From 5efe0a182f1c93cf8f82293beb0d765e5c4d8a5b Mon Sep 17 00:00:00 2001 From: "github-actions[bot]" <41898282+github-actions[bot]@users.noreply.github.com> Date: Tue, 22 Oct 2024 10:02:50 +0000 Subject: [PATCH] Update documentation --- assets/css/atom.css.map | 2 +- assets/css/rss.css.map | 2 +- assets/css/styles_feeling_responsive.css.map | 2 +- nightly/.buildinfo | 2 +- .../.doctrees/demos/00_CIL_geometry.doctree | Bin 88724 -> 88724 bytes .../demos/callback_demonstration.doctree | Bin 150643 -> 68273 bytes nightly/.doctrees/environment.pickle | Bin 5687398 -> 5722873 bytes .../nbsphinx/demos/00_CIL_geometry.ipynb | 112 +- .../demos/callback_demonstration.ipynb | 1108 ++++------------- .../demos_callback_demonstration_11_1.png | Bin 252664 -> 0 bytes .../demos_callback_demonstration_12_1.png | Bin 248624 -> 0 bytes .../demos_callback_demonstration_14_0.png | Bin 249035 -> 0 bytes .../demos_callback_demonstration_14_1.png | Bin 263562 -> 0 bytes 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border-#{$side}-right-radius: $radius;\n }\n}\n\n// @mixins\n//\n// We can control whether or not we have inset shadows edges.\n// $active - Default: true, Options: false\n@mixin inset-shadow($active: true) {\n box-shadow: $shiny-edge-size $shiny-edge-color inset;\n\n @if $active {\n &:active {\n box-shadow: $shiny-edge-size $shiny-edge-active-color inset;\n }\n }\n}\n\n// @mixins\n//\n// We use this to add transitions to elements\n// $property - Default: all, Options: http://www.w3.org/TR/css3-transitions/#animatable-properties\n// $speed - Default: 300ms\n// $ease - Default:ease-out, Options: http://css-tricks.com/almanac/properties/t/transition-timing-function/\n@mixin single-transition($property: all, $speed: 300ms, $ease: ease-out) {\n transition: $property $speed $ease;\n}\n\n// @mixins\n//\n// We use this to add box-sizing across browser prefixes\n@mixin box-sizing($type: border-box) {\n -webkit-box-sizing: $type; // Android < 2.3, iOS < 4\n -moz-box-sizing: $type; // Firefox < 29\n box-sizing: $type; // Chrome, IE 8+, Opera, Safari 5.1\n}\n\n// @mixins\n//\n// We use this to create isosceles triangles\n// $triangle-size - Used to set border-size. No default, set a px or em size.\n// $triangle-color - Used to set border-color which makes up triangle. No default\n// $triangle-direction - Used to determine which direction triangle points. Options: top, bottom, left, right\n@mixin css-triangle($triangle-size, $triangle-color, $triangle-direction) {\n content: \"\";\n display: block;\n width: 0;\n height: 0;\n border: inset $triangle-size;\n\n @if ($triangle-direction ==top) {\n border-color: $triangle-color transparent transparent transparent;\n border-top-style: solid;\n }\n\n @if ($triangle-direction ==bottom) {\n border-color: transparent transparent $triangle-color transparent;\n border-bottom-style: solid;\n }\n\n @if ($triangle-direction ==left) {\n border-color: transparent transparent transparent $triangle-color;\n border-left-style: solid;\n }\n\n @if ($triangle-direction ==right) {\n border-color: transparent $triangle-color transparent transparent;\n border-right-style: solid;\n }\n}\n\n// @mixins\n//\n// We use this to create the icon with three lines aka the hamburger icon, the menu-icon or the navicon\n// $width - Width of hamburger icon in rem\n// $left - If false, icon will be centered horizontally || explicitly set value in rem\n// $top - If false, icon will be centered vertically || explicitly set value in rem\n// $thickness - thickness of lines in hamburger icon, set value in px\n// $gap - spacing between the lines in hamburger icon, set value in px\n// $color - icon color\n// $hover-color - icon color during hover\n// $offcanvas - Set to true of @include in offcanvas\n@mixin hamburger($width, $left, $top, $thickness, $gap, $color, $hover-color, $offcanvas) {\n span::after {\n content: \"\";\n position: absolute;\n display: block;\n height: 0;\n\n @if $offcanvas {\n @if $top {\n top: $top;\n }\n\n @else {\n top: 50%;\n margin-top: (-$width/2);\n }\n\n @if $left {\n left: $left;\n }\n\n @else {\n left: ($tabbar-menu-icon-width - $width)/2;\n }\n }\n\n @else {\n top: 50%;\n margin-top: -($width/2);\n #{$opposite-direction}: $topbar-link-padding;\n }\n\n box-shadow: 0 0 0 $thickness $color,\n 0 ($gap + $thickness) 0 $thickness $color,\n 0 (2 * $gap + 2*$thickness) 0 $thickness $color;\n width: $width;\n }\n\n span:hover:after {\n box-shadow:\n 0 0 0 $thickness $hover-color,\n 0 $gap + $thickness 0 $thickness $hover-color,\n 0 (2 * $gap + 2*$thickness) 0 $thickness $hover-color;\n }\n}\n\n// We use this to do clear floats\n@mixin clearfix {\n\n &:before,\n &:after {\n content: \" \";\n display: table;\n }\n\n &:after {\n clear: both;\n }\n}\n\n// @mixins\n//\n// We use this to add a glowing effect to block elements\n// $selector - Used for selector state. Default: focus, Options: hover, active, visited\n// $fade-time - Default: 300ms\n// $glowing-effect-color - Default: fade-out($primary-color, .25)\n@mixin block-glowing-effect($selector: focus, $fade-time: 300ms, $glowing-effect-color: fade-out($primary-color, .25)) {\n transition: box-shadow $fade-time, border-color $fade-time ease-in-out;\n\n &:#{$selector} {\n box-shadow: 0 0 5px $glowing-effect-color;\n border-color: $glowing-effect-color;\n }\n}\n\n// @mixins\n//\n// We use this to translate elements in 2D\n// $horizontal: Default: 0\n// $vertical: Default: 0\n@mixin translate2d($horizontal: 0, $vertical: 0) {\n transform: translate($horizontal, $vertical)\n}\n\n// @mixins\n//\n// Makes an element visually hidden, but accessible.\n// @see http://snook.ca/archives/html_and_css/hiding-content-for-accessibility\n@mixin element-invisible {\n position: absolute !important;\n height: 1px;\n width: 1px;\n overflow: hidden;\n clip: rect(1px, 1px, 1px, 1px);\n}\n\n// @mixins\n//\n// Turns off the element-invisible effect.\n@mixin element-invisible-off {\n position: static !important;\n height: auto;\n width: auto;\n overflow: visible;\n clip: auto;\n}\n\n\n// We use these to control text direction settings\n$text-direction: ltr !default;\n$default-float: left !default;\n$opposite-direction: right !default;\n\n@if $text-direction ==ltr {\n $default-float: left;\n $opposite-direction: right;\n}\n\n@else {\n $default-float: right;\n $opposite-direction: left;\n}\n\n// We use these to control inset shadow shiny edges and depressions.\n$shiny-edge-size: 0 1px 0 !default;\n$shiny-edge-color: rgba(#fff, .5) !default;\n$shiny-edge-active-color: rgba(#000, .2) !default;\n\n// We use this to control whether or not CSS classes come through in the gem files.\n$include-html-classes: true !default;\n$include-print-styles: true !default;\n$include-html-global-classes: $include-html-classes !default;\n\n$column-gutter: rem-calc(30) !default;\n\n\n\n\n// d. Media Query Ranges\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n$small-range: (\n 0em,\n 40em\n);\n$medium-range: (\n 40.063em,\n 64em\n);\n$large-range: (\n 64.063em,\n 90em\n);\n$xlarge-range: (\n 90.063em,\n 120em\n);\n$xxlarge-range: (\n 120.063em,\n 99999999em\n);\n\n\n$screen: \"only screen\" !default;\n\n$landscape: \"#{$screen} and (orientation: landscape)\" !default;\n$portrait: \"#{$screen} and (orientation: portrait)\" !default;\n\n$small-up: $screen !default;\n$small-only: \"#{$screen} and (max-width: #{upper-bound($small-range)})\";\n\n$medium-up: \"#{$screen} and (min-width:#{lower-bound($medium-range)})\" !default;\n$medium-only: \"#{$screen} and (min-width:#{lower-bound($medium-range)}) and (max-width:#{upper-bound($medium-range)})\" !default;\n\n$large-up: \"#{$screen} and (min-width:#{lower-bound($large-range)})\" !default;\n$large-only: \"#{$screen} and (min-width:#{lower-bound($large-range)}) and (max-width:#{upper-bound($large-range)})\" !default;\n\n$xlarge-up: \"#{$screen} and (min-width:#{lower-bound($xlarge-range)})\" !default;\n$xlarge-only: \"#{$screen} and (min-width:#{lower-bound($xlarge-range)}) and (max-width:#{upper-bound($xlarge-range)})\" !default;\n\n$xxlarge-up: \"#{$screen} and (min-width:#{lower-bound($xxlarge-range)})\" !default;\n$xxlarge-only: \"#{$screen} and (min-width:#{lower-bound($xxlarge-range)}) and (max-width:#{upper-bound($xxlarge-range)})\" !default;\n\n// Legacy\n$small: $medium-up;\n$medium: $medium-up;\n$large: $large-up;\n\n//We use this as cursors values for enabling the option of having custom cursors in the whole site's stylesheet\n$cursor-auto-value: auto !default;\n$cursor-crosshair-value: crosshair !default;\n$cursor-default-value: default !default;\n$cursor-pointer-value: pointer !default;\n$cursor-help-value: help !default;\n$cursor-text-value: text !default;\n\n\n@include exports(\"global\") {\n\n // Meta styles are included in all builds, as they are a dependency of the Javascript.\n // Used to provide media query values for javascript components.