpO0aLHs6jZYgMyOX43fY0kqD0J9KHfA9k9hkTYtvj1+NWrFf0W1WHnqpO0mnyVtQ+QNHImUBjdgOugNVkE1nGkRatlgkVwwCD39wnoRaI9PUu0YaZbEBsRteoxqsB1d6hWGSzvUkbBq6TSliv4kWixxg9tOwmWo3t4e0TqiKPnYJGXZTWACGf4T4jS1E/OnBVvZgHuGfCUTaSxiYzMB9FuvREH52tTXQ4YP/vzavIP8izdNPJQLUduQnYpzaXzelh/IHd2KwuNEUYSBWLqebV9kTaHZiLXYp8kXdbZ3CyyJZBcm3lducqt/bZZ1Di8stpInqFrugMxhfhaSXh6UQ3+CfAnph5UzyKa8ixfU49wgTwIwuC1uAJoQi3iB0D6DvGJiGdneuIoFIba+MfY8Pxhcyv7uL3IlSYyD2S0gtfDsyGbBwB73N/B2ZlkowGiV0ifwDnjQr8IzOzdXFn0RqcAnqIXiSmtzlPxSF9WVxrAJwuU2E2uRJfKC/tNzTOWyH9X7WWvBpf6IkFguXgbi9i5WAs47owqVDTxtTmKUkTLgfJuSP3lD7pRZZ24gE3K9FTiR/pjMjD40PVlSUqZzg1tPOfjCBzUuWkhsZkynojVfSv8sZyUtMbjCskb7WMBcW+ZpswBwCRP+CN6QEdIgOVxFlkFAyTeKMkE/oI/RCSnCrEpOxLgQW6OBvxK1BdCxHIG7WQ/4BDion0LaW/lb8Gv0fazapcQh6VQq45bSBlo21AHQVAJPmKvpxdJg92Opu3Te+04uRjcYl8idA+3R0s3sNXRhrBWx7pTsk0TlUBs50bHgUlk+ZgazFf5FWGY+ZfMQIbU7iGjmV+ldtqqxgCKIN3tDfOnkOqOBcYwhwgTV5WAcwzH7kHSS/BjdGXgSK+ovSb+wc/GPE999ZJ/jX4Or7h8U70l3Vo86m4Dgpp9cjpQLweOof8qUacOvxMNXoJPfGNy6hhyJKYfDUpYG2EskstAtFbRASJvBYDXOR85e3RiWTPDdG720toHPQ15IFQq18P+xi9AFiUeJaID172hpHZKX2Besgl90FuABcRwJmhkB0ReYpbJ0F9zT9JWEzIr2i/kK5gtbRDmPvyeX6LaZmfBdS1nfLGYc91OpQpbkVZBOuCTBgT22N9YpOdtYyw8mxbk1hmdLMeBUr559ivjWzA5uxZCZ1MjE6MtQdiBYNd7L2RguJvL3RbUkUk0thPZUSzDlrPd6Na8v/JK3SJCCgtMaIUEF6At0eMH2kd8Aph7zyWD4zf45sQWWxngNK1wRhbXEQ2Ryq4xbltxhdYk/tvshn8pfYaDAqkW1F19CXowcSfuKsPFZ4At4/CN1vrLA6gyemUVfgN/Tmgf2yF3nmFSQq66vZjuYc5pL4FcwOZ0uuvS98PdnLLB+Ox5oS+5Musonqib8Fo3A4C1joGAgKzRaWt6n7hBlyy9TqapFbJWClTi1z0Zvxtw5WLbyTaGePo/L6csr9gNHlFV4b18KPo2nVwvRst6EthsrGD7nv5d/oT4Doq3jQNzFeB2OIceZWEXbvrCNB8IhVQJuPAU0cK8IM93Ph8l5ucre9RHgX/kU/Inzkh0PEHfy08Uy7oe7EhlN7gejeuxDUZrh3Pr6D/Ia1ifewGutvhOz2K1JEvqcKhWVyNHBrl9iF2iDVcB5KC4k0ZnNxD7XDltic5gQvq6uhZfFVanmnK+YAR1GW3Y1flB4Z5WObYP5IqAw3LegyE+0Pyl6uP1mWnKjuIGdjw4i9TAypGt/l3lMg+AaGHA8+xlqi3cC7JK2MnJFtx5fBEvZkYrK8DNA9zxspX0LWeluBkhzSZ2i74lfAlZ3RH5G1zg5rGTZEnwYUcyy92xzrNY68CuZG5iWAiNVbwmxsobncKWo94kslyP9ORZBa2j2nPNNYHm82dkPCRv5Jsq03NrXsTiTaOesZbJbRwj5KdSG2qMWIJDqZqBPZiH2FLOY4rIZ1LFQM+L9SYCb0l/Ii2lMsnXikJ9hj7kxyoddGakB3Bjq3DxuIHEkZ7m/hGu6qZG+0SqQq0Z9sRqmxAckTfD15BtJU+4k5y2BcXSS9X0LvSDVg2zvqltoN3Se8Fl8o6dxOSLVAfu5neasyz21J10ELBsrjhMpSK3yTqVFhXaiVgCugc/pVchjwuQWswoGh3Di3kQ2T+W6QOZHOZhFWpuZxV6z/j0dN5ZfyeWk099WZRS+JVlLqRVdRC6mHxhy+id5QyEKNBXp5hRoubGfKqIPpHV4ULwmo2s191hT1X7iNaY4UqiA70IdUOaBkY7g2sdJ0Ei8idvdncdoEqqU2fwaS96iPaCeYscVkxj8ik7mnxlRiA1JchA2Z5xEDKRg9V3v/ErAEdHxq+/2ar4OUCGdlhzE1Vbj90y7ZidqGUamsZc3DSsKjFDO7moG5a69XT7p1/R3cRmpe1kjuABPKOtF0ZElAzrvU6/Oq45B3oorfCPkYKIEa+DxwzRWjSKgU1zqEiHciH5CH7FJvY/CsvTvx1HwTasJOxRoydeLdw5/0ghHdWoF8TczUF/gHqbpQzptv2qE5chkjnfAg8F7cpF5Ar4WvcGH+YaRXICd2xXnCjJV6JDsgnbzt2kIvfWiXXJ3/GP2qw3SITtF6VAm7tgOLivYn7zk9vSf0MKKbe4p9x8OzGCBwMPfvJOzz5tjDgEJ9BY5jBVnDaquh0iAQqZyUm0AiVbwW+j/svWRp/jPxAbil/foH8az1yc0GGDRO/1Vo6e2m1mgffVPUXv4bhs/p7UzUO/GZrEzMMaq9/5TcDXtJtUxm8bmJD45ojlU7GfXpJfYh8LZt5tf4BrM8szPch8xi9xabIfeB+v7EfZEf0f7Ie21X7KB7D7xlVTCXVhY1U/Q8N7E1gNVJ7SvXAZjdLfyCezRlWueBKXcXKHYNknALmWeYbBg891tMNRfLRTLKJdzNTk1PFgaq/XkU97lrkHfqtugd8gNS2RK4NGwH4HCOsK3CD5W2+m6it9uXGQGcW16EsmjkNGbah5E3OiMvMkuxZ+2GXBu9HVE4Psj+ySyglI0wxsTkiGCNGER5uITeAdS1Txw2OzklmK9RldqumqFL6jJit5aVggeetfkNbnsISUNuIQ5EZluHzCl0MeBQssIJCRhia2MZGiTKoqWo9NZ4pHxkgrkRc9x56h2qJpUvtZVSTxnDVQPO9ok+Qf8a+RIeY2WWZpNBUTJg4hMjTcWv4duo21hJ3zLAmcoBxstozIjMVholLaQg+KSkSgAa/wUxlCNwwKUaYlFlfzhTVBdzmTHkIr6FnI/kTAwKT9KnkhvAmCxye3Agd5TMDazqfuh48gLVPLGWcFk7BR9fRMNUoEf10YX6GjBj+sUpCZFBAmlDGcCt67yKWgy7hPyJVtMFuxXXwX6l7ZKugeETcURPYwtyZ7SQ25baR0/yVgAGFAf31BazR84jO0AAK8Zsj7wFS6+7eh3zNJEzzgsQedAAfx/yd90H5D/UGqwnQiGTzKZcFAiwofY7w4nlOBvo94zY8eBlXx+6m/YDtijjq+AfqQ989/B3ebb/E7IC6WUP8i1kITD3JKxBsLQyyj+aXgwY+CB5hzgbbwWediNwmJ6n3ye36FRkqu+ah8F22chmYAE5xJzoFEbVS7Ij9BJ4KeKTH9rCITrKjmBg4T9YYqJRtp9Fsm9FCDKQkTiamKgcxm4n04iz+YpyT5guARu/WL+Zo5DT4ZxUBWUa5heN0AT+pLeL2BYfFmoUyY7tSoFa5Qt45nxA56rEXn6w+J0oKXxPbI18tm6JL5z91HrloT2J+4z96sshE+Z/TRSxPeYgbL03xX2iN+dG+SaaG5lT8e+pM7vT9jekF1XKyW18weoFJoMX5MUKCWXllb6h9ElzjasSFjPaLIrXoavF/hV+YS7ARE/5AF9Qa5koR/wUKwreoLOwFfYYpX1oDHFI6JzMhW2KQ7zBbmQJs6J+AXueqGDvUfMys3yPyEpIG72a+s6Ea5ycil+e7WxD7vC4r7nyOLGH+xbZYrfCp8ezwl6zoXnJxol6REs+KR2K9fc8j9U/BiFYBSzM/w5+DjKr0BfEv3BYxZUl2pW9rsnBUqEx9Cbm3+gWwaFtuxvRlujDdeFrIoR6DG1gkPKdJMm+iJzBcuFliTU0jWUHjPwDL86RQGVXRGchj+ShSglEV5djJ/A2KUTIYsFoBLamSR/conj68MQZorn9TZwFuMd6H/yJgBlQ1PFEKRDlZLtb/LK7Q6xFLQNRxUqysDzPLECOFk/F59g5wR3D/h+eqQc5z60WBizw7VKnJRsYHXRN0FLlYPfQlmw7pCSBuBncHdE84JNn7mIXYsF9B78XJ5PuJu0jPVz2gPb59SD3DLz4vNFQgUX6Ufc/xjDaD+A42osTzdHx/Vp+ojEC+1K90HuigwFh6wFzFURG12FT9YLWS2u6NQXpx4wFmpnLnORWw+ehL2wnGQX21i8eExcnlyKl2E3EDrQtGEAoWJcelcKEB/EhKdtjkEYiTCi12CroeKyEMQlrSu3Qd2Fp8QbIaq1pYKF0M1rMOMD/6S8j7UMXI7cVWusqRYlHiaf8ueBGoQDggaUdZSfzjcWG0SgCc6y2+y5wxWL3UwkXE5n0QLWa2TnDM7wC6tbkD+Yn7G6sBVIVuKmLan2XAQr7iCpNH5NqgqvXhEZG/XEqPs7czODI6hSzq8dHxqZF06Z+Lyn5/Wzwh/cO34BxQnlsqlA/tepb7sNi0JdFfGwuc6MvLfjoYGiZ8tLMyJ/n++rjtC/obXtJeIU/Q3hF4FXgK11FnRpMp12kC2BPtRZ0PS59/DzxCbD8vvM51s09TM+FiTQeFF1hXMBLocu4kqGq7Bstp9yHXOUsRd6jv2FZEt31W8rcVEZgaf80RvBmujEzERqfOsev6HqpA9/NxG4mypxFWvmyOEXZqlxQmoq9Q3qaHZWWXmegMNFYP6W43DWVRrMWaU3Ns9bGcnMNEsP0fuZEt6e/pD4aCCsiM4E2wFLPSByeG5ns3xH5K/EV+yfei/qM5WLS8ZkBrTMju5QOcjkpilwn6mpnpYHA5amJx9ogX6vkq8hfYYjtUoc4YqiAvnZBQX2PwLz6rM6C1CrpkLKK2fE/7dYSz9COyEnwW7nIBjxJ70HaOk5kAd7VHp36/gNQrS3w+Bsr4j9KjDTGGJvj29w10lG+LnEK+QBGtd/CTmLngIw5Y6XbITkT6DadOCuMEjo7xyya9ZEadovsgHDYl0hrJI1ZFCtFjo6lJ/OQtfEO1H2vLPsALUTk1B76KnoPvT/x+sbg+BCxOiA8N5+BjERuemPY29EqSF+f7q9A/kNUtX9FynjwTHItcyuldzcSo/QhoUdAKabFfsamYb8Hjlnt+XIsJ+Tgf0oY7GBue/KLXgODObDPnd/ork5hIIKb1j1A6SH/dv8f8n9dz0ez2xAtUBsI+ZYwDzx5KtJS/8s96g/i35VN9Ax8C4qaN4m/1dzIWvq036ZayhFHp78pnaIHgaXS7HRutVkgVMZeQ/7/pPmAMy/J+j8J+fX6gDqF+tVL4x0K8Npko4pwmlpiTBBaGPDc8wmSjdklF6CY1PbPdXDtHd9yehLX0WmFwe39C+EzgaNCfnoiehRLAysJ+JasSNfXC8q16GbiTOoItHBjtHcHzU7U97XAsd3RKsBYipAQSqmzVxnLxDtkJ7kGvhA3tKV2Bvs46ovAWZM/HiCuMjetxuJ661hknrXRTOh9rcJeCT5zuFCqq3oYhOOb9N9ORucoUQFb4qQPpg1Ewdq0BnM4wiTaqiXsheGfebivNZAM6hhaGjCuHTE+cM14rhRgByC3XITo7claWTkrnQ0rAlzAarVi8ob/ITNHgfkjw/GP6k2EcB/RXa12gY3Yv8R4rZxZG7kG6U8UkCPJl2AMl6RBILxfjx8IjkVHor3JO9Quc5dTxy6GBezj3guks3EfBNDyKIJ+AHOkCURP2C8oPhK87Uv0dPgZ/YPPGoQbSK0YqPFJ+QP2w5dd/KqlCdbEVuAc29BtRVQ32zMr5XrkMnDvQaKM21RwLT12lx/OdgN3Fk9ucNoSGcXyuIu1p/6KT/X2mR3JOaG67lbvCD/e26EF0WtqG+ZnqTqIDVBoh/H6blVfHflw8pgDhhD2Zw6xBtwvrcRd45sj/eRd9hG7EZeLbe8dM2AX3D/AdwZyC1ktT+L2SaR9UWiY0qQQmOyNVj5E/glY6HB0UBIuIRNqW6S/kM7Z6jU01qZOOHADBW/5SldGO6vNSJauz59ONkZK6DeMjNRme2K8Gl1ImEZm9BYZMRKzb4n/BHZ5T5J1qS50Tf2pPQ5/CKtc3dr8TOeBbw2eO17QGBfqaZ4N9op8RPITx5Hu+nUkJlRGMrsdU8vTCeL94LpA+fhc4l58il7NGC3lFjBktq8YchQpGVoZgBmJRei3KQvdR+rB4hj0s1fFGsFCkRlyGqVyDMIMTE/F0fvEI629W8N87v2ITTB157xeMdw99h6WO/M7fYuJrmQby5/MLz/1roaKKQ3Qi/HqYQFfgG5PfpbGypgbt+sy+aIrTE8uGdkhbuPyEbAD7hW47ZrYwv2gAm43tJHY3ymF13IOue+5pxBzMZL4EG0j7oZ9CRxDAqwwtyOzDcJ5Cdbrt9FRLgQADBI288j7y9oHHrXNriQfsNojCWoC1cy/1XxA9VPvYf8dbM4Bw6xnDvJmqqN809UGqVTieqnt9/TGeU/ULhgzvMNKCfBWyVeH+mwuBdfrlgFm9Y/4nHZR6xflF+ms58eHsI4z2Pmd+IFkt+Cxb3nhhFKL0O1lDsw5nhTtqyjg00/2E/siiTE3qCCwoCqBm0597g2XVr3rzEkWCYwyNf/j0GfjFbJFvohWtu8ic8Xb0e7x6wbc85qfou2uFomUY5oEYR7637H0yFd/IaxAaiPj52g7YoFQxF5p90v8De74TBa3K7msN1IOC1m1g3hU4SMrfW+4HCAuTAa+YVGiCD+OGOrrY8xHSlmlOIiJsYWrIgxSFvh/pbqRJ0M5jU9IjkTxxBTsOrlT3EjK3sDkaRL37ZdOeTutIsn1IoVOsrAb9GPgbgYYQWs58yseJXb5XoHZyobQDWyjsDoA2zLk91fmahG87sMX+Alw7Wv8HjUd3YTg9gRzd+KcuwjphUrun8BmnpFqKjAPAkOiokeo3WIY/BY1/wTC3kxvA6QvRTvhAg1xbdMSx8xvwn4LD8+SEkGCq2w089UnfwbfrDKi0TnadG+re1rsjXxRfwt8IcKyh2znSmhtff+1WnlBTMd2+0QXJytZ2fUVqRnKufgD5rB6gd4tdEzutYtb/VQ2USB6J7WF5/Dw5PIwcL122DCf+iZ7IeDPl9Bp6PnhjsZa8PljbxD21Zc+8dC1IZ30S7wP+shtwH9O3X822M6XkeaJK3oD4xesJPZNDeInAwP1QU5LY01gGqB6i6MyH+zZydF6Jaqefx3gU3qlrZoDjHxAwqHPc2m92uJYMDssSI9xs5gtpM7UDhzH1mpwS0gSZysZsWquTTW2sQ1UCwLjv5oMfoZqT//FXCNyShTZMTrLyK+72tzYLeRJYigKkQI7You8K2DoOZyiJuywI7i/ojB7JA96DinBbIVAmUIQqwC0zYj2BoLpxxWwIg5En9pGLkDaGReBcNZJfq0ytdcYFdCjmQM0dtydHh+AfIt2NLtgoURAeWPtomCF1M/4eORPriB2J7DPGQ2W3NBD9pZxby8OllxgsvxQxL1R6hHSsS4DSo74jgg7yXj4FIgEe/X/UvzLy61TK/E3NA60tYoMz3OuIxdQItKezZfsQSwCn8a4/SaplHVE+hmWkeop1gd3zsBgwnlvo5P/BSORBeiMqT2mX40zkStUdSC4KFhdl2bqkXWwoNdF/U3uaGzw7sV4MN4LWi7rV2wHf5ytpY6AuCX+NOI7k4LbJfbzhGs0M4/gjwSfdoQfyNdiu2izjI7+jdRr8PwS0vmAF/ybzhzbH8Ta2iOpkeZC5Li0I3lA3mmOjrUhziBD/L8pv9gPANFNwaymFGDRH1j2aG55mdWRukZAiCME6UUuFDtZFj/U8PNj1Ttw9pTsG62HnAxeRK46L9mTeH4dB+zKpFXxqnOPAtOdquiM0M/kFvwiosXX4lnsLUReH+m7RB2lW+MzzdL8Xu4yNUmUEIN840zgrxPHIsXjBzkkkd1eil5DtrozAy2Nt25mQFWTWFbrnVMAD3HLgXgqqpO0QnQATCBes/8gN0zYE+Eb2gXYQJBuGnXUdeCOOfYMMq0H+5I2sD75zolniRP4caeH10f/Lk6i8rpdqePJylyr4F58I/JDTGILnT7UGWJm9GbqSPmENZT84RTzVodC0TnEMnW6VcOqSxyg2qHP8XOJ2/4eINL+pGrcBbdIopyDkkXlVSHHaWhWxLoA+t4AQSfURWY7Jz/R2l3PTI2d0OqQdbU2egczh570lRbHJFubEyFgeww76HZQploNBR28WHGv0ALz1rcHmZNYRTcO/wEXR7GqYg8gxb/dULghovg/EUvs7CmY+mXWX24ZfCs+hDsVfc010WEjxuv+PE7N2AtkCZVL25coijrKfPE5eZW5RheMi4m77CwJwfzxuazkS0NdlQs6LLFeum0+Mlqy54HuNFErmNcT97Hl4u/kQq1KHBbzRx0e6FhxoizSzT88no3pGC6gwGS01uRKvrceVTcii0Xcvebkl8+wLX05tPfaMLwgkymgiE3BiGJGv3AO6rJ7UPwTH2G9Cj/BZ7jf6Z+SL8w9yVpOE+ITmkVMK+0AK58i9lxvTmJ7LC35MJFG8rmuNEk+Ll3FS8VrgLcZ/GxrugubaiDIGOohb2K9hArJh0wrIS1Y5Vz2rpKw3O984gha2V8qMQBum8RNogRbKtkLJYRbqYk0ZWTjSkLcLNhjN9SKh1vxCFIzlFR/RC+58KCrJd8YxwZ5GchmgezyJiRAzHGzSAJzOznXeuLvZmBOkViEKuedlfYDKefgzkVyumXkzew4/m1kFQkLFnbJvK9jco46P9ggtXPzSSiTaJEczx4Aa2wEKUYVJGpgVaV89nLsoteanYzNtUvwbwwiNM9YnczJXWMsi0H7eLAW/hx2Ap2UIjuPk5UYEF1n7dLGiPkQK9DJCKNxdh02iCvuWsgfXr34YGGXtwor4dQn4Bx+K1IcfwMr2xkC7wdmR1qgI9PH+BifqRxhYBcgO7LCXKWnISpA+EztSnSeA1fe74xV5C/oUf0B9i8QxlJfZqK7Mi4s05JvJq4xu2AbVDy7OdmC685T3u904/gGP0y2HQqoNe1JFOVuie2zRicbSs8cApuVFLShqXXIA+J8anN2GNoNXNE3fpP8hNkwHY8qg2Tj8qiH/oedNTL+FIF7FaWZCUhm+ynWk58kv2R2KJ1pjGMy49mVMyg81+3uXePMmGkXCeYHj90TvybyVDaxKtABnHwNDLIWEiRHOKepfOGpzjzXBQPrFivhL0VXjcEEzhZCD+kNIGs6koZC0Cx4em2fONa9Rrw1K0UFpBb2lu5sZtUa0ZQ2QUTZApHm7nPyqTYbKYEVFdYhU6Si3Dxhls/ytyWLkRXROcRr5bx9w4Y7YQHtofGvI6A4mjX2jOzlwG3K4S4F2C8KbZDWqZD+Xb9NVNI+Ymz8pnIV9tl1Xlm7Q5Xln1EJrRjch9yLA7dhR7A0oelROJ8UqWJEjL4l9Aj29Hc1voI7FsYFYxERl1m9NRBwTWsBtdvL66hYfvwacHlfE19MPQhL+SbbA/Szvl6B5+xJ0WSPxG03J5LT3ybalPExzbmvsHeuOMuzQo/J7lgpq25qW72feR3ZS33DMxnTU7tgFfAhBtyruO2cljqHAt5yZQeaS3/iO69hun1LryNW83qyk/T3gScgehbD78fWEXD9fgEz5XcSiS6hioJBs6qOVyXWxb/Echpv3J12eaJP4Ic4jrhpnMOPaTnBTMH1fo5dJ0pzf2s7k/86w0JqtDLSIzXfLyF3UYq6FP638Qupal0TA/ULxEGiV2KB1UXoy9yT++sv6NVoGe9v40v8OnXXakkOdeoFhhpnsbfMRAuCHjUnOiYxLwczUa8OKLsSb8C/JAoyuew69L/Jz7DWi+wBrZTZhHRBXLwj9t3P0I+1gchw70XoUqxBKoWpNekwP6IQjGau11qZTN6KNUos8pYnXuK1sTDSBTwlp5VkjuC2fMN3mzzutKPu4Jz7xMklwayCogwDHNYFNS37DauavJCcZNeUWhqVxQ3cgOAb/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GOOhjPIjYQQ/jHm4XPQn4GiNO4e3kOeGC4fmwijyOxW6OmhUuE6QDzD+/Mee2D4X6h/0rt2iJ0cT/znInXthO5rSa/sjzW1nGI1n49pyb8D878S9gVXAIi7AByGCOmS1DwZ5thl/+M9ii5zdeB6A5Ze76X+Yi9jw4Wiwff4VJTNrqe6yb/NeuQRtjy/z3WYe639YyQK4yXhUlQtWRE3Yw/tuLoL7xBvHmgDK7fL1mPzDd8a4QXMFfH1xgqjGqoJdGDgGbHfUYwoppTjUiP7jXb4tcgcX2e8sXMIeh/2CPVIl51J0vhhnsZ6bpQWhNNA6K+AxFHiT9dn22HVClZEW/Ua1HXHJNc/4bdgCgrCd4qiqyeYb9CuOyBzsVzUWGY2EJdQ+wAEF6HI+4wvUwZBhF53d8TSipO5+3iJ8CN8o3Y+NFD9jMpr+YWD0Rb+cY6zrk3sa+86XYcY+xw3sUqyMzgWRk0Rs2qSo3VsKQqA4Wj5CDUMP+8tya8DnZqDugeQwpcAMnlsznAslZ4iHivv7OleYaynU6WqcL99MmYtcFkZu6CrAn/TvmI3ogpB78ribpKInmM36P/w/ZSBAM9cyY2PE5jTWBf7HD3Gn+L6ODZBHKSyVTwDrX28NzxBKA0jjTH78+Vik4yN9tGYbFyx/4mthZK9En5dP0jG0BetrSnadfAr/D1PbnkBOgtxMl//V8Xd3AkwUUOY6HlwDjkcb2YRdjPzLNVUWuV6ZuaCwPzbOu+4Jh6Hq7tsU2KP3pDZRc0Pd0bf4z9RW1A/lXHik0DI6so61zP6q5A23oi6GW5uTor+R0zjqUJswFuMG6esIc+jD8Cgq7z1rKH6JnK6GgAaWMqmsCW5a0wN/Tdfd7F6oBRTDJOl28RgPLFn0Er4y9sUGx3NgfKIpanSSqNweSAkGvtvC6Qy6pXYe2NXoBZM3uAXKx5r7/wKzwj+PdsiQFor5ZuekYG5rte0EpnOP4Qnz5XB3sKoJuoSqaa84gbqH4xfcma6nz4dZYMKUACixK2r0rN4hG0faUvedc2mliABHaOKoL+NHi4V4BcCnSl2BL4EgLTOykFvlAcENvpWspWInVhWuZkkOKeIilURjbSXSvfse0YeublzKjnEVRbG/sbXct3xTCVvOBo7O0QOqeexhUaJMCUMRYMgYgsw4xm8tMbABCshZH86/jLS8rAeBe9uV1KxbfHF/G5/beFz+EmEMmsAy+aL9VCr2e2VDtC5B9uNr02Nsm572xldvG9snt3OdoseD+TH0nJ7Y6UJr5qdG4CFqUaMblEof7CwnqI0ZmLuLdQ1NxOeCqOtAGS29dfh04gN9K/RnfJ2o2ywv2r6ewqro166kzPFMnxNsFQjQ/SEbxQ45ye3QB9rzqeiEHUFkxSjA5Sugtv9YJo9Ceg4s+MngrO4CkIxLYtezT+en2qVgfJ6RHSk9oJKSxeDXru4Jthk4ZJ5E6fQ6EAAzfP/JNIz0/ix6LPnrL4assXTeC0sh14OxlWpSKyTnp8+5ZkWu0f5Hdu1RHSMgKjWlRnm1NBt7AtRLroD9WM7B3srrugniIBaWPeIgDLZY8H5WZm0yWjSxXPywugv0DmDdN0uFeawPfrAWBnXFkZjcLRFmBCbwW0hs9NViBECPoMcY2fxNsHTsF/ofv4c+AW6a3AF9pf6WHtgDZRaBs4ld2/nc32AK02tmC9Emkl0vtBdYS9exPwjdN1MhyBtK21jJBjmkNYFa+AryyP2nTyFO8huwhD9EJi3tfGeI8KNI7W1a1hnu0pyM9DJ9NXbU8PcCWJubYxQVqOV/vniXkBhJuFFeKsVkGcx2WxCWIF6Gh58g30h3shsRGwHxZYn92Kp2F28rrO0qxn0mAkuGxSLwH//lq5jHpnFnwTqB2/Zr0Har0ihCug9w7MBan+ZXnGiuNP+wjYDF+ZXe1lpzXux6vYb/rH8FXsA9FfaexMz6DJAoBXQIH62kMYMGNlISq+u3pLWQ3yPTm5RXgQJ/rCzWGcdTflloMBcKqD3xL9Tad17HCLapt10ML4P6s/4K+GHp4kZIktjvNWSWUVngbYduAVqb+6jkY87Z/RmOgBFV7C62GFhmDJdwkuqrbCPoTvhAcY+rK3VX2SCMU8fOzdXDIjhi6+Gf6megyrpItAaEGUk9TCYU7oCOeETld61Es8IVw+cx+mskifo4rqgyWQ6v0WWIb8HVIvE3hBeqXNM0KeGV7rSMy+FbPIcMM43cj+MXDGBG87mK0TbR/5QNoEZ7hg4n57erdQWZLsJ+SyUC5ifNX4Se7T64VHBt3bYqhVLGKIGl9hd+gnS0MQDV0nrAX4rms9M7BMhlFYIGUPdsxkrzqGZ6k9oPZ3JC1GR3Y2Trbw1qJHQLhe2Ef1FJbb/DZihBHcWnCm6cKUQcd7xhs6M5/PeCkWtovTNqJ90Bp6KI8WZaia8JWhaQUzl9gKQxvBez1TUDgD6zjPaY8oztLtovqMSuQ7fY2emlkRbgMO2OhfhpZJLzu9WuvBiMr8xyfUoulstxawCGNwJfkBv5M/SwGgn9FLfR0yUWTotl6L9S+1WcQUfEpwAhvLbRaVX9lqsr+2EIH8rn8GGsVmxs4He8VT9bvStzEONNVvf6MufLE936Lo51u5mThQmaX3IbmoDMpXI4G5nLjfzqhGtLLZDHUk0tD8Suis39cLpVdKp59mrwgviH/Qtfl1LbOQ1xig5HvoFFJFWqQDVx2e2i9XF6oWKBi4rI8Dcfmkw9455KfcHzH8Ho3YU5oA5vZ4eoXTgkMNgTM0cCS46nCgrqe+MCyL5p7jFuSAyUi3ODEy+OfFyu5NvddQILQfNYtDvk3DbXqi+oDHvB50UjxH35KaKj5utfOcOUi0ipNkavxu7yPbyPIuPcrKQ0tdyvUDCKtHe2k6QY7ZdGCRrI78SD7lLGJm93633+FpUwCiJhsVLy3M8LVy61IT9yrO+FnSWaEUg1MxEolT60xiPRiqP6LeO4iDxZf6WO09yN41gRzD1qGfCHr6qlE2aoA+QN9s4azXGBzrHO6p6/tVyxDHovi+51q1pP2VILXFVgkNcyCOF8zO96c7Bl+D/rMIINN96xW3BJ4tT1eH2SOKosVB/rGaAimIBvQorQ3wg7kmMkMW8IzblnxMN9CdoTfCQeoJa7O/K4spScPkh+7LvHJ0qtADnXAXuzaAMIrzObuZVELU8Gol1RUOMReQceakVBpNkJ1YqTf1uPBQ+A1TS3/8+kpAsJzhKsDbQk/izdFl7FchdExSu4T3JHEgucUPyNbIp9yS5ijgT/eouQ5Zm7uJLnSesRvpsMK1NtIfRtrJTtFxMZiW90cyZNuo0stirwrPc16XPiR1hWxXi4NxcemuIwG9ya+dF9JvtE+5GCjtSw7OVMcG6whzvdLoSWcXzKtgqUoTKTGeUlODrmJv9C+T5ZJ7BPhLN2KlojHXPfqB2ck9mtrFPIiqM1pVpb/nCec0J0RaSaF5FIe0RPZUA9Q9ZM8n3cnGtHB531AFFm5nnmLEwmFdVQKR16J6M5K9adWeQb49VAtU6EB/E0b4LUg3Uk37JZvUPkKsLVclc1EyZtY9GFsg35YXGEUEkL6onmXPsmdgikwGVKrqGExfodcYubBMkusZwZ73eEF8WNvWTVC6+J3WbnRAbGRqbfL2FUGe+t51NDymr2B/kRVilvGJ4M5tSkU/h64IzlwbOgkKb2G/ENYePp/C79ma6jrM39MwAfZ9pcbRW+6/C22r6qJ3aWmAA3DPHvGl8DqbG+8cMuSieWJU00LZG82N/ybN8hUJFpAzM6eByto0rUVmOinzx3GHbk1GlvVyX3ED/N1o9cmesSqI8hlgrHX9N7tf+cknENPMRwbk+QPx+dD/Wt4c/EE99v2lX5YnSCU9LoVKgtCMbSCszXfWW2KZID3ZVsJ+zHkj0ACe0APPE2OW9nNiAtHqjd/R4Exxynx8obzZ7iI+NhuHKEOLdsOrqMhjiuuGBxNUNveXes5vV+7FfoX6Oy6ihZ4tZ18nLfcxHRq7AQXOQ8o7KiHfi/4Vk9YGfy+TEF2IT+XbBlYpXq6OOF5/rGW0SourfyHdHhchudSPfmMjtPCQu9K2nJQVnh7Nt+H+k1XpKUulx9lEgxFpEffUSW9z5jOSZdEYTqCauK03ZpmRhoiFRLrlDvAWv7o4YD6lj8eP2YO1cbGCwcHST7mAPU4rzB7VNKkO3p2dzl7y9Y3eU6VZ3O72/otUK+P8CymDthtJjSrSFMcw1jqru+UBn00cl2f4bOGIRsyNZrP/yLw+XwjKAoWpINcgu2kDHXrqf57hRLLmbcQNG6MCoAKwV0faB9nJeunX4N7DcFYjYfZiHKQzjTXFdx+qGX7IfmS+R3QCzLvFuflvb6xgcbccvi3V1VnU8kKfxxajiWu8YSmbHeeTFyFGoulBxKZtcBNsi9LGr8bf1pcJ2XxFHBSZEVDLD0kLhIZtbzqb86xlPWEm+rkUs5fbQ9wAj5/Vb3Ch9k3jIbib/Yz5GVbz7jRHqv9YQe7LUMPmqqohjEtBFSaKJkOrPjhcJnHHVU4pF60QP4IwrNboq4BHWi3ukGYj2PGdTYOyCzh2gVn/6AP2vUVm5H9tKJgrs5nw5vgRzQImTsyIbrbbEI/ysV3LGY73dm5lqTBk5D9PUk+qsaTQ3J1vzSFb8ZmcT2uufmDvKzyjum2oWdb5itiiXovVApndcXVdLoyjMMso3PzpNn6UJXAm2kdPyHRa287lQYo/5N7I0VdIsQS7TH9vtwPR4aCueE3XTt+gNvA+jj+DOPGsJWQCgCstG+wq7iJgWmed4bz9xnQWX1qUzmAndO6l9uaJ8JSWLmpXPTYyCJzNAw53GbnubxPgzWvfxI8RhravxUM+FPWZ+Z3rzlzA/1kLFSxNlnJfp3igCXjoPGOovTg2lwWKM19wK/h4iFlMWc5Jjd2CoudN9nklLDo42px2Bg4nyj8+EjSMO0vv5h/xc8QRxMTRY+5HEbzb8SMSA3FDWnARxE5UbkDkC76xazhJQZ+XRV3pXYx+kXhxLnVSd2EK5P6aFC0K7+5gil8cZb3XHLO6IZ4MPaCEcTOy0SZMowfqD/Tt2nqlv9g/fJ2sqOazvFh2oFJEwt3sq9yWURv/KzGI7aS8NkUobuYd/tS/G9nqamz67sfkolk8NWatQCji3ixzEdrOPAE5twGyPmH3mHXmVlkfrZlxBlZRSvjWg8xPjC/dd8quHudOhG8xDep7rufCeidjX8UOihykKmh+JFTRP4FWlfN6ivhR8OP5VeBa9qVUmr4LZeXUnndHxTcimZiS6GRmgtYQPpnxgjfSJnT40HK4KBhVsMNnQLKaJ4iCUYvdXCqqjtCN6K+KkD//bvhmrpJ0E9aPJcOyODbfOx/7UvgMj7+QSe/UDZa/SwlMAbx2Jxgu7TX2mviKZ9kU2izTNbKJdilKB5awGwmQivusuwGEKfxeR4dvsKllwh/jTQhkr6Eqlz+N1qEJYOr5YcGs0vVEo1kXfymylb5Ip6DfmDURqWg9PpyhqaKTe1PaiAXGgKrTAvMptcDXRCLWu/kXLbFYCfPqgoNhnv0P3QULViERqBJ9gLayMah4jDXqgvwZDNw8v9C4n60fLM79C/7F/Db4XSg/t85A75JbKYriabK7wBclZanb1uDFf3RCdK+6wSuhNjMrkPl9crwSGPBWbRGJyMW17xEEvDAx2zDBSsLC6k/me2EHwBWAt8Tj+KFgRa8plFFl6INUM7WHSgrkbxWbTGcRyeL7YQK0pSPMrfsh8ojdPyjGNmhf+yWcnXsZY8TuRqDV/Uodgrvoou/ERDRcGh/Ey1jL/e0cQ4iNkH3YOpNYm18DHyEt8IzpMBp0vwNAFzM7xF1aEmY9fgHqoGuSPRJsngQt4Xy7syu+oS0yFJFreVZWbrhp6DtQKlUQPmUv8eEaMWOTtUOGYW/fSRmSXPg39gCgMWTWTlc9S8TlRxkgRn6hNuJn0Q7UTtdQl+09T17Scdlw7iNKQO9kK8j5dkll+svnBH+W7gfCNtSWOVZCVMicPBSTG+c0mVImz8J5eP/e7cZuvaA8J9caOmXPpbXSQI71QRAdW+SJmCp3GyKmdpAeqdbxBqoF+Wr3Gj/CVsNt7Fjj/wUegb8pSx2Z2qrycOpMslwsTGsCrvt1QHO75J75d/qZ+EbYZT/gW9ID4sOAwZznIIoexBeB0RVsdXhNs7/gJJccE6lE4sWbLqTnpQrD4O+I8oz819jEJDkivDyDSSjpTn/aw6c1MqKE7rV4S5ijLyL5NbFXptQe8/ShWAb+qdcCyxRrFbruWMGtBmNOxYtphSDe+WO9E9YDXNxoRafgPkOqzObN5Q9DLBfFUwLtV2069jI+nj8Nv16JV0U5bklLRIDBXMfUylMRgiqiO9/OVR2HzPepg25ie3Ew4AxTFEUXcueRt7ij3yvtMPIs3lEZE+ke5QPZgITuRHv/27sWXAIrOan/j9eTefNbABKKJXpIv7u4CwT+KSacUhjX4LqjXtjJ5/SeITkrN8A548od003nVW4KYzhTF1hg/UWGQuqO/V3Aq1Zi8AXMn9mfXixdD49E5d3lpLiTgQdrQWFu8HvaJvm9li3c3q8qW2gKKjBLCx1AjMjNfzJgXPpJE+Dl9HCthdxyntBwuUUMg5QBquzMF4jYLFEDpAok2s8gwMEtj0P0+t5WtqyZeqtVWKZh1lJu1loA995vZtT6Rsf4vUGkGyLuRMuQFnAuOU97rYhBM+9L+COnmanIptVi/TXXXZ7juE5flqLuYoxCW4s/GB0zeUZP7PZxo8T72Re/tXsdGoU+GQNTsG/iIysl9tNbEUro/aoH1cC70qpBJdnmPqLtAyGM8ZY0Xh6HscjZEMn3oFGkZvT25+SKbM7Wp9AXjWbRj4k2Ictf1FZ+E/8FfJ6pJKunlBoUCWl2xGa6YgywcXynV9B4P7bbuSjXJOHWDD6Cr9FOUEXWzPgoBvGqgAqKokG8cXhoWmWViFUIPlLmaEJX5fPLDRO6IdfWdUpage5gG5NyEH04e8peMTQJnOMF4u6T33vtkce4Q1SXOcNOsDokDeNoTYla0B+pPvLZNiMPaicUr53KUIq9Qm80LKDW6Um0bacUGQt3FzwnSIa5RoxKFjDuPsk7s6c7jWIcmGu2VFHBaCX4QuxygdTp8RkvUZ7Qyl5xCNUFHnNdFP/Rt4u4q30xm3wUevCJ6nTRPanKH5o9oB7KYe0w0G97dckWuUruYz4GXKsekmGPMrdRQ8hy0yWOVDdFYK7yrsIWZD5yZJbGzI/3O7LK76Xvs+uaQEBNTHa0gkIvDk4BWn82gtgCTP6YysO/oH1Y/7WEyW62l68tP1LUilIvGECJx3qolPsm6LZUzu7qPRu4mDscBse1LnhDbC7g6E5rLbISeswNzAivwNWoF7Sa0+U5nEW9xJfH08U10PPgTvxXYyfwG4Io5rnjWOquK/8L1Iv98vrySYhLSV2a5+Vw4KEm4HKvhOY/9ouPUO2aV40i0CdGXUsLVPBcZJ5cpNsS5xH9XWGWc5a6yRxLHAT2nAj+cj5TGQVm9H32qjUJjwLF5XLuUJkJJsN9h58rYSpZwbfZ8iO8CF9yNXaC7oUz2d5cfIH9Pmk29cHVNuMv/Ddui1mZGGJnosqHEiYTNCTckCgU1sV8yNIxfQZ/YwtRPWGEkfsr4K2gJRG1kc7lvuo+EblgX8Mr2VuqNHJNP0AuM6gmHiFnxDvIuq7AWtgrDIBo5EMy5mbiiL1Mj7lEGFHXurloOeij/iLni7GgcUw4Le1EX4pFrZ6CU3hPCe05ine3srs0HWijueeUwrIqeW/Rn6pf5CJjWxa2PNHSeD+51NU9uGXKu2q7svjQw0wg1Bo7pyMrYGr2I55WnDLj5EB7DxhrI5aPaip9sTZnJtlbvqSOYX8RvoZZKPU9P+oPvW/Absd+eT6ZQDZTBkTowRhHznb4Cytcr9hMju/on8mC3yUyRgtz5cBrjTew0szD2OdwlOtCVRZsScdvFPYn3HauIEiRJLWTPGQXIzL4ZwUVUo8g+8gU2Qq/NlYxdY8La9OgloObCaA5+38oc/J0daH2MdzX3gQ6/4YaxHpReExVID9sLbNBdvMxMCO4jDeq1+0fkLHNJnwKO/JHwHxl9qg8xKqEEE94M8JB0S2PDYoeIcepvrh7aWPdAzwcwOONoA8YKoGyO02QVT2/mNTdUv4d2QutzqAp/jBtHt4RWB8SX2gvlqLJN62beV9VQlXganPd+R8cdnNkDzCfZZ80+/xU+wKxPHZWYFWKHuN96pbUl2smsz88n3m6Ay4ixqJB5U3ngWcQUNpbobe175GL0xe8waHKzwtmM+jicLzyISexlOe36Ro9wUP/TvZXZxwhsZqgfhmg5wOmdiW0GHXZZs+y7gevGMGNM4n0I8UHZxU2RMXQm9qe7qV5YYn0l6QPWKvKi8Fwe584Tr8oHgFhmmbv9i6NHnT2YLXhL9aT1L74sVhPfrbeNpdAPtVAAJwbrJbhmxneI8FNyJtTAPKK+8zjszu7s7mLCOswQHiiNmKGQ5ZpZLdzNpL+jh/EU1z2HU08V0moqd4TuBPHdhvzgnE28ZR7z7ZiOiXgx8P9tMShr2Cjr9iuQ8Qt7qmA7qPrhedgtZYrveqh98ADQ2UzVCSkrLfY+XoxNUVeqeeWP6IIrCxivrjFIqi+vD1x30Z7OBuW7xpRIHBLDxzCZsFneyvgubCa5Pj7Fu5D95nWz/9orEuUfXgpMP1m9rJbWr7vnYh3UxtZiV28lsXj6Cf8+2D/QVvmtT7cHq6lmXnm2NY/5xWUKDFOoZBV4X8hLHCOWUvnZnWYm/AvXA6hsf+S02kwdGK4Y/kI2ocr5W1D38X3xQ0xrqwdhOc+4MmMjiNnuw0IvrpWcONz8FXrw4FIlOCAYd9UJIDqNf1rkCp7KVE0WHi1B367SGrWEtU5p7M5pzaJyoj9RTvOzRiXO05gL8K3wf8OVOEcApiVae7KH/46Mw95FeqCi1GCwzMPIZesB1Zm4rM/S57vLOD5H+wKR14kV0Bm5odZf34BpyqTg0WgRcmiojzKOeo8fjOE/uM3gqX6OwygWjwXYSA3maXi2VZFp6u7Kqca4ZB1fBrD/O1cb0o4vUUvE3yezTha0XZ0SIZybMJdl+HMK50QtcSowOt5OlHhxIwuxw36PRL5hMPH+Ok1IVNOINUMpSWWPOO9AbGUFdE3ykBGRnoVn4TIbvcSNrlZcquMrHoF0O90qGDwA8/8C97aNKvTbJHheUU+B6FKwZVh904z3gWdfLC2wJnoa4vsCnZl38C18W123teuBw8w76Zc9nXXoGVx47FX8k30e/1sZFX1gcs4ZZGEi8YK2ZXLDBkP1oer7gX6BCypatY1TwVlCDv9El+Lfq80jh4ZLetbI4/ydlYNqBucYaN/fvEe8xoZaBaCmGwC//64155arTZU2NMJzh4v6quGiY2lglcPl++ophIKe79Iwb4NI3cTmCpTgd7k06Bo65f5q87482EvHd2Nv8k2926zpvGrhCy3easR4ZBaM3M8/xL8LD3kMzz1xEeSPHwgHPK7j5mgDiZH2ZSCZ2WDqt+ASWATy/ahFlo8ZGH9ED7TJwGBjOEzYmnplvAs1U+swB/ECsdVoaXCTHMaGewp5HmLDxaLWLPIwJOkU8qyeCkH7iq3Gj8cLO06oS5Urci9QTwrNpdPqGR3V3Y+F/2LXZD0Ahy12aeUYmyjSJbOwdofIZXBGd+81x6BkvDRiH/h2mS/8x4yZUBpcMn4YdelUR+L4a1ygopO0XEoJRxH6LBk2vqg3/bc1OTbGWKm1soa6RybXGy/4/UoNeqdWJ+meVaDnETF3YHKUDdTE/8Fq4DtC6bS5KIj3904yEm9R3nFXUWlomwrXnSOV/JOlVfK//GdhOfbUOcL1KLghUjnYnd6m7pYyhmdZhwN7iPmhfKi33stdG10TWsQS+9ldtFnxVoE3dv54L6xLUtO02hHQD5+ptjH/djzF3PxI32OxiirR3jAZThxFYMKTrDcQeBcgCeL0v8mouCfWFHKjEIToF6mT4NSD6kI7JzbVXxQ7Ieyg/ibjgP9SMOxJ9Rz9m7slfZFKr/9lzwufixSz87meGXfsEtIM9yDbKS3VOqBJBEs+Ndcyf0I7h/ZTry+0944g7mml0EDyunSNHIpPQ4QSNm/jhxx7WNtOZTPxvagNWF8snXnemSZWPlkZ+p2HlRKheahA4KwVAVn/jtzHF/Ot1afWaM4hpnN3JTrL9+L9sEl2U+agszf0GUoW9wWFXPR4qU+kKj4DZ4iLsNqZoZ+E3LEXNO+BXUPNIeJCrveuFfovvgvAcEHMZy0NvVEno4JkdnmQ2ZWt4JmY3LG4HMhNzcTz0EMDXrVwZG60O70YeGStVor6Hdydi+3FDwfnbfEvFhU8iLendibrxsJgpT+h3TbnQ4ElFziHC7u9+UItObitG531C9ZmZXbwktI4XgP/gf7jccCK0F5J5z1gn8IWyb+iiwAPC7EzYk1PgWSI1cU11xhnYrX8KTCJ6hh1hH/iR0M12TtWXV8B3xN8jbRb+wSirEYXyCdEGi4LOYfcBwYbE0ksnuebW4l7xvHoLHG8OVCT6G5M4sTV1tCuYH9XH3lk6L7zKv0PvZK74C/BvrQax08FWTSe+yJdkLrYUfOTsQJ/xXZLRlEb9MrzC9vPjkeXfSfJnmgTdUTKEx6G9aJnykepHqG4eYMoL/xSFzJyNA/y6kV9GpbV9onL9DGoPHXBGmMVl1LotWR+7aGwE+qo9t6CfH2yl5FO2GC/Dm/kemn9QOo2yQ+HbtG5xNOEhx/nmx9RrXT4wOTLgrf6cGpd8g3NBE/CFQOlQ+DOntoFcPAfeDPqPeSs/EZdc1OIDaSGWf8Vbj6ZF+6Vwqr528XeEO2wPPI9LTf03y0neflSNGpp4li0C2rrV6F0cKeeZxOZlyzFRH1z5XGott2Wc/ENwd+McoJobXZhh0CbctLWAGmVcG+1NyA3lwYSXPh/a3BkTg6a4hpo31IaRxdE313f8Zba2eBf0CY9S7oN4Qdw6XjtFrD4DqOQ/MaX25wBSifOhdfHZKWb/dJ6ae2QqghZCTwaINf5W4LjfwSXBlhqv++u0BvT7KfSE7E5EFZ5bJ6UL9yV6ib/8ijWKKsXe9+eIGT1lnMupAu6GwANht0LsVrEEKaU9IUrFLtg2bGLhi/xMZC4Qp+uzCSncl/RDLN7YhMG34iaBAuHhojHjG1sc6WB5Hd5mGX2RSh1XmEuAVNlZhuTWQ1LtbQOxJ3oVuMgdhStAtkyqJ0Tp+Kd5/73NdVsei6mmK3Vn1Sl2IroNsdwulTksLMF0Q7aDg1UlIcZEdvrGS2eh6w1S52hNDQu6D6tG7rL488AuYOIK5zkOCG0glT60tmPaExXs2oLj6mKWAuxk/KP85rnuL6A6WjuYccxdc1usZnhhYm9LOwmO0UcIS5nxtIZE58reFrYhBfzuB2/LM1fh99iFnUcxadpz1HeyBz8HHczuSX/XTklDwlSkKwfmGySBhepeYJ5FY6+7C9gI9c271PGwxREJ7GHsOK+Hh+Gv4tfCjwAcwXx1+Q4LI9eUpyN5jr8+lt7HxDqNZs1C3sOqsMYLeq2DXaxhbu+Y0vEzAE+vsYo5ZzgPy7uNiZGTxCnyZkwX37PeesYl1ZZ407oCqto/KS1guxkjgGIZJJPwjyj0FDuCd8TlpB5zUA0HSrs6h8YyLBiVDzLdccusS8gLvPbWwBAU8kPSgPUC3JCP2IfkPUh4lpy82QJtx/v4bwHI6YFQByw28XnaU3Iltge86F8DHck3lIyj/Hy/3uJljgnf8W/D7si4q6SEl5IPk/+bXLWe+qu2Bo47RuS3fO4OWo3m5ULm1OgipmHyoerGOvVWfGJFGvdQ4nDZ4PZxpSLHWAmTotkM44TAeY37nGsiHBAs8OR+CitfaAnMQF/FI8K67GFfFbHZZyk1xJOELohNxA49CJxjayIc6H1vtT/fYs3Ty8e+Yr9wD3Bd7GQWBp1MhJf7OX2b0k+fyP3cfmsvMY4rRy1jvmJH4B7+113AED5IKongpSb6Tfe0pHDcjHyRni6Mp6+C8YvL84kpwRa6HHqOLE/RNhLADYvw4fIbNI+pbJSi80FtLEb7cYl4gb2byTuTWcs9c9k+6KX9gDjrdrXD9QtlAvzNovOmL9bu0hBLSVOimQhm+Kp5HGQK4P2nGzKTWci7k50s3hN94Xob1jiu6txqBWzBesa3Ou4C2NsTWxu0v24KdEswnHzCXmeWkZ2NDehs4qeJLyD0mo8q9jIOdW1JpoJ4RcceZQ5/pJqgdA6OrHM88Zr6mOl12Zn8Nut8ExXB3Tc2CIcRDn0vGR6eZxejukmz/ZeZw7p4607einyH/a63RJViD+R/zDP6n1AzMr+RhC+n7RxicM5qKs9REoT8UhDYmuDMUioR+RnxguqlGeKUda51LdezAGGX8Sn8XYVHIaBpQvvcBY3DvNj8HzyeWoY3VlKZLQtrl+uFZDVhqM11NlQZb0a/7dV3Pk7/gj9xW2Jt+ZYa4r/uNlFreReoDiU+gxG9bVSE8d08BqhQ/Qb61+2s+u1syKXJblfpCV3pvKqvei+/Bl2o9aBGytd9VTGrwOaB4VzCxk880nbLkwuD+RxmkaKfz24/QX0aWW8tedgtflTZmNn6Ug2bKpPsZejOdwo6l70D/kYcSbSjngCmnexupEVAwMib7EO9F5pCR4GSxbDMHDVR/E8n8nuHypKFiP2IcWi1EFC4u1kT+uEepdYCdYncPyDesHxVr3HKkwK9pXtKhS128RY9otVUzoLeB4dbUtmJTuIm31piCB1wejmywcsOTJ0O1KVbhHZRN8xDtqK/lruJFzx3PeFxM+RD8gOHeL30APVKhCaH5Mb9Q8TWSnJrqfoC0AzBXQh0AjLFq0YjiXPEw+WOooD4ms9L6Mhx0pzONdIegF0dNo8ZNF2ZTE7tgorFvVCf5NryB1gc1tnoqWk50SOcDEOKUsdO+Xn1OtYKalLvHyUonPzLDcP6y0VIKr5bkMsFmOmuorExpl7CDr+EchFJiwwWlvttbDWWBM9o7XEzwf/8YwI9TESh2JN84s6AZbEf6JA/LrvGN3aLhqQnQRgfCGk677mbu2UlBeliU5wF9LHB1vIl4ztFhEPQMIfCQDQ8QLe92RXPY05DYU98/EWanVsgDUJUus5dXsy0h9YHfXZdAX7vvrKMRwsURpkSXxG2NsuG3qfsJeFd9Iro9XxKJ6Xqqf+YG+SCY+dxgpaHq2g9Zyaitc1zNhAvGPwE98AfFwg8lgak/zkeTtRwdNJS2wlHwFxNokVwz+j68iTZEdhitU83EJb6+1oX+WaSM8c/zqngjGPJ4mptlZVGZfMJf3sfnYx/pFVJrlQrC9kx7uHv6LVdk4Ut9ISvb0/mE30b9ISoSx91dNDn4BC4NqFclZqFphtPIiugJp1iOXYS1TcNTL+V7KU/MhtcTygRgQXRmu5XsX3w7JzE1Ev3lKkuYWSI3l6t6CHMxsT84X+RA/jlJbD0Ye8I3wg0sptPR+EBuYtvKtniHqQXxdLix0UygXzBi5qpdEydbk+0rUrCa3D3tfMPaqBPSWSmysGdDTHMTFcgVbwER4Dxu+rvgjVAsyPkbqgQuIKc7PYDaT9lezZUTsM9huofiJvKAgotlwskYXqJV4m8x0ci72z3bWsPZ6vTginNtQCf2M2jd5SKBreAgNc1x/r+fwHHLn0udZ4yBlr7QNMN2Ff8B8xr1AETGFh091vhH/Iq8nt+JOummDu985fntrGLWOca6xSBTUGNDHaMKuCPB7PHM8Z20fl9R+0pvjK+AYQ22F5VwG4cx8e9drx9HzBJHKqh0qpq6ibsAQdpDu0PviXYCDyVUlrPA7f0DKHPFxP5PW+Y5b6vqvvwZ28/hZV5MbQs+K/3E3t4vhCrAgQILC1VMQaGjL4Migb8ZzxqD/5f60c7nzmBS7VGKQ/opu6nya2ZoRh4ioxrWkZqfHJzjex3oJL3U38SVfxTrXWh18Tf6BEBH0m5qL+gOGvzHBtXXwpeROi6xXeKJRX5YyMIHMu+l2UYxoyJLnc2UHGlfdcf3YL9JyOJQ4BLuI+64nlX74EKwCAl/FV4quJbP6l2DHqJ5E4Fnuc+q4P93aCmjRsPdcK6CMju0PTiTCZOIYW/SMaDdbDd4uJwvU82yi6U5VDTeMXzA2J+lt4Y+5U+SQCL7G1Qo+xqfLYSB6xS3KN/AfnDLJyX+9gI024CuZBd4PN6b7uQ+CqDmJITKHbeY56Ep9Lvg4c1TJEnwSXmG2VmbGrah2MoUbafznGMZqYC9Tu6i7sVfCoXYT5yF11EK60zlvUn0x/W6EUt+j6EUwntNVekP2DhahskZ/uvkRudEXOTnzCb4ZHh9aGh4AsN2KJl1ajjA58D/mOtSY0Xg6gtFJGR1QZQl2QhzpHCfMIWu3kWUq6I3fcf+h7jVmA8I2BN87j4CQjoKG26Ci6TeZWMgGX5/HOxEag3vRSYiWgebsgQh4Zz5Rw/gEobxVbj1aRtdBE4YDDCGwWigDlzFYyKkuVwZ4l1GzrCvqNdMutmSoY5TxjL/HXhoqyn3SDPkm8D6TlKshfUDGS4U+rDnpCeBT1iFyp3NNqxgdgw7Ac4QIhvKxw0dxAtuCmQWzsYcYy24CGSjDtwFFlrPVgzIf4TXuCe4mcmW/hng0uIPmjIFR65qf1DUusyGf5unCBmN+I8xftRMhE5OWRBaBqU9ceshpdOZL49sht5waU7DBfwKi/fEWIdt4L6B5XKVqfismtjH+UIvxx62loM1WI/F3OR/0ZqyIVMiaj/WCKXBYbKUm9cB80DlHVoVRsA6bPgLvj99A+93OzsqeVg/HMd8+m85KDXYmK/nA8qG6wXwnl2d6uJv4U9qO60ELWLyurPUvcIu9SDivbzJx2Hvkw+ZD5pG7jaH/iUNAOqNQ2RLob9bAsdDt/bSDRN6FlUm3nFSm7oxfg+Y8k3d4TJsV/0vu9u711jV5GLtONRgSOuNtGdoBuvalt7Ds6EP7FrsUTxyQ6khOF1vQUAPSAQF92jvsPd2nHH/Db2HihxKtu5Ark9U5herl6m+8Tb+8BkllZZB8w1/L46MRulbzLFIH7slqniHXWJ7q8PALEnED3s+5QfOw6ew583MBIJT6aC7ADVA0oe58xu6z+4JAc3kHSBvm4sBFPnJ7+TFbBWnoTSx8gPuoK81NZaGQLV4Qc895KnFQaiSqRpbA01BVMtQPmL2dVfIzS0M7DhZRvsbD7XryLdZmkAh+xynIbepqh++Z5Kjnq4rvE2kaqPS2aBlvLzg938JSLpceqeMjoTXZ2/JpFmNXNkVp2tISY4kkc3uzoTOM8p6tkfuJKYD7Hc05Y2LURBkN9NwMki0g9oU0dZyMjgi2NZ+F3hNOifVibYC++EBcih9j58YzoVDwLMcLxyzgV62PMt03by60nSiayYHCkM1X9M9QyFHe8EJrEexNPUMPI7542ocn8Sj07dgbd842ilmCrfDOJDWSBYG+1krSTTPw9jEzmMxEP2sl9s5/YS3yhUc/XJfpBbGk9khuhvUw/fbBjWnL344aCN5IWsSJ9lb0OeOxqf49VcE8VNjM+5ZaL4foYz7gHDgzVRf19K7XX8r7wQs/YcG8wLiG24PZaG4hIgFOinkXmaeY96SeqYpu57tKjZFa4HX7MnDTGU2lRWs3L+A2eksQdlmSkBhjzQzCtc3HsjDHRyMZXR/+is/g+fpox1vdEymPkQLXsUYyICW4quD1cMjSS7UE+Y94zna3yejdpNTfTGMN+t2PhxezN6AfdIKVYsfhg1wRMsiaEG4NkrcI96b7a3fjgUFangY+N5I1pVungQ99dbkxoBtGK6BJ9xzwF9CQ+1Rsh+fl1qJCrl6M19pPAjZooEp8XOOz9aM6Nx5LHMC5E0ztDcpNoC9ApjW+ePiDxOZCjpbYRQFYwfou+42oDVJkVpTKVJJWtK3LBtSG/VIQmlH7AEl+d9V0Z/Ga4ffwr7eJvAAc53W09mQGuzwzes8jaKG2C8ZqrT7FF8YhdA2Z868RT/aWwGWal6CBsHV7UWsktISX1mHaQLaJ0Vi6pnaMVlbLKCbQ0uJzIzbfy9kh80wrx4jUTX2lwXIrPdPjQGqCEUlGC2oS/sd6YiZNLiueleRF4t4CdxZ8b+8HfRzfxRS7DfxeUTDHzYnWwmkJQf6ldVusyC5V8RjOpIDEd2i92U+QLtJmPW4kS9T7qzFWRXqpDA2Pgt7VmUdRTXi3t1RMHelqB8ZcKbQ0HqKTLFXQm8tkjYo38tz0zAl35Iuwsz4dYufgHR1l0iVvLf5R2UolvmhK1Unb1Y/KsylxXf/24ciuUP7IqXoSyJS/MEUi83QjJ3Dpf4vPSwlwd9/TkHtXFBNkGh4iJP5ywiDmuBVBtVzOBcJaK/gUjPiWWqCfI/tFmyRiYrxVjV/CEOAM1iDuDh4KJI94uKVdyVyIWyaCep2+63kcHBU76Ktk5qdX+P33b2G3+vPxwWiTe4niFSHl5unnV+1z3CdutduhZpL79zW6icFoRtjUI1dnaDpyqei4w9wOzYpfYUewprDoYZDyZl24dHxqrxQywbkq5Yz39a9WDRnXFC8oWwfNadTiH4wnqb6cLrXRSoQvYKfxEkAy4YMTZ2lJmSzQ7GsGpaD5bj7zFvfAX871XHsCoR4KXmRkuQ9uN52TPA8XUBQAkXoLt9yQ+W0vUNlXIdWof8wkxzx7tO4mCTByqmV+gbDvqpVHSrK6XM9t702l7MUbfx8SZrPEbqLK8SavL2GDuB75/BTdUad7k6mdEtIPRFCPQfaqD1x9uyx2C+f47X8DJ3YJLY3Vdc/iTSXdsYOv+70/JNBcnQwT3ZtaG6iBWLw7lwE1XVedTfQHqBZKOxc67U30DnCkQJddZC1vDFfCvBOuNJJyul8mRnzNbpGpamagLKLBOcJi1WDsi7Q9uoNsFXksSEszPIbwDdPA6YnJtR9OYxZaI8zxhH4DOC9EAYqzZiVlqXZAx7zSjH53O4bRPia2Iwtg/3Ey2iuO19pUcpq+MLgSxWjhmROdyib+g0xam9ZED4uv5M+pZJhc7wm4Lz+coI+SWMNNUfbIvQGUCepxuNI7slxeLBcVtUoGA2/6m/a5u8lzBy4qI+CE+DTcyq4W2chmILFjW2Dl6qlGbG4oRbCermpaHnGTQ5AY8dzRv3B8eCdi9ARy8TX9G1Zc/qU3Jy8YsI6982spgl7XnuypjiUMURmQ+5MqDsV50JGniS3yJJLGW1Q64i+v5tH/d5fTGobxcBbs4ex5G7Igfsrcb9QJz4fqidz1+mRLBhD4h8aFOYbMryJ8eX0t3Enq7ykS/q62wW57/x9JRBkpxM9d9T3GX4u7FKS5Fij2Ka3now93d3YoUdyuuD4oWd3f383X9kuv3AzjudpPJeCaTmZpcGyxHonYsxe0H1tsWGW2u5csqfRBYaGZrfBz5RKUCv4k9yF7JDXIq+EPjBTy7rUMqSlRM3u0tTfbhCyNYBjUjG5FaMWepHdRGshT6kzLSDbjFyYL8pLChbtSfcincxchU6YyS3cpgF6TLyNmdN9GmbJ1oBjKrhRGPnE/+D+JjpAsyFWjmgmDgKJYwhjujzMrmYP26vFTcQz5LhhTOuJP9+fhpetDcw9wODOB2CrBkh47N8hVBtqDP/NmoLtH1QBGNiXRmR+APgI5fhAf49+6/JGfclk6o6/BBZmbnKPPc6uYtpKcSnd2DWA92trPO885dJMHsKrj92h0pnHhH3USX2VUNOTE0foS4KnbGkCQaGmMUkLJ7TAbuPHrT+kg2hQe/AOpx8iqDNQ6jL1HKuaVVAJKyyUm1/MoWDBZlEq0z+B4l3bePz6vVYoZrWgx6XZnjgnHC6Q9YsI7TXZ2Ch9jdTn0xm+9a5DE+xV/E1wqvC56SIyH3DtAKUyPnPEb4Icmpa+ycgMgzADzTiOeAdF5mG7kAHinTtPGQ3Exgh7mIWdb7DJ0k1WPaY3fdk2IpGDbDmshbodWnXrgfE+UQlOhg3daq+raBgYYFGOIS+O2H2RrLIuzip8o5Eib6UfiCzPc9Q255fGAzuQn9CiYbDzTu8cQPcxrj2HPIH3K6tFZd6Q4K1MQGxn+SGuBvg153uXdU9DGyG8Xcr1Z733n/YeCCblKnka/JmZ5m9oFwL083pzKYLRsTs76SvZ222Atifawo1p0g7UH8ISsX0yN5djPc48oDyBr+znh24ptTzi0NvKmzwLAK5kIt6Ikn4wFL+SPGSe8r6ociAcIE3EPgzSkkvAY0nZ7g/upyaF17aLA62NCJAPJDgcpAvV0UWhhH1MZ4s1BLOS/9j9YYkGhB8CE9U2hk/WkWB+O8cp4HxxgP1X/4k4lPUSZwFR8jP452UfKDJ5/wX6Rs2npupL+iW0V8Fk63a3Dl+GH+3+2OPj/aiylBf0dh/vILqjSTPZFuNvZgFkYyInJeGmOMtvsrLein8QOA0zgAUEEPFOkm6ndPIU5Eb5NdiXJWeZdlPyg1xN6R42hhco9T2q3rLrWHCDXtktGMzFCwESkbN9ju4oXkYegcgIYT2O/IJ2omXspzK/CYfY8PR+Y5PbA/hU7sBYzWVWlIZDJ9kMSVUuZT4gDwjnbKS9CLAUoTsT3WBHU28YuxwJ7BrAumoT39ywBkJYmfrGxYM38/6V/6rH5MP4ufBQz0zNvPWOdNdSPhTfZ6qylQLd1j6cgRmC7BbLUXRjHzIl7bvyW8ilqpw+0u3FGxwC60F7soZb2RKBn9g57qran0QXvLd0Lj0ITxN7UkAq/xfXff63+zR+2HYi90kx5ASgfgmeRgfZF8zW1vWdQw4F4UCFVGTivZ/jMzUnP9FnRvebgT2Ags1xHfMGO3VDh6GXx+xp1XVmP++G67r9Ta3oF34ym1n3SSW07kjM1nSfl7GHstq9K5GLw5VUHdhv6t98QcU6TgMWw6OZg0yAnBivpbJW4eRDdYS6QG2E11hzYEZdhz5BNgGo/GuiUIe4G0WtnkPuJn8QVoeEv8r0Qz+hUZpJs6dehn5HZkQOIF/d26lSgv3VIjyu/xVwlvjEUzqZ9NqJUn6s3M4URR6iejEj1f+KIPdKuFw54M+k3FCI60FgN0j9GM8Eh1baQGPwFZQsC0ho4mZVXWcxsp5CWnrliMLBjLo/WIFbPgUVJvz1xnILsA7RCcZ7LeVGIHNR7NoFSzz0Qq+2bR+7UD8jWxJAtx90tgW2Ky91asEfvWvwNxsBnexkph8iUDk+BaGFc9+YD9+Q3IQEfnLTUJW+PaxC7/HeA1vbVOIh/Jk9oFc72wl25ITSaxxLqggM8Fq98MN5IG4w8lTidjdn6fk0i1pwOrM5XNwBRUpotFXcnex23gRuKMNiQ8ls/PDVEXAuKdR3MA9wU7wcHzwbHqtmANn2zk91Qyp/EJY3ysYWBUaKF5S/wYr6F3BkO3sPdRT7j0UFnaoudKmnqc6UrkBMta5K8PdO7iINyTjpKf/78ciyHdIUO6377HtAe2YKS9zUHMnmZNgMzr3m3kdaxuIHfsGo4Zu6gs7BS2OWYkqlkB8kxkvrIKqJDT/gCs1YZfN6YyE5Pn5iWADWpCPEWmIOXDhwE0BbH5OCN0Q3aa/Wg78hCwRl2cF7d6u4Dn/ow3l5eoR4gvoZ5YHe2o1EG7E6gPxlglbki8AVy60tdVm5v0mvKAvzsaa8Rjau6IrE2MlIyOwY4T+bVWietA4cVjf0DzDBBcV75J7o7BOj5ezAyMBm+ewmQKJpYuQ1ZYmYyJYP7y8Wzx4fp/l3Zq+rJhGn8q6T5EotfpNIYE49UwfmhD6O+JXm5bhnH7qr+y3+1O4jD6KfbAhXdpolgv/G8ecxPFhFStuFlL/xJbFFxiynhhY4p/DwLr9yz3/Bz+6nnH/Gxe8DfEyjI/kTy2hl5rpxtLA7fjV7H36l7ijcPCe65JP6FQ8L8kuLZ4TbalMptak/gb2UppnieuqgWMv8VZRiH0uFKA6Cw8DsGT6Mr+upFd6gR1iPOOGa+PBArOcR5BBIA9zjNsK1E1kcfKC5Zykq+GdKWOWEX1h74+3DAwF+bSriatRyLIJm0ZeG8fc9qWE22kZXoXrCZWlCkTxOGVTeew/hovGzwUggLRyChk9w/UDfaJPjJLJiNxecw9vt+sPEQPqpMA0zpr4i+F+mDuDcJYwAbHk8fbu+yKaE/8vPofo/1AlsXrsbOC9ZzWRHa1vP0iXuj/BS1bCA0DVYCE9Cc6Y5p2XTWT0WUUMOpFK5PaMNGbyAPGa8dm9xeTymjvzNJmSmwQtTnxWH2pFAIsfU96pk2UW8hYCTObtY3ig1Owa0Q/06V4O2Gd099grWPzsEd2pmBOM5fWV3kSb0bliU9Cz1Gd4qnWI3pZbF7wMdDoraxFsdyS5CtGTwDTp8VgEtxobJd9hMwg7qRoby6LFC/Lvwaq8D2dFs4zfDxzjMxnZE4uIU4oQPxrIO/4Gdh0e7chxDoTJ+imyRBC32BBZyrdCD3DFkkMxleqrfwbjIHsB8NMzFVqApnuZxRJIsKP9HGLkU2wltphz3hfNbqpfho/57xXjkgZI6QwhMmJdRV+Asj/i9jH5NaP+jsip0M+ITNWh++HVMDrIK2ji81+kcdkY7coIEhH2jBUsRdTAf1GT8YaOguBLPLsBu45tygZXF1G/mtWcRsho2CJDOMGHVefWvliQ7iKaDchmz1Gh9GOgtIm56oWVB4l32CU7cRvDtzP8ewi8Ve8jHMg2phfTZwCqnqVsAhgsIpayPlkX+Wyi5+BvL4gsKLYKe2bXCt+33jCkfHeWB62G35bLQSM8l7xFPEtdB79Rg0O9LJ7mYWZIXZ5bQAYvKj+1IYbwJVJX36RIERPxwb62xJ9YaJDYCbYxHWJlqZuSa+IUlS3UG37cDhoTPMjcoJ7YVe2z5j/xH8Hb65XVCANGBGXq3sobC3ehthkbUwqqDHcCrDkFe5x7piKsZbvjLgX8O0wvSJf2lY8X5xF5APuuw4rtf2LFcJ/icBqPT3MI841ZRRtJI9FF1snEFNaoE32NZXGoTQVtFpqK7DGkZ/DXNBnB4lHsT3BRmQ19dfgJu9kwDK/y6fpe3QvpQ2+B12jbQ/d0bLz/yL34xb+nnjMjJXhruEM399MMy7zuvoEzPGPlIbt8OZAMGqBcs11kMlODXk6Ms+7ioPKESjZ/0o3YTOEqWbUHhLYLnnizWnK+cUTkP6w4AWlx3Jeqnhyb5+Ie8y71njwOU3EICXP2J09Ue24u1PYodW3EWst31Q7gbRUnwEtWAfNZCwEnNxBm0tlUfyEkhziML4J8F0faw2Yfg34fzf8o7QLkGM54gunIwIAKFsExz/qMJHtBdMNvYZ1D830dDTXIqvJ2YDY95OkZO1NuGMVB5pqn/0JzDMNrxisL2wjS6mr2W386YSg30AdNZtSV2nog6HPIwAxJfGt6iDzUqid3ge7SyzwwVPsNuwk/qu6Vh8a6IZ8lwbSY33vPePdnZhD9DHes2psn52NXCL8wDb5aea5nJeATu3XEAlgP2F3jr2wseDWgEf6i+bp9nKrJGfrYiGyrmcjQdjZ5ElOfcdDlkAs5TcmqA2ObyIL623R28RVvUNsm98xSlBV0I1SXcBKebn9Tiowz6mJevx2V+c2sevl+9GuzFpzQbiw9zAzjk3VpsZqIYOJe5EZ6Ew7J/36/6m8RcwM6lRgiTpEsHn8FH8jqkiIp9l4itTIaYBEPC3B4A2Q4cZYgPwl0f9eeYI3jRv2NHsdMHQvfb/a58C/Q7ht5HCsNzz94EqZMJw2lXuO5Ao3JYv5f8M5GrUmRsuzNfH1rsOj3tHxhP7BuIsYWDu/Rp4XBjDng53t+/RUf3H1ozUBktNzLXTIriqkuH3oxYbCfyLzeJqSJ61W1innDiy8CXRtlvh1oKzyAf57hNU3d4c/mhe53Bqs6FtWnx8+DyDmkebatkh2TwEsnRpsDzH/tB7hQWSgdAqtjJw3s2t9katSLz6FTQcIuAZmHa+0CHcIVzcXxWW9LrsYfJuXphNb4qmEDT5rzn0gndmoG3ZCwKhV5AWys1nMexeZijd0drD99YaB+8avzH84usQclVcBNXcQPyVXoKNMZ3W72J/ZoOUDv3WRNfJraLF7ifoH6YqO9Ixx23pfJwNNX8EbVcHKanCwCDM2TJ4QGce8QYLUW5iRq6+z96Mi/d8ELFjeZqIYvMrvz+qExGNIP8DxjLgP/E2wCW6BcoKY6xQG+5XFxADqA3jji1Lec97X1X0YqWA9pCpoMHv2I0DW97ALpG0PMZ3vLY/XGPNFooa0VLOB4/AQxxOXkVxkR76491+sKntFvQY8ITs6gx5hp7tWqKXnrFkD32SWduLk4cgQshzaWfnTvw5fzWynJ7PNvPm5akpTpR2AsRSaxmTDYFr4d20JvtIoa9VTZqlXjL+QV9h9gNqtZoHIOqG5v03iLV8Tu4/9A+YpI2XhW3PnkhW1FWY7udJcDVTyfuEx8aeFKAKzC82drDtdzcE9cxN742n4dzDDw9hTdyJ6GGmjhpXazqDg+mScqmngUKIGnwrWOQ5g5I3UAjgCvyeWaYU9MHu6qwmL1jzgd7I8Vso8SeT2pCFVmQ/23MDfQPleihTzFIeFDxzsG+C3qoDbb+v3YfoCYjCmMstZDih21jNOOUJ/RR46f3OXIl63rdUIqQi+z6wMB5Na6h1YJSvyhpinpgSyhm5bB5I5ST7lZKwFsprp6s0VrYgvxkbE/J4DyVP43VRhc6x8Ciirtdp/BP8FyFZUG2OVt9+ZJdwHsbehpnRNBF4yKI68tmpYjcgQ0g2M+tUDIwQ+C174XGch9lPUy45H6hg9lVr4YdPy53ZheuZdd7G2BCD5lLcJEnOaaQ7bx/skcNG3kVmZnK8VgGJ1jMbaebfSFRMZ9BHJzesXubkbCgUBSmdRIzwFrDpqK0JUi4C55muSZvk8annRL+xHDpA1xTveMnRL/Tm/Cx/FPGcLITqbgW4YXRS6DVCNCaMTPZG7iUzBH0RHwLBHiR5JT+4H+iRO2ygJj4XBhhtdEtvJdBBvhy+5rewdiXZUOOYhh9AUl458Joeij0ysNjkvKQ9fjInghVzUabm3uYnoB8Q0R2IC20SHd0RbJGv3wKzzvXZp4q09KMk1swAYC5zJ9K/mNPCJRw+CcTqjb600TwbzD20h+jc7kckBEBWJNwejHeDaWGeEjCQCnt3lfeo970F8cJRU5wE2EaBjpAJrMWYH3NJN64L+yqNUW4tO/Fcq/kyikTOLbuBbShQ3C1IfqNLKb9ZX7TGs+Rt9IhOR8gCyrkIkmIY3Dyyi6wF2GQ+Qgak/G9njv9nw3Lo0UAdL4l1pSJIdsZaJgsh56y/xsm8svhC7Td0Q/mV8/inxO2Cta/W91hYMBoieAVXSPnJf2eBEpJCqhcri48wrsS9UDycnPZaz45u5mcwPvSSShtZAt7P1pMX0BACRFKrKzQLjdDNh0fZcfAYAyW/6alSlKaObvzCArYC7FbBNQXM/ejWww5hp/55YoBtKlvj+cH1mmIgx0jB9IXbHu0v4IEJ3ElYfvKo2wLeJBdwpagN6IYcls5lC1GBF5Bx1l+eBdxHg2j8Yb9K8vwSTF4BnF04zHTCvkBm/rr+XVtFvsIFOE3mnF5bGr86tZJsrB4na0qmkybwmF4rljz9QL/lbwBtT3A1BSe5qC4T6gt/f0Q8QxmmrNEQ6e7OTK0hYoWoxOkrX7AFWjH5muMou9G0MVhb6hzst+GCCv7HAs0Hyhxbb9Wx47SXdvyeZ9fuD+OqF53SL6TuA3G2cXADRzzwTvQ09H4Fe+BBpL023z3szKw2kgupTqOywMfx7/GcSbkbb6QVjlbmNAL426FBYlw5JiR5WngBX+rxaWemrp9gVlZyohjwhljK3jAf2CeQ9eNbnU5Dr7k17EibxQbY+PhisZ49vFPLFPMHk8q+PzGFS/SOAjniBjXYe6cWSW0cN2yvcputhJtJAnWljWQEFDwvztbaSom7DsyBnk9LAou0Bku8FjpnllVrOAGC0gsZwK6HkNguGMxJw6kpIJ9f2wOvwo+Hl/mBxLx0YKlZMfLXTtNVEql4xEnTmMkPwSUpQqKb2UWFG1Ohg6WRKzHi3ij87kk6Ndr1GT38RdbTWVi0LCId6s5lr/JuVm+5k+4B1HHHl6eQm7EfgJ+K5nI19lVgkdAfkX0UdVnMj7wAJM9FpUjTygPzbMyQ+BNiBk8jsWAAgs3BEoXKRQ7Gy0k+hAfGRQi/yEiCQI/aBbrkWS7wJTSVbi4zzxtrB7Y+k2ttpWDBco+ZFZsgbiEJMLzBWefmCfy/aRYflOKpytzno4JRiC0tFAYrviaUYeLHpkjIuUBD4gYCVAHtcDm1EFwAlfMW9pk1yqiN+jvGet694WkfXEC/8LWLvgJ7own1VCgB5vuAZbyjOTXoSwMZKsZWUzz7PlEdgNTvskIWKG+MluTbIJFgFEO8SXEh24A4lw9Ulw5iTnXpkLk3qYNx9Sh3kOxOZQ35kuL+HdsW8QC7lz+BB4TS5yTob1cPt1DRkkX81nwPaCf6MMFz7OYzQq0mYFH2JS1HnwWqj7BFPUN8ARszs/q6M85Z16tBL9MPGGaKU6MZquafUCb5EwDU6wn0u2lWRzD8TLwAiP6l3yUFSKr5MSDUo/i2yLHqL661/ETXiIL8WQLsgPAw3sLVAXvL4GqFtdJoeKf7iPqUfmbOl3G5VeSp3Cc1q/stk0+Amb4BFuKVI1V8LqOmEc54Qgji3PZlrazNH9TXJ2ifVI9lkKtCKzSK1DG0m7oikIAA4xgGCX8OHAR1xxgk688KYOR/t6u2qZ6Fhli682DkUTwHrvS13i5Q09hsPAQtWdp7Yn9Fa3Ej/YmsCMS9URHgC5NGhayqwXso8uzi3TbyEtSAU/hGCpeAnlC/MRLsnCsu/jMA3hgabHY1epk1/xqygTW2hCnEb8BL8S8A1AtpM3mQ9CXbQXwOOeMGWRgbIIbOcNtiamiyf0soajw2KNJIbax7qBfoqGW54y1aU/vVivqpA8sbKvcgjaiHiJvWR8vrKYQetSzYeP6iU8cqELz4KzP8TsUsrGk3TqgZKAenbZHbzPHD6OCFvNawf6wMIyy8K+kp6eNJ77+JcUGZrDjcmui76HdtFX6N/dWY4w/g30XvuCiMz+hWgr5D+n/U7HRiv3AcKorI2z9uevhes5SxCyluH7cZALsfhu+xDqq2Mxz6Si6jF+nejMjflP68DODB7VYWN4gW0I2FTmgMQPV8Y5ptgDfQ+DmSKzwUQLcaHuhtgDSUgg/CAeCl9P/YlaZU7cmELWBzgY57xXo1ND4TxvvpAfAZ5DJul94/eJX/WazEzpQaej9IGpE+kKPmA5uQSGrbTnuiW15Q4w25kitHjk1xy2UpHe/M/0UQINyYbY6UMzn05f7imp2FSM1eKfUZItENgq5ICBLQ0/oJbRJVK2oY5gdHCL56J9M9o3FiNlwNSUMNTSc9p9o/RSY9jkn3eyo/UdL6LJ5BYtED8mLNM6g25KXYDqIA29l/8bAz1tkOq0df1u/HF7IeAAsZNcLulv4jl6nrqJT0k1NXsZhc33gAFkgEse6vFxaGsZXROuUF4I1yfl4whHeDKJUrINYhC6DsgrWVjdcNt0BvMdCSLr0VsOT/T+i4/w/Zw5Y0y4NcN9jNtpHuHaEH3I5pbEQD1vwqs+nPW6xHeg/8R5HMyLRkdfg/+Hir1Nj9JS2LH7dy0g73hHwDm6AncEz4pVUc8A/RF9HJhOFgP7a7QshhbuI9chxgsKYU4d53riUvaWIGi2hGDzXpWczD6BwBveWWbuCa+V24JS3DCVPrx6JWgii8NfzQqMz+jdbAe7HN7bVhWJ/paib2c+tavSXSei2dwyvoXiUMEXWysHoxA8wu8Ct9ni2WLJt2hqVFF5pW/zPyeR97tSfk4H/8C/u0VVGMrgUyl+p+CkfKh+ROzYlwyFnXD7QMWWZteAG8DR7vLP/QraudA94ghn/Fs57LKfeDz1iqmIGCUykh+vTn2kWesh/YkimHXKx2JNnYEwJBV8CMlhf3qUbEvGDODrya5Q7spXBbOW5fFY/gN/jp45h622fbhg+yHrj/cDXuFXEV2m3m1ydI68EZj9ppa2lqm/q0e9P0nGcfNP5ATWHpSEvMbFTQjaX7bwRMNfwF5N4D9F/Stjjl55E1CKOgDSM0itiO/8k0Ae5x3p4YyIFsDqg2lpqCZ0Vjj7PEXxO/Jbdim1iftVryRfMk4gzyifwby2YosgXRmRktpdncfjGtg6zwdza7+saFW+BCxpf93Wyc3Y3nUeoHXgEe2ueulDla2pAC2YjmiprNX+qFPjN5NdFLqwWiMspN5EZqsiOosicV2oZN89ahdbEU8n1w0thfKku9ocsu0BmjcwVwjz6rIe6EpN9/dSI1he6kjvR8AH+0hh+ANUMXcRE1OLr+SsULaQGlI7Xie8GJjKnKNtNVz6gpvM99z6J9hMNWhqPjEDOL5hNEeWGaNF+ej7/0eSeMOOiVNP/ojOhm5jF+UqgBtvwzrrZeXs6kp1C3kBNvP/oGMdYsQ9SP5kEY2bfxAFlEigPCo+gx4kjDJoiF45y1A4wq1kfAFW+E8JPOT75MWtJLvK9sIz8BFpO4IrKoYd2BDGYUOu5Pj0DZWIig8BpiPE5ohN7wZyKuxutRe+aOvlEBZsOPQK9bHTgcaZQYxLZjC/8R2Z3Loy6gCrG3dRxbgb93CfD+jkNkHxfbo97Fj9nDhCrYg8Vc4jE4xs1l7kMt2Lqcn+93xAJqdE+JBGJvdjD7E85rt4PaML0bug+WLvbnQXt5V9hq9mb6Nl0TeJYy91h38EKD8AW07fcnmhVPkH8m41QikpNnEM8Tuo1WMTpNmqFcQxs2hhXzf45XokdoptbMx0YGXgEx8htnVgLGIHW5erBE1lIL3ffvGtiYaU7UYGBG9SBd1rhiFrFdYsXCE3YNWkdsnGuth8TC2Sj7l3MN3+8e4rdVUrDo7jp8YXYgMZqcFdxoI8ZuBoyRAbkYcxebRxeWaSAZPFnkXIGqP4L8kw0D2+ES0o3MDkou+mXahhEftS38zZwkLgn2Zq9Eu+Fb7MNaE/4D8BYM32lmA/vx4Tyu7U8pL0VUjY/SW/vzBs3R+eyDaI7HEfgmkxdDoSEfvnMAG3JKialHAcmOsbtI++oX6F4Bka/S5Ot3aEPhXO8fXJEcxWZCVLvbEboBcxbZZC5Iqpr/Y1NW8g71yLEavVRcrVfxFxEHGDnNswHFamW0BhS10uD8s1wbIS2M/xopZx8xeyBKE5YfhvNosct3upBpaNRnufJvgRCIm8Z7F3A/ASzvIqfiR+AD8VXLX/lJ0iZlabuwUDi8lbxYw9gubBr4fRHk8PnYyOs27KlgK/c1m3etKPTzufA50YlOlm0lNno8fFcuKZDGug8+LzNfoKacpf14ZHPpoy4zk5LSuKZehc+zkU39XWrO16VPkuNAXktcfavfEmYCXz+sWfoE5Euzum4EOc1cp06jfDSvmR5sCtfSLskNvC9gvEb2mZrIX2+ek/dxHdEhohTbff9JMeF36R5TyX3WG0enUV6Gev5ie3ajruRtTYclZ90EouzJCr25fTsb/7iIl6OPuJc+W2IhwV8C+k7237UqAVcfzKyQN2hhfKnDd6+Bdw//wNeU/o6fteXRVEXttdUM+RjZp6wFBytD5LQvpZ7+PvfD7gI0IePeqndA/EhRRI+HCarpgmKaefepodKl9mVmswpOzD8B78gmq/DKaYlaCWb/BMLXMvsJOFD3gl0PoWOeInkFtyc7F99sUXkOaA/hmPpc/cU03jLfOQasVe5X8yc3NZFHve+A9CsyIEhPdhepXRWEKePNp3bknbmu2WvySMgflsS1AXrKF+3s/I9uc0mZG/2SrvL+MHwXoOIIsdXjtIRhjrv4crQP+3Yg0xDah69EH8apiFhMmkBZLpkMcD+DmUIKL3koWLM9gXuQ6EW3dVjjDjAdKa0BwFwzWeKsQPWyKqoXXVZYmcgGFBmito3JFuAdHwmTEvKnP1zs4WYV5xhMwKo58x6oiLbDz6kZpkhfKXDzQEbuv99GzJJQkG70LToyNRc4AnP0b7mW8tfL5xUQ3gK8xeEHPfDBCH2KEMsgkHOyDJyfWJ2nKThC39fsKgayTHP8Z64ovI/o3mlX7ijRHuoarOnADWYvox1y3X2pRdy0/Dfg504lWSbcSs7ay3wCvX3UPer+GAkZWpIAyGRjADfga52yktZ7ix9DmoRSVAKL+zrxLjUq+pQbTsOHmBu0frIh9BnCQnZgIliLLM+K5g7Y4UT1r9EY20etcAatpZCdrcgqzU24Gd87BOe4xP2xcdAzWvAs76EFrDtMEmQ8gcCUscIu3fOlgiRPJ93YZCu5hRiQ3u7XccDIe0DA8Cl2f+MW+I2fgW5OwWsPniOE7oW+yp+oj0aWhvOQZInMMSllv7pwI6wW9Sywk+pmsMBzFoYMbWY+tc5aYD8zWNrxVnIbPJk7xUf8l5G9niPDIcxtAFQl5wud56AQ39XMqbMGXKxnpu8C99qxEmUA68ypSTKgUhaehc+N1kFlsI89sQI7HCPbYSbXOR3uhZ8m9REMxlwmzVourfySqhNtS6XGDWwyW9pVbSjwCi1mkLteyxNtjz/FiTHWA1CX4CmSfZ3MwrHVQq9kH+Jp4xuSG8gZyEtC+aAAKKmwUVstsCT45VCZ8H4zKGu3Z3dwm3JUXO2WUFr6bEVPLG6/g/QuZDJZ7yUfTb0NRAP5QO9VsGZvCyMgA+7y6R8quvnU8gMwH7IpWIyC/WWNbAdJ6iKmxRcgITfI1V76ROb37tbLyfDQLdY8nAfnr6sXtNgjNxYmErzQ2x9oAkNTNk5HRwJuvg/1iozywCMgm/qDy3LxFfxA2Yj5POlPbGuG7jZTn0/ABicF8bdj0Auao051cGC5a6htocHRRMPpOdI/9O/HDGGmdcBa734C/tRFrHD8Q/yjsQ5r6TyE9mX1MT3st/6tS1lcELYfdxldT4wBjaOFqKMqdA6tdGvhHqhFs7B2lXo43wPIh32TsrtOKLkY9dVdxHbDjiULCNAEWrH8HxGy5/saklC3B3ERm5QV5O5qV7JdMDVhMZ7M99m7wqQ3VBeueKIo8IMdQaT6c7EJWBt54Jn/2ZGmBR+FF2G3uWKw/28Zah81HKKOIUoiGNuAU0Ua5S3LArP2JnU8cYzzIS+J6DN49MsWq0cPCTKYyhYo7EUEpRp51CqMLhPnYSgDRUmo6sRc3oguScBTxVnHuC9uJPnYF4DaYLiycPCreHEjDV4u2w9q4SG1yucqzu5GGCQ8yBHmkzJJHA6W7Pj5UneROxvICovcycoq81lluyrbyqVgOqTGXblPqL+Jfdg2qiVkh/jfFWZOTTklHoUYoK9qYvsYPiP4ll2H+pctgp/FP1kAYPkLmqSONTFIwBOVxTOAo3s77SlMJFDsbOxnvIF/0lVFMxnE3kw/dnqjF7OFLJlzlJJoxmAhTlD80NDbIM1185Kdh1kkG7SybaiDUAa0mWMoq6wVA6SX8C+D03QCJPdii0VrkcC4GtC2sclXG9wjPqC73N5aKGXmx5y7vRN1ZsQHCV2aydNftrsHa67WNNCYlWSMlB32S/uH3Ehm0w+YIqojvmAYryL+Sd2LNmS1WB5iy45hWH7SVAO8kxZUFfEvipphujNbyuDA7vZpQ1JwgnzSHSJXFL2YB/rrUidzgHGQdYxxs6BUtoZfRFiRtHYKkoC+CZDxFyA2UzKH4CqeWPcTXhofHT5uCnzDEWoqUAL98Du3AveDdrGLm5D7Ih52TRvlhGXEaOW33pW5Y5eQcVtgu5OYlXhs32XfqdL20MgjvQbeV23HPrB3qG3krms33u1zSns0fdvugkAW/InXEJ9Y3ID3w+sF97aV5NdZL6xJZo5QgPzAswkZX2/vV3J7b1HQszZpEtZaLMUGqDsaEDXFn0pnKReCR2pFhsAZqV+dZ/BaPu5peAQD6C0BDU66qDZNfprIJT06rrH0Pn6vscZ+TNiDY7Whv/keQjb21rlCvHdQoA4gk0Gcj6+LbybFABN+D92qQ1ZP79hA2wXgdO2dLDkxKy8Pej9YOriNgFslSuzn/1doK9sx9uJfYG3W3HYGFwp3H5KFIb7wcGGMKUlZY5tkAzHkVYI7XCB67h/e5XIyoZh1ya2FH2UnmZRoW2T+OQEktEjqMn4z2BruD+erbxBQ0n7iMvIgviN40U5Bv/u56eaDD32ATtebeFNHveQs7CGL33QfBGVhYtslZEYJchxxHH8pzrIbGffEd2YzsoPdnNyH54rA4spffga0km7mrrRGoa7dFOrifohY9SprvJmKt8T0C5yeYnHhHNpP5D9oUyGmYnaVc8aXAyAXymlgLsFoOMdESQAtU0FuH78mPAAnO4yEDt9+7iPTFcwU8OQSQ9Qg2W0/u1Cmnn77PTvdch/fdAoC/lHQxj5qFvydPijej2nG34UIDBcxLyYPKg2o/h3AWUSbYdB0xbsfvM9XxWd46xH95Miv4u5zXam3MFmCXXJVvy7SKzzSe+uYGX8Yq+J+EjqCvExM8u2JLnN2AlP3kTQS8i1oZP6ycQgZ5ToKZbkQNANMit2a0f/y1M4mcK26le0mMO8GBtyq6AZVwlW6Gv6c44RsX8Ry257sPUC952DtCqO+eQw4BCbxCDFdbUNWA5l8r70QyRarLRdXFgXz2ZfVTbGeiQcQXLxRsHT3gvLOaiSXYAgZMljgl0HKqT3Dm2A/xmuxYtK+JGdWpq2AVOWNHsQI0Jf3Ceoz3DmzKMANehpD7M6w+OzCdaC1dj1rabAWe59RycyQ2+i+FqnKzE9AJGor50TKAqOW5wXxO9n5IRUrBCidmK265DHP7C/H/BMpGRyajHLu9r+kp7j4We4d6kCAyGt9CwF4HPkCp6kSdxD/GF7keeLCsXAP2xxGHhudgtgsvN6vuTLm9LxPxxqjIQwueSa/hpOqX0M/2JgAtJTUzX+Jv0ZHSYfaEOdeorSzEOXO9OTykiNcj6ewXPntwSrxL8F6iDQC0g9/n7gcLuSNtJesh7aXqOMxyyoCORX8n4kANrTSKx4cnOugDqM7UPsAudZLtkDs7ltSVLR0arQ3TF7ld8JGe79iq8BxppLHZsyBQJ2AjY7k52iXE5pahP9g6PEEguNfJan7ml4r/BUaeAuuRXWkcKxD/hXhMnuCPuZPCIWRiMjxyVb6uM9HlYs/EBaMS3OsjVRNwc/rN6AlQaGDf+Rx8c+yCvya2Dz2unAcMUsyFQdEheuPgLnaWv0vkPd1GfUivF4sIFdn3Cg0Y44Zi2+/VB8hS/bCwkrmG7VXGMrUj1fGn8j+hp37YzSotOMIOU9nsliqGEvDgdpW5QxlpQqtflbtgwfamj5BTIXj20F6CnZGze0c4fvDpqN2FOUSOU9sDNFZMwCDGfu4nycI7k4fYMWwMXWS9NfMTB/ifkZyAow+wa/yDAUCzgAXiElMCYWuTvVjOQu7XnaRZPqkUSBrMz4Hz6m2+ues4S7VuXCZnuvvG6RRtFthnVwiMBpr5qDPRLsXBzSUNeOBzFPbABcskXykZghvtIzEKLCmfrye7Nl5KLhbZQoXjL60h2A/1I1vIOErfFU8b2eR0Nqu8j2wL202KC/kH1GDiO0G764xqYgMZdv69S0GezuRtLmYAo+Fg1m6B8YA9hvJLicaJQp4s7FpgrWZyP9OZ9QPOQ7SRdpidQXf9fwIdoZcTdsbaqqPAMxWpQe4GtFvisXRTpnznsXncd64iLN8X2ICMI8thZQA5xxKN6AvAcRjvu6d8Q/ILTbXXUu7IbDaDB/uN1bzVLXjRsxvRzT8g3Iy+4asGSPEa8MNGLtXwmXf85fRRYCGw41SamA1Jk3u5A5laJEP/Sj1KPMWaYNvwv5CDsQ+hudh+oIA6hOrqrYR+VmYyT2xMrHkggZ3F7ouwKWpVc7FSi5/hVCNmMRgwuN/1nLHiRBN/ViCXZeTP7jazvtWALhNJZ8aThv9ifJYQdODe+gPZIH4B1rOLN7XSAx39V9CTVpS/q5fCW8DKCbxBrfUcxdeqKwMPSNynA5lO9SGeYuQody3yOP4tbAU60KVDMKt+l/scuZoYLE832pkZLS0g46Fwc+wNjDYlI1ZKolY4lRnFpgKIGmqYtZfo5Q6wPtnVjKeG5DkbOEGkmQ3kX/nj6GthFnFRLor9V/Z2OtOaEq2sPglaNsCoPzExLmfgJedoIWyY0o2YhsjCLrQWUVa9iV/x5rTn4jMtkz5vTI0W4HJI1+08YB1P8SPKjzh2I74ddQI5mEeI13hpRoVK6rToejBsk0hR/GdTpQ7ipSNpqgFTZgCyFyc2SmOwS8YS7V9M0w8brdCr5F+UkSxX8T44zf6eTBxobg+XbqEV0anOd+dAeJm3m5MB6M6awHFtYxSQaacZFmEcuUbggJgTu4ociZzzZ/bCDONkRDUyHHnFFiG7SGFrlDTb7kSvogv/Pyninpfi64TPWz+725FGWg1xsL023J6uYlNGz/gl6Sp5MV7fXhiZpU7HPprfsMJEO+M3uxmyx7dG+Q6kex4/EPB+Wayr91d8O7SGASZ8FzZMStrGikx1cZDwp/8Iv0prQr3G5vhTFIs7TG0DspLHYZkEjSbe681USy7C/is/Dte1r8WGWwN5UvKSJzyZ5NFh6JfCe+kN8KX4SMSrvA/nVyxto5WVOxx3ZV7qFurlvEL6JDImCMmO7fKEuDsAz4eBojynjVXvE7mTO3qAqA3IYfcgMQ2I7XlpE1JLO+SvCo80Cc47nSPMZslD12GAgi3kAV5Y02kGeHJtQNe7AbNcG7scPgt8DMyAkrGeh1cD/gq2dpthD52LVAvYXp78GCshHjXT2Lb0Prw1/1FfLqSGv8KYUlg2Jzo8ICUb6WFu8mf5f2mjHegwpxq+3fyZloXLaGssVS/KroHJdXzJWDWA2P1oruDvyDKyFwVdh216L+2TvwTeQ/9Aj/UcAaMNZ8c63ZHx9kXlmF1fHIW2jvbRQt7WvmHyGAD5TmKLdNi+67tEwusyIRgMUuG5/jD0QiKXVExLByuoHquFZ7aPBuJmXyyTmY43Dp7XM6HPPRWVgXpLr2xnpevSLWPLrIIUrNSwhsiAtEZg7LdaeB87hT9hD7AnhP5by97g38hnJUi/Re5gi4HNbKi8xDbaPYD2+eJmN4LgnZEAsxPcnW4ZiklmbWIt2Y9qe+Oavgt7zpYiB4Iv+8erqNuoTFb26KYYLDn5GwDxtXoZyeJutgYmJSCX8E5r7F0fh22HUtB2UbjrCPhfYt3kFrbJdA9N9R508jo7LRgaeGNWZC2rh5LbSFdb2nvkZTi8J/Ec7yhc8GXh6aSDXBG5q240/kouorOnEz4ErQoIdkWvTPSPw9j/Y6siXt5XQraToY9y8VHaQbSD1Sn0hd4DVOkZZD5WmF6Ot5KKhncJfyIfwBoq4audlgSs0N0XjLTDd84qHCtAXvdpgcaGZb8K/Kzc4jMAdASB7E0lb4gdmWKJmC8NLS0vBmxxjH1rlsEah1tiFaS6Sh37aEjHh7ulYzcBC+aJXBMe6NDFKB14YMJymG3VZdJGgVUL+GCazwQZTUrcffwJQHur0AMAYQjeuPcTyGazEVLJk5l7F4v6v6G23Ah8/wFAcR+5ELCSibU3BWyfegv9xEzD1sV/Ye+aN8CSA77WTHsjgh9wYmJdejC3k9jIB5hcLMqdRmLiJyDCRTSUOpr0SXoZzX0+0RCfYlXjzcD/U2K9YM+RpIpxiNH2fool51NP2N+pIfZKbovYKbCSKgvmuKBvkapHawMSHE8imSHTkyd964N743UIUgnLPdHp3L0oi2dzp6Jn+dLqYyCpr0zYCCaH5wzazP2bV4ku+jNugLDGNz+0W4FV31KCFdWW/qrGdN9+9Aa5DyDrAhi9Jtku2lJu5WmEf9aZ8BimqzdfeBf2Fqtuw6qJI7Bbxr9E/kR7tBAKy1MNA6qnEeD7ktGe5EECelk5Aib3VPoDsNGAJPtEpP+4f4tRFs8iepCG2AuslHwgmN3OiO4GqxhI5fJTeAlbMJcDDVHcPU515pvhf8ibkN+RKLfFvZH4XVyhHY5MCk40Mop5lRrsa2GxkheH94SbyVgTxKN5Qh/0/G4zMF352HZfc3cxmHwcup047ZzWCWKKu8wsTOVQ87Pl5fGhHWLbYKpLRNtjDZHF1E2qfeQpusDZ6ztk9wLq75w4Rb/hqQ14pK+3obQaeN9ZzLuRhvJ3wOgV3JnK5nBH41YsIr5L6ssHQpxqGHsJkLzXWCm8pBYS3UIyUkcrb7wlertQOCS7pDberSy5SD8AXQHlJJ6LbaftkeYHC8dYa5EUdibT26PZ2LuwXEFgZ2iZNgg8Nzb6K24nCfxayhw8Z/p8HFEmdpZuBhA9QzsB+LIp2EeXIfrSnWH5f2xAJCc10JMSu2/0p2cjZQNpwYxgBbfNhYBhBiKbpH1gpD4Aue/VZ96ywq+EjpUP1EbSsAdW1kQZ/3HngtUGaR7qY69FL1Mz/F8dyTEAsXNI/UKXiOlcmthfZdBf+TeBnnGfMh3IwdLICjDipFAf8oKbHryGv3fOIgV93bSe3Fwv1l/oyPqAIpoWFJP0H6LfNVS2lZBqzbBayZ+9c+PT9PLsOKKsd7PylYN7yrlIVmqlZ5vzDkszyhmF6MzxbOgnfYHHz2ZCayZyyeXjDZ2i4s8I79+MZkZS6ON4fft0Qsaz6A/t7T4YA1iuF413B/q/vHSW+EcoZPcFvNFHym9M52bAux5khB+kP/fvhrd3AzL45onZhZsjV6Aw/1J7Cn4IdkwDynA2gAbTAyGYkVIqcpLcYI/wQoTDVeQOu3pHv0WgTHo4hz8aXejpyMYVls5MTPJ81m57YYmPuLqevRBFbdZJx2ZRlrvYeWK2AtDdCi8OVQMQjcNGspx4DdtPpCgt8ZVgnuLkUGmA8lKZ6rmL1gGz9/TcRnobD9lXvudAtW9Wmzv/mqEoI89GzyaTUztTSzw5HE6v6EzHOoRcXQkcZC6EYdj1g1ogcAb9ofnpOqF0soaS0zgRgq2U2kexRtIWtZQwDbuFzI5DEy9grHGXq2rN9B8M1iA6gW8uE321JvpMbSuZWYH91LjQz+qn+ALfFjGTr0vwqT6E6ywtk/PKVbRC0ESyRT0r4wWRzjE5Us/MGXsuNLRDQHl4xQBak+2ippithCuGjsMGxN2pMe5t5Za9jZ8FpKQv/yO+DSwsxKbIgUD7yBjmGbI/xksbgcu8Ed6VdZxIT7mr9BTIbyX7inekkgdP9T2iB7HlfOuw+mZrBGbw7mFe47mSKmVSlLA6ycXd5YCwvcMjyBuuqitcV6URViY2NbjEKu6q0ZWe0lYBvo5zT68Wt8X+7C/K/uRBcm+5IPqb8zd1iHxNxK00biS9iKyHvlbfOAbv83ZEWxmCWcFYC0behxRH8yUPpGDtu1S3n3+D2yv6S/gE+YhqhbZ01uALpQlIT2u9ZwLeNjLLEuhl9GL9L/x5eBvA1qkQTzcCVuYOEIa6PFS72CvAC6Iz2Nc0tjGIOGe8JZy2RtAZon2J5g1dcxsC8KpYd4VjZiNyWbyXF/ZTeyxeB0P9KvHuIXtjKMotUH6Ap36zq7kXYC0r+4B9AP07AasZTgDKYW9ohHAUKBQrKhl3mYvuM99eqSU3F89pZvJ0sk4jg53xZDQ6Sha8r5hnfph42VUZ7AsDPiouF0SyutOx+WD0w4AR3vFthPxi+P++2M+xF9RCdq46nlqk/oT2cF5iU9VjChO01S4+HoNXxAYnnxuBhRAMNt0ipjil0UQ8j3XMmceNDy117gM2kfBHeH4gcZaS0T+f2sxJvIch8Ff0DnQfUwipr+SzDhvpVEGrktILGeGb4rvvWkQ09saYbeUx29kp6AB+Og4T3AoEtgbO0LCKQ584zHXvyx5jihrVDAzva0/0TgGw35DZRAu+kkfS++ul5ZJMSWItwFZHpKcjunWTkF60ywGyYPnMnL4WLh9eyG6N/0PWju1TX/jeu8DMANRcE2FC2FJ0fiRVp/AlfDYFlqtra/zlbCRXoUflwkQr3Kds8PcHKm8H1QsscL1Q0dho3U5mqUxI2olmxEN3XwT2ABhAebVMohXGqO5KLu5v5g5W2ckKgFphn2FgAtrxUDF0IdKBuYwuBBw3DP0KyNiPG4fDFIJfQy18A2K7pZeJtzzsrbxFmIM49hJ8pboXkH5n5DLanlNFlNFCI4z19n5RY+9JM7BJgNnmON3tK8QH9Jad03/HbUXu84epKVY9f46En/IHJeOmcTx8kqlLfY/skl9rWZAGWBs21Rnv3GOfIrmcvPEKyEGDEWFxJjcKIy9r9QVYSyK3WooqiOx0t5GF4q2JeeQvzmb7byozMtTfz7s2CLHxXY0Ggm6b0BHyXKw8+jqh2ilYTwk2uHe4d3x5+Z7VItjEUxR945aPThUbBbf5HiWxhrXB1sg9gcf0VR+EXEy2kfgpWjuaV9J9TzhLL8M/8ub1usJUVIv1VSebDT0G+0XPz3QxF5irmVbyXjuvtye2A+jtE+Yw/y7aAKSZxWYQfwRpFk3m/n5kjsiX0VtBNVCOrknnCQ1GJlsrAk2lT0o2gPZaaIgbbDUG74+yh4iHrFXOWL6n1VDM7i9L3FMj/GVzFHWSSYc1faPbPLUBRvpL2+XV5Dkso6+g3RgoiS5YI7ausIekkDyh+3Rx9g6WP1rXmgiYo4Nnklndx2Gj2dPxHK4gp8mzmcpiy0jAeO/chh2FjB3uZHkH3clbmkmlKrMfDEGR5B1KUWePkN/dD9BzE6sH1ElBdrA5AFkg5RNL6tt8tj7EyWrWpi/SsNttKRjVxn92VkePx3zx5/T8SLMQ9B03SVutVfoOohSWDtQQLM2+y7ODvpCsq4gpueRfmHne0+aReAo+yW3s6mhh840Jo9y/8dgd7Iv9wlOEi2KNzXGhO7TpUQEHfvJmxgorZdXbsi11iV5MZpMTQKCuROcCvp9JjPE+QGtjI3GG+pN4oWbjhiDr3XuRLcYB9Hvgie5FM4R01RdN8V3jzyl1iMzYotDNcCmzsDSbXYiMd/qGaeNTUn7+cXsiu2yMqAQ+o4nF7p9aBDnKHE98jLQ3+/BntFXsTHle2GvUQo+S7eMv3J4BuDPa4iqJbtFjweGh3FgmbAFyWlpgfFZeAQS+SraMTaVnm/Cp+8EzuuLMVM8CI66StDZSy2uOwm4LZYkfVlXAxw3CgjgmsTlWQyqPXnG+OD0BTFmEhkwNoGp3R/bgO8xTcB+mziaWIhdpXr+r/2I+s2cEa2hndNdUjTzcGcBUvdReMHyC16AmOP+p0x+0j4UNzdtZd50mQAdMEPzUIaeoW92GuToRtgJbHBkWYxEnWIkvY9PeWvHS5hh5GLqK2S9jz63e1E/x0awOuPRVoKJxTYmTm8Swulrb8d9dbroO1kdr+t+9ACTAjAXafacxI1bcNbB6qmbUD+VRXtILwG+nmYNudj1jOG7ABJiMYj3Pzmh1W3DSrfz2NN9qzzdqjFWczi3OEcYKo7FmquR7iAzl2monAnn4q1DF+Y8lgmTVUGPyBjZCKMSXCC0jPkY96EB/eXe22Ba9zhwlF5sZwJN/kVvdnlSj0HUxhX2C/JSMJTRw8iGVZFi8/yDLJbPBsuP3pX7GegGazq1UafBdTc85rARdRnoJ1noqnAVIs5RMgX1i9bI+wEIfgBDnjJFmTWcwIGFruxJgzYu+NfR7+6G3mn5GALIha8gn5Sg5HqZJIm8Av5/GfsFHJegAYrdRJL6wmBftFPiHWe7ehcm21ObAMNbksjpx9w9qh/6RDfITvLXRFsgg9E/+e7ysNV+l/CYgWRd1K1OFmqI3YLEczG2iYxCWXGrvvaIbblWruH5J+s1ZpRjufaAqVGWX40P8gPZV2A/c39pb71W8rjSCr++fABTGChQm/afpvzPvkZP6SbwYeAM2pYwR3xMNzUJ+iXstwlZ6l9SZJh/2C02ibxMjJC96grqBCNEEO5zeig1Ra0s5vdd5b2RroC86QZhmlnfmSE/ly0JHoWRwnLgkcgZri0hGBa14hJHjgE1+Akvo5G5kG5CIM8Z7iYKR4EYAoV/p7dxCahoxJKQw7/3BUB99D/K7XpT7Ex1HFVEaow+sJbEc9kvMD6yTyrdnU32/YP1EGdjFU+pXZ6lPFGlhrHYJc5kVySj0W+w981MimzxCWqKleDqE/iWzA7Xyha5LTg11TrrXpv8P9wnRxfkzSdi10cPKa/eA2QDdLpdyH3uXYIXcH+QHorXU0HkeHuEGtBV2P6IKuc8miUE6bGcxCzEivYzLfhjweaJp3q82NhwtKm0JdSHqeGvYKWQmcoN3BaGg/fANTGethA5rgUwnlxrZlNs0g+dQsOBLt5KdjS1GXpJqArT0dT1kBmu1sl276Z3oZsQHhZaz6wDzNCX3YVuQpxEyfNU8mphHH9Ozq/8EI9KTZFZWCa0q8YPTqSt2lshh66GaE38fi8E4cfglc8HJQlxI2rIA0SPU0b0Zh/nDUSkPC7NKcKcqu45pHrjIK2ZJPRyeo1YOldVqAosxkV7pbe40Zh7Qt7Hj3FE9FSiTGPLeV8gl1ewMbN/11B9S3rKuUMt/y2rjv0NMVi/aZ52D1k/JWMG5+GB7TTSqGNhKKb/10p4pdBC/JGayWeyXPp+dUd+HPkAifAYPzeyJbpWK/L93Axl5wwiwdQxQkX0BS/wmDg3GE+U1DHzeCshYMVI9Vgmrhh6x6/CHUNZN0TKHZiMBJ1diTXKN5YztAA9VIlux09KfdH8Dd7G0ZETfQm7FliJ4NNUMx3Rzs7OTzKW1DWyjDniHmuu49uQ6JI3pRP/wVwvVjp8nP6ldoseQXO4L+j0eNxeKq6m+aItYaWo4Uw7DAL81o86rMbYy8VFsQzczb3Ey3i8Q4dfF6uOFgSR2Z1V8np1B6WCIIoz+OMwP5x+8bqg/1cPXHjurVEerx0mw4KHIOrxeeCeyVnxGl2cm2buwp8FZIhvuodWL3kCz8e2TxD1Je6z8VFHyS6hPbIfiGOsSZsxAW7uzgexWoOe7b63RvrrkGwDVRkAUH15Sz4jkTaS7TRDRkIDb4TU/A5iKUP+iFuDyDC7lbGPTpLf6aAnec1oBfwNK2ouaseLIucTdSACM+5YqaaRxsGLpYmS6OzCpIE+xcQru66HX91RzJASZCzTFBKDqv0VrUIgnXa4MiDRJ2OBDTVgB7E+oW/zLfXNU2kCQdnhR87oyRblpAkC3Czvp4+YP/qE0DZuC/GA6AmG8SJ2ii0VOORdisItta2otfT7WLZQhAk+na5hNvBIbdw4xIayQj/a+MxsJ9cQQ/9w4HdcpFQyfjl/1DtIfJLInMvCc/YNN0Xtrfnm5dRL2M+f3U4VtWvVy94AEMLjiYtpc65pzhBgkrotGwXywp8BkZpSvljPIWwaG6fSfpfpWJaMy8dKanRgB0DqFz+V6VQF8akXV1yeRaZKOwYyNP+kK5oSAj2gmjyd9aCbvdf2PRDdEVrD4STBmtUh2n1cqZ90KXeRORJuoHiwEUDYJPxVsgD42BiR5Xna/06u1XFgqB9vfbWbgTuEZOVQ4kgwYzrbX4J/Vl3huo761WEmQspEfSXH6+RBkEbra3gIvj+v7uH7B6mx9rBehA/jausV9W/wz9GloXHyROETNMQvFL6hBO0Y+l+YwGSL9orfdfUAJ/+1gyCqiCZ3Rgz0WdqIp+jYXl//1pwsw9DDad9ODh4PkRHchNg8ZDbh4Mt48DgvZTyUden8A8ExcUPsw/8QqqVlCJY0dRhT9LR5Mxo4eaE/Qk/xpsywyDcnjnc59hn2ajXpuUXujr2xSyK+ZkVhRIOBNtLueIr7z1HkGFr8b4a4hesGjUOYzOQGZi40JzYp2jCfCE5DabGNiCjnSeM6fsNag/