\n // Forward slash placed around everything to convince PhantomJS to read the value.\n\n meta.foundation-version {\n font-family: \"/5.5.0/\";\n }\n\n meta.foundation-mq-small {\n font-family: \"/\" + unquote($small-up) + \"/\";\n width: lower-bound($small-range);\n }\n\n meta.foundation-mq-small-only {\n font-family: \"/\" + unquote($small-only) + \"/\";\n width: lower-bound($small-range);\n }\n\n meta.foundation-mq-medium {\n font-family: \"/\" + unquote($medium-up) + \"/\";\n width: lower-bound($medium-range);\n }\n\n meta.foundation-mq-medium-only {\n font-family: \"/\" + unquote($medium-only) + \"/\";\n width: lower-bound($medium-range);\n }\n\n meta.foundation-mq-large {\n font-family: \"/\" + unquote($large-up) + \"/\";\n width: lower-bound($large-range);\n }\n\n meta.foundation-mq-large-only {\n font-family: \"/\" + unquote($large-only) + \"/\";\n width: lower-bound($large-range);\n }\n\n meta.foundation-mq-xlarge {\n font-family: \"/\" + unquote($xlarge-up) + \"/\";\n width: lower-bound($xlarge-range);\n }\n\n meta.foundation-mq-xlarge-only {\n font-family: \"/\" + unquote($xlarge-only) + \"/\";\n width: lower-bound($xlarge-range);\n }\n\n meta.foundation-mq-xxlarge {\n font-family: \"/\" + unquote($xxlarge-up) + \"/\";\n width: lower-bound($xxlarge-range);\n }\n\n meta.foundation-data-attribute-namespace {\n font-family: #{$namespace};\n }\n\n @if $include-html-global-classes {\n\n // Must be 100% for off canvas to work\n html,\n body {\n height: 100%;\n }\n\n // Set box-sizing globally to handle padding and border widths\n *,\n *:before,\n *:after {\n @include box-sizing(border-box);\n }\n\n html,\n body {\n font-size: $base-font-size;\n }\n\n // Default body styles\n body {\n background: $body-bg;\n color: $body-font-color;\n padding: 0;\n margin: 0;\n font-family: $body-font-family;\n font-weight: $body-font-weight;\n font-style: $body-font-style;\n line-height: $base-line-height; // Set to $base-line-height to take on browser default of 150%\n position: relative;\n cursor: $cursor-auto-value;\n }\n\n a:hover {\n cursor: $cursor-pointer-value;\n }\n\n // Grid Defaults to get images and embeds to work properly\n img {\n max-width: 100%;\n height: auto;\n }\n\n img {\n -ms-interpolation-mode: bicubic;\n }\n\n #map_canvas,\n .map_canvas {\n\n img,\n embed,\n object {\n max-width: none !important;\n }\n }\n\n // Miscellaneous useful HTML classes\n .left {\n float: left !important;\n }\n\n .right {\n float: right !important;\n }\n\n .clearfix {\n @include clearfix;\n }\n\n // Hide visually and from screen readers\n .hide {\n display: none !important;\n visibility: hidden;\n }\n\n // Hide visually and from screen readers, but maintain layout\n .invisible {\n visibility: hidden;\n }\n\n // Font smoothing\n // Antialiased font smoothing works best for light text on a dark background.\n // Apply to single elements instead of globally to body.\n // Note this only applies to webkit-based desktop browsers and Firefox 25 (and later) on the Mac.\n .antialiased {\n -webkit-font-smoothing: antialiased;\n -moz-osx-font-smoothing: grayscale;\n }\n\n // Get rid of gap under images by making them display: inline-block; by default\n img {\n display: inline-block;\n vertical-align: middle;\n }\n\n //\n // Global resets for forms\n //\n\n // Make sure textarea takes on height automatically\n textarea {\n height: auto;\n min-height: 50px;\n }\n\n // Make select elements 100% width by default\n select {\n width: 100%;\n }\n }\n}","@charset \"utf-8\";\n\n@import \"functions.scss\";\n\n$include-html-classes: false;\n@import \"01_settings_colors.scss\";\n@import \"02_settings_typography.scss\";\n@import \"03_settings_mixins_media_queries.scss\";\n@import \"04_settings_global.scss\";\n\n* {\n\tdisplay: block;\n}\n\n:root {\n\tmargin: 3em;\n\tbackground: $body-bg;\n\tcolor: $body-font-color;\n\tfont-family: $body-font-family;\n}\n\nfeed {\n\t> title {\n\t\ttext-align: center;\n\t\tcolor: lighten($primary-color, 25%);\n\t\tfont-family: $header-font-family;\n\t\tfont-size: $font-size-h1 * 1.5;\n\t\tfont-weight: bolder;\n\t\t&::before {\n\t\t\tcontent: 'Atom Feed for ';\n\t\t\tfont-weight: initial;\n\t\t}\n\t\t&::after {\n\t\t\tcontent: \"This Atom feed is meant to be used by RSS reader applications and websites.