zXu/EnuK+8Wr4d9zF4jA1UBCfM3qdb2e+ExR/FTwh0Bk32kc9iSfBcr4V7AaadRoCsJC2Z8jH7BNptb/NWUgGevUcQLG8iuMN6YlcnG3urJYGmBwE52Bf6N+QNw+CgLGv/ndEGzMLXTopMHUb3+R9NVQEtxNOset51VPLgGggZ3dwsaHILDj7s7hODuEAjuDsHd3d1d1sf1dS95nAP3sjM7013e3VVf2YuDHaF/+cx+IkTzJ3IentNIL40LZg5sN9Dp5z/YDI2I7uL/9eTiptBXvV/kbWq7aPHgRfKlO8bX0KjhlHXquK3BWu4tPUyLwZm3CX6FNiq3UyW4gi1lfUvgpajicLCP6Y00ib+nNsCHdkoWT3Rh5sLbdlMItq4Yg45x8rnZhUXuqWipKGofXAf3W1v4xewz7ppakC2qBsicYnU45Bf0CqOWXNai4n0tC7tiDIrk8GxIvnMS5HB7TIqY/0JJnIovCl3FGkUexS4blbT97nYoj3u0SPwgd5TOa3oEhetEbBKa8oPJSdDZ3bTKmF+4MTQL9jpF8DS+CcDASU8PfRER047jg9yGhAwOk5fcmVRBLQtcAyAQpzVSTp9iFXFaOM/tHtZi/YOEYZ0klZ5JnXTaRQf7DpvAvRKtDsnuBDtJhzxeqzdbgr3MPIscsGfpmtJX3wptvBpoyqyEs8oUKw66yYbnG674N2kNoUSPVlFsl4Pn8XG+hLebvByxztro76kc5k6SacOURZg7ycdqdb04FI+vWjPtpOaDXi1TKiIcY2WxPfQxTyPinq9VHKHLFXFPRg5YqJ8RXiYxNnJfqMtsIkuGn4XbWaP4fMJbYoq73p4ioJ6Yw6nOoAnhAU1BDfKLtSD0k1uOK4G3Fu7pG6V81DeLpCbaJBhH/QxOwOm1YDoJpX3XfXaoIPk+dpoY635hyqM9HnBQ7gQ4qNwDkj2J0c5Q9bn9GGTh+tn+QAHA0eOC1/gr4q9kID6GvBcuqxXw7lKmc8OhdtaNjDTO4+/Z98lJjJM4RZ92boozmffSd2EafG5fX0AYzvdWSurnrAVR1DRjM96C6Yn342uk8ng/OSUDstuF/U54xA3iXLAbrwGt+uz4cBiuXOJLQNKeDlPOe2kavUTzsnv5zfi/yRLQBvRnNye6EOvsXTDiHC9kIOLYIncQmdbhY03Z/DHUd1oGk/jP8X3WpPghN4t+TGnMeX2Vk6dD5xJ/ukXZMdhQLT0Rh0yF/gN0MLrIg6yPjIEtc9KR+5hDZlPZCJ9XzlqlwTniLnzaghCq7trKNgngRSFXPsGl/Vg4uOX+w8I05bqd1R5g9cGO0TuFr9zisOZModARAMJ32OUC6qL6XcW0TtCl1khmMP+hfHh7M4QVM1sGJexm8i2Yb5eId7M6WRW58cYZoIQvQMOwTa6OttKcRcFv1jI7B74CflYv9E7tRHaFT36b4OSSChvLmKxEdMNO+GvZw6I73FVyTbdUarU/yekW7Smmo7sHglrB5L5kVWge+0sfIVHvx3rF9Gg3YhG8ryx1QygQau1s1/3YMSaUOkpjvYehhL7Q09gtjWHUSuoWVy51DCZD77HGug6twE/AwRsIOaO/C/PVjsZnz3z8emQrNl9rGupFXVJeEfOJoPzBSho1sEVQwgsFBkcaASLlxiuaqG7+ItUz0gYG+3vVRPwutUjtJFbAnuFbncX0IWKB+oA9Ei/OFQcHUY2VXRCtfNi36FQTRowT4Rj2qFPdnlCwRGMuudY5rs208ZnOMH9NSOrmUm3/PqeuPJ4oIaOAsYr3nKmYbYzfQg09n6CmyFQ9ezp9KwJSiJ4dzLXRUsF29GlhHXcc/0Z1UKpS2yIIZPWkXAY+bU18CDin/hp4FUQVvB8h/3NCZa2Q6AMd3wbylTPFyIU1kdcE1lqzoAns7fSGA0TVTwFv0DwFpxtkchIztDuxq6m3DfHeBB68dKSRhLpzAPBrKJ83MzR9XT0H4RQPk42sefHSgUtmevPvaEOmlX+6HU3+qefAx4hvQNzcjX+WupOv+I+R7toBSNQFUAMmgBnsSjirmsQH8BO3IjoIixuF9J/l1lZ/ZzKJija5WAmtmueI+4A4QNWCZmtxKqa7F+3HnPKXcdKhpEKzLh4B5cwD4iZ9FmhOtgrU076BmzGAy0ohIr2Bx0qyK9hv+A31I10/to566i0AR6tIS6Hw/OiVMIKcxdLmxbAc3GENtAzyN3GeBuXnF6jo14X3ejP9YGJd8AqXJkBT/zrN4440TJ5N7QmflkeL9bkxWCbPCCP2X/xNQLK0djcYVeQj4f7yc2O/d4l7CM8WH/sfKAeM0yATYtbDCKrgRc1InwppfWWZAvx4sp31WnwC7pB1tDr4OLoPVNhqnnVqJcqms4gb7CjXO1qVykgvwE55Vgd2sa28T/zLtIWhKXCUkyEZnpG/B2bZYxNL0X4w44HeZyc9n73PXYleFXcbnG8dtSU2WqCFXUHI9uTFRK5EfT8CvD8ZWYMV9SOsoH6RosQE0FPb570roKrJ4ZAxc9xaRDOiWjADfMtYS6cOBn6Cd76K9XQy6cfMBBTRDWp77zxfK2yBXjV2206nbYRPnUsi3WiQ7OYdAnZYW6BovQdfxACc8Xbo6Jvj95Q9ZibIzC7Q+lDiZnVP8js4xD/QZogdU1FbRr61WZ0uho8xyqPiNvZyfJGBE0RHI2PgJ8iY7irB+rTcVk/TML+AOmR+KBOt4IB7GrvcpLWL/Cj56CVMX/F3vDR2DJvADYxW93z3BniUUdgwMcW+Bl3ttdSOJef7kT1VzYj4M4X64n/ACUmRb/FL+kOFB/PYnA4CpywYyhSeZDzADtInpX7uGu9yw8ZHJSrySaofm47OT1aVukTrk1sSg5QJVs24oj4ia4Me4LN8KbHAtYXzoQxcPiMfwk80PtIYfTNQR98bLGtlVxtxU+W38aaRc/9BwtARPPCUOxfo7GKRP9TFvtXgtt0/5AUD7cLyPGg+BpjjqRn+XVRponxkD5WXTIMzZv3oG8imPXBuX+DPfoHFxCKzs/ycKErMhIJ2w1ECxZKFmMzWW3c2flP81TnC66ljgbJG3dR+1mXmYeQl2UV7I0flHFzQ/Ci0icznvd40oB5k+bDktPh0wRNcnrBJgrzlzJVmqTVDeiw/Nj6E2/Y45lM0q9IIGooXoJVZWpgCDcMJMoI/iu4Pou2sn4XW4D2e25rFx41RkYXJzeAbXU2bAO1v0kiTWID9mHZRagFnSUwqigg4xfiR/reUT2sf22YtdPz6//gfd0mgEIWbB2QVEqt14pR/JPubXt9QA5SnNJhLfYSh54DEWrJJsn0il1bCfzLASOM8lzxDnCHwu/mtScnlYCb1Lz/I6ihXCA/HW9IB+PZ1ZgvyhflrtJJ1EBuu33ReWyY0nbO8s8y63gqh19hM4Zty1niGvQJ13Ap0KfMxe5Ik7Zt4bnDTNyHladLzJ7XzycnGfvIl99T67twS03IIjOMHpAgAW8JlnaBT1V4UmU7VNJLkS/VltID93PE4F5ni3Ce3m16VfZBixAZrtowwfU2OBDeNrqGMgWzUK/WQnkn+y79F90JDNQJHlWKsMEKWIg79gTyqoJzBcnrcbCRWDOQy8cNMgmnEHBL2uePw7JpmKhKBX8HbWF+gMt5wb4bfEQOVv+WX+ihaoq6mhlfPn+k/w3TVQOHwLrYAV4RflHymzvDl4LcL/2K/4BOo5+GsKfv/Z2onYLHyA+XJwlqrCpnFz2lRXsAzGevps/Zt+t/EJDwcHpi6v6u5w1hCdzZXeh9J1aKHhG8OOqw6YHUIFMH38BF2qFkgWUleBv3AQHlXpI9aB7J2Uvy6e8Ozx4nZ3fkC4l2TQvm0chP6cCK3VYD6yX1Jn2FzuihD5bxRUhlkVrNmx6ryW8xf4zJ8Z7VgeSwHtOtNqfH0oMRqAUVF39QiRCuW9qNY7Am7XvjVbSmgHbMaziiiHl+ARk3pE/R3sXiyilzGzm3TkctwRE3xM0GExbU4cC1+gx3g8YQ/RRsbq31V9Yve4bF00vtIi2B9qlLwuthCLxBIL85jd0KLYkKpP2APMvclFR3D8DfUDXyfjkAhC/gWIYJQttOOOM0fdQYFLFTB4eDBXDZFtdMDZFEWkM3FfyPnE7OpmmRNqjjYwJl0U64uVhOMxIPYebKtft94EqyqNI638FxiUIrLE6uTP8pfFfzgSYAm/e4kfoReG1tDzeMG6EOM94k0ZlFjLz4ywXin8+141Ob1s2hB9W8GZIsRCbsWHMOf0Hh+jVfwj9RRFcheGAy3hcQ963vMrTH+hdf7OZPUv+UtgW0xHxjnTvEfCWBUFXuQI1Fr47WYj1SEMN0psQ1srlBd8FXoh81EWZl2wOjv7Sc71MnIweTS5BcqzjeBGoEK/UsLnYIjYlu0HPL/QmWVPYIXCuCfyU1aGzod9Yv6Gm9CXY/XDw2zM5uozjGkohbPaeNZArucxeCWWZ/JBwa579iR0HdkEdp4u8TvBTJJYqgT0Yt9LFfUXxhPnfUW63xJ1knchXJaAs6pADhJ1yN7ke3jeE9pHYaybNG5bh/w3XMOpbxhVZR88pwo6ikyxT0Mr/XHPpkBm9ZuYzuScBnDDjbfuMdMVbhC5cXW6xvoPNh1EpgXQBnPP+IkE7Wr3C79jv3JVQjlENfG9jil5Nx+JerzKJ5X5AzqY7Sz+d71M9PIscJzqiz1PyineqKZHldKg8v20Hg/+N6hkNB6srjexPlxDHQCM+1HdnoY6jaGIxDDAjco2Vf5U1yD3aVruF+wxt4e9jiciw3RTji1oxPhnLLhHhPBiw+J145RTG38Cz8RHAbf1e3W0OgI4Tf1IbsaXm+Bo3L/3Ex6c0+82X+Alq20dnID+HOldx5kT3vVdiYQHwhAZzbq4zP1dzEEMfXZ/o4T3FboURoHbljfPC2sGVCoz8jdiVzcQun30C47vbRafSe3gOMvFJ3vmxj+H71Ua00awUZ2G/kUXxHSuaSf5r4KqHChrG+Rc8g6rB6l4HByRhcHC5N3AhmUtcHKNEICmWD8f6xEQGl8SNFgLuRiB8hNL/0smDWUYNN6JCc7Vlr2G2mjMfd7MpNVyb7qvxBvhtWXX9kD9bqh3t4e/KX4+XBmA+WMIyClbHQX9ydmXiITzUMJXR2Zbec3J8snjLt8SdCffkxGffvBdXI13l/sF4xgLpzeLSKNO4d+QN1Ue9MZcT9kxEaoQxN+wElR1+FIMyQ7u4UNhOXgJssbk5yf/ax5BX5zuZHgbqkW1pWYQmyE91dKDrU/hxnoHQv8wJyAfwtolFmI2Yngw8znekmsodBOueg5RUR9h9U3MFoCQVIfps31ZVIaShPsn+yD9CJQP9EFMqOP+wXciLUj1Vhh6PX2wugKc7KRrZO9uXesay0BD5jnsR/9QCrTOw0BMm1qbBBogTC4QAW7K3GZWIejktlrsQQ9F1uGC95CcRrObopxnMIPgyP4/yIiXyQ6wGwpbTdvQNI3x3YGE8QtajfIrbfx51MMgKey1cnASTJP5G34j+Q3qQS/y/s3eEWXImhjD3mfa22Viq3Cdmql+ON6NjKLcd19ht20hcAnuxfeQ5kKLX3QKGXzxrEAxijR76Atk/R0dnJQNuWRi9HlzI3kCXd26A+qEO+Tt1pheo2jUMVgiHBD9AlD2dliFXOGM8obUm5yQeY3aPGXUr9BOx7xNRDm4vPB6VAt55CGuhTCSF/pGOqMnUTZ8p5c/o1OW53m2nieMgiquNV/GIdt9K3cWyZq7TJQid0Wen7oON8Ia+LUt6vaYXO220WfDR9eTpoLBkKSj6Ba4PmCpwgFvA4eZCtTs6z04AZbO5HJuxsvQET5n8iZNso8s9zD7kG8vhbWb9iZTCPYlc0vVtMGOjpzF3qWODsWC8uF5RaSSq2VsvrQ3lc1sqFaFMiJAaASuRjeM0PB/xYf+YOh4WQjvFWINwokUaO7HW52Lau7lF2LPTE2xUy2LtcgNQ1fomv8NH2Z/sQs9+yT20JZ25C4avewG+o14sNQfopjyx2iL3zVvQ2UhfLacB9Rjv5rLEWpa5oAnV5b+6UTctpCJ50GnGC0+Hx6qpmT8XC9ORMuSpvbrv4bU5b+aD+R6uNtsNP8E/878Uw8c+wiwcHgYk1gWuJlaK3TL1Ed6u3fxjviq7eLUlXOxPYH50EXGFn1pzbjaFm5LryPF6XlPlI5YD2CAnaMOhiJQNJTZm6uI9YDWMFP7GlmAtOX+BOOahTe1Ogfroh1k2b4o1BuGfj3qHjHfsGcSu0TxITZagnvUTN/7DuRPfJZEq2e9AWquJZOeB8vZzy0A0qI/s2jyJl8p8gNyQ2+SuxjfXOwFkNHVmm2ijCyi5L9sZdgIzUZjmWV1R98sq4G38ZbkuOoFkY5+5Dyit3Id6UrUpvZc158jvVS/809rnWj16gnU4cmTXy/hgYqMecPqrNvLhzSbLIpnwAF6GI8mmwVo4wx2eghDWUPaIWhFGYRMXaNX6S3wmtdSS4wQRwaXhN5TZd2/vE1pQ+l1rf5yKriZsgGVe3s/BonmLxYBJ8mj3BZ7C32Rspr/GS0i94x8iSGSA1ipZVm4mBnIrvJrRfPF5tsteWXB6qGUVJo52gmcQ5YBBnfN1JDOGR9jU3A/abgOaO3BdfBcCmff5jV2rmZyqG/I89kl8Y7CYOgIRgPKie6gjJI892Z2jr3gP8WdkJaGluTWGinhaPqmuxgo/gJAD4VtGeBd9ZKvmFz6eOY7jzaNGxE3cWyJQ2Qxt7h/U4ecAuZ5c25+ACzCfWZ56Dup3XPW5uxTOQzqQPYHP0d+twyyaP63sA/eC03P1eD2mNPMQ7Qf8F3HaVXYWgZXiqyz+ux/qIHJnlI4RxaW6UVW5FtrWXS8cp2b2xNZIHSUOOVVqn6cWgAjLMoRFUax1Aomj92MxoUqjkF9Trei3wIJQzwX4mZWi7zrvIh9AHPDiisMvaAT+fPzKrRO5AEXQLf3bLsVKlauF4UFck9sSYnu6SMBUKutvWnbtDpbI/D7oIRcPI7rXpQjrpjl33XCXRe/j93NWgNjRoAj0Ir1CixD8N8jXErguCdnocddY1/NnNc3ka9cwoa6Dxji1jNtz95lykLYIDrHRzdhF/nmmP/w24DJwHgdCeCP/xPIBlegwdAtxEye6XUxuN5yggN8FWn6wWvks2IBpbC/AFJSRKzQ2hBOEvLhj/Xr5hvAtf4wXQzXAwugmNtqqSxNvAVoaufLv5M7DYbKapWyTMbbyg5Xku5GWjJNQhlNuayBpjF9Ey+97ZQH6mx2Ern50AxyLihDCDQGX9UmeX5RqwFuVAHeXMV0Yj76qMj+e2AKAP8hYEjFFuuJzZfeGk5XMvAVttV/vEsFCpqF7E5QdQYNcC51CJrD/8xUos5pFVhl+NBuw77zPMPXS76MP5KKwRsYUmykoWauewGj8XV0QfMMOcJnPwxcXakvvAXWQF8SznTzXpv+ocVrwUjhNLaXZQJadcIGsRG7JmETuOuuN2lIIKExU96UJ78iugd7UqiZWoH4H9OXmjBO8cG6zbbCzKvK3eT8Vg3zNvJx+YHNYv23I/KNDc4VcjHwTqxbUIDXzO9MbTtf8fOuQfwQUI3B1Vg7VZU8yZcbVQw6XBG7BbeQGlB77SX4LyOmgha9uDwb0o1/1JiQOCT+U3IFvUm+9uznEkgP66AKZ6mxFz3td8ObHXncA9pHuTxtpLb6VPFP6T8+K9RVTkAtXk5l8/8nT9DjIIe7Q9fQf8ZbqFRMbEs6Hfbq8uNCp6jQlNzTbKubw00vWfoBsw+9Z9EffFybABWWIdDeCONo9Orfv45ucKHq9uiQyWf3YLpK98K7SNUSMZlXA5wEsYnSUgeHSvEVbNXWgaTmckjiaAl+zNYyxeNytHD9A5pBHSAPb0x5RU9O5kbrkH+xjzuZHBQHm7dDOqQtTyCDSB+9l0hc5BH4XLuIfcVPv8vznLrAdlpb+e0UGmCLvahbhH5/ZnJLgjHU3yvZPDn9CJYjwNYO+cl8Zne6V2q5zYvc3R4JfVcziE/9d4PdvZO1qYSewMrfc04KXk//D24TdmFYiAddTGp4W/gROgbwXpETajhD8RfZZNbFcgQBNGINt9Gh6gr3Wbel5B53+B7LrL/GN8SA1HWcKwTU8S6rV2MYsojhwfjYu+4G+r/YkS0SmJdYh49KvAsQVNbiAmyYZdwJvyXm/M4ahEn4juNnGINcWiipnQtPgPSrmdktNHfX1CXCVwezF6wpmtlwtnJmmYGpZiYnj8I75igpQp2PuGTjG6eGnp+omnkEl879dD5kUP0VucDPRry+IPTTb5uFvAG2UnB+iofW8F9ke6b2fUFnibGTGWd9zNF8gmxrpGb3QiZsCxRxh6AnXRfGQXIP9yyUgrYB9hYZThpBEc2X5pj5+H3pkLXTVYsWtA3XH0qpacPprZgGlFX1XfJ2kYxe4LSJV4IVBKUZD5BsMrGq3DFhAbuOKMj+FvcI1clvkqOdZTfmdK3I7FOsaZEffLvcONoTfka/Kw+nTHSDpqr7/Dtk426jKGgQGKyOs8ZAvX2l2R2egPJ60T0ObxeTNihnaZaC72w/FDsOOI2+EPL/N+myXjmpVMI9IZ+qRzqWutdL16T9gd+ozf4JhC5rDbMtCjhPYa9Nl7Ad362JoTb/7f5StqdnJFuA/0svYxuQE30zhQp1EWLGhUbJ05RehHr5VLcUHI294GbBQXkVjJNih6ogh4/ylfTCgpZXUyoE51Ml1UegZmBwnR2oZ7RVF+vTKQfBEvAKTxjb9rF8HGRPdDav0/UFYphY7SMqa2OXWY+eS5bCy/p+cW8btcP1YeELUT87eWthxYK68bzjYOTPAudImZ9vpe4l5I9b1WcAG4hyLyg2RyARIXgPGY2lRkGFBV8G/g4fFt5d5Enm3bOvQfOyllDT+TWZl7PpugtaLkb+qZonLGTGQitfDkzPdUstSOT8B5ztdjhFHOyW8ugXhyE7B9CTwtsNbp7cwRmWLtQGnZ0jzrari0hLMfXxiq6jfLOMwYS4p750FxuFbUfQOHML3rkouDJf6uwmeJEfQ68Y0nsL7YSPzaYxM7TjbHjejdjPzEBMRYKmJ2w6QbuGXmc76D1KNBLXQ6/R4eOYsuFrewCo5e6QF/AHLUfki9jC4SDqJtjsr45SvNY79UByfm8mexoPhAL+WaBg9CCxKDBxWspmcGfxFi5PlwtrjZYkTc1bRPFaf/Q1Zxf8Lb2L5HycAoFaVb2YieZK3DSOQOHZYV4Q1+CIcByMAqT2b6RU9Gpusrss65GDkJJmqJUTdQwMzEKOYPOJY+QW4NHicLWQaUR/as12SpN+KOFlXvqW6xiKJ/nvns+Mo2a7RSBZDwfv5CYCCUpIPSRfNxgSPQ83rfQcBzVniJgMSwd2B//zg9I3lKOJjKRtcmnShHvEHiXNzGRbOW5hG+CwrAyNDa1kVnN/5O9C3ThViQOYYXs5H+eaz9V3jvKG+b2+lErejz5CvqUB5DRJcH0eN/YGeJRKr9qsQcd2kHH7T7xlpA80GYM1z46G1xLLmLvdecr8/HBiRb4Uj9qGRYQm0DB2x2CBtjNH23k9IDff6uFgj3k37WL3HxliG9v7IL8d7QB1k9GmKzHwL5UMG16czlvwwn6ITvGWKuciHiU1cGvoZTJmu4boh0ltPgXKG3tiK/gjVnDmYqP5iTtHp4BfnmKkyvUltziH2WdJVFbUtQq6IHwh1UBTrIHqOcg3PUXTC3zqPLC+eb29O2lJ3tLBW2so8NbJZSuelldJ74JgzHkXHeKJUExKL0xpiiT1X0IvPYZzwf8drQ4JYsaP8Rf190DSRSVpwQqubOVwb7OcHztyX74VLiIyuZ+RgkXGgKoacb1x49YT/mesVkK4JFGFDY+qW2gMNCJdql47mTsnHPBZVF/HKjVOfTFwlvub78PXEhMSwRh/FgVf+kd4C2ooL7r5cGyQFGmM1faLe8pgZFEHvw6PZyZytXS8yUQNDIUSCwYfxW9SKNnj/P2d0pZ253Mbm4oJku1tupSlk5VVf0SRLFhBiE3VhyuhBBecVV6VlwDIj+OfsRXTeV/FfXW437C1lHfEIa+0IwvG+aY8mhXwnqLbYyNRLtO5Yknxg5wJrQAKmd5+S6xyvqs7sXexREYpkfLTl8hZ1nvQKtYSf0WOc9sxz9ILvKWi2JwDX2LPUiNYJ+zb8hcevsQ2m9qJbYyGxuSvcqIBFFBc2cWIacckkhNszp5e3Bd5QvaaOoIdU24rV9iOoZrMu+Mnxy0P3XBYhVTbemr7yDMkJzR/doSIg0+MlacT8ctcEbDIe+l8eR4/0J4d2Znp3qXDLNr3J/gWwmig1gbBHQsBQvQ0cwnfUv5I0cPwzmMJm6k9pslrY/7yj7pNvT+0JUFbs5EGeIIl0OB2gIO6pPNtQrrjKEvBINMT60c/o82Wt1stvQGfMWgzvZgtnta0zupY+al4AstL0gHDa4Kuuuos0QbsZd2G/7WjHwQucYj8PLxGE60NhEwNErxYcEea5Jx1o65XzhASi6Z+OCu99xk24KnxgYJ9bju7t0dHGBdd0p7/1TxjeQL7Sn71Vc5PNI+zf1hZo62wn8OER4jRISeAtRfc5wdNl8mjkDJfYd3Sm5QSG+fRBXwl1dSBmmF6J1GK2oDqM9ocEjV3RXWXuqo/y+5kZk2/Ip7QLfgzuEZuLH4c6Mh1osaK/fgz5NTzeHQvRcLNREQVHk7Y6uwjtlGblMfsUuNoklC+Z3N7P0ebEaewEdGs9A3lG0Ifhxq42XI3EIGYletxGqeJENaHqdrtIpoJ+tSbYWCoHHsEdYXjnK/kNatAu9PMpnc7N6pNhX65LuIF7XH0s2w3GZlSIJMXFqPj8VCraJbAGq1AVfnZNeUW60buaZ8VT4CQpjkv0g857YlShJ74zeF3KCFtNm4ITdLplHysaM5tJH43o1xRYkVDp8KycfjT+0FzHZmJ3za0ORjIJthtlzAq66A17rht4ky2q3EUBxYOZKZfRFqv83QD4OFGQvhkFojsTX6JuFgdBo0mHhb662ZV9sZ3cFnxi346I7BLc7jcK64rryJB6FsTPZdorsq1/n89kz8ZnSaiPZl0+KnQYlYdfMUyCqv0w9io61R+GDjmX8W6ZK9jFfQTNxBnSzpX4y60YpOIymvQ3oTmAIGM4cUnBQ8t83GsVvhz5HinvVQlrubHXUBXwU8muGOcmRPYbN4ol9kP1aYLM+9Mz75uvNJ7CYqo058ZRaz6czbxGnxNb4uMZ4TsTJuZg0h/nSQa0OjVku8C630OH1Q6JnY0T+YMQOvoWE46GaMl3Nqg2bJIon9vqyeCD8Miyil6QYqSp7bRCScnVjWeFvOYV5RBlYBfqoZanhcrJydW50ndHGme0MWqnVZz22geSyPppMdVZQ6OijxwLht98LSQRP83jvRuee+YptqDDjrxbm3eANvSKuDrSX+B0n+UvOLh0Ma+4+M00EQMILm+QQwbkV+klDgcxNkjO1n28ioWcVStBRCEPKEO5Woildih4VWRNZQCNyR4jJbD6BXOROZY07DiydWMUOdxd5TMhV4jxcTr0PpbmTtFzyho2ISYRXiTUUq0dRXkthjoVrF+QhI0hxB+Kk8ZDP2NLbWGMSJalerOvO3NYBpTL9EcH6BG9J5ggzWNMeTzRWE54mFqoIvyXbEXihV67FmWNxCMGVTkpWZ7uAItTkwiejk5GaL2pmVydIFwQPX3r8H8nuz+1YS6QOjwHTyon0GMMGeJGY1ib5yBGd+Kq+uVmQHPQ3MJXbAuXpBJTyo1MF7EqXdRWQf3hNoY1vRZi5Cxm5j5DBLBU9AUWqHzu5TBvCQVdzOqT+lp0LZfU0vBq1YS5wa2Rs6S/4CBWCOnQ5f6g5wNCGXNRt6CI0ooxa0m1iPnBpmVigatdTjrGkg9JZTsV2Ah091jAjY6BRny5F7Uke+NY3ixCt/On+N1ObtUNkR/9v9bB+4lVympUmsc9N6W6A+Y0wNU/SPBnfxNVwZepRzjpukzyW3gWNO2CnEddJKyD7fL3RDuR/oG2sG9ailXFEd4c8ZbqyWZNvAoaQPlGa9tkz1Eqdzk7SQ9SddksykR61sTgvr5/heA62om9sxrK10RNvh7iV0hC4vlXEO4wFjk53DUynYwfhs3zd/gZ/n9t7UOgRLEh2dC/YL4rmGMnADHEHXpY7jicjo8G92VflLdADoh2WR/8Tnuj20+sl9nlyQhEPAhNB3rALb3BgFBtqlbL9QOZ4hhiCYF5t2Ilvif6aiDICmKkIhYIItqGYsUhJFWMbvWLpULHRUz50cot2U5nsRpNMw4pVeXW4faBurZD2AJHwZqgc1J50129KV52ozYmnkghjC9hDZqbL8BahpfnVzFJVlf3d/Y1eGo5DWFPYL8Z68oWXha+AIow51omoW+wrX6FdolNfyvyg+RPiMjSbXR98EERZt9/hIkAsObn6ioVIcoK4YndWCWnGyojqFPwtQMuhzvSVVENvJx+MPjI+eaeElgZ2xqYxAb1W2RBAA5SgsO96X+RJtSZzUF2qd3BupJdaDRKZ4F+e8cEmoTLe3JC/vL8AqpN8tZVRXGnE5CZRPvBS7FB0F5W6u9ko6G9FBDeg7qtCtQYfoUkwMj8e7Grf0LPY//DYxLTmZLBMtmKjpbBCH+dsZsylRfO7hzaehzEzv6FPPnsDbRHF+DIFKj9O451MnE+foM1S9lPD1DKQJfyb2g+nEan43KIzp9FgBdcFe6rGEQ7gXtccT/8V9kR+iejGFtpA+NoRuCaYR49jdnvXRj+7G1Bbm/6y1chtI2NF6T08DpzNq+IexwYrJUVpG/I5zRmwIXfy/3jNmLiGgeWhfpIovAR7Y9eR3viZY6eQLbCh3mauk1SKWCl3kYi6TPBw0CXyWnMGdapUAHWLd4QMn27bxVXmCFSfy+bfACRWEknxNSCu2Yscouy3U7mG7vSpWWEOtfc94mhnN/L2jaEB/oa5j8PWXiQ/Sa6ctdcM7WH4bjOP5otPstkTPlPr/jRc1L4YXw6nfUrcmKtJ6asoFqDrcLmU7WBvKxWvYHGMubgf68jjoxKTD23ouUvWw4aCXe9q3UNkGJdhjdFCy6g+YkDSduEBfTbZLzoiVMAab5ewM8UtCc6W9mqTXUjnNGoF7RMbU7tkNX2bUBsnbX6xsTrXRtsGyaBMiuzdTcIQ9xWqsd9YY46NNEKgwu6eWDhqe/ECV4vZS7gdDykFJH0SvcWYZk61c2BuiI/R6jq9tTAxWFYZC6vwVKErV81QD9a0iel56fKKsQ7K3yV3SLF/l5CjmJikTOUIYfsZTxrAC62XUYnAFMdzpgF8VcrlflTKqqjNUO+admxF0tWbJv9D4BO8/YEYgu28CMQoqYXVhOvcbCOIM9lv4rwiXkgOF7SNt0RbguchqznNiIL0Nfpo90YQrQVQU/oDS19l/MdDd/sXfU/lEzSP+Bz75Y5qVKEs2Tvic1t654gssARpQo0Nx3GOcEb/j44ItuNX8Dyjy3ORAO780A5JhoPOKmUkQ+ECHiFblztE9zF7e8dAFtne7BJFewoWhXoJqrVSkjvPVzdbuCLtDygqztIwhx/3MzaHahJ87Q0+LDkhI2H7TSJaGdxSPv4c+MqN5HB09axpA/Q1HYpnlj5GzotdeT7+H7NqdtO1yzBCxBlcusppcjB+xZwPUYGOn71CwXLCUb7+nAOglfE12i3Z398d7k/5odrqU+0KOUrv8G6TbZhuypfRYOC12Idt7rkc7uycgVfxol079i2sW/V17nqwsHQdkNIv1AkV15CKjcjQXuCV+Nq7QBziM/VV/4BtKnqJP6E9VvJHdAcxNjNGrmqu8Y/HX1IbkHpDWXkx9Jee6KLevtr9yuLO9yt/PeWF1UnLb6WQEp3xGXIYJ8RnRBloPbE1siXlPR9sCGc3JkPsbsTpWaZDdXuTtHdyc0JU/mE3J8+LU8FbUYow+gU+KcNpIkIBk2oWNF7s5VY1h0ExEo2vijfCIMAS89DYNF2DLOhNjeSMnwufZ1ZEOnq5aWLjtogSac2ZWrWvqiHmmzgsoCUNA8C3gGZvBuSwVBQ1gWBvzXo7kdTdzy2jnvySlSs5w4TBVn8U5dGRUyqpmGYFKSUObQNyHo/qXXhLMya6U3tP+wJ+eKCol9T9mslPN4vUiFyNX488iq/gb1Gj2FjnQzBZA25OvjRPREFaYuIGN1M8G28U07yx6rFKa60MXwJobGwITQddkb/GCU1krSG9ELQK9p5kooTNVoIpSelDfLRRR89qt8NJGA3VfbDmhOyPUqqlZ4f/oBLPAvxz+Z7Mx2XkR+w35e4pTh/veBtspZcARSP6vTkGiWACtJiemtiXKhB656X80fgHL3b+FO+ZoNnvqjCEd9D9oA+MG7fNNkHTUDoU7QHcN1oiOgoHvdjqDXMp7RHxl7EyR6WPAiSGXOjyVXFALX+HxJWeBnIkqgUBiRmoBd5hpSTcV/5Fe+J+jswNgMBLXx2pOVQjlJJs6f7pAuOeuJjBymrrV+tUvgtOQ3EsZPxzLHjcTXkw95F4JPEM4q1Z3rK4p4s5/gGNzaACFoJ64me9Jmf46Ru/IhvhrfEjkovI8pjB5AqYb9LxO7dV58A98flBOqR0byRazspjz5cXmUqizjZkXeMiaCg12pchL5nd5VfSV9VQqHXnoXnLbRceDKLckuRfGaNPpEaC2t5W5ylOOIwx0LrOAZEPN1edAULY4wN8cjq5a4h4q9oCMe0Tj86z5uqg3ooLEFFVIAUL0FYGZl/AZWSMng1VSRmsTXyZ8KxVC7semILjiSE9pd+peFTTxZ3MrCO3iy4kB8NG++BDiZqSEp7jhSR4zNqoXiW/keXNVZCxvYbPkFsZibbD9zZSCM9DyjDW1ju5xpiH3l1QxuJacbPaCqj4aoeOox7n98nKU+673k3ZBY5MrVtroTM6iad2jqu4OZl50o7Oc668AeZY9wb6M5/Ul7JuQuefR8pWcC8XCr8+399JecpeaR7rFX7ZLRv70rFDmovMXBNyplSVRd5AJ7iJtISR8LnKQv7C3ebCSZYQugGfRfCAR2ZXa95acqXQRBN/m8cRe+fuDmfwyLaijJIs8/uICWpf9FWhu702dNXbXbe49Ph4o/B6xFXOPKueQQgNpNjiSWGa1h994HGiH7eVrCdnMmYGh+Ea6qghim9U/gwlvN+hP71N1AvkN3MNr9AKmtidiPyFrQD35m1yYvBPA7XnJPwO/J6YjTBEqN3TmaVArbqYA9S98cUtmJDVNeQiDtsHBo1KCQnm2NYRhqRB6lp2ZPKHmomfZqAfgc/Zm7LFUjygiH4bXvofaCnmVdtqX1M7PO/4rZMBid4u7kZwKUFbwaaOhmFErQIS1DVD+bXeWcEQY4ZyABJweQNnqz+R33CvGtMcnSjgb/LXRJgp6DmjnPo1nSnmUsdg6cpo8MKX87ezfQG0WNfgqphSE388jpWVqSpUoBerPEf6GUZ/9236WbKAPkisLFrUUKyPtiHy36fAzYyK9iqSws3BWGYm1niWxBmTpAAKuyhHr7aRxcxtP4TNZrZ/7JZkVatzw6E3rYKA+tB3fOUKdydemKeK3pI7jkI3Fk5+FttjmwF4hGY1GlziF1Q/EMawY/sR+hLc1TGkj15NfnfQmCM9LdqtaT2nF42WcIcahsO3MCU2wssijPBs4InBSPit+Di1XHvjmQQvrsqUkBLnEBpqAefpI4hwxWPvTfO4MhiSYHZGtd27t0EqsuR7AZhIdgm28EwWf/cS+SnXmAb9fHeZNDw7ZyznU3+azslHuLZBcLkiwb4TtPsFG+fyubc8la4D6bB9+Jb4/2cdVuDz+QuRj/i5dDF8MqnuHGe3ZhpAE34k9XBZVADm9Pvod0cWdQ6HkZvTnM7+VG5BaWs3EO1q/0QOFTeRtoa3HNVTpR/O6sdDANiH+MI851yAbB3vvKL/TB7XC+GN4dRv5En+jfk5G8cKeYkQY20aON1qGV7LXiICnH30EdZQ2M+N7/Le44qE0YG/8HOWYYTEb+QgG6j4sN9FbqI9NT0xQWpBp1EzkVf2IgU5iWqm/GNeC98EQZ3JstH461hy+92NygtvAHG1uifkN1Hy1D1mAWp38nfvC2xJqY/ba+tfBj2tXyM/+E8agMAAv8GlSS+xuzG9u1DKER7r77AFQnV+mvEUlS4sqel/ssbBZRB03o0buFDGOePomjoS7uW/ogc5Mt7Fkk/XRybTNedcoZZm+/CdlOl6U6gElqS93UjsMPlgWyuzwpbXpaBb+ubxCLEivwHIby8K/0ncM5E5fSzH7gLRcXhapnjyj0Fhla722OXFQTGOjVo3b6ZeJ65hqj7dPqChDuJ4XnUz20MMeD7uQLAf1Mi/9xK5GvJDVaEVo/iapK0Is/ru+OtSabubOELdjf7NH5GHYVuMsiOH5nNpcbfZdclDQZy1z7kpDQR9fSC6E9/C9pS5YUWmkOgX7EjpP/k++SWSi1jsLoZ3ozo3XzhB3jekRj9XQDLnzqYPuObsk2A5Zdxm/BCnWMNo0oNNtgiPUgmADHHNne0YQgcHusZeRxwWUS2+5HQgKepZiibH+qYl2TAsfypqcY8dQOUIH8Zl1i+mB5A1Op0eihveWC6UbHCC7xvLxD6mWbMZQHq4+JH5WrDZQY8etD/B3I7QQtaIjMyg/UOZm4MuSX53G9tYIx9an7wiFIINrKZWk7thRMD5lTooz/dyHwbPE7/R6fLLs5X8W5ie9FmtIsdLcQ8nwciknui42lXCIFWQ3X384ouvcNnKOdZqZYvamGgl/QnL8Bd+aR39KrJE/8YP0W+B1qglALWcFqQl9rR3sXjKf+Y4h8GYoIku5cErWnNZiv2gJrbT7KXJWOOXetw+Le4OPeQJbFTii+qRj3BtjUiC3eRl/I+bCvgZmkKWkf+K12U+QOlH152gFKyNZRkqfKBD9DbWxSbxkmsZup1Y5zUNXnFHuENCdpj0N+SmgZWp9v0bYb3x1FqqH2SGgWKCHWMz9Jt+30SHFHTtrfBA6VaQny2aiEhuiUMLEsej2+FTyR7iBipiNitILaQy4EOjq2+yZ6zX1B3RtUF/cr1QPes1dWBlmkfJMtf2FPG/dDsog6qzd3vSFxskA6kkvpwa7ERKyp9AaWuYRnld8TyE38cmJyajeAbWVr2haeBNNF1GfEGgsIsPjK5z2zgFPQvmLeRdcBfpBgpqRNYBOtJbxwAcmE9YFL2M+oXNZp6wPxDVXhIwtDxnxJnIUjISm861dFepEAzut3cle6hYD7XHc84zYBkbGrPBPVHG7sVWcuhdHrSp7CQjGwsTRWimPftz9hy3JTyP2y//orcW6icaR7koupjx8enV6odpSaw5HvMPLKsv0dNG6xmvPU5/pLBYmhkqAKCR9fik9VYRuKqQzZ3K36Jx6hNoi5oJhzdvYCHaCuwBbYRhSIYLGNGgCxxMufsKZmgyp67FZ4FZ0OlbfOGpfIpJ0Ln0O2cc3R/6DO+G2CPT0x+3Z3j7i7wgix7MWhi4M/A2/zjWGBF1lbOLKR/vH/1YGJr5rJ4zJ5CHlRigcvWaOMTyR5ZB7E+VZ6iHvH+wJTwZ1kBQPT9cAjLs+8N+U9H50bCS4Ij9dWgrygjqmw1RGxHfKw2hkSagPXYjsqe7xd/yvzbHP2g/OxkbSTeNn4P/mpqpf70OSPw/k0X/SGwvF6YNyg/gI+QHez20DZXwO9zhp0gWIFpCwb4ipQT9WLzhHHMTtpRZhC8Es8E05DO/CAkGPRpTmduBFpYveJchskjuwd1gzEQUcBWEUeV+9o1ckmkB9bvtfquxxiQLX/OPxfUBmMzE0PysWEb4r5aGQTo5nVM9hn5Xx4Xee/cJ8LgN1Tf5A5QHT1BImOmCrxuVxXkSWsLlBBH9qGC7aGm0vD3MX0698s3ynElXxwZBmXdBmku8uWUmMWO/le3Dh+5zfBEc23MHc7VEH+0h2Cj+NbDWvBIahGjZ2nbCAwUuoFYy/6Db+JsnNUKKOOhOJUnCoUce114Lb7o+BH4Xcm2TWtvOAM8IHgE4OxkCLWM93w9sImyk8jL7B09uP6U9qYWFO8gqVhtig/sHdwX9UnPYOh631YlPmRynDaX6JbxvVENzy3TFtux1qcA+lojE1R8Ko3NF3Rk62C5mOzAvGUnnF6fTN1Prko1HIoIwxTA8o9duZhvbueBGzsfWYexGvL/yL5XNHcjpkSBSPSNXZhk5zZ4t3bpLBbwQXxtNhHL0vnp7Lpry2BKEM7WUK2tNQmxm6OP1jzXSILhmrpH2lOkt7LZQIMTmKIERQeo5oLOVa2k2pLFJm+5D62bxEPmJvKYS/qlWGvEMxai3jire3tskuTu6zavtRr+r8zmoaWGJShrOy5dlWX08RqEOF8aFSaXc1xmvzsHvsZ7AVilUfgDqarojWQflfXEW8dGpJ8cloFeun44Pgw7YyH8xVWOtUpfl4uzOWm5sb24TtgwM8CgnfhH7yXy7FJf1l+JmDzrpnwJfe0i4QfYi+2oKQAa//bLQV7srXxN323MQH9m+1iJPdZqGsDQh+ZWY71Wh01mxQLYne8ZZmyFssPpVHxY5VQrQbD6WHv/koJVSVfql9Mqto38TJ5jlsHv4KmsEJ/hr4HeqJf4vV22mL97ALx2eyNeUgMSjWX5yDd/E/tlagHmkgJHnAttjSeHXQKlEkoDsn5KXMeycP1MoX1Gr3lPVZjxClnNnQ3LX2ZFLGmJS3Jf2RIynDiyoOX4pDnZ/xv0LVAl2pTXrnZAZ2jeeNXAuMdXWxmNYa0sjLpA0vwDs5ljDWncJP84ZNWq8Dhvjz6xLTAFKqMBsnuhgv3Idosym4W2wpvnCuGMewosYeczdRC/WVt5JkeTMnVpraQ3WTg2j2+hNqiGqDZ2AANNwNPUuJHSG8GjQrN5M16RmQZ/ugRAbIQuxlLuq2cbsinLhkGna3kU/+wZAzbkGwxc0P+Wm4+72/YGVjXZMt/YUjH+QeIsrBKxAsmUSgsrOwYd5Rnh1iXXyvd6U0Ppkv8cGkwFJyg/A1uUysToQTlX3F5GUWanh63PKFdfUX8hnNhw8qU4WfyGLmWviu9Iku1m1PbWZCrJOniJkvdkq462x0jsJRFncwajjxSqgpLUxU1x+nwt3PwNYlkIVqTGaBwtEGwV8IU4k2IE/wKuZJNKLyiyf5p+ohbSdqDkzf4Y6Rb/Xf5V/5hhiTiLNLzF/IStS/nuHhu7FV5gcrSn8Bncxy7j6mGGQkAJ0gW1WzHf6znc92TNKbT60OfU9t4V8wK6aTM+WPUESXJH3QIlQEZT3+0Bu7SXIlNPptpZquR83FP4/fJ3viM83d8bDZwwmwtaz1IbQ70UXKZ9YntxB5gOx/4BmR+OSp6+K99F/BffZr4hsoEWgkTaeiVnn1L2MvpeFXNYWRjVXmBupK8IDHwyBQ5PugkoNKe07gDRPl3ZJuZbtbYqU4RpyhjxZM4SHUm1F2RrKccSx51mye3G2peD1hfmhq4Dv1XOpldTEGCxuoIj7I2ngPjsAb8W3ojJjhf403oNLG6nvmBA6Yv8Y7OI2Tp/CG/ufYSOKIPoJH6+LpPALw7kYd8xzHSKuqviLeLdnAvUf5lKVGe8gQwX8Wmod35l4rhDcHOcNtiDOmHxrDc9YDvhm+zxwChkVGB1DQDI1vZJdUx8moL8c/h3XJBcWw4diq2A4JHYdVSe3xBoy4ieurnaGeXb6g+zK4EMrvSOsOHPdN9hioHZ1ioP2MoDRKOMaWt0kGT7aFetad+BLKIevuR/s7FEoBeuadIBvehVChOBeEQfXPwkYqC/z03+Rhu314eGyAiDqWHrSymhfobvJqsCLYyhQieBUK42ozadlKTC28PCjsZKAaiTMlgL/g99sTiE/Eb3Y7s3SkgfTVKU6NlacR46Wi3oUaSgf6M2XhG5obEzXduvhUGTXxXokXSZzAJpoL+fN6ae8lOgO+PVpHVSPloivwbJSrzJbL2fWTTYKogtV22tP5rT00HZvDNzU7igH7YXw4mUH4QuXGK7rzpLbkvPgX5pLxEBqECWp/+7vvsp1J3+nN6y0tXEjtCqDEvPHWaLwVvlV/Y2wK3YCjmp3cAdYTm2xZUiAhzjm1sXeeYxQK8aZGGaagFvE+hoQtSD7g8vr3EyjrZym/N1hBvB4aBMk4FXSD/xLeVb694g3uSbhp/Au1NvqcxYI9uHtRBOA20LgpFGL6hhYmHxtXqJoar1n6VBu1G/jD1wj+60nysYrhgvz21Bn9G2dLKpivCFdMP8V2Oh7uWQgB3qDPsusznQf+CqH9YgF+pTVHuhVbAxmPr6TXYTZRAeRhpoUzCPXsssw+OMrG+i9SBz4NdwE0huq4CaH2mDXIpdQo28PcTrTjSFSGE06PB7jX9D12fOKi9oWogGQY6s8ARvfWlZewVxIx8h50t2W424GtxAaDYAZCMvbQqps1JR8YlixN/WOcIHq6n+h7VGmreHIkWOVMtT7L6c3nTgIb7tSX8gHXcwYhOQZeM529ZPI+2U9rgudJXqEHsXwQnVNmpbuRF8gtTgO1vbQ8WtwoRCMojPn0Vb6QZxpkz3E5k3Q1UdO8mdr6LEttFYOJMdC05NSz8OPCDe09oXPYzfDj8HTnlK4lHhIlzRFMZtJOtDb6G9tSOZeLlKfsfNmNHE9t97y2afCrfE8vHakh1Alshw76d8jAvOQ7P01mM65oXfGaeAm2GXlfORp9Q9XDgp67KWP/IMWeg3xRRo7n9w4OXYfaWwLLzI1Ijlf6k4EYymZY6sxCSQ62skn7HKkq74ND3g5GMIbROHDMuxwf7P1Hae40t/dC+SwpoRKx2kYvs5kXJRV8is0IePi83i9OUs9uFNKu4l9hnDWXJ4L5sV5ULX0WnoHuiDr2md8QjkJ0FNjl7YhnAHMhu3JBA5SRjoNFoJ67hvuf+BOX0egU1bz9wC9qTJzo9IYTrMdP8O1wdhELfL20K9Ch/hFdKcxLZHMzmSfoWtEHblW3nTNZqYr/ag8hp/AX8ZlEOtQsyBOn7xkP1RG+x/haLKT46UziIayW5z05C29g9+E+caelPyGTdkhtmSrYxhShwrGdxEjQgIkRGSWB8nsTZi75NlkdZJSyMiXDGzyzxIPsFihUC8nVnsEeAb7lPqCwRlg797DSyv4VqyZstVj/Erxc2LAyQZalxZs6D+muYgWupzebeciNSFe495AGkTgKnfTk+VhRq7T9Rr2EDg7w9+p7cofayLlK/21fQrVqfAYRF+xpjj8QD1Zm2gdwebp+0Ngb1bRyHtRb7xOUJQRNk8ddIeT2VLMrCDtTkpagPWFJqUa8IUtBch0lankn+boJ5dhcSl//UrOo21+ZbiWhP7luAr0jZfEnle1YdTyrggqQUzZa0pkpTE9yStSJkPg7fx/qkPUSqnJ/EHKXWLlAV/YylJWm9ittmVE6tspTmzifOOxrIvjYvVCpL4GOsb7aSgcdnkpO+sRqTeaXQeN1KuEzBuC7vN/sxmZZqra9wB1t5vDl0Tezz3xLqEUqQkC9Hd4LResaedo9Bs3LbmE9QJXq2zwlnKnsUZNLrU/G0JvEp8HLibZcO6kmeKaVDvVijvtOKUeZyfAtv2Gmu88d4UmHd0r0Vk/KfwcyyjWMUdxIMh6qHvpAz6GURBX7vFo69hc2L3SYf8ve/C9rck4KQgqAtfIO5VCivQed6gxijhMDzInwuWWTy/wFFJHEJe+gYCxaDxS0J6e+NhCq/D9U0myM9/F3gFP+ifkk/C58kGbrX3znU9HWAt990Qft8E7nV6Z01MBq2bFY42RQq2NPd1HZ/Eh2rNnMyQAyMzWxycI6s4t8wHEiS6gt8NoXZQkc3kiQ0MfoLd3B0M3uiWaJLTKbKncjYnBd0rVz+jisaeS+iHSyPZ8eWtvV1HEhGzs7fsd5qDZzW3nyY53AMt9jA8HS5k8dQEUV6r84cKjnPFgtzWXvxh+EDsX/p2WKLjYpZorWO2W1zwVehxq7W/xP5Ua+7SSCoq0EnXEvvKasEY+0CL4FzncxsSwRlyfYBtioHvRNkMczTPgmvje8zFmnDkqe8Oxx6yIsLWkDflbI6knProxWcBX+Hbjq+sInwj/jReCbuMQ2UcRGUgPCF5xueCNoU2p7X4hX1Iep5cMxvgF22PkFq2z/hLdPvLDnKb9on/gPWBk4l2dRvCSJKnA3xhZbroQQ3+dK90Pb5XLqXqdf/CS0bPuke0BncmI12PRxg2nJFuCrxFfIfyqrQoXVsDzXpd1Tnrfe29Zf9gKzqd5B2uyZY81151B/Uu/1Y64b7yLud2uY14XLqGs0nP4HyJC9oEfgT2opWKfuxGZzMaiDt/jefsGqT/TxENh9dzcgEuPdxVQWo6v4kM7j7EyuSPZwUT1uY+WcWtheHNyoVCanMggxdB/9L3mIbOjU8GXgV5E/JbJEh7DP7br+kSldPhPaSmVKpFWvwXeMCgw2soe3szsg8/bFCTjbF9LcaBPPUiernU7uSq8UeyVbehG6dCnxbIrB9eO7HYW/HFjtPiBsBvXo6uQOZHq7Jf3Z+N/FSvJEB5AXwXqLVzYTaVOL6FHSDjAvNIY7C64yT+yLeD3ruYH69txSkeG6Y5xAfRTtudw3/0mzfyC77y+o8XWDI0Fpt7qQQ72Fst8fRcbYp8XsqOkPlBnX94JpCq18kQDL5XUVFN8Ev5HPpP4AgXnR+jbtIrbGs1YbBZLSCeN36FgN/3Y3a2Io2OtBXd7O2a2litoncpA50vwVJdj4VycLIzNgfYbMKKNEAg2hBKUDu6JFHT83iy0uFgIVSCdYAefM/kTAe9x8FtsSaPJ/NF0D2FXZ1z/2uYwTJ5uTa7KbbE412dbkybYm27btyXaT6/LY3953/l/PU+/bvQdrL26s9VtIDDCwj5VWOUlZZFoZ9tHJxo3T6zEu2dybw5aIX7Sq4mMMPLwN34a34NuDVcRU4jg+XIC9bki6vHIuluG/lGutPJoLzx343XccnRq7oSwkWuitqOf+esEQmYbKAOi/4z7itlrzfHvsukCEtgtRSS7iH+yAuDOlz7Nil6xaLIe3RXuA73aS84zZFKqstuXoauaJ+lUeQLUQLf6SApsFZCfuAHUbGGlgPlSO67mdMmx5uxpwvk/lb1blxHL6ujvQfIhWIluYObET+oLY5dh64SpdO6oi38in8iq3uD4ijM2jLjAPqCz+3/DisF7de87DTPP2VgRbG57oHg7NinLoI3OAN47OHoAdOZ4b8+X3xF1rkLE8tD16T+hl3UXqienEGWYtb0egSdAKNmNIYiebn1rGtqPTSDh9FDb7FTgph9hZ/GHUchqmfGpdp6+ViI6TWjP97W1eVfc81kX7TXuPwVZDW9ksqf3hb6ycKKrMcXL50wfeqVexXQ5mLXCHaDLVLzzBOIM7kYncFu1PeR6ykflsHCZD7lOmEJ7Ggm338oLR1Av29waQh+kX8YrxF6GSvh3CEPog2ULJkyitv/Z+mBvi+6gVWEHVFc/aLZFB2BFsj3yXHUXuTjbgdxGPzeXwjELQjHtSXbxOqtyvbPyv4PnEPruGmSS76rAP9kALpry99V8CTry4uwHLwn7FviLn3IHIM1/f/yFe/IHA4HGYnKE8oIoxW+W7dmHziP8NVpV5nCDdxsxjqg94+lBzG9pOxwaZNZzzsX8T76gb4MG57Ii+3N8EHybzSrn4Nmdg4jPZJF4WfYjWMML6Hvs1mRcQmdX+ncrE9IwivuZII8ez62j39I3o+1jL+N4YGZtopNH/dJajGcwVlOtUxTNF9mKXI/3IqojuzdWS9gGYAxVww8fBzw1eNHYJ4bDWVuZker2V7rBbiXNaG60GNdw3OZxOi9i+4HpiJlEiDgsE8vAtU2Gxpl7N28xf429jQ6QKeBMkrkwiG8k9Yi+T+fRGyk+peMEmdrLTkR0mhi4C/+OYvpHbyS2IpfRhpmNwXQPbWlLkexvWi7SU0yeWu6edNIDBxbRJ0U70AXew9AhbCSzzsFbZGoz+yx4kGWBzBPUnWI385JXkFriZfBD1S+UbINXQ1vFRiZ+Ce90OqEund9NwX5mvwX5INqAU/4KAvcfRkelBuOZ5T/+ODwp+EWda9RI/uzIzjfzFqmz+YllsGTA9GswPNbFSgabqLvDifkQBcEMYyU2+QJcBwiow+Zz3YAXig71uvPHocbYGHaFzWP7ETaayn/c+6rvZJfILYGhXjf52RuulMQo/SGYI9yHPEvv9c/nKRhtWkHoJIwiCPykOQt7jhrwT/SO163+P6hXHIrDE8wbsm0jvlNtb38PNyESIcQoyrYBejVOrO2MjXQGRm5FHXtPIUeSr7xj/Ib4DOM5C/kdMk2gXdHTSCDr4Zac8nx3rbUIAqBEsxKZvYw0LNSPeoUWoYUYHvDmBuOlFLBX8J4PIMJIa6b6DOLnSW18Vo3/qVONI8AyyESjaNOpDsDT7J/k3s8xND6b5B81VLIwpG62iRnH0M34V3wueswAuiF3d9xG4uDMoho1zLsojAKWfgKjOUR+B6lSQhtqN5HZKdaMBNw1/FoQToUXoHKsev9EQqBdKzFnk9Q8/w27GRwHu/iEG9d5KYyNMNFVOWOBD8HggkG5SQWkbsQEtkyhjZjBKEpf1/f4oVSp+iiOEkaHd7sHkjIQNNKI1Uszi0SXWS19nzAPsPWh24Iew+9jayDTntJXGRaivfGutNAjhPeKwDelYcjSyNDEP2a9/wzvFfrF+xXOyRU3YG1EgD4b+SsKONSgj00ek7dxlN39iA7kFh1lNtZW7yGrwhHXJn/1NwZAKE8dTxTQNRQUrqB/2GUCzy0d6OPcCP5KZ8c/6Cn8NeiR2FFhQVuS2sRp75+ZNxPG2Vut4BqQyOkfeCNh4RSCwzWA6Xs9giU5U9uROumfKNbaKVkM6wGmwPES/of1lTYn0MU7ao9ku5E3wfRa/iF1RZhiMXs6pyDRnBoA339ZtZb+vsA/l8yd97m1iiZY5/ME/2DdeqxiYB6LlRns618kpJX9jl8pZEqW5UbppTUOC9BhlDnrIHGvXthZG6lM3MNikQARrlHzWKOAN7oovUWwZkHmTlKdrFprnJaEBq7BPOpjRJPLCwjDElqdHDd9XX3tsCnGE2YaQzpH4z0EsOcC+DFtNYhuVOVpj7SrXNTCIexizPA3ZQKfV8/o6OXLwkj0veS3lQnJ6Ib5/cF74gvNKyxruFBgnZZE6u3D5WJrKmNhDdTIfufXirQM/VLgLkNb6lS2GlAChfY/YKzrBK8h+i75LzWMOSIWAJtZP7sEvkgP5KdgVbQd/mG1gK5gSCSpt1L5BO5Cb2ZeyxN32Y++LUM6pYq8RjxN3/T0kk73sdQ8/Ureh7+T6VBEEMuSzb1G4UqgkXgrWL6WODDiYCkg2Z45rK2GXU7WAf1i4F/uOhi0wK3o5IP4Q0dtuZi92qsrLfY2wkrZsFDHnmzUwyTxsDkpWJt6QVRKTAPU3IrC86Ia62R2C5KWzoh+E+0AFM/OdIeAMNszfERmf2oBKVXYK+ZB8Aga7XuxNCWR3dBFZF/nDV5rrwMNU4LLEmVBLsQgIwcfo/vYgfZO70KinlxGbQ+RALQfyjZ9A6D6I6Z8HH8lXt1bHs6k5Q9WoOfHMyiG0DyBnMLCogPhS7BbguCb4tsTC2E/ytWAj4n1kfRxml3dOaurCsO0OF3aBgRcFFvAweZAbzH8HjuxX8Nxv3GPMA1ZyzN6Ovg/cTTH5fOASePKjcFOnkmVRDNeKaKnshu+KQev4wSTR0laOhPJfWg63mUmDrlDL2F2kx2ZtdwKFKfPYHWZ/upE1wv+deetO4HpTs9B7xsWoRdyMnBC2mouANarxMlxLogp4wl5mBFuXfijdkYty8GxzijPQeOzVCd605zJ7cYrujozQj+I7Ab2tPBIoFIK8Y1oHz9tT2VPMRaKWeMI/KVgzGgw3tkZKU5LTImWwn7FKfFow2qu+A2p7EMo3Av6PxI9HRpKI/HeyroPB/ZgzKYHso9piR5G/k0+Q067OLOWu2edMUpkC9LWOMR39HbDjBTXcX9HZZW7wfwd3XU3m1Rajx+0ifHpuuvIEG4AdwF9FW8cZapivgdc/Msa3UvqDz4m8jtwCE+i8aDRwBvlqjkjst1W8PHsJsGwRS/v6R9r70soHvA5IHg7lKvtVrASxGryzMPDuZYytKDyPr00UUtd4e9hMgOVp8EtAIQpGTgWX4Etil+yQkoeCA6SxujAvnj4a26ckU7OWwfRAqY01n7iGlzS7syx+y5xgFiQGaXGpmz3Kv1NdDhzHcGmpWcx+Cne9rHl+2AthT0ro11XHraoOYTKwM7QfOOM14b9ETwDXcgr5RjDGhuRB5KKbl3iBrEQSZllElMjAOmKQ0B0IZlwMQv2tSs7TT2oH7MXSOAj8pxRJnbVXw1k7YLzFxgCfsRjQ3E1lGVlrT+XDMwqHyQbM5sBRG2OoBNWIQIFebGNWpvLE51s1nMfxdOQ6HKWGkRx5DZA7m6ylqkRuc2aiuYMF93mdwKvvA/0fqUZDYXMM1ongSJo2gAMaTv7BtAcDm++fklwfaqOvjB4T7iQehNNhd50nWH/vvKtjnHNFg2kxutIiCjEc4O7VRuS5mp9ZEtMiuY0/kYUgKrVldusfnInOQl7FIU7KJOmsAwtAP+oQ7L9GDIbbG8YPcbu9Bqb28Pf5vNxqj2Jzc1PU2lwB4RlXy8zKp0MqMT6ioHNZKkTODjF0f1iH5dy3O7HlCIOBqKcbNHjUepl5hg0CdJ+NVWJWwLUS5jBz9HIxi7otR5x+0ZZkRvoQmDFtoX5D0jl/if/op+2OqXTxj/Fa+O/OfDtdJD96hdyXcqwbsMPg34HsAbc2OkfEXRd4nPf+M04HmMgnFRKehja7Ven6vvT0N3Wi9bvZTq6sHtIrx20Ty+6mEyUbAkFmkKqBgRUTu1obTAiAWpn9Bylm9DZziBBeCHhWuyRg3RzLjRHmAfDb7EATopN1Wtrh1kksQlYSXXGY3+vjDlg5QEg/hqXhO0XPuB987/SDQuHIC7BEeoJ+DtOhZ3DYPlGPAL/5DxCsENkarJsaxsxU2O7kDNUOWlsjxexQ8JDQI7TCKheZE8wNNCqP9YPf6awCRr6VWyqOEFf5W3pppOLuLrxUKC4VUZ6pXZPL6Rfq/uBx9bF8Gg0jF/GnlqXM8Q0wKd5Cqrm3lYV6evDe3+zxyQUyrb8l5wunANUhqona3prg9aJ/4Bf1LCCKHuDaSifYt1xFvjkQvIukFz4bHjaUfYodRIr5GuMzQ7gmcU2I13544L1Keg2Tq6P96CQB+7DBBuYmldNExePea7kN99B4HqwCxDxegtk8Zb0CsG4EPZxMAr+Tn4D7c7t8MNUBRLGnthF5SU5X2ojzPdjx5oXx32JG1n6WB6B/shWwYik2jRL6hW97t/gfvvm+l14sUggr6uynn+LZzLSA4Af+f/S+dFJluLloD+ok0KRjsR9KGnGKNz15x3/IHI509yAURsaIEYVZiFVhy9OIESwRPQHE3Rbpp8H+HqXJVkIbMa823Tlp/ykUR0/K3+Wf1UdAPU4Z/6IZAMlplEzuTsCunsnJ8huvW6JeOCeTScD1jVI5UcG7EjfQ1zAHGEtDvMD1aAQpp0yVyxCt3CmcqfyCk95WYBHdknF/FAy9p3uT+KYuSXmFAuKaQGMnL7fMCKDn6Zv4ZN/liCfU0hC1U2rD8ZAQBtbwmzJb6wL8gpYsFB9s5RBOIpMJHszOhrOTggiTnZ/r3ZYrEg3RrfTPyHo/ZTZ1z7vd2SXeFDDaPLHX6mviCBlEGth/K71D70mI29AMqK5p7RUuI1Hw2yUiE441owzaxChxq3QhmJ0552XjFqXyeRuaEKb4DT5Wzcx18hfDp8mLIrO54+i5+B73LZizVxFqSq4yn7iB9wpOCpSTdusnIxsFXT0tbVKbJ+DOTVn/iNSafBNyg5uJDArkEoulzhQIvQUQydlgb5aGegLEWV05huaHeeFIGnMrEH9vNEBVoWpaCSY7NpCfBER1VM3iddGbYMeF+2BhBRyi0JLdAZ5WzcnBfoT4C2gH6Qiz2i7tPYcd1a0RfG7nEJaN/mLCWmJfHOrvFr1w4m8SwjkHEtNTO12FiLPsC7uSz6IxbYd+XR8SOS2K+GbzjD02+YJ8C1idHemtdBKDwQZyV6K6rwFE6PKq+J4h732fHNSZhhXSV7itmRkEbTWJNich1stG5IRXgKnsq2rlFHOq6Zka5FRiO1MAH8oeDP/O17Mm+g7Sg4TZ0bPWf2oP/30N+HSXKeDvmfzoYDmRTxzimlJ29kGiP/Xd9zjOAGID3A5oFc5GDA19dMsn7zqdQgWCe+GMFMkkbwSMrAUMLQ1RyijA1TX/NGEv3J0UL3VGizun7DJIZtgeKbEXAh+TcgT4pVBSr0T5kWHIPHGjujN2Aasae2mWAF/QKkGdMknOsBExqMJyngfoVCoNO9e5iB1xpzNr1aGEDiyuoDDV3OvWlp9p82IzQwPlBepnwNwi5smYHC6F3PTm+oqRLdAnQZFuQSxIDgMBuIE7gpwn+sWmHESwB5NNowYaBT8bIw0JUywmLKVYPS9ZL/yPRxoX1GNg3QVUQ9KMj6kAnNsqD9j0AbWE9VIsNhhpI/gk2YATnONoH9ogXnhl9E3edGavb5t+1v0E2Jstleb00c7IXJJjZC3rH+cZlzcSs6bzE9XHzgarjFJfKYO91yPuPBlBO4Fry4e3plz1KLWav4C0Rp4OnDGmWz/H7gCvd8Ds4w5OUs5/p35xtSXSCrBhtVEF+ZgUeR+/TcnhPvLOqr/7tiIT+f8gVCvSJ9FzVkMFU3eIc9kcYABT0FWhTN5K7iaeGziFBJkGu5iqV0Wi6fCf9ARCBGtYME7tZj8GntFOMjcQiW1u5Ksre6we/8vdGyxmQXIYRxKVXFhRVI9aazHarfApQNnHEGxyX43ZbbRC2nNr8KrBR4CK9fKzYHNrNPpV2ekF1PfYzlTaA0QU7y0PkggVHrFdZ1k0ffCU1wCtL45yPrlHnLsyXN3fRo5EFCkKnOFufHD8t5RvyA8ovBqEEDRAkFhRoFS/CzOpGvHVzDn9dTA320U36VYGqq8nZqsrnTtxCEqGcA3868g04K56dltlkxh3nlpZzZ6wzJNLpjLPEH86/blXH6/ndLWekhDAORdJJ26magia8WcSr4Wt+GrYx7AiepkcbtcIlRNLi9kZvwLzp9r4MgDS4HEKT4ftV+goI6kYxmo9LlXnamEYo2BreVfvTe5Tanqf7UNkDbSZPlib5jYWXhO99aNId7UA8wIMZKZJ078i/7Vc3Cg/VysRjFMYTrOtArZg7LDv2dusyoH/UIL40HnAuLNMZ666dsyc+r9tuStStsRf4hjkl8hf5MJwpmhz3xP6jP6TWQLZpFbGz8aKk6+CfYxk7GpIT2QD92Q0+io1sY0k3AQ67XuJzyAjzijhFOrFNK8tWlqooc63pwhvyeMwbmCFkJ/IT4ERvutEJ6KZsz40QM5OwhXQRGozoD5fHGKXPgjf96+Ty9mwnygENDDdK0YJaYFbzTuAtKVeW9+weeJx6aa8xLpLXE3cBhb4MJhN6wXuX+mdjX4NESnn+DX0DWiIh4+zqjkm28Q5J1UjQlg/CiLY7eS2gu9eamWdxt7TEBanK1gf7XGyEr8hvQXMqsZl9OeTLwLj3AD7UiWnazOQHkgQ6NBxZm5gvNw27uqPkp2VKqGl1mBhCZ6fa2BNCM6F9etMMe0UOY25wvwWLgFE8B6rb14hX4X7UcO9L1gA3+mdsyfAZt3icbqHMY+FFl5SqmOlEZuBuKFEbTQjkYdcSV0UK3i/pLRqM5vHPUJWdKYg+dBBUt6oQkwlP8WXhKe6HyDelQL71fawunJT2ArRDeQYoxH+iSlvn3RnpzbOqycvsSOAtk+Ta3jrgbWvTGTBKru5tb+NH8aMhN//2MXpF/JP8aj9p77e/hHM6NSwNznv2QP++eYEuinzw8sQ6kydjsGak5vu4MA0GtYqokYjIidfCTDyuBYHXiCdO0h6SFyxOhqONoKAxwaFYrhQndpIt3LSEOmj3VKx4oZaHFxrp1IzqrGNYI9r+4bRVL2iLePvU7v8i7FBvvn+hHXdwh7h+UONmV+h7+b+4NZys+nPifFu+VQ6DMQczGK38Qqzb53TQsfE4Pgw8CkehJDC56IvfXPlF1gI6UhUjPaPjmcq2ROcCcpqZLLe1X6WqI4sYl4TO5WPkUVmTjaDGwfm+Bs1H9yvSW0Au3dJP4OnpGMb4rNSh0Fz+V+cw2I1Y4N043/1r2Dtob3Gv6AQs9Glb3LlcN7OA3RppZzfWZS6pxbSF3/iVCYbo2f4WcIGi8N+0geDwT7G34eLADb+DvTUJxYKLQ92AqxQnMky7CX3xprDHRMTiWr8Fqe1sQCtpN5Wl6H/eG2gE3ZbUg2lflwx5CWXjpqTqMdnDPaOTmI6iHPjFzEfpyTfIr/yteTnJMwkmQnGkYm9GajAlwnt898iVtB9gVd5Fnipl1arUTC57gRQjSJ4WuY3/Q6Ez7EHs//Q56Od8FbAuWWmc5ATkBL45HhudxLzKHY9+kJs7GHXvCfR5eDxtYXC6t9qZ3WstB55wW+2H7KDgn2RtMxepB/1W9KvXMIn+jox+2B8VvtaMIMpV5LG5wOTXefrEXwRXmoMB8b5EW+j/hl+ZD1jJ+Kz1H/I784XvIrwKjVxdoQj5kUzP2BUPmA/19z2eP/gMrdgsnNqx/WYvpTJoz0zXwr10BK+/cTq0FswpJVkejqNPiZcF2mj3EgFwGzYPWMT34GyASu6hH/lwtZRuaxRRWkNmFOBvYbNBVddi2SNQEwH09eQTkq7Es2xzRBTF0kfOBFcBb6vb5xV2qFnlIL2RX6kEEJfBVvhzSU+FXsG6+WQSeoHubqxxW3nrMIKR+4jNYmN0m7few3CsXcnmoI3JQHHHlDzwf/XcaXiicT16NroZeEl+hTwIKd8HahLX3MS8Q6ppaChmVxO4Hn2CP385+252ggqE70e7xH3BT8YkA9lkhfR7NpsqrAgMwWw0Q7WHG1BPgT28RJ82S0wiP1ud0Ia0z9Je+k/ja/2d701MZ29iZYNT8Rv6Y/Qamombh/Rzfqvmu9fujBJmaTeJbFAP4xnCBQWviDj9L8iObwGNgH7klguncE5J5eA7RkDowD5S91G4i/hp/YFSnBuRBbGHhg5mfRAyFn9MT4klQaOMgey3quoe2jX6EKqH39dgxlgo6SLuI9oR4wPw0wnBJngbCEIZLPdOtJSotDBqOSUDuzjvoX7Ji+khDuQakKPQLuhVPIAeGI+p1n8sL4/XBm5ZozWtxsXhHaBGe5mbxY1jK2kFPSqB3PGQnbSORhYG7jLtebSAm6cCIZRePBwAljkoWAV4Kyq29eJTXDNAVxPGeK4ept9J+dCS7A1I5+F9OJcsjoxIA7zrVr7CPtdYBM2gBtnO4rIedHr7jUEdl9ZlGgWWISdlObz07Xh+FvsLxoHKvCcq+T57Y7xB3JL7Js3jcSGyWPFgcik8GNgUqvisNHRA3aXWcgbG99E72HmsQlTTXbljyfc6EHzllZOz0FUAGRBle9ON3MHYarRgSzj/kmVtr/Er7klnbJoc+orfgxZ7K+J97Nhe4vuoanosXABB67Dn7o7jd8A03qlZlTbfM+IV/pX4KLeJ24m27FFQv2CsC5rodkYDG2ufM9oFzquPggI5j9K0v5qzANRDRYjvNR9zEbag7pObXd/Y8eT662bcjrAvOFIVghvjs0wZ3irvIeBucxf4trgeaczUxNYTF36ljaE/FW+nWrqUonXAKNbIBX/txSOJqvJxVQXvCM9VSv2TF9J14YboHx1zADX/8yUE0fAI7x4KfG6vZ/YyT5E71tl3Bi7V71B5uVX+VfQi4mMSHOIqR1v786SFX9Zajc5WByvZEZ8/jrCcbQ/2s+l6YeaTfyFrZGjHAUcaR4VLiA+A6Vc5AST6WCTu0VyHWxc5AwMUNjfYLj3OYi904MaEPtVWwLhwZiOSJb/9WjeGN6jDSJOQcB58W/vMZbD9PMmMNOnUlawZBtLtmG2B9uQ1+0L+KbYSSd/oEg0h2+YxKJ7kSlSLjD8Z/5XmmLDtGsEmU2dcYsJzQNww/BIqBr/N9EweVJeEJseGgSYWpa+SV6wS0vXtcLxUCpId0KS7vLAWfC2Z2gsOgOtCsQ9kR/DK9JEqwSRx3+Nf45cE0fr9/25iFwhiNhSKH7EGIp3jj1i37ow0Q0Dov+CrgF0bOPS4GVjNcBni+zbyvtQfrIF+YYui1UW4XFEeSyPfxK5CB9M9mMyKn21/rgVeGS6samACzkI2D3ihl1fq+CIbDW+NJk+mMasH++WWMa1QhrgZ6wtyFTAtecCn7hmljGaADXcyiYTLd3aXuXYUswwqjEz0T+ooQZivsdPU/fIEFy0AqVIA2TxGIJgrjJna/X5uvGuxBh2CTGSDWlvdB+/wmyCSvzLCCzFTE9no5rze4DItihprXn2WRsTKiJDiCp2Y6ZUkgEBqrb9q1vECSBlvZxuPXqr3ll/gT8hn8T/CH60dth9mEzWQdIwsqDdgP99g19GHuiw6GalnEfdFX8l/HAKaWeUbWpbKx3X2RuCzNPOMKe5NwxkXBPfPh/ESdxEtGCOcfviXwNf+Lwe7AcHlq9KUsIcCemO1dXqIpn04sRTo6cnOldkJPGSm48u5055THytbyMiUf/4JqXwJDab792X/tbqD2cskQ+o3wd9NZ01Ooz9Ha1i5ac6ob28Hdxe/XniMPFArSst0jMGd7Mme9Rpo1WncQhL69VOxTI4z9pGPzQ/Ec0ivPxQKGprWmVplZPe2ors1qczZ6VHaD7RrxcD77hLQZRVYI2kguzFaa2smAHcXRLZRhY1l7EwPQriRKYDI8qhYb/RA7k+9N8K7JNe07gTvYjVVX+1kkpVYkhIVF5zf2DTnQ6RB9IE8rDcO5weFs343tNVrRvYLHW3eQwtzI30oI/cpBL4ymQW97V5wosLq/gn/uJiE6yjtMAb47XBuhMz2H+RBFgLPxdbuBUQxhDodtgQtBrF+K/A3mTgb0FA+gUgMDK6gaqm87EgIPJqYiXSODkavPUXAeHy28eQ9HEonr/R7iCetApVs7coX/2D/JXRBYksTm7nF+czOgBYwAHUcw4J08irosA2ME8jt+QJ0XpYjeAR1CbyWQeSbf050cl205TVdzVqcDmI+mYBzPEy6RASPR/KkRPtkz7Xgu04skbeo7zXy4U5Ylnp76kDpfvocNjsK16FUKJhalzghrWPWMB+o+AZegPhtvuKK+U6VFl7DZ0LzN3aIAvIdHIrfhh3wv+duWpWi1YEY2inrHTTINeBoAqRLazRLOx7uJvGfOh8dYkBAVJH6SWBTt6zdwV2WqXp72zFSCdfBf0ukScwFxXEQvHB/FJgL+N9hbWN2mmjW2Kn7wZZVn2g5onVpk+I2X0i+TW0nL/o3I4H5E1EENGj2QI77Z5giLvlDNFLwNUk493YF1jL5HmmDiUbOembol8eYsHD0+ngzS1TvhzCYXQ0x8IMeWcx0hCt6z1hF1OjAsexBlGI2vme3qTnC9RHVwJa9snZfbOD6RPd7AEGXJmcDa5GuoUORPJQZ5jK3inpXSITJWtp9Trgmbuoqkpe/QnVg9uKjfBvSbwnavD3gPOpg4rIKbWxU8U3Am9jrQRWVB55H/xMftdqJj8xEapW/HEwrkzGN1BX8fH+CdSQBCxo+pv9ZuYVfqKqxtcJ1ZxJ8Y/cLL6g0ZYqJDxD3mBvsIzJz26cmG3WJL7adYQC7i7gxKpZRxKb490VmCrYj+gXbo62diIEXOkXcprJuJcHhWlU2GZd9e8VoXe0sCPkvlAXtguEKTIeAt+3HjxW8Z7HX1Gy1CRQMDX3t4k3QtkA7De21u7CDwHxpTxT0KslXcT85BD3qNTOmOQ15hqolaJ+an70PTqU/M5AnV0H7lgcaIk1A4K5axwDxt/LyYzuRx8BMSSEvDpc1/eic5PXU2d90CkN0foiDHNCe2y8o6vrpax2flgW8Iiczd3VlgZW8D9ow3ybPAQ08Bu4I7NyhQ1G5zkQyPidtUvL50B07k1J2OR0soyHJU+yT5hDjNVJE7GAPovEZIM0MWYskSt4ho8nLhOTrJ5mdu9diLO7SbDuTwj9pIfNib4CsbY06RwxniF91SXKS+47N5hZqK5DnskRpK7wuwzrgGGJZxa1j/pQ9nvX0Z/dlXwdprZxC29NViAned+k2vYnrIc50j+YGBUowZQLlRez6V9C+dXeVBCowEugTJP1XKEF4fk2No7jEn/Ia+1SfFMliBXyFsZXaW8AOa+5ysFi9A/+ptiKXGIEA3shSjNsChkNxzz3PMwaJJY4e7jB4Tf2FXO2mCU+RmmO4c4KrAC2C4P7QWPANQPxlkhr2wNech345GS8pgLLIj3xMUFiVbUtiUbeUGo+7pf7AYG0tJcZQ31FRFngg+2TIlLEncRlZDKwe31blRp6BW+xeweIsYH1O8EY+d0eSiumYjgDF3YJ8rkEofLKazNSMJP7hZP4Ku4meZqL86+9toFh/q/CN7UzeP8LIOyJwky2Gt7YHqDp4kv8I6NZd2LVlLqMFQW+gZ0TzQYC/wKrqfzOdxE9jtYOVjBjgb5aercfFhBeIrfdXKpKzdUbBeEO13jPp4lUZzAv26rcBYyFuZWHpO0aLHs6jZYgMyOX43fY0kqD0J9KHfA9k9hkTYtvj1+NWrFf0W1WHnqpO0mnyVtQ+QNHImUBjdgOugNVkE1nGkRatlgkVwwCD39wnoRaI9PUu0YaZbEBsRteoxqsB1d6hWGSzvUkbBq6TSliv4kWixxg9tOwmWo3t4e0TqiKPnYJGXZTWACGf4T4jS1E/OnBVvZgHuGfCUTaSxiYzMB9FuvREH52tTXQ4YP/vzavIP8izdNPJQLUduQnYpzaXzelh/IHd2KwuNEUYSBWLqebV9kTaHZiLXYp8kXdbZ3CyyJZBcm3lducqt/bZZ1Di8stpInqFrugMxhfhaSXh6UQ3+CfAnph5UzyKa8ixfU49wgTwIwuC1uAJoQi3iB0D6DvGJiGdneuIoFIba+MfY8Pxhcyv7uL3IlSYyD2S0gtfDsyGbBwB73N/B2ZlkowGiV0ifwDnjQr8IzOzdXFn0RqcAnqIXiSmtzlPxSF9WVxrAJwuU2E2uRJfKC/tNzTOWyH9X7WWvBpf6IkFguXgbi9i5WAs47owqVDTxtTmKUkTLgfJuSP3lD7pRZZ24gE3K9FTiR/pjMjD40PVlSUqZzg1tPOfjCBzUuWkhsZkynojVfSv8sZyUtMbjCskb7WMBcW+ZpswBwCRP+CN6QEdIgOVxFlkFAyTeKMkE/oI/RCSnCrEpOxLgQW6OBvxK1BdCxHIG7WQ/4BDion0LaW/lb8Gv0fazapcQh6VQq45bSBlo21AHQVAJPmKvpxdJg92Opu3Te+04uRjcYl8idA+3R0s3sNXRhrBWx7pTsk0TlUBs50bHgUlk+ZgazFf5FWGY+ZfMQIbU7iGjmV+ldtqqxgCKIN3tDfOnkOqOBcYwhwgTV5WAcwzH7kHSS/BjdGXgSK+ovSb+wc/GPE999ZJ/jX4Or7h8U70l3Vo86m4Dgpp9cjpQLweOof8qUacOvxMNXoJPfGNy6hhyJKYfDUpYG2EskstAtFbRASJvBYDXOR85e3RiWTPDdG720toHPQ15IFQq18P+xi9AFiUeJaID172hpHZKX2Besgl90FuABcRwJmhkB0ReYpbJ0F9zT9JWEzIr2i/kK5gtbRDmPvyeX6LaZmfBdS1nfLGYc91OpQpbkVZBOuCTBgT22N9YpOdtYyw8mxbk1hmdLMeBUr559ivjWzA5uxZCZ1MjE6MtQdiBYNd7L2RguJvL3RbUkUk0thPZUSzDlrPd6Na8v/JK3SJCCgtMaIUEF6At0eMH2kd8Aph7zyWD4zf45sQWWxngNK1wRhbXEQ2Ryq4xbltxhdYk/tvshn8pfYaDAqkW1F19CXowcSfuKsPFZ4At4/CN1vrLA6gyemUVfgN/Tmgf2yF3nmFSQq66vZjuYc5pL4FcwOZ0uuvS98PdnLLB+Ox5oS+5Musonqib8Fo3A4C1joGAgKzRaWt6n7hBlyy9TqapFbJWClTi1z0Zvxtw5WLbyTaGePo/L6csr9gNHlFV4b18KPo2nVwvRst6EthsrGD7nv5d/oT4Doq3jQNzFeB2OIceZWEXbvrCNB8IhVQJuPAU0cK8IM93Ph8l5ucre9RHgX/kU/Inzkh0PEHfy08Uy7oe7EhlN7gejeuxDUZrh3Pr6D/Ia1ifewGutvhOz2K1JEvqcKhWVyNHBrl9iF2iDVcB5KC4k0ZnNxD7XDltic5gQvq6uhZfFVanmnK+YAR1GW3Y1flB4Z5WObYP5IqAw3LegyE+0Pyl6uP1mWnKjuIGdjw4i9TAypGt/l3lMg+AaGHA8+xlqi3cC7JK2MnJFtx5fBEvZkYrK8DNA9zxspX0LWeluBkhzSZ2i74lfAlZ3RH5G1zg5rGTZEnwYUcyy92xzrNY68CuZG5iWAiNVbwmxsobncKWo94kslyP9ORZBa2j2nPNNYHm82dkPCRv5Jsq03NrXsTiTaOesZbJbRwj5KdSG2qMWIJDqZqBPZiH2FLOY4rIZ1LFQM+L9SYCb0l/Ii2lMsnXikJ9hj7kxyoddGakB3Bjq3DxuIHEkZ7m/hGu6qZG+0SqQq0Z9sRqmxAckTfD15BtJU+4k5y2BcXSS9X0LvSDVg2zvqltoN3Se8Fl8o6dxOSLVAfu5neasyz21J10ELBsrjhMpSK3yTqVFhXaiVgCugc/pVchjwuQWswoGh3Di3kQ2T+W6QOZHOZhFWpuZxV6z/j0dN5ZfyeWk099WZRS+JVlLqRVdRC6mHxhy+id5QyEKNBXp5hRoubGfKqIPpHV4ULwmo2s191hT1X7iNaY4UqiA70IdUOaBkY7g2sdJ0Ei8idvdncdoEqqU2fwaS96iPaCeYscVkxj8ik7mnxlRiA1JchA2Z5xEDKRg9V3v/ErAEdHxq+/2ar4OUCGdlhzE1Vbj90y7ZidqGUamsZc3DSsKjFDO7moG5a69XT7p1/R3cRmpe1kjuABPKOtF0ZElAzrvU6/Oq45B3oorfCPkYKIEa+DxwzRWjSKgU1zqEiHciH5CH7FJvY/CsvTvx1HwTasJOxRoydeLdw5/0ghHdWoF8TczUF/gHqbpQzptv2qE5chkjnfAg8F7cpF5Ar4WvcGH+YaRXICd2xXnCjJV6JDsgnbzt2kIvfWiXXJ3/GP2qw3SITtF6VAm7tgOLivYn7zk9vSf0MKKbe4p9x8OzGCBwMPfvJOzz5tjDgEJ9BY5jBVnDaquh0iAQqZyUm0AiVbwW+j/svWRp/jPxAbil/foH8az1yc0GGDRO/1Vo6e2m1mgffVPUXv4bhs/p7UzUO/GZrEzMMaq9/5TcDXtJtUxm8bmJD45ojlU7GfXpJfYh8LZt5tf4BrM8szPch8xi9xabIfeB+v7EfZEf0f7Ie21X7KB7D7xlVTCXVhY1U/Q8N7E1gNVJ7SvXAZjdLfyCezRlWueBKXcXKHYNknALmWeYbBg891tMNRfLRTLKJdzNTk1PFgaq/XkU97lrkHfqtugd8gNS2RK4NGwH4HCOsK3CD5W2+m6it9uXGQGcW16EsmjkNGbah5E3OiMvMkuxZ+2GXBu9HVE4Psj+ySyglI0wxsTkiGCNGER5uITeAdS1Txw2OzklmK9RldqumqFL6jJit5aVggeetfkNbnsISUNuIQ5EZluHzCl0MeBQssIJCRhia2MZGiTKoqWo9NZ4pHxkgrkRc9x56h2qJpUvtZVSTxnDVQPO9ok+Qf8a+RIeY2WWZpNBUTJg4hMjTcWv4duo21hJ3zLAmcoBxstozIjMVholLaQg+KSkSgAa/wUxlCNwwKUaYlFlfzhTVBdzmTHkIr6FnI/kTAwKT9KnkhvAmCxye3Agd5TMDazqfuh48gLVPLGWcFk7BR9fRMNUoEf10YX6GjBj+sUpCZFBAmlDGcCt67yKWgy7hPyJVtMFuxXXwX6l7ZKugeETcURPYwtyZ7SQ25baR0/yVgAGFAf31BazR84jO0AAK8Zsj7wFS6+7eh3zNJEzzgsQedAAfx/yd90H5D/UGqwnQiGTzKZcFAiwofY7w4nlOBvo94zY8eBlXx+6m/YDtijjq+AfqQ989/B3ebb/E7IC6WUP8i1kITD3JKxBsLQyyj+aXgwY+CB5hzgbbwWediNwmJ6n3ye36FRkqu+ah8F22chmYAE5xJzoFEbVS7Ij9BJ4KeKTH9rCITrKjmBg4T9YYqJRtp9Fsm9FCDKQkTiamKgcxm4n04iz+YpyT5guARu/WL+Zo5DT4ZxUBWUa5heN0AT+pLeL2BYfFmoUyY7tSoFa5Qt45nxA56rEXn6w+J0oKXxPbI18tm6JL5z91HrloT2J+4z96sshE+Z/TRSxPeYgbL03xX2iN+dG+SaaG5lT8e+pM7vT9jekF1XKyW18weoFJoMX5MUKCWXllb6h9ElzjasSFjPaLIrXoavF/hV+YS7ARE/5AF9Qa5koR/wUKwreoLOwFfYYpX1oDHFI6JzMhW2KQ7zBbmQJs6J+AXueqGDvUfMys3yPyEpIG72a+s6Ea5ycil+e7WxD7vC4r7nyOLGH+xbZYrfCp8ezwl6zoXnJxol6REs+KR2K9fc8j9U/BiFYBSzM/w5+DjKr0BfEv3BYxZUl2pW9rsnBUqEx9Cbm3+gWwaFtuxvRlujDdeFrIoR6DG1gkPKdJMm+iJzBcuFliTU0jWUHjPwDL86RQGVXRGchj+ShSglEV5djJ/A2KUTIYsFoBLamSR/conj68MQZorn9TZwFuMd6H/yJgBlQ1PFEKRDlZLtb/LK7Q6xFLQNRxUqysDzPLECOFk/F59g5wR3D/h+eqQc5z60WBizw7VKnJRsYHXRN0FLlYPfQlmw7pCSBuBncHdE84JNn7mIXYsF9B78XJ5PuJu0jPVz2gPb59SD3DLz4vNFQgUX6Ufc/xjDaD+A42osTzdHx/Vp+ojEC+1K90HuigwFh6wFzFURG12FT9YLWS2u6NQXpx4wFmpnLnORWw+ehL2wnGQX21i8eExcnlyKl2E3EDrQtGEAoWJcelcKEB/EhKdtjkEYiTCi12CroeKyEMQlrSu3Qd2Fp8QbIaq1pYKF0M1rMOMD/6S8j7UMXI7cVWusqRYlHiaf8ueBGoQDggaUdZSfzjcWG0SgCc6y2+y5wxWL3UwkXE5n0QLWa2TnDM7wC6tbkD+Yn7G6sBVIVuKmLan2XAQr7iCpNH5NqgqvXhEZG/XEqPs7czODI6hSzq8dHxqZF06Z+Lyn5/Wzwh/cO34BxQnlsqlA/tepb7sNi0JdFfGwuc6MvLfjoYGiZ8tLMyJ/n++rjtC/obXtJeIU/Q3hF4FXgK11FnRpMp12kC2BPtRZ0PS59/DzxCbD8vvM51s09TM+FiTQeFF1hXMBLocu4kqGq7Bstp9yHXOUsRd6jv2FZEt31W8rcVEZgaf80RvBmujEzERqfOsev6HqpA9/NxG4mypxFWvmyOEXZqlxQmoq9Q3qaHZWWXmegMNFYP6W43DWVRrMWaU3Ns9bGcnMNEsP0fuZEt6e/pD4aCCsiM4E2wFLPSByeG5ns3xH5K/EV+yfei/qM5WLS8ZkBrTMju5QOcjkpilwn6mpnpYHA5amJx9ogX6vkq8hfYYjtUoc4YqiAvnZBQX2PwLz6rM6C1CrpkLKK2fE/7dYSz9COyEnwW7nIBjxJ70HaOk5kAd7VHp36/gNQrS3w+Bsr4j9KjDTGGJvj29w10lG+LnEK+QBGtd/CTmLngIw5Y6XbITkT6DadOCuMEjo7xyya9ZEadovsgHDYl0hrJI1ZFCtFjo6lJ/OQtfEO1H2vLPsALUTk1B76KnoPvT/x+sbg+BCxOiA8N5+BjERuemPY29EqSF+f7q9A/kNUtX9FynjwTHItcyuldzcSo/QhoUdAKabFfsamYb8Hjlnt+XIsJ+Tgf0oY7GBue/KLXgODObDPnd/ork5hIIKb1j1A6SH/dv8f8n9dz0ez2xAtUBsI+ZYwDzx5KtJS/8s96g/i35VN9Ax8C4qaN4m/1dzIWvq036ZayhFHp78pnaIHgaXS7HRutVkgVMZeQ/7/pPmAMy/J+j8J+fX6gDqF+tVL4x0K8Npko4pwmlpiTBBaGPDc8wmSjdklF6CY1PbPdXDtHd9yehLX0WmFwe39C+EzgaNCfnoiehRLAysJ+JasSNfXC8q16GbiTOoItHBjtHcHzU7U97XAsd3RKsBYipAQSqmzVxnLxDtkJ7kGvhA3tKV2Bvs46ovAWZM/HiCuMjetxuJ661hknrXRTOh9rcJeCT5zuFCqq3oYhOOb9N9ORucoUQFb4qQPpg1Ewdq0BnM4wiTaqiXsheGfebivNZAM6hhaGjCuHTE+cM14rhRgByC3XITo7claWTkrnQ0rAlzAarVi8ob/ITNHgfkjw/GP6k2EcB/RXa12gY3Yv8R4rZxZG7kG6U8UkCPJl2AMl6RBILxfjx8IjkVHor3JO9Quc5dTxy6GBezj3guks3EfBNDyKIJ+AHOkCURP2C8oPhK87Uv0dPgZ/YPPGoQbSK0YqPFJ+QP2w5dd/KqlCdbEVuAc29BtRVQ32zMr5XrkMnDvQaKM21RwLT12lx/OdgN3Fk9ucNoSGcXyuIu1p/6KT/X2mR3JOaG67lbvCD/e26EF0WtqG+ZnqTqIDVBoh/H6blVfHflw8pgDhhD2Zw6xBtwvrcRd45sj/eRd9hG7EZeLbe8dM2AX3D/AdwZyC1ktT+L2SaR9UWiY0qQQmOyNVj5E/glY6HB0UBIuIRNqW6S/kM7Z6jU01qZOOHADBW/5SldGO6vNSJauz59ONkZK6DeMjNRme2K8Gl1ImEZm9BYZMRKzb4n/BHZ5T5J1qS50Tf2pPQ5/CKtc3dr8TOeBbw2eO17QGBfqaZ4N9op8RPITx5Hu+nUkJlRGMrsdU8vTCeL94LpA+fhc4l58il7NGC3lFjBktq8YchQpGVoZgBmJRei3KQvdR+rB4hj0s1fFGsFCkRlyGqVyDMIMTE/F0fvEI629W8N87v2ITTB157xeMdw99h6WO/M7fYuJrmQby5/MLz/1roaKKQ3Qi/HqYQFfgG5PfpbGypgbt+sy+aIrTE8uGdkhbuPyEbAD7hW47ZrYwv2gAm43tJHY3ymF13IOue+5pxBzMZL4EG0j7oZ9CRxDAqwwtyOzDcJ5Cdbrt9FRLgQADBI288j7y9oHHrXNriQfsNojCWoC1cy/1XxA9VPvYf8dbM4Bw6xnDvJmqqN809UGqVTieqnt9/TGeU/ULhgzvMNKCfBWyVeH+mwuBdfrlgFm9Y/4nHZR6xflF+ms58eHsI4z2Pmd+IFkt+Cxb3nhhFKL0O1lDsw5nhTtqyjg00/2E/siiTE3qCCwoCqBm0597g2XVr3rzEkWCYwyNf/j0GfjFbJFvohWtu8ic8Xb0e7x6wbc85qfou2uFomUY5oEYR7637H0yFd/IaxAaiPj52g7YoFQxF5p90v8De74TBa3K7msN1IOC1m1g3hU4SMrfW+4HCAuTAa+YVGiCD+OGOrrY8xHSlmlOIiJsYWrIgxSFvh/pbqRJ0M5jU9IjkTxxBTsOrlT3EjK3sDkaRL37ZdOeTutIsn1IoVOsrAb9GPgbgYYQWs58yseJXb5XoHZyobQDWyjsDoA2zLk91fmahG87sMX+Alw7Wv8HjUd3YTg9gRzd+KcuwjphUrun8BmnpFqKjAPAkOiokeo3WIY/BY1/wTC3kxvA6QvRTvhAg1xbdMSx8xvwn4LD8+SEkGCq2w089UnfwbfrDKi0TnadG+re1rsjXxRfwt8IcKyh2znSmhtff+1WnlBTMd2+0QXJytZ2fUVqRnKufgD5rB6gd4tdEzutYtb/VQ2USB6J7WF5/Dw5PIwcL122DCf+iZ7IeDPl9Bp6PnhjsZa8PljbxD21Zc+8dC1IZ30S7wP+shtwH9O3X822M6XkeaJK3oD4xesJPZNDeInAwP1QU5LY01gGqB6i6MyH+zZydF6Jaqefx3gU3qlrZoDjHxAwqHPc2m92uJYMDssSI9xs5gtpM7UDhzH1mpwS0gSZysZsWquTTW2sQ1UCwLjv5oMfoZqT//FXCNyShTZMTrLyK+72tzYLeRJYigKkQI7You8K2DoOZyiJuywI7i/ojB7JA96DinBbIVAmUIQqwC0zYj2BoLpxxWwIg5En9pGLkDaGReBcNZJfq0ytdcYFdCjmQM0dtydHh+AfIt2NLtgoURAeWPtomCF1M/4eORPriB2J7DPGQ2W3NBD9pZxby8OllxgsvxQxL1R6hHSsS4DSo74jgg7yXj4FIgEe/X/UvzLy61TK/E3NA60tYoMz3OuIxdQItKezZfsQSwCn8a4/SaplHVE+hmWkeop1gd3zsBgwnlvo5P/BSORBeiMqT2mX40zkStUdSC4KFhdl2bqkXWwoNdF/U3uaGzw7sV4MN4LWi7rV2wHf5ytpY6AuCX+NOI7k4LbJfbzhGs0M4/gjwSfdoQfyNdiu2izjI7+jdRr8PwS0vmAF/ybzhzbH8Ta2iOpkeZC5Li0I3lA3mmOjrUhziBD/L8pv9gPANFNwaymFGDRH1j2aG55mdWRukZAiCME6UUuFDtZFj/U8PNj1Ttw9pTsG62HnAxeRK46L9mTeH4dB+zKpFXxqnOPAtOdquiM0M/kFvwiosXX4lnsLUReH+m7RB2lW+MzzdL8Xu4yNUmUEIN840zgrxPHIsXjBzkkkd1eil5DtrozAy2Nt25mQFWTWFbrnVMAD3HLgXgqqpO0QnQATCBes/8gN0zYE+Eb2gXYQJBuGnXUdeCOOfYMMq0H+5I2sD75zolniRP4caeH10f/Lk6i8rpdqePJylyr4F58I/JDTGILnT7UGWJm9GbqSPmENZT84RTzVodC0TnEMnW6VcOqSxyg2qHP8XOJ2/4eINL+pGrcBbdIopyDkkXlVSHHaWhWxLoA+t4AQSfURWY7Jz/R2l3PTI2d0OqQdbU2egczh570lRbHJFubEyFgeww76HZQploNBR28WHGv0ALz1rcHmZNYRTcO/wEXR7GqYg8gxb/dULghovg/EUvs7CmY+mXWX24ZfCs+hDsVfc010WEjxuv+PE7N2AtkCZVL25coijrKfPE5eZW5RheMi4m77CwJwfzxuazkS0NdlQs6LLFeum0+Mlqy54HuNFErmNcT97Hl4u/kQq1KHBbzRx0e6FhxoizSzT88no3pGC6gwGS01uRKvrceVTcii0Xcvebkl8+wLX05tPfaMLwgkymgiE3BiGJGv3AO6rJ7UPwTH2G9Cj/BZ7jf6Z+SL8w9yVpOE+ITmkVMK+0AK58i9lxvTmJ7LC35MJFG8rmuNEk+Ll3FS8VrgLcZ/GxrugubaiDIGOohb2K9hArJh0wrIS1Y5Vz2rpKw3O984gha2V8qMQBum8RNogRbKtkLJYRbqYk0ZWTjSkLcLNhjN9SKh1vxCFIzlFR/RC+58KCrJd8YxwZ5GchmgezyJiRAzHGzSAJzOznXeuLvZmBOkViEKuedlfYDKefgzkVyumXkzew4/m1kFQkLFnbJvK9jco46P9ggtXPzSSiTaJEczx4Aa2wEKUYVJGpgVaV89nLsoteanYzNtUvwbwwiNM9YnczJXWMsi0H7eLAW/hx2Ap2UIjuPk5UYEF1n7dLGiPkQK9DJCKNxdh02iCvuWsgfXr34YGGXtwor4dQn4Bx+K1IcfwMr2xkC7wdmR1qgI9PH+BifqRxhYBcgO7LCXKWnISpA+EztSnSeA1fe74xV5C/oUf0B9i8QxlJfZqK7Mi4s05JvJq4xu2AbVDy7OdmC685T3u904/gGP0y2HQqoNe1JFOVuie2zRicbSs8cApuVFLShqXXIA+J8anN2GNoNXNE3fpP8hNkwHY8qg2Tj8qiH/oedNTL+FIF7FaWZCUhm+ynWk58kv2R2KJ1pjGMy49mVMyg81+3uXePMmGkXCeYHj90TvybyVDaxKtABnHwNDLIWEiRHOKepfOGpzjzXBQPrFivhL0VXjcEEzhZCD+kNIGs6koZC0Cx4em2fONa9Rrw1K0UFpBb2lu5sZtUa0ZQ2QUTZApHm7nPyqTYbKYEVFdYhU6Si3Dxhls/ytyWLkRXROcRr5bx9w4Y7YQHtofGvI6A4mjX2jOzlwG3K4S4F2C8KbZDWqZD+Xb9NVNI+Ymz8pnIV9tl1Xlm7Q5Xln1EJrRjch9yLA7dhR7A0oelROJ8UqWJEjL4l9Aj29Hc1voI7FsYFYxERl1m9NRBwTWsBtdvL66hYfvwacHlfE19MPQhL+SbbA/Szvl6B5+xJ0WSPxG03J5LT3ybalPExzbmvsHeuOMuzQo/J7lgpq25qW72feR3ZS33DMxnTU7tgFfAhBtyruO2cljqHAt5yZQeaS3/iO69hun1LryNW83qyk/T3gScgehbD78fWEXD9fgEz5XcSiS6hioJBs6qOVyXWxb/Echpv3J12eaJP4Ic4jrhpnMOPaTnBTMH1fo5dJ0pzf2s7k/86w0JqtDLSIzXfLyF3UYq6FP638Qupal0TA/ULxEGiV2KB1UXoy9yT++sv6NVoGe9v40v8OnXXakkOdeoFhhpnsbfMRAuCHjUnOiYxLwczUa8OKLsSb8C/JAoyuew69L/Jz7DWi+wBrZTZhHRBXLwj9t3P0I+1gchw70XoUqxBKoWpNekwP6IQjGau11qZTN6KNUos8pYnXuK1sTDSBTwlp5VkjuC2fMN3mzzutKPu4Jz7xMklwayCogwDHNYFNS37DauavJCcZNeUWhqVxQ3cgOAb/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'), #2f2f2f; color: #C6C6C6; } .wrapper code { color: #f1f1f1; } #jumbotron { font-size: 1em; text-align: center; } #jumbotron iframe { vertical-align: middle; } section { padding-top: 3em; } section > h2 { margin-top: 0; } #demos iframe { -webkit-border-radius: 3px; -moz-border-radius: 3px; -ms-border-radius: 3px; -o-border-radius: 3px; border-radius: 3px; -webkit-box-shadow: 0 0 6px rgba(51, 51, 51, 0.8); -moz-box-shadow: 0 0 6px rgba(51, 51, 51, 0.8); box-shadow: 0 0 6px rgba(51, 51, 51, 0.8); } #demos iframe:target { position: fixed; top: 2.4em; bottom: 0; left: 0; right: 0; height: 100%; width: 100%; background: #fff; } .list li a:first-child { font-size: 1.2em; } .download { float: right; } .footer { text-align: center; padding-top: 30px; font-style: italic; } ================================================ FILE: docs/stylesheets/s.scss ================================================ @charset "utf-8"; @import "compass"; @import "recipes"; @import "normalize"; @include icon-font-face-fontawesome; @include icon-font-from-attr($font: fontawesome); // $icon-spacing: .2em; // %icon { // opacity: .8; // font-size: .8em; // text-decoration: none; // } // @include icon-font-before(fontawesome) { // padding-right: $icon-spacing; // @extend %icon; // }; // @include icon-font-after(fontawesome) { // padding-left: $icon-spacing; // @extend %icon; // }; @import "share"; @import "prism/prism-monokai-soda"; // standard code using prism style code:not([class*="language-"]) { padding: 2px; font-family: $prism-font-family; font-size: $prism-font-size; line-height: $prism-line-height; color: $prism-color-neutral; text-shadow: $prism-text-shadow; background: transparentize($prism-background, .2); @include border-radius($prism-border-radius); border: $prism-border; } $colorDark: #333; $colorLight: #eee; @mixin colors($foreground, $background) { color: $foreground; @include colors-elements($foreground, $background); } @mixin colors-elements($foreground, $background) { a { color: $foreground; //&:hover { text-shadow: 0 -1px 0 rgba($background, .2); } } } %light { @include colors($colorLight, $colorDark); } %dark { @include colors($colorDark, $colorLight); } @include colors-elements($colorDark, $colorLight); hr { border: 0; width: 80%; border-bottom: 1px solid #aaa; } // layout body { margin-top: 1.0em; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; overflow-x: hidden; // for ribbon } .row { margin: 0 auto; max-width: 1000px; } $nav-height: 2.4em; header { nav { @extend %light; @include ui-menu-dropdown; @include position(fixed, $top: 0, $left: 0, $right: 0); font-size: .9em; line-height: $nav-height; @include background-gradient(#2F2F2F, matte); @include box-shadow(0 .2em .6em rgba(#000, .8)); ul { position: relative; max-width: 1000px; margin: 0 auto; padding: 0; } li { padding: 0 .6em; } a { text-decoration: none; opacity: .8; &:hover { opacity: 1 } } .sep-after::after { @include pseudo-element(1px, 100%, $display: inline-block); top: 0; right: -2px; background: rgba($colorDark, .9); border-right: 1px solid rgba($colorLight, .1); } $icon-size: 16px; [data-icon] { width: $icon-size; height: $icon-size; &:before { font-size: $icon-size; vertical-align: middle; } } } } #home-link { position: absolute; top: 0; right: 0; a { font-weight: bold; color: #000; text-shadow: 0 1px 0 rgba($colorLight,.1), 0 0 30px rgba($colorLight,.125); @include transition(all .2s linear); &:hover { color: $colorLight; text-decoration: none; text-shadow: 0 1px 0 rgba($colorLight,.1), 0 0 30px rgba($colorLight,.4); } } } #ribbon { font-size: .9em; @include effect-ribbon-corner('top right', 14em, 2.4em, $offset-v: 2em); z-index: 2; text-decoration: none; } #logo { } #logo-icon, #logo-text { display: inline-block; vertical-align: middle; } #logo-icon { margin: 0 1em 0 0; @include transform(rotate(-366deg) scale(0.8)); @include transition(all 1s ease-in-out .6s); #logo:hover & { @include transform(rotate(0deg) scale(1)); } @include image-replace-text-with-dimensions("../../docs/img/logo/compass-recipes-icon-256.png"); } #logo-text { @include hide-text; @include image-replace-text-with-dimensions("../../docs/img/logo/compass-recipes-text-256.png"); margin: auto; padding: 1em 0 2em; } .wrapper { @extend %light; margin: auto; padding: 3em 0 2em; @include background( linear-gradient(0, rgba(#000, .4), rgba(#000, 0) 25%), linear-gradient(0, rgba(#000, 0) 75%, rgba(#000, .4)), radial-gradient(rgba(#000, 0) 75%, rgba(#000, .4)), background_noise( $intensity: 1, $opacity: 0.08), #2F2F2F); color: #C6C6C6; code { color: #f1f1f1; } } #jumbotron { font-size: 1em; text-align: center; iframe { vertical-align: middle; } } section { padding-top: 3em; > h2 { margin-top: 0; } } #demos { iframe { @include border-radius(3px); @include box-shadow(0 0 6px rgba($colorDark, .8)); &:target { position: fixed; top: $nav-height; bottom: 0; left: 0; right: 0; height: 100%; width: 100%; background: #fff; } } } .list { li { a:first-child { font-size: 1.2em; } } } .download { float: right; } .footer { text-align: center; padding-top: 30px; font-style: italic; } ================================================ FILE: index.html ================================================ Compass Recipes, CSS recipes using Sass & Compass mixins and functions
Source on Github