\";\n\t\t\tdisplay: block;\n\t\t\tpadding: 1em;\n\t\t\tbackground-color: $alert-color;\n\t\t\tcolor: #fff;\n\t\t\tfont-family: initial;\n\t\t\tfont-size: initial;\n\t\t\tletter-spacing: initial;\n\t\t}\n\t}\n\t\n\t> id,\n\t> updated,\n\t> subtitle,\n\t> author,\n\t> link,\n\t> generator {\n\t\tdisplay: none;\n\t}\n}\n\nentry {\n\tpadding: 1em 0;\n\tborder-bottom: 1px solid invert($body-bg);\n\t&:last-child {\n\t\tborder-bottom: none;\n\t}\n\n\t> title {\n\t\tcolor: $secondary-color;\n\t\tfont-family: $header-font-family;\n\t\tfont-size: $font-size-h1;\n\t\tmargin-bottom: 0.5em;\n\t}\n\n\t> link::after {\n\t\tcontent: attr(href);\n\t\tcolor: $primary-color;\n\t}\n\n\t> updated {\n\t\tcolor: $grey-5;\n\t\tfont-size: small;\n\t}\n\n\t> summary {\n\t\tmargin-top: 1em;\n\t}\n\n\t> id,\n\t> author,\n\t> category,\n\t> published,\n\t> content {\n\t\tdisplay: none;\n\t}\n}\n","/// from https://github.com/Phlow/feeling-responsive/raw/gh-pages/_sass/_01_settings_colors.scss\n@charset \"utf-8\";\n/* TOC – Color Variables\n\n- Basics\n- Corporate Identity Colorpalette\n- Foundation Color Variables\n- Grey Scale\n- Topbar-Navigation\n- Footer\n- Code\n\n*/\n\n\n\n/* Basics\n------------------------------------------------------------------- */\n\n$text-color : #111;\n$body-font-color : $text-color;\n$body-bg : #fdfdfd;\n\n\n\n/* Corporate Identity Colorpalette\n https://color.adobe.com/de/Flat-Design-Colors-v2-color-theme-4341903/\n------------------------------------------------------------------- */\n\n$ci-1 : #334D5C; // dark turquoise\n$ci-2 : #45B29D; // turquoise\n$ci-3 : #EFC94C; // yellow\n$ci-4 : #E27A3F; // orange\n$ci-5 : #DF4949; // red\n$ci-6 : #A1D044; // green\n\n/// CIL overrides\n$ci-2 : #c92c99;\n$ci-6 : #e50695;\n\n\n/* Foundation Color Variables\n------------------------------------------------------------------- */\n\n$primary-color : $ci-1;\n$secondary-color : $ci-6;\n$alert-color : $ci-5;\n$success-color : $ci-6;\n$warning-color : $ci-4;\n$info-color : $ci-1;\n\n\n\n/* Grey Scale\n------------------------------------------------------------------- */\n\n$grey-1 : #E4E4E4;\n$grey-2 : #D7D7D7;\n$grey-3 : #CBCBCB;\n$grey-4 : #BEBEBE;\n$grey-5 : #A4A4A4;\n$grey-6 : #979797;\n$grey-7 : #8B8B8B;\n$grey-8 : #7E7E7E;\n$grey-9 : #646464;\n$grey-10 : #575757;\n$grey-11 : #4B4B4B;\n$grey-12 : #3E3E3E;\n$grey-13 : #313131;\n$grey-14 : #242424;\n$grey-15 : #171717;\n$grey-16 : #0B0B0B;\n\n/// CIL overrides\n$grey-8 : #043852;\n$grey-13 : #510c76;\n\n\n/* Topbar-Navigation\n------------------------------------------------------------------- */\n\n$topbar-bg-color : $body-bg;\n$topbar-bg : $topbar-bg-color;\n\n\n$topbar-dropdown-toggle-color: $ci-1;\n\n$topbar-link-color : #000;\n$topbar-link-color-hover: #000;\n$topbar-link-color-active: #000;\n$topbar-link-color-active-hover: #000;\n\n$topbar-dropdown-label-color: $ci-2;\n$topbar-dropdown-link-bg-hover: $ci-6;\n\n$topbar-link-bg-active: $ci-6; // Active Navigation Link\n$topbar-link-bg-hover: $ci-6;\n$topbar-link-bg-active-hover: $ci-2;\n\n\n$topbar-dropdown-bg: $ci-6; // Background Mobile Navigation\n$topbar-dropdown-link-color: #000;\n$topbar-dropdown-link-bg: $ci-2;\n\n$topbar-menu-link-color-toggled: $ci-1;\n$topbar-menu-icon-color-toggled: $ci-1;\n$topbar-menu-link-color: #000;\n$topbar-menu-icon-color: #000;\n$topbar-menu-link-color-toggled: $ci-6;\n$topbar-menu-icon-color-toggled: $ci-6;\n\n\n\n/* Footer\n------------------------------------------------------------------- */\n\n$footer-bg : $grey-8;\n$footer-color : #fff;\n$footer-link-color : $ci-6;\n\n\n$subfooter-bg : $grey-13;\n$subfooter-color : $grey-8;\n$subfooter-link-color: $grey-8;\n\n\n\n/* Code\n------------------------------------------------------------------- */\n\n$code-background-color: scale-color($secondary-color, $lightness: 70%);\n\n$highlight-background: #ffffff;\n$highlight-comment: #999988;\n$highlight-error: #a61717;\n$highlight-comment-special: #999999;\n$highlight-deleted: #000000;\n$highlight-error-2: #aa0000;\n$highlight-literal-string: #d14;\n$highlight-literal-number: #009999;\n$highlight-name-attribut: #008080;\n$highlight-error-background: #e3d2d2;\n$highlight-generic-deleted: #ffdddd;\n$highlight-generic-deleted-specific: #ffaaaa;\n$highlight-generic-inserted: #ddffdd;\n$highlight-generic-inserted-specific: #aaffaa;\n$highlight-generic-output: #888888;\n$highlight-generic-prompt: #555555;\n$highlight-subheading: #aaaaaa;\n$highlight-keyword-type: #445588;\n$highlight-name-builtin: #0086B3;\n$highlight-name-class: #445588;\n$highlight-name-entity: #800080;\n$highlight-name-exception: #990000;\n$highlight-name-function: #990000;\n$highlight-name-namespace: #555555;\n$highlight-name-tag: #000080;\n$highlight-text-whitespace: #bbbbbb;\n$highlight-literal-string-regex: #009926;\n$highlight-literal-string-symbol: #990073;\n"],"file":"atom.css"} \ No newline at end of file +{"version":3,"sourceRoot":"","sources":["../../../../../../../../../tmp/jekyll-remote-theme-20241022-3135-jzg0a3/_sass/_02_settings_typography.scss","../../../../../../../../../tmp/jekyll-remote-theme-20241022-3135-jzg0a3/_sass/_03_settings_mixins_media_queries.scss","atom.scss","../../_sass/_01_settings_colors.scss"],"names":[],"mappings":"AAuDA,wBAPoB,QAQpB,wBAPoB,QAQpB,wBAPoB,QAQpB,wBAPoB,OAQpB,wBAPoB,QC8RlB,wBACE,sBAGF,yBACE,4BACA,UAGF,8BACE,kDACA,UAGF,0BACE,qDACA,eAGF,+BACE,0EACA,eAGF,yBACE,qDACA,eAGF,8BACE,0EACA,eAGF,0BACE,qDACA,eAGF,+BACE,2EACA,eAGF,2BACE,sDACA,gBAGF,yCACE,kBC1XJ,EACC,cAGD,MACC,WACA,WCKqB,QDJrB,MCEqB,KDDrB,YFMwB,mDEFxB,WACC,kBACA,cACA,0CACA,mBACA,mBACA,mBACC,yBACA,oBAED,kBACC,sFACA,cACA,YACA,iBCHmB,QDInB,WACA,oBACA,kBACA,uBAIF,wEAMC,aAIF,MACC,cACA,gCACA,iBACC,mBAGD,YACC,MCxBoB,QDyBpB,YFtCkB,8BEuClB,UFhBkB,QEiBlB,mBAGD,kBACC,mBACA,MCzCoB,QD4CrB,cACC,MCdoB,QDepB,gBAGD,cACC,eAGD,mEAKC","sourcesContent":["@charset \"utf-8\";\n/* TOC – Typography variables\n\nModular Scale › http://www.modularscale.com//?16,36&px&1.25&web&table\n\n- Fonts\n- Font Weight\n- Font Size Variables\n\n*/\n\n@import \"functions\"; // Allows the use of rem-calc() or lower-bound() in your settings\n\n\n\n/* Fonts\n------------------------------------------------------------------- */\n\n$base-font-size: 16px;\n$rem-base: $base-font-size;\n// $base-line-height is 24px while $base-font-size is 16px\n$base-line-height: 1.5 !default;\n\n\n$font-family-sans-serif: \"Lato\", \"Helvetica Neue\", Helvetica, Arial, sans-serif;\n$font-family-serif: \"Volkhov\", Georgia, Times, serif;\n$font-family-monospace: \"Lucida Console\", Monaco, monospace;\n\n$body-font-family: $font-family-sans-serif;\n$body-font-weight: normal;\n$body-font-style: normal;\n\n$header-font-family: $font-family-serif;\n\n\n\n/* Font Weight\n------------------------------------------------------------------- */\n\n$font-weight-normal: normal;\n$font-weight-bold: bold;\n\n\n\n/* Font Size Variables\n------------------------------------------------------------------- */\n\n$font-size-p: \t$base-font-size;\n$font-size-h1: 2.441em;\n$font-size-h2: 1.953em;\n$font-size-h3: 1.563em;\n$font-size-h4: 1.25em;\n$font-size-h5: 1.152em;\n$font-size-small: 0.8em;\n\n.font-size-h1 { font-size: $font-size-h1; }\n.font-size-h2 { font-size: $font-size-h2; }\n.font-size-h3 { font-size: $font-size-h3; }\n.font-size-h4 { font-size: $font-size-h4; }\n.font-size-h5 { font-size: $font-size-h5; }\n","@charset \"utf-8\";\n// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n//\n// Foundation Variables\n//\n\n// Data attribute namespace\n// styles get applied to [data-mysite-plugin], etc\n$namespace: false !default;\n\n// The default font-size is set to 100% of the browser style sheet (usually 16px)\n// for compatibility with browser-based text zoom or user-set defaults.\n\n// Since the typical default browser font-size is 16px, that makes the calculation for grid size.\n// If you want your base font-size to be different and not have it affect the grid breakpoints,\n// set $rem-base to $base-font-size and make sure $base-font-size is a px value.\n$base-font-size: 100% !default;\n\n\n\n//\n// Global Foundation Mixins\n//\n\n// @mixins\n//\n// We use this to control border radius.\n// $radius - Default: $global-radius || 4px\n@mixin radius($radius: $global-radius) {\n @if $radius {\n border-radius: $radius;\n }\n}\n\n// @mixins\n//\n// We use this to create equal side border radius on elements.\n// $side - Options: left, right, top, bottom\n@mixin side-radius($side, $radius: $global-radius) {\n @if ($side ==left or $side ==right) {\n -webkit-border-bottom-#{$side}-radius: $radius;\n -webkit-border-top-#{$side}-radius: $radius;\n border-bottom-#{$side}-radius: $radius;\n border-top-#{$side}-radius: $radius;\n }\n\n @else {\n -webkit-#{$side}-left-radius: $radius;\n -webkit-#{$side}-right-radius: $radius;\n border-#{$side}-left-radius: $radius;\n border-#{$side}-right-radius: $radius;\n }\n}\n\n// @mixins\n//\n// We can control whether or not we have inset shadows edges.\n// $active - Default: true, Options: false\n@mixin inset-shadow($active: true) {\n box-shadow: $shiny-edge-size $shiny-edge-color inset;\n\n @if $active {\n &:active {\n box-shadow: $shiny-edge-size $shiny-edge-active-color inset;\n }\n }\n}\n\n// @mixins\n//\n// We use this to add transitions to elements\n// $property - Default: all, Options: http://www.w3.org/TR/css3-transitions/#animatable-properties\n// $speed - Default: 300ms\n// $ease - Default:ease-out, Options: http://css-tricks.com/almanac/properties/t/transition-timing-function/\n@mixin single-transition($property: all, $speed: 300ms, $ease: ease-out) {\n transition: $property $speed $ease;\n}\n\n// @mixins\n//\n// We use this to add box-sizing across browser prefixes\n@mixin box-sizing($type: border-box) {\n -webkit-box-sizing: $type; // Android < 2.3, iOS < 4\n -moz-box-sizing: $type; // Firefox < 29\n box-sizing: $type; // Chrome, IE 8+, Opera, Safari 5.1\n}\n\n// @mixins\n//\n// We use this to create isosceles triangles\n// $triangle-size - Used to set border-size. No default, set a px or em size.\n// $triangle-color - Used to set border-color which makes up triangle. No default\n// $triangle-direction - Used to determine which direction triangle points. Options: top, bottom, left, right\n@mixin css-triangle($triangle-size, $triangle-color, $triangle-direction) {\n content: \"\";\n display: block;\n width: 0;\n height: 0;\n border: inset $triangle-size;\n\n @if ($triangle-direction ==top) {\n border-color: $triangle-color transparent transparent transparent;\n border-top-style: solid;\n }\n\n @if ($triangle-direction ==bottom) {\n border-color: transparent transparent $triangle-color transparent;\n border-bottom-style: solid;\n }\n\n @if ($triangle-direction ==left) {\n border-color: transparent transparent transparent $triangle-color;\n border-left-style: solid;\n }\n\n @if ($triangle-direction ==right) {\n border-color: transparent $triangle-color transparent transparent;\n border-right-style: solid;\n }\n}\n\n// @mixins\n//\n// We use this to create the icon with three lines aka the hamburger icon, the menu-icon or the navicon\n// $width - Width of hamburger icon in rem\n// $left - If false, icon will be centered horizontally || explicitly set value in rem\n// $top - If false, icon will be centered vertically || explicitly set value in rem\n// $thickness - thickness of lines in hamburger icon, set value in px\n// $gap - spacing between the lines in hamburger icon, set value in px\n// $color - icon color\n// $hover-color - icon color during hover\n// $offcanvas - Set to true of @include in offcanvas\n@mixin hamburger($width, $left, $top, $thickness, $gap, $color, $hover-color, $offcanvas) {\n span::after {\n content: \"\";\n position: absolute;\n display: block;\n height: 0;\n\n @if $offcanvas {\n @if $top {\n top: $top;\n }\n\n @else {\n top: 50%;\n margin-top: (-$width/2);\n }\n\n @if $left {\n left: $left;\n }\n\n @else {\n left: ($tabbar-menu-icon-width - $width)/2;\n }\n }\n\n @else {\n top: 50%;\n margin-top: -($width/2);\n #{$opposite-direction}: $topbar-link-padding;\n }\n\n box-shadow: 0 0 0 $thickness $color,\n 0 ($gap + $thickness) 0 $thickness $color,\n 0 (2 * $gap + 2*$thickness) 0 $thickness $color;\n width: $width;\n }\n\n span:hover:after {\n box-shadow:\n 0 0 0 $thickness $hover-color,\n 0 $gap + $thickness 0 $thickness $hover-color,\n 0 (2 * $gap + 2*$thickness) 0 $thickness $hover-color;\n }\n}\n\n// We use this to do clear floats\n@mixin clearfix {\n\n &:before,\n &:after {\n content: \" \";\n display: table;\n }\n\n &:after {\n clear: both;\n }\n}\n\n// @mixins\n//\n// We use this to add a glowing effect to block elements\n// $selector - Used for selector state. Default: focus, Options: hover, active, visited\n// $fade-time - Default: 300ms\n// $glowing-effect-color - Default: fade-out($primary-color, .25)\n@mixin block-glowing-effect($selector: focus, $fade-time: 300ms, $glowing-effect-color: fade-out($primary-color, .25)) {\n transition: box-shadow $fade-time, border-color $fade-time ease-in-out;\n\n &:#{$selector} {\n box-shadow: 0 0 5px $glowing-effect-color;\n border-color: $glowing-effect-color;\n }\n}\n\n// @mixins\n//\n// We use this to translate elements in 2D\n// $horizontal: Default: 0\n// $vertical: Default: 0\n@mixin translate2d($horizontal: 0, $vertical: 0) {\n transform: translate($horizontal, $vertical)\n}\n\n// @mixins\n//\n// Makes an element visually hidden, but accessible.\n// @see http://snook.ca/archives/html_and_css/hiding-content-for-accessibility\n@mixin element-invisible {\n position: absolute !important;\n height: 1px;\n width: 1px;\n overflow: hidden;\n clip: rect(1px, 1px, 1px, 1px);\n}\n\n// @mixins\n//\n// Turns off the element-invisible effect.