compass recipes using sass

Lots of CSS Recipes, made with Compass using Sass. Ready to use.

Overview

Installation

Compass Recipes is available as a gem (and use Sass and Compass) 

gem update --system
gem install compass-recipes
Then in your compass configuration file config.rb, add : 
require "compass-recipes"

If you are a designer, I encourage you to read the The Designer’s Guide to the OSX Command Prompt.

For more information about alternative installation checkout the Readme on Github

Quickstart

Like every Compass components, you just need to import file and use some mixins. 

@import "recipes/shape/triangle";
.my-triangle {
	@include triangle;
}
Like Compass does, you can include all recipes in a folder like this (some recipes examples have been sneaked) 
@import "recipes/shape";
.my-triangle {
	@include triangle;
}
.my-square {
	@include square
}

@mixin my-weird-mixin($param: true) {
	@if ($param == true) { // == @if (param);
		background: lighten(#000, 10%);
	}
	@else if ($param != null and $param == false) {
		background: darken(#fefefe, 10%);
	}
	@else {
		@extend .selector;
	}
}

@import "recipes/media-queries";
.sidebar {
	@include media-min(60em) {
		float: left;
	}
	background: image-url("sidebar-bg.png");
	@include media-highres() {
		background: image-url("sidebar-bg@2x.png");
	}
	// @2x include will be automatic soon ;)
}

@import "recipes/ui";

body.loading {
	&::before {
		@include ui-loader-pulse;
	}
}

nav {
	@extend %my-nav-style;
	@include ui-menu-dropdown;
}

$tooltip-color: #000 !default;

.tooltip {
	@include ui-tooltip($tip-color: rgba($tooltip-color, .2));
	:first-letter {
		font-size: 1em
	}
}
You can also includes all recipes in one line (this should add nothing to your stylesheets until you call mixins) 

@charset "utf-8";

@import "recipes";

// then call whatever mixins you want !
body {
	@include background-carbon-fiber;
}

@include icon-font-face-fontawesome;
.icon {
	@include icon-font($class: 'fontawesome', $hover: null);
	// require .icon to have a data-icon="{unicode}", see tests to get custom unicode
}

.picture {
	@include effect-glass;
}

Demos View in Fullscreen

Submit a recipe

It's easy to sumbit your own recipe. Using Github you just need to fork & add your recipes into stylesheets/recipes/ in the appropriate folder.
Do not forget to add a visual test into tests/recipes/ with the same path you use for the recipe Sass code.
Please use only Scss syntax.

================================================ FILE: javascripts/polyfills/addEventListener.js ================================================ //addEventListener polyfill 1.0 / Eirik Backer / MIT Licence (function(win, doc){ if(win.addEventListener)return; //No need to polyfill function docHijack(p){var old = doc[p];doc[p] = function(v){return addListen(old(v))}} function addEvent(on, fn, self){ return (self = this).attachEvent('on' + on, function(e){ var e = e || win.event; e.preventDefault = e.preventDefault || function(){e.returnValue = false} e.stopPropagation = e.stopPropagation || function(){e.cancelBubble = true} fn.call(self, e); }); } function addListen(obj, i){ if(i = obj.length)while(i--)obj[i].addEventListener = addEvent; else obj.addEventListener = addEvent; return obj; } addListen([doc, win]); if('Element' in win)win.Element.prototype.addEventListener = addEvent; //IE8 else{ //IE < 8 doc.attachEvent('onreadystatechange', function(){addListen(doc.all)}); //Make sure we also init at domReady docHijack('getElementsByTagName'); docHijack('getElementById'); docHijack('createElement'); addListen(doc.all); } })(window, document); ================================================ FILE: lib/compass-recipes/sass_extensions/_error.rb ================================================ ## # Helper to throw error message ## module Sass::Script::Functions def error(message) raise Sass::SyntaxError, message.value end end ================================================ FILE: lib/compass-recipes/sass_extensions/background_noise.rb ================================================ ## # Sass implementation of the Noisy jquery plugin: # https://github.com/DanielRapp/Noisy # by @philippbosch # https://gist.github.com/1021332 ## require "chunky_png" require "base64" module Sass::Script::Functions def background_noise(kwargs = {}) opts = {} Sass::Util.map_hash({ "intensity" => [0..1, "", :Number, Sass::Script::Number.new(0.5) ], "opacity" => [0..1, "", :Number, Sass::Script::Number.new(0.12)], "size" => [1..512, "px", :Number, Sass::Script::Number.new(200) ], "monochrome" => [[true, false], "", :Bool, Sass::Script::Bool.new(true) ] }) do |name, (range, units, type, default)| if val = kwargs.delete(name) assert_type val, type, name if range && !range.include?(val.value) raise ArgumentError.new("$#{name}: Amount #{val} must be between #{range.first}#{units} and #{range.last}#{units}") end else val = default end opts[name] = val end image = ChunkyPNG::Image.new(opts["size"].to_i, opts["size"].to_i) for i in (0..(opts["intensity"].to_s.to_f * (opts["size"].to_i**2))) x = rand(opts["size"].to_i) y = rand(opts["size"].to_i) r = rand(255) a = rand(255 * opts["opacity"].to_s.to_f) color = opts["monochrome"] ? ChunkyPNG::Color.rgba(r, r, r, a) : ChunkyPNG::Color.rgba(r, rand(255), rand(255), a) image.set_pixel(x, y, color) end data = Base64.encode64(image.to_blob).gsub("\n", "") Sass::Script::String.new("url('data:image/png;base64,#{data}')") end declare :background_noise, [], :var_kwargs => true end ================================================ FILE: lib/compass-recipes/sass_extensions.rb ================================================ ## # Sass extensions for Compass Recipes ## %w(_error background_noise).each do |lib| require File.join(File.dirname(__FILE__), 'sass_extensions', lib) end module Sass::Script::Functions def value(number) Sass::Script::Number.new(number.value, ['']); end end ================================================ FILE: lib/compass-recipes.rb ================================================ require "compass" require File.join(File.dirname(__FILE__), 'compass-recipes', 'sass_extensions') Compass::Frameworks.register("recipes", :path => "#{File.dirname(__FILE__)}/..") ================================================ FILE: stylesheets/_recipes.scss ================================================ @import "recipes/animation"; @import "recipes/background"; @import "recipes/color"; @import "recipes/effect"; @import "recipes/font"; @import "recipes/form"; @import "recipes/google-webfont"; @import "recipes/icon-font"; @import "recipes/icons"; @import "recipes/image"; @import "recipes/layout"; @import "recipes/media-queries"; @import "recipes/shadow"; @import "recipes/shape"; @import "recipes/ui"; @import "recipes/utilities"; ================================================ FILE: stylesheets/recipes/_animation.scss ================================================ @import "recipes/animation/animation"; @import "recipes/animation/keyframes"; @import "recipes/animation/timing-function"; ================================================ FILE: stylesheets/recipes/_background.scss ================================================ @import "recipes/background/blueprint-grid"; @import "recipes/background/carbon-fiber"; @import "recipes/background/checkerboard"; @import "recipes/background/cicada-stripes"; @import "recipes/background/gradients"; @import "recipes/background/houndstooth"; @import "recipes/background/lined-paper"; @import "recipes/background/madras"; @import "recipes/background/metal"; @import "recipes/background/noise"; @import "recipes/background/polka-dot"; @import "recipes/background/radial-overlay"; @import "recipes/background/rainbow"; @import "recipes/background/stripes"; @import "recipes/background/tablecloth"; @import "recipes/background/tartan"; ================================================ FILE: stylesheets/recipes/_color.scss ================================================ //// // Color functions // // @author David Kaneda - http://www.davidkaneda.com /// @import "recipes/color/name"; @import "recipes/color/scheme"; //// // Returns the brightness (out of 100) of a specified color. // @todo explain why this is useful // @param {color} $color The color you want the brightness value of // @return {measurement} /// @function brightness($color) { $r: red($color) / 255 * 100; $g: green($color) / 255 * 100; $b: blue($color) / 255 * 100; $brightness: (($r * 299) + ($g * 587) + ($b * 114)) / 1000; @return $brightness; } // @private @function color-difference($c1, $c2) { @return (max(red($c1), red($c2)) - min(red($c1), red($c2))) + (max(green($c1), green($c2)) - min(green($c1), green($c2))) + (max(blue($c1), blue($c2)) - min(blue($c1), blue($c2))); } // @private @function color-luminance($value) { @if $value <= 0.03928 { @return $value / 12.92; } @else { @return ($value + 0.055)/1.055 * ($value + 0.055)/1.055; } } //// // Returns the luminosity for a specified color // @todo explain why this is useful // @param {color} The color to check // @return {measurement} /// @function luminosity($color) { $r: color-luminance(red($color) / 255); $g: color-luminance(green($color) / 255); $b: color-luminance(blue($color) / 255); @return 0.2126 * $r + 0.7152 * $g + 0.0722 * $b; } @function contrast-ratio($c1, $c2) { $l1: luminosity($c1); $l2: luminosity($c2); @if $l2 > $l1 { @return $l2 / $l1; } @else { @return $l1 / $l2; } } @function get-color-mode($color) { @if brightness($color) > 50 { @return light; } @else { @return dark; } } @function color-offset($color, $contrast: 85%, $mode: $color-mode, $inverse: false) { $flat_color: check-opacity($color); @if $mode == inverse { $mode: reverse-color-mode($color-mode); } @if $inverse == true { $mode: reverse-color-mode($mode); } @if ($mode == light) { @return rgba(lighten($flat_color, $contrast), opacity($color)); } @else if ($mode == dark) { @return rgba(darken($flat_color, $contrast), opacity($color)); } @else { @debug $mode " is not a valid color mode. Use light, dark, or inverse."; @return white; } } @function reverse-color-mode($mode) { @if $mode == dark { @return light; } @else { @return dark; } } @function check-opacity($color) { @if (opacity($color) == 0) { $color: opacify($color, 1); } @if $color == transparent { $color: opacify($color, 1); } @return $color; } @function color-by-background($bg-color, $contrast: $default-text-contrast) { $bg-color: check-opacity($bg-color); $tmpmode: get-color-mode($bg-color); @return color-offset($bg-color, $contrast, $tmpmode, $inverse: true); } @function get-inset-offset($mode){ @if $mode == light { @return 1px; } @else { @return -1px; } } @function safe-saturate($color, $amount) { @if saturation($color) > 0 { @return saturate($color, $amount); } @else { @return $color; } } @mixin color-by-background($bg-color, $contrast: $default-text-contrast, $default-color: false, $inset-text: true) { @if $default-color { color: color-by-background(hsla(hue($default-color), saturation($default-color), lightness($bg-color), opacity($bg-color)), $contrast); } @else { color: color-by-background($bg-color, $contrast); } @if $inset-text { @include inset-by-background($bg-color); } } @mixin inset-by-background($bg-color, $contrast: 10%, $box: false){ $bg-color: check-opacity($bg-color); $offset: get-inset-offset(get-color-mode($bg-color)); @if ($box == true) { @include box-shadow(color-offset($bg-color, $contrast, $mode: get-color-mode($bg-color)) 0 $offset 0); } @include text-shadow(color-offset($bg-color, $contrast, $mode: get-color-mode($bg-color)) 0 $offset 0); } $base-color: blue !default; $neutral-color: #ccc !default; $highlight-color: darken(safe-saturate($base-color, 15), 5) !default; $base-gradient: matte !default; $default-text-contrast: 85% !default; $color-mode: get-color-mode($neutral-color) !default; // Default black used for the black() helper $default-black: #000 !default; // Helper to generate transparent black // $opacity - opacity. Default to 1 (no opacity) @function black($opacity: 1) { @return rgba($default-black, $opacity); } // Default white used for the white() helper $default-white: #fff !default; // Helper to generate transparent white // $opacity - opacity. Default to 1 (no opacity) @function white($opacity: 1) { @return rgba($default-white, $opacity) } ================================================ FILE: stylesheets/recipes/_effect.scss ================================================ @import "recipes/effect/bevel"; @import "recipes/effect/corner-folded"; @import "recipes/effect/corners-tucked"; @import "recipes/effect/cutout"; @import "recipes/effect/folded-corner"; @import "recipes/effect/glass"; @import "recipes/effect/ribbon"; @import "recipes/effect/scatter"; @import "recipes/effect/tape"; ================================================ FILE: stylesheets/recipes/_font.scss ================================================ //// // Font face mixin to import a pack generated from fontsquirrel.com // include .eot (ie), .svg (iphone), .ttf & .woff // // @link http://www.fontsquirrel.com/fontface/generator // @link http://www.fontspring.com/blog/the-new-bulletproof-font-face-syntax // // @author Maxime Thirouin m@moox.fr @MoOx /// @import "compass/css3/font-face"; @mixin font-face-kit($name, $id, $location: auto) { @if ($location == auto) { $location: $name; } // append / if location present @if ($location != false) { $location: $location + "/"; } @else { $location: ""; } @include font-face( "#{$name}", font-files( "#{$location}#{$name}.eot?#iefix", "#{$location}#{$name}.woff", "#{$location}#{$name}.ttf", "#{$location}#{$name}.svg##{$id}" ) ); } ================================================ FILE: stylesheets/recipes/_form.scss ================================================ @import "recipes/form/element"; @import "recipes/form/skin"; ================================================ FILE: stylesheets/recipes/_google-webfont.scss ================================================ //// // Google web font /// $google-font-name: false !default; $google-font-weights: false !default; @if $google-font-name and $google-font-weights { @include google-webfont($google-font-name, $google-font-weights); } @mixin google-webfont( $font-name, $font-weights: 500 ) { // @debug join($font-name,'', '|'); @import url("//fonts.googleapis.com/css?family=#{$font-name}:#{$font-weights}"); } ================================================ FILE: stylesheets/recipes/_icon-font.scss ================================================ //// // Icon Fonts helpers // // Great to use with the some pictos fonts /// @import "compass/css3/background-clip"; @import "compass/css3/user-interface"; @import "compass/css3/text-shadow"; @import "compass/typography/text/replacement"; @import "recipes/font"; @import "recipes/text/gradient"; @import "recipes/background/gradients"; // The default dir where webfont icons are located. // Not need to specify Compass fonts_dir (automatically prefixed). $icon-font-dir: 'icons' !default; // The default suffix for all placeholders. $icon-font-placeholder-suffix: icon-font !default; // The default placeholder name for icon parent container. $icon-font-parent-placeholder: "#{$icon-font-placeholder-suffix}-parent" !default; // The default placeholder name for icon base style. $icon-font-base-placeholder: "#{$icon-font-placeholder-suffix}-base" !default; // The default attribute name which contains the icon character code. $icon-font-attr-name: data-icon !default; // The default icon font size $icon-font-size: 1em !default; // The default color of the icon. $icon-font-color: #999 !default; // The default color of the icon. $icon-font-color-hover: darken($icon-font-color, 10%) !default; // $icon-font-color - The default color of the icon. $icon-font-color-active: darken($icon-font-color, 20%) !default; // The default gradient type of the icon. // Compatibility Webkit only $icon-font-gradient-type: matte !default; // The default gradient type of the icon when state is :hover. // Compatibility in Webkit only $icon-font-gradient-type-hover: $icon-font-gradient-type !default; // The default gradient type of the icon when state is :active. // Compatibility in Webkit only $icon-font-gradient-type-active: recessed !default; // The default shadow type of the icon. $icon-font-shadow: rgba(#000, .6) 0 1px 0 !default; // The default shadow type of the icon when state is :hover. $icon-font-shadow-hover: rgba(#000, .8) 0 1px 0 !default; // The default shadow type of the icon when state is :active. $icon-font-shadow-active: $icon-font-shadow !default; // The default color to use on the border of icons // Compatibility in Webkit only $icon-font-stroke: null !default; // Common base style for icon parent container %#{$icon-font-parent-placeholder} { position: relative; display: inline-block; overflow: visible; } // Common base style for pseudo-selectors %#{$icon-font-base-placeholder} { position: absolute; top: 0; left: 0; text-indent: 0; @include text-shadow(none); @include user-select(none); } // automatically apply the good font family from the font name // Use @extend @mixin icon-font-family($name) { @if ($name != null) { @extend %#{$icon-font-placeholder-suffix}-#{$name}; } } // Icon font declaration using font face // http://www.fontspring.com/blog/the-new-bulletproof-font-face-syntax // $name - font name // $id - font svg #id. Default to the font name // $location - directory where the icon font is located. Default to auto (=> fonts_dir/$icon-font-dir/$name) @mixin icon-font-face($name, $id: $name, $location: auto) { @if ($location == auto) { $location: '#{$icon-font-dir}/#{$name}'; } // include the font @include font-face-kit($name, $id, $location); // declare the icon font family placeholder %#{$icon-font-placeholder-suffix}-#{$name} { font-family: #{$name}; } } // Include the icon font broccolidry @mixin icon-font-face-broccolidry() { @include icon-font-face(broccolidry); } // Include the icon font cuticons @mixin icon-font-face-cuticons() { @include icon-font-face(cuticons); } // Include the icon font ecoico @mixin icon-font-face-ecoico() { @include icon-font-face(ecoico); } // Include the icon font entypo @mixin icon-font-face-entypo() { @include icon-font-face(entypo, EntypoRegular); } // Include the icon font fontawesome @mixin icon-font-face-fontawesome() { @include icon-font-face(fontawesome, FontAwesomeRegular); } // Include the icon font heydings_controls @mixin icon-font-face-heydings_controls() { @include icon-font-face(heydings_controls, HeydingsControlsRegular); } // Include the icon font heydings_icons @mixin icon-font-face-heydings_icons() { @include icon-font-face(heydings_icons, HeydingsCommonIconsRegular); } // Include the icon font icomoon @mixin icon-font-face-icomoon() { @include icon-font-face(icomoon, IcoMoonRegular); } // Include the icon font iconic_fill @mixin icon-font-face-iconic_fill() { @include icon-font-face(iconic_fill, IconicFill); } // Include the icon font iconic_stroke @mixin icon-font-face-iconic_stroke() { @include icon-font-face(iconic_stroke, IconicStroke); } // Include the icon font iconminia @mixin icon-font-face-iconminia() { @include icon-font-face(iconminia); } // Include the icon font meteocons @mixin icon-font-face-meteocons() { @include icon-font-face(meteocons); } // Include the icon font modern_pictograms @mixin icon-font-face-modern_pictograms() { @include icon-font-face(modern_pictograms, ModernPictogramsNormal);} // Include the icon font silkcons @mixin icon-font-face-silkcons() { @include icon-font-face(silkcons); } // Include the icon font socialico @mixin icon-font-face-socialico() { @include icon-font-face(socialico, SocialicoRegular); } // Include the icon font typicons @mixin icon-font-face-typicons() { @include icon-font-face(typicons); } // Include the icon font websymbols @mixin icon-font-face-websymbols() { @include icon-font-face(websymbols, WebSymbolsRegular); } // Include the icon font wpzoom @mixin icon-font-face-wpzoom() { @include icon-font-face(wpzoom); } // Includes a icon font from a character code (Unicode), styled as an icon. // // $character - font character code used. Default to the attribute specified by $icon-font-attr-name // $size - size of the icon. Default to $icon-font-size // $font - icon font family to use. If you use a lot of icon, prefer to use icon-font-attr-rules() mixin to define font globally // $color - The color of the icon. Defaults to $icon-font-color. // $color-hover - The color of the icon when :hover. Default to $icon-font-color-hover, // $color-active - The color of the icon when :active. Default to $icon-font-color-active, // $gradient-type - The gradient type of the icon. Default to $icon-font-gradient-type. See @function background-gradient() for available types. // $gradient-type-hover - The gradient type of the icon when :hover. Default to $icon-font-gradient-type-hover. See @function background-gradient() for available types. // $gradient-type-active - The gradient type of the icon when :active. Default to $icon-font-gradient-type-active. See @function background-gradient() for available types. // $shadow - The shadow of the icon. Default to $icon-font-shadow, // $shadow-hover - The shadow of the icon when :hover. Default to $icon-font-shadow-hover, // $shadow-active - The shadow of the icon when :active. Default to $icon-font-shadow-active, // $stroke - The stroke color of the icon. Default to $icon-font-stroke (null) // $stroke-hover - The stroke color of the icon when :hover. Default to null, // $stroke-active - The stroke color of the icon when :active. Default to null, // $include-states - Whether to include or not :hover & :active states. Default to true, // $hidetext - Whether to hide the default text of the element. Default to true. // // Compatibility in Chrome, Safari, Firefox, Opera & IE8+ @mixin icon-font( $character: attr(#{$icon-font-attr-name}), $size: $icon-font-size, $font: null, $color: $icon-font-color, $color-hover: $icon-font-color-hover, $color-active: $icon-font-color-active, $gradient-type: $icon-font-gradient-type, $gradient-type-hover: $icon-font-gradient-type-hover, $gradient-type-active: $icon-font-gradient-type-active, $shadow: $icon-font-shadow, $shadow-hover: $icon-font-shadow-hover, $shadow-active: $icon-font-shadow-active, $stroke: null, $stroke-hover: null, $stroke-active: null, $include-states: true, $hidetext: true ) { @extend %#{$icon-font-parent-placeholder}; // icon are square width: $size; height: $size; line-height: $size; @if $hidetext { text-indent: -9999px; //@include hide-text(); } // before is for the shadow &:before, // after is for the gradient text trick &:after { @extend %#{$icon-font-base-placeholder}; @include icon-font-family($font); content: $character; font-size: $size; } // Since :after is using text-fill-color: transparent, :before is only used for the shadow; &:before { color: transparent; } @include icon-font-effect($color, $gradient-type, $shadow, $stroke); @if $include-states { &:hover { @include icon-font-effect($color-hover, $gradient-type-hover, $shadow-hover, $stroke-hover) } &:active { @include icon-font-effect($color-active, $gradient-type-active, $shadow-active, $stroke-active) } } } // Mixin to include icon-font color, shadow & stroke // Used by @mixin icont-font() // // $color - The color of the icon // $gradient-type - The gradient-type // $color - The color of the icon @mixin icon-font-effect($color, $gradient-type, $shadow, $stroke) { @if $shadow { &:before { @include text-shadow($shadow); } } @if $color and $gradient-type { &:after { @include text-gradient($color, $gradient-type); } } @if $stroke { -webkit-text-stroke: $stroke; text-stroke: $stroke; } } @mixin icon-font-from-attr($font, $attr-name: $icon-font-attr-name) { [#{$attr-name}] { @include icon-font(attr($attr-name), $font: $font); @content; } } @mixin icon-font-attr-pseudo($pseudo: before, $font: null) { $attr: #{$icon-font-attr-name}-#{$pseudo}; [#{$attr}]:#{$pseudo} { content: attr($attr); @include icon-font-family($name); @content; } } @mixin icon-font-before($font: null) { @include icon-font-attr-pseudo(before, $font) { @content; } } @mixin icon-font-after($font: null) { @include icon-font-attr-pseudo(after, $font) { @content; } } @mixin icon-font-attr-rules($font: null, $from-attr-pseudo: before) { @include icon-font-from-attr($font, $pseudo: $from-attr-pseudo); @include icon-font-attr-before($font); @include icon-font-attr-after($font); } ================================================ FILE: stylesheets/recipes/_icons.scss ================================================ //// // Icon replacement helpers // // @author Maxime Thirouin m@moox.fr @MoOx /// @mixin icon($background-position: 0 50%, $display: inline-block) { background-repeat: no-repeat; background-position: $background-position; display: $display; vertical-align: middle; } @mixin icon-inline( $side: left, $width: 24px, $height: auto, $background-position: 2px 50%, $display: inline-block ) { @if $height == auto { $height: $width; } @include icon($background-position, $display); padding-#{$side}: $width; line-height: $height; } @mixin icon-left($width: 24px, $height: auto, $background-position: 2px 50%, $display: inline-block) { @include icon-inline(left, $width, $height, $background-position, $display); } @mixin icon-right($width: 24px, $height: auto, $background-position: 100% 50%, $display: inline-block) { @include icon-inline(right, $width, $height, $background-position, $display); } ================================================ FILE: stylesheets/recipes/_image.scss ================================================ @import "compass/typography/text/replacement"; @import "recipes/image/dimensions"; @import "recipes/image/inline"; @import "recipes/image/sprite"; @mixin image($img, $x: 50%, $y: 50%, $dimensions: false) { background: { image: image-url($img); repeat: no-repeat; position: $x $y; } @include image-dimensions($img, $dimensions); } // Image with dimensions helper. // It use the background image property + width & height // $img: uri of the image you want; // $line-height: boolean to include the height as line-height too (e.g. for button with one line vertically centred) @mixin image-with-dimensions($img, $line-height: false, $x: 50%, $y: 50%) { @include image($img, $x, $y, true true $line-height); } // I know it's like compass replace-text() // But I prefer this "verbosity @mixin image-replace-text($img, $x: 50%, $y: 50%, $dimensions: false) { @include hide-text; @include image($img, $x, $y, $dimensions); } @mixin image-replace-text-with-dimensions($img, $x: 50%, $y: 50%, $dimensions: true) { @include image-replace-text($img, $x, $y, $dimensions); } ================================================ FILE: stylesheets/recipes/_layout.scss ================================================ @import "recipes/layout/vertical-align"; ================================================ FILE: stylesheets/recipes/_media-queries.scss ================================================ @import "recipes/media-queries/orientation"; @import "recipes/media-queries/resolution"; @import "recipes/media-queries/size"; //// // Media queries for javascript // // You can use this snippet // var size = window.getComputedStyle(document.body,':after').getPropertyValue('content'); // if (size == 'widescreen') { // // code for 'widescreen' ! // } // // or use the compass extension media-queries-for-js with the command // `compass recipes/media-queries-for-js` // //// @mixin media-queries-for-js($name, $media-queries) { @media ($media-queries) { body:after { content: "#{$name}"; display: none; } } } ================================================ FILE: stylesheets/recipes/_shadow.scss ================================================ @import "recipes/shadow/drop"; @import "recipes/shadow/top-edge"; ================================================ FILE: stylesheets/recipes/_shape.scss ================================================ //// // Shapes ! // Polygons, ellipses and symbols // // @thanks Chris Coyier @chriscoyier // @link http://css-tricks.com/examples/ShapesOfCSS/ // @author Maxime Thirouin m@moox.fr @MoOx /// @import "recipes/shape/ellipse"; @import "recipes/shape/polygon"; @import "recipes/shape/symbol"; ================================================ FILE: stylesheets/recipes/_text.scss ================================================ @import "recipes/text/gradient"; ================================================ FILE: stylesheets/recipes/_ui.scss ================================================ @import "recipes/ui/convex"; @import "recipes/ui/glossy"; @import "recipes/ui/gradient"; @import "recipes/ui/keyboard"; @import "recipes/ui/menu"; @import "recipes/ui/overlay"; @import "recipes/ui/separator"; @import "recipes/ui/tooltip"; ================================================ FILE: stylesheets/recipes/_utilities.scss ================================================ @import "recipes/utilities/block-inline-block"; @import "recipes/utilities/clearfix"; @import "recipes/utilities/list-inline-block"; @import "recipes/utilities/position"; @import "recipes/utilities/pseudo-element"; @import "recipes/utilities/relative-position"; ================================================ FILE: stylesheets/recipes/animation/_animation.scss ================================================ // taken from bourbon // http://www.w3.org/TR/css3-animations/#the-animation-name-property- // Each of these mixins support comma separated lists of values, which allows different transitions for individual properties to be described in a single style rule. Each value in the list corresponds to the value at that same position in the other properties. // Official animation shorthand property. @mixin animation ($animation-1, $animation-2: false, $animation-3: false, $animation-4: false, $animation-5: false, $animation-6: false, $animation-7: false, $animation-8: false, $animation-9: false) { $full: compact($animation-1, $animation-2, $animation-3, $animation-4, $animation-5, $animation-6, $animation-7, $animation-8, $animation-9); -webkit-animation: $full; -moz-animation: $full; animation: $full; } // Individual Animation Properties @mixin animation-name ($name-1, $name-2: false, $name-3: false, $name-4: false, $name-5: false, $name-6: false, $name-7: false, $name-8: false, $name-9: false) { $full: compact($name-1, $name-2, $name-3, $name-4, $name-5, $name-6, $name-7, $name-8, $name-9); -webkit-animation-name: $full; -moz-animation-name: $full; animation-name: $full; } @mixin animation-duration ($time-1: 0, $time-2: false, $time-3: false, $time-4: false, $time-5: false, $time-6: false, $time-7: false, $time-8: false, $time-9: false) { $full: compact($time-1, $time-2, $time-3, $time-4, $time-5, $time-6, $time-7, $time-8, $time-9); -webkit-animation-duration: $full; -moz-animation-duration: $full; animation-duration: $full; } @mixin animation-timing-function ($motion-1: ease, // ease | linear | ease-in | ease-out | ease-in-out $motion-2: false, $motion-3: false, $motion-4: false, $motion-5: false, $motion-6: false, $motion-7: false, $motion-8: false, $motion-9: false) { $full: compact($motion-1, $motion-2, $motion-3, $motion-4, $motion-5, $motion-6, $motion-7, $motion-8, $motion-9); -webkit-animation-timing-function: $full; -moz-animation-timing-function: $full; animation-timing-function: $full; } @mixin animation-iteration-count ($value-1: 1, // infinite | $value-2: false, $value-3: false, $value-4: false, $value-5: false, $value-6: false, $value-7: false, $value-8: false, $value-9: false) { $full: compact($value-1, $value-2, $value-3, $value-4, $value-5, $value-6, $value-7, $value-8, $value-9); -webkit-animation-iteration-count: $full; -moz-animation-iteration-count: $full; animation-iteration-count: $full; } @mixin animation-direction ($direction-1: normal, // normal | alternate $direction-2: false, $direction-3: false, $direction-4: false, $direction-5: false, $direction-6: false, $direction-7: false, $direction-8: false, $direction-9: false) { $full: compact($direction-1, $direction-2, $direction-3, $direction-4, $direction-5, $direction-6, $direction-7, $direction-8, $direction-9); -webkit-animation-direction: $full; -moz-animation-direction: $full; animation-direction: $full; } @mixin animation-play-state ($state-1: running, // running | paused $state-2: false, $state-3: false, $state-4: false, $state-5: false, $state-6: false, $state-7: false, $state-8: false, $state-9: false) { $full: compact($state-1, $state-2, $state-3, $state-4, $state-5, $state-6, $state-7, $state-8, $state-9); -webkit-animation-play-state: $full; -moz-animation-play-state: $full; animation-play-state: $full; } @mixin animation-delay ($time-1: 0, $time-2: false, $time-3: false, $time-4: false, $time-5: false, $time-6: false, $time-7: false, $time-8: false, $time-9: false) { $full: compact($time-1, $time-2, $time-3, $time-4, $time-5, $time-6, $time-7, $time-8, $time-9); -webkit-animation-delay: $full; -moz-animation-delay: $full; animation-delay: $full; } @mixin animation-fill-mode ($mode-1: none, // http://goo.gl/l6ckm // none | forwards | backwards | both $mode-2: false, $mode-3: false, $mode-4: false, $mode-5: false, $mode-6: false, $mode-7: false, $mode-8: false, $mode-9: false) { $full: compact($mode-1, $mode-2, $mode-3, $mode-4, $mode-5, $mode-6, $mode-7, $mode-8, $mode-9); -webkit-animation-fill-mode: $full; -moz-animation-fill-mode: $full; animation-fill-mode: $full; } ================================================ FILE: stylesheets/recipes/animation/_keyframes.scss ================================================ // Keyframes for Animations @mixin keyframes($name) { @-webkit-keyframes $name { @content; } @-moz-keyframes $name { @content; } @keyframes $name { @content; } } ================================================ FILE: stylesheets/recipes/animation/_timing-function.scss ================================================ // CSS cubic-bezier timing functions. Timing functions courtesy of jquery.easie (github.com/jaukia/easie) // Timing functions are the same as demo'ed here: http://jqueryui.com/demos/effect/easing.html // EASE IN $ease-in-quad: cubic-bezier(0.550, 0.085, 0.680, 0.530); $ease-in-cubic: cubic-bezier(0.550, 0.055, 0.675, 0.190); $ease-in-quart: cubic-bezier(0.895, 0.030, 0.685, 0.220); $ease-in-quint: cubic-bezier(0.755, 0.050, 0.855, 0.060); $ease-in-sine: cubic-bezier(0.470, 0.000, 0.745, 0.715); $ease-in-expo: cubic-bezier(0.950, 0.050, 0.795, 0.035); $ease-in-circ: cubic-bezier(0.600, 0.040, 0.980, 0.335); // EASE OUT $ease-out-quad: cubic-bezier(0.250, 0.460, 0.450, 0.940); $ease-out-cubic: cubic-bezier(0.215, 0.610, 0.355, 1.000); $ease-out-quart: cubic-bezier(0.165, 0.840, 0.440, 1.000); $ease-out-quint: cubic-bezier(0.230, 1.000, 0.320, 1.000); $ease-out-sine: cubic-bezier(0.390, 0.575, 0.565, 1.000); $ease-out-expo: cubic-bezier(0.190, 1.000, 0.220, 1.000); $ease-out-circ: cubic-bezier(0.075, 0.820, 0.165, 1.000); // EASE IN OUT $ease-in-out-quad: cubic-bezier(0.455, 0.030, 0.515, 0.955); $ease-in-out-cubic: cubic-bezier(0.645, 0.045, 0.355, 1.000); $ease-in-out-quart: cubic-bezier(0.770, 0.000, 0.175, 1.000); $ease-in-out-quint: cubic-bezier(0.860, 0.000, 0.070, 1.000); $ease-in-out-sine: cubic-bezier(0.445, 0.050, 0.550, 0.950); $ease-in-out-expo: cubic-bezier(1.000, 0.000, 0.000, 1.000); $ease-in-out-circ: cubic-bezier(0.785, 0.135, 0.150, 0.860); ================================================ FILE: stylesheets/recipes/background/_blueprint-grid.scss ================================================ //// // Blueprint grid background pattern // // @link http://lea.verou.me/css3patterns/#blueprint-grid // // @author Lea Verou http://lea.verou.me/ for the original pattern // @author Maxime Thirouin m@moox.fr @MoOx /// @import "compass/css3/images"; @mixin background-blueprint-grid( $background-color: #2574b0, $foreground-color: rgba(#fff, .2), $foreground-color-alt: rgba(#fff, .1), $width: 100px, $width-alt: 20px, $border-width: 1px, $border-width-alt: 1px) { background-color: $background-color; $transparent: transparentize($foreground-color, 1); // cannot use 0 (sass_extensions error) for horizontal linear-gradient, so we use keyword 'left' @include background-image( // big square linear-gradient($foreground-color $border-width, $transparent $border-width), linear-gradient(left, $foreground-color $border-width, $transparent $border-width), // tiny square linear-gradient($foreground-color-alt $border-width-alt, $transparent $border-width-alt), linear-gradient(left, $foreground-color-alt $border-width-alt, $transparent $border-width-alt) ); background-size: // big square $width $width, $width $width, // tiny square $width-alt $width-alt, $width-alt $width-alt ; // to replace the grid correctly background-position: -#{$border-width} -#{$border-width}, -#{$border-width} -#{$border-width}, -#{$border-width-alt} -#{$border-width-alt}, -#{$border-width-alt} -#{$border-width-alt} ; } ================================================ FILE: stylesheets/recipes/background/_carbon-fiber.scss ================================================ //// // Carbon Fiber background pattern // // @author Lea Verou http://lea.verou.me/ for the original pattern // @author David Kaneda http://www.davidkaneda.com/ for the Sass mixin // // @link http://lea.verou.me/css3patterns/ /// @import "compass/css3/images"; $background-carbon-fiber-base-color: #222 !default; @mixin background-carbon-fiber( $background-color: $background-carbon-fiber-base-color, $dot-color: scale-lightness($background-color, -50), $highlight-color: rgba(#fff, .1), $spacing-size: 16px, $dot-size: 2px ) { @include background-image( radial-gradient($dot-color $dot-size, rgba(darken($dot-color, 5), 0) $dot-size + 1), radial-gradient($dot-color $dot-size, rgba(darken($dot-color, 5), 0) $dot-size + 1), radial-gradient($highlight-color $dot-size, rgba(#fff, 0) $dot-size + 1px), radial-gradient($highlight-color $dot-size, rgba(#fff, 0) $dot-size + 1px) ); background-repeat: repeat; background-position: 0 0, $spacing-size/2 $spacing-size/2, 0 1px, $spacing-size/2 $spacing-size/2 + 1px; background-color: $background-color; background-size: $spacing-size $spacing-size; } ================================================ FILE: stylesheets/recipes/background/_checkerboard.scss ================================================ //// // Checkerboard background pattern // // @link http://lea.verou.me/css3patterns/#checkerboard // @link http://lea.verou.me/css3patterns/#diagonal-checkerboard // // @author Lea Verou http://lea.verou.me/ for the original pattern // @author Mason Wendell mason@canarypromo.com @canarymason for the sass mixin /// @import "compass/css3/images"; @mixin background-checkerboard($bg-color: #eee, $box-color: black, $size: 60px) { $transparent: rgba(black, 0); background-color: $bg-color; @include background-image( linear-gradient( 45deg, $box-color 25%, $transparent 25%, $transparent 75%, $box-color 75%, $box-color ), linear-gradient( 45deg, $box-color 25%, $transparent 25%, $transparent 75%, $box-color 75%, $box-color ) ); background-size: $size $size; background-position: 0 0, ($size / 2) ($size / 2); } @mixin background-checkerboard-diagonal($bg-color: #eee, $box-color: black, $size: 60px) { $transparent: rgba(black, 0); background-color: $bg-color; @include background-image( linear-gradient( 45deg, $box-color 25%, $transparent 25%, $transparent 75%, $box-color 75%, $box-color ), linear-gradient( -45deg, $box-color 25%, $transparent 25%, $transparent 75%, $box-color 75%, $box-color ) ); background-size:$size $size; } ================================================ FILE: stylesheets/recipes/background/_cicada-stripes.scss ================================================ //// // Cicada background pattern // // @link http://lea.verou.me/css3patterns/#cicada-stripes // // @author Randy Merril http://forthedeveloper.com/ for the original pattern // @author Mason Wendell mason@canarypromo.com @canarymason for the sass mixin /// @import "compass/css3/images"; @mixin background-cicada-stripes($bg-color: gray, $stripe-color: white, $dir: left) { $transparent: rgba(black, 0); $stripe-color1: rgba($stripe-color, 0.07); $stripe-color2: rgba($stripe-color, 0.13); $stripe-color3: rgba($stripe-color, 0.17); $stripe-color4: rgba($stripe-color, 0.19); background-color: $bg-color; @include background-image( linear-gradient( $dir, $stripe-color1 50%, $transparent 50% ), linear-gradient( $dir, $stripe-color2 50%, $transparent 50% ), linear-gradient( $dir, $transparent 50%, $stripe-color3 50% ), linear-gradient( $dir, $transparent 50%, $stripe-color4 50% ) ); background-size: 13px, 29px, 37px, 53px; } ================================================ FILE: stylesheets/recipes/background/_gradients.scss ================================================ //// // @class Gradients // @author David Kaneda http://www.davidkaneda.com/ /// //// // Adds a background gradient into a specified selector. // // @include background-gradient(#444, 'glossy'); // // You can also use color-stops if you want full control of the gradient: // // @include background-gradient(#444, color-stops(#333, #222, #111)); // // @param {color} $bg-color // The base color of the gradient. // // @param {string/list} $type // The style of the gradient, one of five pre-defined options: matte, bevel, glossy, recessed, or linear: // // @include background-gradient(red, 'glossy'); // // It can also accept a list of color-stop values:; // // @include background-gradient(black, color-stops(#333, #111, #000)); // // @param {string} $direction // The direction of the gradient. /// @import "compass/css3/images"; @mixin background-gradient($bg-color, $type: null, $direction: top) { background: $bg-color; // fallback $background-image: background-gradient($bg-color, $type, $direction); @if $background-image != null { @include background($bg-color $background-image); } } @function background-gradient($bg-color, $type: null, $direction: top) { @if $type != null and $bg-color != transparent { // Color stops provided @if type-of($type) == "list" { @return linear-gradient($direction, $type); } // Default gradients @else if $type == bevel { @return bevel-gradient($bg-color, $direction); } @else if $type == glossy { @return glossy-gradient($bg-color, $direction); } @else if $type == recessed { @return recessed-gradient($bg-color, $direction); } @else if $type == linear { @return linear-gradient($direction, color_stops(lighten($bg-color, 5%), darken($bg-color, 10%))); } @else if $type == matte { @return matte-gradient($bg-color, $direction); } @else { @warn "Background gradient type `#{$type} `does not exist"; } } @return null; } // These are functions so they can be combined together with background-image()// ie. @include background-image(background_noise(), glossy-gradient()); @function bevel-gradient($bg-color: $base-color, $direction: top) { @return linear-gradient($direction, color_stops( lighten($bg-color, 15%), lighten($bg-color, 8%) 30%, $bg-color 65%, darken($bg-color, 6%) )); } @function glossy-gradient($bg-color: $base-color, $direction: top) { @return linear-gradient($direction, color_stops(lighten($bg-color, 15%), lighten($bg-color, 5%) 50%, $bg-color 51%, darken($bg-color, 5%))); } @function recessed-gradient($bg-color: $base-color, $direction: top) { @return linear-gradient($direction, color_stops(darken($bg-color, 10%), darken($bg-color, 5%) 10%, $bg-color 65%, lighten($bg-color, .5%))); } @function matte-gradient($bg-color: $base-color, $direction: top) { @return linear-gradient($direction, color_stops(lighten($bg-color, 15%), lighten($bg-color, 5%) 3%, darken($bg-color, 5%))); } ================================================ FILE: stylesheets/recipes/background/_houndstooth.scss ================================================ //// // Houndstooth background pattern // // @link http://lea.verou.me/css3patterns/#houndstooth // // @author Antoine Bernier http://abernier.name for the original pattern // @author Mason Wendell mason@canarypromo.com @canarymason for the sass mixin /// @import "compass/css3/images"; @mixin background-houndstooth($color-1: white, $color-2: black, $size: 2em) { $transparent: rgba(black, 0); background-color: $color-1; @include background-image( linear-gradient( -45deg, $color-1 25%, $transparent 25%, $transparent 75%, $color-2 75%, $color-2 ), linear-gradient( -45deg, $color-2 25%, $transparent 25%, $transparent 75%, $color-1 75%, $color-1 ), linear-gradient( 45deg, $color-2 17%, $transparent 17%, $transparent 25%, $color-2 25%, $color-2 36%, $transparent 36%, $transparent 64%, $color-2 64%, $color-2 75%, $transparent 75%, $transparent 83%, $color-2 83% ) ); background-size: $size $size; background-position: 0 0, ($size / 2) ($size / 2), ($size / 2) ($size / 2) } ================================================ FILE: stylesheets/recipes/background/_lined-paper.scss ================================================ //// // Lined paper background pattern // // @link http://lea.verou.me/css3patterns/#lined-paper // // @author Sarah Backhouse http://www.jadu.net/ for the original pattern // @author Mason Wendell mason@canarypromo.com @canarymason for the sass mixin /// @import "compass/css3/images"; @mixin background-lined-paper($bg-color: white, $rule-color: #eeeeee, $guide-color: #abced4, $baseline: 1.5em, $margin: 79px) { $transparent: rgba(black, 0); background-color: $bg-color; @include background-image( linear-gradient( left, $transparent $margin, $guide-color $margin, $guide-color $margin + 3, $transparent $margin + 3 ), linear-gradient( top, $rule-color 0.05em, $transparent 0.05em ) ); background-size: 100% $baseline; } ================================================ FILE: stylesheets/recipes/background/_madras.scss ================================================ //// // Madras background pattern // // Before compass 0.11.5, you need to add // Compass::BrowserSupport.add_support("repeating-linear-gradient", "webkit", "moz", "o", "ms") // To your configuration (config.rb) // @see https://github.com/chriseppstein/compass/issues/401 // // @link http://lea.verou.me/css3patterns/#madras // // @author Divya Manian http://nimbupani.com/ for the original pattern // @author Mason Wendell mason@canarypromo.com @canarymason for the sass mixin /// @import "compass/css3/images"; @mixin background-madras($bg-color: hsl(34, 53%, 82%), $color1: $bg-color, $color2: $bg-color, $color3: $bg-color) { $transparent: rgba(black, 0); // calculate colors if specific colors aren't passed in @if ($color1 == $bg-color){ $color1: change-color(rgba(complement($bg-color), 1), $saturation: 65%, $lightness: 10%, $alpha: 0.5); } @if ($color2 == $bg-color){ $color2: adjust-color(rgba($bg-color, 1), $hue: -30, $lightness: -20%, $alpha: -0.5); } @if ($color3 == $bg-color){ $color3: adjust-color(rgba($bg-color, 1), $saturation: 35%, $lightness: -20%, $alpha: -0.5); } background-color: $bg-color; @include background-image( repeating-linear-gradient( 45deg, transparent 5px, $color1 5px, $color1 10px, $transparent 10px, $transparent 35px, $color2 35px, $color2 40px, $color1 40px, $color1 50px, $transparent 50px, $transparent 60px, $color2 60px, $color2 70px, $color3 70px, $color3 80px, $transparent 80px, $transparent 90px, $color2 90px, $color2 110px, $transparent 110px, $transparent 120px, $color1 120px, $color1 140px ), repeating-linear-gradient( 135deg, transparent 5px, $color1 5px, $color1 10px, $transparent 10px, $transparent 35px, $color2 35px, $color2 40px, $color1 40px, $color1 50px, $transparent 50px, $transparent 60px, $color2 60px, $color2 70px, $color3 70px, $color3 80px, $transparent 80px, $transparent 90px, $color2 90px, $color2 110px, $transparent 110px, $transparent 140px, $color1 140px, $color1 160px ) ); } ================================================ FILE: stylesheets/recipes/background/_metal.scss ================================================ //// // Background metal pattern // Works better with tiny width since it's actually made with % // // @author @Simurai // @author @MoOx for compass version //// @import "recipes/utilities/pseudo-element"; @import "compass/layout/stretching"; @mixin background-metal() { @include background( repeating-linear-gradient(left, hsla(0,0%,100%,0) 0%, hsla(0,0%,100%,0) 6%, hsla(0,0%,100%, .1) 7.5%), repeating-linear-gradient(left, hsla(0,0%, 0%,0) 0%, hsla(0,0%, 0%,0) 4%, hsla(0,0%, 0%,.03) 4.5%), repeating-linear-gradient(left, hsla(0,0%,100%,0) 0%, hsla(0,0%,100%,0) 1.2%, hsla(0,0%,100%,.15) 2.2%), linear-gradient(-90deg, hsl(0,0%,78%) 0%, hsl(0,0%,90%) 47%, hsl(0,0%,78%) 53%, hsl(0,0%,70%)100%) ); } @mixin background-metal-radial() { @include background( radial-gradient( 50% 0%, 8% 50%, hsla(0,0%,100%,.5) 0%, hsla(0,0%,100%,0) 100%), radial-gradient( 50% 100%, 12% 50%, hsla(0,0%,100%,.6) 0%, hsla(0,0%,100%,0) 100%), radial-gradient( 0% 50%, 50% 7%, hsla(0,0%,100%,.5) 0%, hsla(0,0%,100%,0) 100%), radial-gradient( 100% 50%, 50% 5%, hsla(0,0%,100%,.5) 0%, hsla(0,0%,100%,0) 100%), repeating-radial-gradient( 50% 50%, 100% 100%, hsla(0,0%, 0%,0) 0%, hsla(0,0%, 0%,0) 3%, hsla(0,0%, 0%,.1) 3.5%), repeating-radial-gradient( 50% 50%, 100% 100%, hsla(0,0%,100%,0) 0%, hsla(0,0%,100%,0) 6%, hsla(0,0%,100%,.1) 7.5%), repeating-radial-gradient( 50% 50%, 100% 100%, hsla(0,0%,100%,0) 0%, hsla(0,0%,100%,0) 1.2%, hsla(0,0%,100%,.2) 2.2%), radial-gradient( 50% 50%, 200% 50%, hsla(0,0%,90%,1) 5%, hsla(0,0%,85%,1) 30%, hsla(0,0%,60%,1) 100%) ); position: relative; &:before, &:after { @include pseudo-element(); @include stretch(); border-radius: inherit; // fake conical gradients @include background( radial-gradient( 50% 0%, 10% 50%, hsla(0,0%,0%,.1) 0%, hsla(0,0%,0%,0) 100%), radial-gradient( 50% 100%, 10% 50%, hsla(0,0%,0%,.1) 0%, hsla(0,0%,0%,0) 100%), radial-gradient( 0% 50%, 50% 10%, hsla(0,0%,0%,.1) 0%, hsla(0,0%,0%,0) 100%), radial-gradient( 100% 50%, 50% 06%, hsla(0,0%,0%,.1) 0%, hsla(0,0%,0%,0) 100%) ); } &:before { @include transform(rotate( 65deg)); } &:after { @include transform(rotate(-65deg)); } } ================================================ FILE: stylesheets/recipes/background/_noise.scss ================================================ //// // Background noise recipe // // This recipe use a sass function to generate a .png file // // Inspired by a jQuery plugin "Noisy" by Daniel Rapp @DanielRapp // @link https://github.com/DanielRapp/Noisy // // Converted using Sass by Aaron Russell @aaronrussell & Philipp Bosch @philippbosch // @link https://gist.github.com/1021332 // // Ported to a sass gem by Antti Salonen @antsa // @link https://github.com/antsa/sassy_noise // // Mixin: background-noise // Function: background_noise // // @author Daniel Rapp @DanielRapp // @author Aaron Russell @aaronrussell // @author Philipp Bosch @philippbosch // @author Antti Salonen @antsa // @author Maxime Thirouin m@moox.fr @MoOx /// @import "compass/css3/images"; // default values $background-noise-intensity: 0.5 !default; $background-noise-opacity: 0.12 !default; $background-noise-size: 200 !default; $background-noise-monochrome: true !default; @mixin background-noise( $intensity: $background-noise-intensity, $opacity: $background-noise-opacity, $size: $background-noise-size, $monochrome: $background-noise-monochrome ) { background-image: background_noise( $intensity: $intensity, $opacity: $opacity, $size: $size, $monochrome: $monochrome ); background-repeat: repeat; } ================================================ FILE: stylesheets/recipes/background/_polka-dot.scss ================================================ //// // Polkadot background pattern // // @link http://lea.verou.me/css3patterns/#polka-dot // // @author Lea Verou http://lea.verou.me/ for the original pattern // @author Mason Wendell mason@canarypromo.com @canarymason for the sass mixin /// @import "compass/css3/images"; @mixin background-polka-dot($bg-color: black, $dot-color: white, $size: 15%, $spacing: 60px) { $transparent: rgba(black, 0); background-color: $bg-color; @include background-image( radial-gradient( $dot-color $size, $transparent $size + 1 ), radial-gradient( $dot-color $size, $transparent $size + 1 ) ); background-size: $spacing $spacing; background-position: 0 0, ($spacing / 2) ($spacing / 2); } ================================================ FILE: stylesheets/recipes/background/_radial-overlay.scss ================================================ //// // Background overlay inspired by Google Chrome modal overlay // // @author Maxime Thirouin m@moox.fr @MoOx /// @import "compass/css3/images"; @mixin background-radial-overlay( $background-color: rgba(#000, .7), $foreground-color: rgba(#7f7f7f, .5), $radial-change-color-distance: 35%) { @include background-image(radial-gradient($foreground-color, $foreground-color $radial-change-color-distance, $background-color)); } ================================================ FILE: stylesheets/recipes/background/_rainbow.scss ================================================ //// // Rainbow gradient function & background mixin // // @author Maxime Thirouin m@moox.fr @MoOx /// @import "recipes/color/name"; @mixin background-rainbow($alpha: 1, $from: left) { @include background-image(linear-gradient-rainbow($alpha, $from)); } @function linear-gradient-rainbow($alpha: 1, $from: left) { $alpha: 1 - $alpha; $percentage: 100%/6; // 7 colors, so 6 gaps @return linear-gradient( $from, transparentize($red, $alpha), transparentize($orange, $alpha) $percentage, transparentize($yellow, $alpha) $percentage * 2, transparentize($green, $alpha) $percentage * 3, transparentize($blue, $alpha) $percentage * 4, transparentize($indigo, $alpha) $percentage * 5, transparentize($violet, $alpha) ); } ================================================ FILE: stylesheets/recipes/background/_stripes.scss ================================================ //// // Striped background patterns // // Before compass 0.11.5, you need to add // Compass::BrowserSupport.add_support("repeating-linear-gradient", "webkit", "moz", "o", "ms") // To your configuration (config.rb) // @see https://github.com/chriseppstein/compass/issues/401 // // @link http://lea.verou.me/css3patterns/#horizontal-stripes // @link http://lea.verou.me/css3patterns/#vertical-stripes // // @author Lea Verou http://lea.verou.me/ for the original pattern // @author Mason Wendell mason@canarypromo.com @canarymason for the sass mixin /// @import "compass/css3/images"; @mixin background-stripes-straight($dir: left, $bg-color: gray, $stripe-color: rgba(white, 0.5), $size: 50px) { $transparent: rgba(black, 0); background-color: $bg-color; @include background-image( linear-gradient( $dir, $transparent 50%, $stripe-color 50% ) ); background-size: $size $size; } @mixin background-diagonal-stripes($dir: 45deg, $bg-color: gray, $stripe-color: rgba(white, 0.5), $size: 50px) { $transparent: rgba(black, 0); background-color: $bg-color; @include background-image( repeating-linear-gradient( $dir, $transparent, $transparent $size / 2, $stripe-color $size / 2, $stripe-color $size ) ); } ================================================ FILE: stylesheets/recipes/background/_tablecloth.scss ================================================ //// // Tablecloth background pattern // // @link http://lea.verou.me/css3patterns/#tablecloth // // @author Lea Verou http://lea.verou.me/ for the original pattern // @author Mason Wendell mason@canarypromo.com @canarymason for the sass mixin /// @import "compass/css3/images"; @mixin background-tablecloth($bg-color: white, $stripe-color: rgba(200,0,0,.5), $size: 50px) { $transparent: rgba(black, 0); background-color: $bg-color; @include background-image( linear-gradient( 0, $stripe-color 50%, $transparent 50% ), linear-gradient( $stripe-color 50%, $transparent 50% ) ); background-size: $size $size; } ================================================ FILE: stylesheets/recipes/background/_tartan.scss ================================================ //// // Background tartan // // Before compass 0.11.5, you need to add // Compass::BrowserSupport.add_support("repeating-linear-gradient", "webkit", "moz", "o", "ms") // To your configuration (config.rb) // @see https://github.com/chriseppstein/compass/issues/401 // // @link http://lea.verou.me/css3patterns/#tartan // // @author Marta Armada http://swwweet.com/ for the original pattern // @author Maxime Thirouin m@moox.fr @MoOx /// @import "compass/css3/images"; @mixin background-tartan($background-color: hsl(2, 57%, 40%)) { $transparent: rgba(#fff, 0); background-color: $background-color; @include background-image( repeating-linear-gradient( $transparent, $transparent 50px, rgba(#000,.4) 50px, rgba(#000,.4) 53px, $transparent 53px, $transparent 63px, rgba(#000,.4) 63px, rgba(#000,.4) 66px, $transparent 66px, $transparent 116px, rgba(#000,.5) 116px, rgba(#000,.5) 166px, rgba(#fff,.2) 166px, rgba(#fff,.2) 169px, rgba(#000,.5) 169px, rgba(#000,.5) 179px, rgba(#fff,.2) 179px, rgba(#fff,.2) 182px, rgba(#000,.5) 182px, rgba(#000,.5) 232px, $transparent 232px ), repeating-linear-gradient( 180deg, // same as above, just with 180deg $transparent, $transparent 50px, rgba(#000,.4) 50px, rgba(#000,.4) 53px, $transparent 53px, $transparent 63px, rgba(#000,.4) 63px, rgba(#000,.4) 66px, $transparent 66px, $transparent 116px, rgba(#000,.5) 116px, rgba(#000,.5) 166px, rgba(#fff,.2) 166px, rgba(#fff,.2) 169px, rgba(#000,.5) 169px, rgba(#000,.5) 179px, rgba(#fff,.2) 179px, rgba(#fff,.2) 182px, rgba(#000,.5) 182px, rgba(#000,.5) 232px, $transparent 232px ), repeating-linear-gradient( -35deg, $transparent, $transparent 2px, rgba(#000,.2) 2px, rgba(#000,.2) 3px, $transparent 3px, $transparent 5px, rgba(#000,.2) 5px ) ); } ================================================ FILE: stylesheets/recipes/color/_name.scss ================================================ //// // Colors name definitions /// $aliceblue:#f0f8ff; $antiquewhite:#faebd7; $aqua:#00ffff; $aquamarine:#7fffd4; $azure:#f0ffff; $beige:#f5f5dc; $bisque:#ffe4c4; $black:#000000; $blanchedalmond:#ffebcd; $blue:#0000ff; $blueviolet:#8a2be2; $brown:#a52a2a; $burlywood:#deb887; $cadetblue:#5f9ea0; $chartreuse:#7fff00; $chocolate:#d2691e; $coral:#ff7f50; $cornflowerblue:#6495ed; $cornsilk:#fff8dc; $crimson:#dc143c; $cyan:#00ffff; $darkblue:#00008b; $darkcyan:#008b8b; $darkgoldenrod:#b8860b; $darkgray:#a9a9a9; $darkgrey:#a9a9a9; $darkgreen:#006400; $darkkhaki:#bdb76b; $darkmagenta:#8b008b; $darkolivegreen:#556b2f; $darkorange:#ff8c00; $darkorchid:#9932cc; $darkred:#8b0000; $darksalmon:#e9967a; $darkseagreen:#8fbc8f; $darkslateblue:#483d8b; $darkslategray:#2f4f4f; $darkslategrey:#2f4f4f; $darkturquoise:#00ced1; $darkviolet:#9400d3; $deeppink:#ff1493; $deepskyblue:#00bfff; $dimgray:#696969; $dimgrey:#696969; $dodgerblue:#1e90ff; $firebrick:#b22222; $floralwhite:#fffaf0; $forestgreen:#228b22; $fuchsia:#ff00ff; $gainsboro:#dcdcdc; $ghostwhite:#f8f8ff; $gold:#ffd700; $goldenrod:#daa520; $gray:#808080; $grey:#808080; $green:#008000; $greenyellow:#adff2f; $honeydew:#f0fff0; $hotpink:#ff69b4; $indianred:#cd5c5c; $indigo:#4b0082; $ivory:#fffff0; $khaki:#f0e68c; $lavender:#e6e6fa; $lavenderblush:#fff0f5; $lawngreen:#7cfc00; $lemonchiffon:#fffacd; $lightblue:#add8e6; $lightcoral:#f08080; $lightcyan:#e0ffff; $lightgoldenrodyellow:#fafad2; $lightgreen:#90ee90; $lightgray:#d3d3d3; $lightgrey:#d3d3d3; $lightpink:#ffb6c1; $lightsalmon:#ffa07a; $lightseagreen:#20b2aa; $lightskyblue:#87cefa; $lightslategray:#778899; $lightslategrey:#778899; $lightsteelblue:#b0c4de; $lightyellow:#ffffe0; $lime:#00ff00; $limegreen:#32cd32; $linen:#faf0e6; $magenta:#ff00ff; $maroon:#800000; $mediumaquamarine:#66cdaa; $mediumblue:#0000cd; $mediumorchid:#ba55d3; $mediumpurple:#9370db; $mediumseagreen:#3cb371; $mediumslateblue:#7b68ee; $mediumspringgreen:#00fa9a; $mediumturquoise:#48d1cc; $mediumvioletred:#c71585; $midnightblue:#191970; $mintcream:#f5fffa; $mistyrose:#ffe4e1; $moccasin:#ffe4b5; $navajowhite:#ffdead; $navy:#000080; $oldlace:#fdf5e6; $olive:#808000; $olivedrab:#6b8e23; $orange:#ffa500; $orangered:#ff4500; $orchid:#da70d6; $palegoldenrod:#eee8aa; $palegreen:#98fb98; $paleturquoise:#afeeee; $palevioletred:#db7093; $papayawhip:#ffefd5; $peachpuff:#ffdab9; $peru:#cd853f; $pink:#ffc0cb; $plum:#dda0dd; $powderblue:#b0e0e6; $purple:#800080; $red:#ff0000; $rosybrown:#bc8f8f; $royalblue:#4169e1; $saddlebrown:#8b4513; $salmon:#fa8072; $sandybrown:#f4a460; $seagreen:#2e8b57; $seashell:#fff5ee; $sienna:#a0522d; $silver:#c0c0c0; $skyblue:#87ceeb; $slateblue:#6a5acd; $slategray:#708090; $slategrey:#708090; $snow:#fffafa; $springgreen:#00ff7f; $steelblue:#4682b4; $tan:#d2b48c; $teal:#008080; $thistle:#d8bfd8; $tomato:#ff6347; $turquoise:#40e0d0; $violet:#ee82ee; $wheat:#f5deb3; $white:#ffffff; $whitesmoke:#f5f5f5; $yellow:#ffff00; $yellowgreen:#9acd32; ================================================ FILE: stylesheets/recipes/color/_scheme.scss ================================================ // @link http://www.tigercolor.com/color-lab/color-theory/color-theory-intro.htm // TODO check this https://github.com/scottkellum/color-schemer and see @import "recipes/color/scheme/analog"; @import "recipes/color/scheme/complementary"; @import "recipes/color/scheme/split"; @import "recipes/color/scheme/subtle"; @import "recipes/color/scheme/tetra"; @import "recipes/color/scheme/triad"; ================================================ FILE: stylesheets/recipes/color/scheme/_analog.scss ================================================ $color-scheme-analog: 22 !default; @function analog-color($color) { @return adjust-hue($color, $color-scheme-analog); } @function analog-color-alt($color) { @return adjust-hue($color, -$color-scheme-analog); } ================================================ FILE: stylesheets/recipes/color/scheme/_complementary.scss ================================================ // @link http://designshack.net/wp-content/uploads/less-snippets-8.jpg @function complementary-color($color) { @return adjust-hue($color, 180); } @function complementary-color-alt($color) { @return darken(adjust-hue($color, 180), 5%); } @function complementary-color-light($color) { @return lighten($color, 15%); } @function complementary-color-lighter($color) { @return lighten($color, 30%); } ================================================ FILE: stylesheets/recipes/color/scheme/_split.scss ================================================ $color-scheme-split: 158 !default; @function split-color($color) { @return adjust-hue($color, $color-scheme-split); } @function split-color-alt($color) { @return adjust-hue($color, -$color-scheme-split); } ================================================ FILE: stylesheets/recipes/color/scheme/_subtle.scss ================================================ // @link http://designshack.net/wp-content/uploads/less-snippets-9.jpg @function subtle-color-light($color) { @return lighten(adjust-hue($color, 5), 10%); } @function subtle-color-lighter($color) { @return lighten(adjust-hue($color, 10), 20%); } @function subtle-color-dark($color) { @return darken(adjust-hue($color, -5), 10%); } @function subtle-color-darker($color) { @return darken(adjust-hue($color, -10), 20%); } ================================================ FILE: stylesheets/recipes/color/scheme/_tetra.scss ================================================ $color-scheme-tetra: 90 !default; @function tetra-color($color) { @return adjust-hue($color, $color-scheme-tetra); } @function tetra-color-alt($color) { @return adjust-hue($color, -$color-scheme-tetra); } ================================================ FILE: stylesheets/recipes/color/scheme/_triad.scss ================================================ $color-scheme-triad: 135 !default; @function triad-color($color) { @return adjust-hue($color, $color-scheme-triad); } @function triad-color-alt($color) { @return adjust-hue($color, -$color-scheme-triad); } ================================================ FILE: stylesheets/recipes/effect/_bevel.scss ================================================ //// // Bevel effect /// $bevel-base-color: rgba(#333, .5) !default; $bevel-size: 5px !default; $bevel-contrast: 8% !default; $bevel-border-width: 1px !default; $bevel-blur: 0 !default; @mixin bevel { @include bevel-border; @include bevel-shadow; } @mixin bevel-border( $base-color: $bevel-base-color, $border-width: $bevel-border-width, $contrast: $bevel-contrast ) { border: $border-width solid $base-color; border-top-color: lighten($base-color, $contrast); border-bottom-color: darken($base-color, $contrast); } // @todo: $direction @mixin bevel-shadow( $size: $bevel-size, $blur: $bevel-blur ) { @include box-shadow( inset 0 0 (1px + $blur) rgba(#000, .8), inset 0 2px $blur rgba(#fff, .5), inset 0 (-$size) $blur rgba(#000, .6), inset 0 (-$size - 1px - $blur) $blur rgba(#fff, .3) ); } ================================================ FILE: stylesheets/recipes/effect/_corner-folded.scss ================================================ //// // Corner folded with pure CSS // // Known support: Firefox 3.5+, Chrome 4+, Safari 4+, Opera 10+, IE 9+. // IE8 is not supported because it not render properly box-shadow and // pseudo element should be selected with ::element and not :element // // @thanks Nicolas Gallagher @necolas // @link http://nicolasgallagher.com/pure-css-folded-corner-effect/demo/ // @todo Nix in .4 /// @import "recipes/effect/folded-corner"; @mixin effect-corner-folded( $position: top-right, $color: #ddd, $background-color: #fff, $width: 1em, $border-radius: .3em, $box-shadow: rgba(0, 0, 0, .3) 0 0 .6em) { @warn 'Deprecated, please use folded-corner mixin instead.'; @include folded-corner($position, $color, $background-color, $width, $border-radius, $box-shadow); } ================================================ FILE: stylesheets/recipes/effect/_corners-tucked.scss ================================================ //// // CSS3 Tucked Corners effect // // @thanks Chris Coyier @chriscoyier // @link http://css-tricks.com/snippets/css/tucked-corners/ // @author original version Gene Locklin https://github.com/GeneLocklin // @author Compass version Mason Wendell http://thecodingdesigner.com /// // $tape-color: the background css property // $inner-element: the selector for the inner element (for bottom corners) @mixin corners-tucked($tape-color: white, $height: 50px, $width: 100px, $inner-element: "span.bottom-corners") { position: relative; @include box-sizing(border-box); &:after, &:before, #{$inner-element}:after, #{$inner-element}:before { position: absolute; content: ""; z-index: 10; background: $tape-color; height: $height; width: $width; @include box-shadow(rgba(black, 0.5) 0 6px 9px -8px); } &:after { top: -($height * 0.5); left: -($width * 0.5); @include rotate(-45deg); } &:before { top: -($height * 0.5); right: -($width * 0.5); @include rotate(45deg); } #{$inner-element} { display: block; position: relative; width: 100%; @include box-sizing(border-box); &:after { bottom: -($height * 0.5); left: -($width * 0.5); @include rotate(-135deg); } &:before { bottom: -($height * 0.5); right: -($width * 0.5); @include rotate(135deg); } } } @mixin corners-taped($tape-color: rgba(white, 0.5), $height: 50px, $width: 100px, $inner-element: "span.bottom-corners") { @include corners-tucked($tape-color, $height, $width, $inner-element); } ================================================ FILE: stylesheets/recipes/effect/_cutout.scss ================================================ //// // Cutout effect /// $cutout-size: 5px !default; $cutout-blur: 5px !default; @mixin cutout( $size: 5px, $blur: 5px ) { @include box-shadow(cutout($size, $blur)) } @function cutout( $depth: 5px, $blur: 5px ) { @return 0 1px 0 rgba(255,255,255,.2), inset 0 $depth ($blur) rgba(0,0,0,.6), inset 0 1px $blur rgba(0,0,0,.6) } ================================================ FILE: stylesheets/recipes/effect/_folded-corner.scss ================================================ //// // Corner folded with pure CSS // // Known support: Firefox 3.5+, Chrome 4+, Safari 4+, Opera 10+, IE 9+. // IE8 is not supported because it not render properly box-shadow and // pseudo element should be selected with ::element and not :element // // @thanks Nicolas Gallagher @necolas // @link http://nicolasgallagher.com/pure-css-folded-corner-effect/demo/ /// @import "recipes/utilities/pseudo-element"; @mixin folded-corner ( $position: top-right, $color: #ddd, $background-color: #fff, $width: 1em, $border-radius: .3em, $box-shadow: rgba(0, 0, 0, .3) 0 0 .6em) { position: relative; overflow: hidden; &::before { @include pseudo-element; border-style: solid; @include box-shadow($box-shadow); @if ($position == 'top-right') { top: 0; right: 0; border-width: 0 $width $width 0; border-color: $color $background-color; @include border-radius(0 0 0 $border-radius); } @elseif ($position == 'top-left') { top: 0; left: 0; border-width: $width $width 0 0; border-color: $background-color $color; @include border-radius(0 0 $border-radius 0); } @elseif ($position == 'bottom-right') { bottom: 0; right: 0; border-width: 0 0 $width $width; border-color: $background-color $color; @include border-radius($border-radius 0 0 0); } @elseif ($position == 'bottom-left') { bottom: 0; left: 0; border-width: $width 0 0 $width; border-color: $color $background-color; @include border-radius(0 $border-radius 0 0); } } } ================================================ FILE: stylesheets/recipes/effect/_glass.scss ================================================ //// // Glass effect // Use this on image for better effect render // // Inspired from Simurai's IMDB redisign // // @link http://archive.simurai.com/lab/imdb/ // @thanks Simurai @simurai /// @import "recipes/utilities/pseudo-element"; @mixin effect-glass( $color: rgba(#fff, .12), $reflectDegree: -45deg, $border-radius: .2em, $border-color: rgba(#000, .2), $size: 50%, $size-fadeout: .5% ) { position: relative; @include border-radius($border-radius); &:after { @include pseudo-element; overflow: hidden; top: 0; right: 0; bottom: 0; left: 0; border: 1px solid transparent; // transparent fallback border-color: $border-color; @include border-radius($border-radius); @include box-shadow( inset opacify($color, .6) 0 0 2px, // inner glow inset rgba($color, .4) 0 0 10px // inner glow ); @include background(linear-gradient($reflectDegree, $color, transparentize($color, .06) $size, transparentize($color, 1) $size + $size-fadeout)); } } ================================================ FILE: stylesheets/recipes/effect/_ribbon.scss ================================================ //// // Ribbon effect // Transform an element to a "ribbon" // For now ribbon in corner is the only one available // // @todo add something inspired by http://soiheardyouliekribbon.com/ // // @author Maxime Thirouin m@moox.fr @MoOx /// @import "compass/css3"; @import "recipes/utilities/pseudo-element"; @mixin effect-ribbon-corner( $position: 'top left', $width: 10em, $height: 2em, $lines: 1, $skin: 'classic', $width-add: 0, $height-add: 0, $offset-v: 0, $offset-h: 0 ) { position: absolute; text-align: center; @include box-sizing(border-box); width: $width; height: $height; line-height: $height / $lines; // @if ($position == top left) $position-v: top; $position-h: left; $angle: -45deg; $transform-origin-x: 0; $transform-origin-y: 100%; @if ($position == 'top right') { //$position-v: top; $position-h: right; $angle: 45deg; $transform-origin-x: 100%; //$transform-origin-y: 100%; } @else if ($position == 'bottom right') { $position-v: bottom; $position-h: right; //$angle: -45deg $transform-origin-x: 100%; $transform-origin-y: 0; } @else if ($position == 'bottom left') { $position-v: bottom; //$position-h: left; $angle: 45deg; //$transform-origin-x: 0; $transform-origin-y: 0; } @if ($skin == 'classic') { @extend %effect-ribbon-skin-classic; // skin border size to remove; $width-add: .1em; $height-add: .1em; } //@elseif ($skin == 'github') //{ // @extend %effect-ribbon-skin-github; //} // here is the awesome trick ! $value: pow($width + $width-add, 2) / 2 ; #{$position-v}: sqrt($value) - $height - $height-add + $offset-v; #{$position-h}: 0 + $offset-h; @include transform(rotate($angle)); @include transform-origin($transform-origin-x, $transform-origin-y); } %effect-ribbon-skin-classic { $color: #fff; $border-width: 1px; $border-color: #631a15; $border-dot-subcolor: #da5050; $border-dot-offset: 3px; color: $color; text-shadow: 0 1px 0 rgba(#000, .8); border: $border-width solid $border-color; background: rgb(199,59,60); //fallback @include background(linear-gradient(rgb(199,59,60),rgb(184,32,31))); box-shadow: 0 .2em .6em rgba(#000, .6); // todo replace this use of pseudo elements by appropriate backgrounds properties (tricky gradients) &:before, &:after { @include pseudo-element(100%, 0); border: $border-width dashed; border-left: 0; border-right: 0; border-top-color: $border-color; border-bottom-color: $border-dot-subcolor; } &:before { top: $border-dot-offset; } &:after { bottom: $border-dot-offset - $border-width *2; } } // @todo ? //%effect-ribbon-skin-github //{ // //} ================================================ FILE: stylesheets/recipes/effect/_scatter.scss ================================================ //// // Rotate a group of elements as if they were casually tossed on a table // // @author Mason Wendell http://thecodingdesigner.com /// @mixin scatter($rotate: 10deg, $variation: 6) { $rotate-a: $rotate - $variation; $rotate-b: $rotate + $variation; $rotate-c: $rotate + ($variation / 2); @include rotate($rotate); &:nth-of-type(2n+2) { @include rotate($rotate-a); } &:nth-of-type(3n+3) { @include rotate($rotate-b); } &:nth-of-type(5n+5) { @include rotate($rotate-c); } } ================================================ FILE: stylesheets/recipes/effect/_tape.scss ================================================ //// // Scotch tape effect with pure CSS // // @thanks Nick La @nickla for original concept // @link http://webdesignerwall.com/tutorials/css3-image-styles // // @author David Kaneda http://www.davidkaneda.com /// @import "recipes/utilities/pseudo-element"; $tape-width: 60px !default; $tape-height: 25px !default; $tape-color: rgb(254,243,127) !default; $tape-opacity: .4 !default; $tape-angle: -2deg !default; @mixin tape ( $width: $tape-width, $height: $tape-height, $color: $tape-color, $opacity: $tape-opacity, $angle: $tape-angle ) { overflow: visible; &:after { @include pseudo-element($width, $height); top: ceil(-$height/2); left: 50%; margin-left: -$width/2; border: solid 1px darken($color, 10); @include background-gradient(rgba($color, $opacity), $type: matte); @include rotate($angle); @include box-shadow( inset 0 1px 0 rgba(255,255,255,.3), 0 1px 0 rgba(0,0,0,.2) ) } } ================================================ FILE: stylesheets/recipes/form/_element.scss ================================================ @import "recipes/form/element/inline"; ================================================ FILE: stylesheets/recipes/form/_skin.scss ================================================ @import "recipes/form/skin/natural"; ================================================ FILE: stylesheets/recipes/form/element/_inline.scss ================================================ //// // Form element inline mixin // This mixin allow you to have a label inline with your input // It's simply based on inline-block behavior // // @author Maxime Thirouin m@moox.fr @MoOx /// @mixin form-element-inline($label-width: 8em, $input-width: 20em) { label { display: inline-block; width: $label-width; vertical-align: middle; } input, textarea { width: $input-width; vertical-align: middle; } } ================================================ FILE: stylesheets/recipes/form/skin/_natural.scss ================================================ @mixin form-skin-natural-input($color: #999, $border: #3399e9) { padding: .4em; border: 1px solid $border; border-top-color: lighten($border, 4%); border-bottom-color: darken($border, 4%); @include border-radius(.4em); @include background(linear-gradient(#fff, darken(#fff, 10%) 1%, #fff 30%)); @include box-shadow(rgba(0, 0, 0, .1) 0 0 .4em); // , inset rgba(0, 0, 0, .2) 0 1px 2px $border-transition: border linear .2s; $box-shadow-transition: box-shadow linear .2s; $transition: $box-shadow-transition, $border-transition; -moz-transition: -moz-$transition; -webkit-transition: -webkit-$transition; transition: $transition; } @mixin form-skin-natural-input-hover($border: #3399e9) { @include box-shadow(0 0 .8em rgba($border,.4)); } @mixin form-skin-natural-input-focus($border: #3399e9) { outline:none; // reset default browser behavior border-color: $border; @include box-shadow(0 0 .4em rgba($border,.65)); } @mixin form-skin-natural-label($color: #999) { cursor: pointer; color: $color; } // here we can make better selector because when including mixin, & is too long @mixin form-skin-natural-label-adjacent-effect($color-hover, $color-focus) { label:hover input, // label:hover select, //