\n@mixin element-invisible-off {\n position: static !important;\n height: auto;\n width: auto;\n overflow: visible;\n clip: auto;\n}\n\n\n// We use these to control text direction settings\n$text-direction: ltr !default;\n$default-float: left !default;\n$opposite-direction: right !default;\n\n@if $text-direction ==ltr {\n $default-float: left;\n $opposite-direction: right;\n}\n\n@else {\n $default-float: right;\n $opposite-direction: left;\n}\n\n// We use these to control inset shadow shiny edges and depressions.\n$shiny-edge-size: 0 1px 0 !default;\n$shiny-edge-color: rgba(#fff, .5) !default;\n$shiny-edge-active-color: rgba(#000, .2) !default;\n\n// We use this to control whether or not CSS classes come through in the gem files.\n$include-html-classes: true !default;\n$include-print-styles: true !default;\n$include-html-global-classes: $include-html-classes !default;\n\n$column-gutter: rem-calc(30) !default;\n\n\n\n\n// d. Media Query Ranges\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n$small-range: (\n 0em,\n 40em\n);\n$medium-range: (\n 40.063em,\n 64em\n);\n$large-range: (\n 64.063em,\n 90em\n);\n$xlarge-range: (\n 90.063em,\n 120em\n);\n$xxlarge-range: (\n 120.063em,\n 99999999em\n);\n\n\n$screen: \"only screen\" !default;\n\n$landscape: \"#{$screen} and (orientation: landscape)\" !default;\n$portrait: \"#{$screen} and (orientation: portrait)\" !default;\n\n$small-up: $screen !default;\n$small-only: \"#{$screen} and (max-width: #{upper-bound($small-range)})\";\n\n$medium-up: \"#{$screen} and (min-width:#{lower-bound($medium-range)})\" !default;\n$medium-only: \"#{$screen} and (min-width:#{lower-bound($medium-range)}) and (max-width:#{upper-bound($medium-range)})\" !default;\n\n$large-up: \"#{$screen} and (min-width:#{lower-bound($large-range)})\" !default;\n$large-only: \"#{$screen} and (min-width:#{lower-bound($large-range)}) and (max-width:#{upper-bound($large-range)})\" !default;\n\n$xlarge-up: \"#{$screen} and (min-width:#{lower-bound($xlarge-range)})\" !default;\n$xlarge-only: \"#{$screen} and (min-width:#{lower-bound($xlarge-range)}) and (max-width:#{upper-bound($xlarge-range)})\" !default;\n\n$xxlarge-up: \"#{$screen} and (min-width:#{lower-bound($xxlarge-range)})\" !default;\n$xxlarge-only: \"#{$screen} and (min-width:#{lower-bound($xxlarge-range)}) and (max-width:#{upper-bound($xxlarge-range)})\" !default;\n\n// Legacy\n$small: $medium-up;\n$medium: $medium-up;\n$large: $large-up;\n\n//We use this as cursors values for enabling the option of having custom cursors in the whole site's stylesheet\n$cursor-auto-value: auto !default;\n$cursor-crosshair-value: crosshair !default;\n$cursor-default-value: default !default;\n$cursor-pointer-value: pointer !default;\n$cursor-help-value: help !default;\n$cursor-text-value: text !default;\n\n\n@include exports(\"global\") {\n\n // Meta styles are included in all builds, as they are a dependency of the Javascript.\n // Used to provide media query values for javascript components.\n // Forward slash placed around everything to convince PhantomJS to read the value.\n\n meta.foundation-version {\n font-family: \"/5.5.0/\";\n }\n\n meta.foundation-mq-small {\n font-family: \"/\" + unquote($small-up) + \"/\";\n width: lower-bound($small-range);\n }\n\n meta.foundation-mq-small-only {\n font-family: \"/\" + unquote($small-only) + \"/\";\n width: lower-bound($small-range);\n }\n\n meta.foundation-mq-medium {\n font-family: \"/\" + unquote($medium-up) + \"/\";\n width: lower-bound($medium-range);\n }\n\n meta.foundation-mq-medium-only {\n font-family: \"/\" + unquote($medium-only) + \"/\";\n width: lower-bound($medium-range);\n }\n\n meta.foundation-mq-large {\n font-family: \"/\" + unquote($large-up) + \"/\";\n width: lower-bound($large-range);\n }\n\n meta.foundation-mq-large-only {\n font-family: \"/\" + unquote($large-only) + \"/\";\n width: lower-bound($large-range);\n }\n\n meta.foundation-mq-xlarge {\n font-family: \"/\" + unquote($xlarge-up) + \"/\";\n width: lower-bound($xlarge-range);\n }\n\n meta.foundation-mq-xlarge-only {\n font-family: \"/\" + unquote($xlarge-only) + \"/\";\n width: lower-bound($xlarge-range);\n }\n\n meta.foundation-mq-xxlarge {\n font-family: \"/\" + unquote($xxlarge-up) + \"/\";\n width: lower-bound($xxlarge-range);\n }\n\n meta.foundation-data-attribute-namespace {\n font-family: #{$namespace};\n }\n\n @if $include-html-global-classes {\n\n // Must be 100% for off canvas to work\n html,\n body {\n height: 100%;\n }\n\n // Set box-sizing globally to handle padding and border widths\n *,\n *:before,\n *:after {\n @include box-sizing(border-box);\n }\n\n html,\n body {\n font-size: $base-font-size;\n }\n\n // Default body styles\n body {\n background: $body-bg;\n color: $body-font-color;\n padding: 0;\n margin: 0;\n font-family: $body-font-family;\n font-weight: $body-font-weight;\n font-style: $body-font-style;\n line-height: $base-line-height; // Set to $base-line-height to take on browser default of 150%\n position: relative;\n cursor: $cursor-auto-value;\n }\n\n a:hover {\n cursor: $cursor-pointer-value;\n }\n\n // Grid Defaults to get images and embeds to work properly\n img {\n max-width: 100%;\n height: auto;\n }\n\n img {\n -ms-interpolation-mode: bicubic;\n }\n\n #map_canvas,\n .map_canvas {\n\n img,\n embed,\n object {\n max-width: none !important;\n }\n }\n\n // Miscellaneous useful HTML classes\n .left {\n float: left !important;\n }\n\n .right {\n float: right !important;\n }\n\n .clearfix {\n @include clearfix;\n }\n\n // Hide visually and from screen readers\n .hide {\n display: none !important;\n visibility: hidden;\n }\n\n // Hide visually and from screen readers, but maintain layout\n .invisible {\n visibility: hidden;\n }\n\n // Font smoothing\n // Antialiased font smoothing works best for light text on a dark background.\n // Apply to single elements instead of globally to body.\n // Note this only applies to webkit-based desktop browsers and Firefox 25 (and later) on the Mac.\n .antialiased {\n -webkit-font-smoothing: antialiased;\n -moz-osx-font-smoothing: grayscale;\n }\n\n // Get rid of gap under images by making them display: inline-block; by default\n img {\n display: inline-block;\n vertical-align: middle;\n }\n\n //\n // Global resets for forms\n //\n\n // Make sure textarea takes on height automatically\n textarea {\n height: auto;\n min-height: 50px;\n }\n\n // Make select elements 100% width by default\n select {\n width: 100%;\n }\n }\n}","@charset \"utf-8\";\n\n@import \"functions.scss\";\n\n$include-html-classes: false;\n@import \"01_settings_colors.scss\";\n@import \"02_settings_typography.scss\";\n@import \"03_settings_mixins_media_queries.scss\";\n@import \"04_settings_global.scss\";\n\n* {\n\tdisplay: block;\n}\n\n:root {\n\tmargin: 3em;\n\tbackground: $body-bg;\n\tcolor: $body-font-color;\n\tfont-family: $body-font-family;\n}\n\nfeed {\n\t> title {\n\t\ttext-align: center;\n\t\tcolor: lighten($primary-color, 25%);\n\t\tfont-family: $header-font-family;\n\t\tfont-size: $font-size-h1 * 1.5;\n\t\tfont-weight: bolder;\n\t\t&::before {\n\t\t\tcontent: 'Atom Feed for ';\n\t\t\tfont-weight: initial;\n\t\t}\n\t\t&::after {\n\t\t\tcontent: \"This Atom feed is meant to be used by RSS reader applications and websites.\";\n\t\t\tdisplay: block;\n\t\t\tpadding: 1em;\n\t\t\tbackground-color: $alert-color;\n\t\t\tcolor: #fff;\n\t\t\tfont-family: initial;\n\t\t\tfont-size: initial;\n\t\t\tletter-spacing: initial;\n\t\t}\n\t}\n\t\n\t> id,\n\t> updated,\n\t> subtitle,\n\t> author,\n\t> link,\n\t> generator {\n\t\tdisplay: none;\n\t}\n}\n\nentry {\n\tpadding: 1em 0;\n\tborder-bottom: 1px solid invert($body-bg);\n\t&:last-child {\n\t\tborder-bottom: none;\n\t}\n\n\t> title {\n\t\tcolor: $secondary-color;\n\t\tfont-family: $header-font-family;\n\t\tfont-size: $font-size-h1;\n\t\tmargin-bottom: 0.5em;\n\t}\n\n\t> link::after {\n\t\tcontent: attr(href);\n\t\tcolor: $primary-color;\n\t}\n\n\t> updated {\n\t\tcolor: $grey-5;\n\t\tfont-size: small;\n\t}\n\n\t> summary {\n\t\tmargin-top: 1em;\n\t}\n\n\t> id,\n\t> author,\n\t> category,\n\t> published,\n\t> content {\n\t\tdisplay: none;\n\t}\n}\n","/// from https://github.com/Phlow/feeling-responsive/raw/gh-pages/_sass/_01_settings_colors.scss\n@charset \"utf-8\";\n/* TOC – Color Variables\n\n- Basics\n- Corporate Identity Colorpalette\n- Foundation Color Variables\n- Grey Scale\n- Topbar-Navigation\n- Footer\n- Code\n\n*/\n\n\n\n/* Basics\n------------------------------------------------------------------- */\n\n$text-color : #111;\n$body-font-color : $text-color;\n$body-bg : #fdfdfd;\n\n\n\n/* Corporate Identity Colorpalette\n https://color.adobe.com/de/Flat-Design-Colors-v2-color-theme-4341903/\n------------------------------------------------------------------- */\n\n$ci-1 : #334D5C; // dark turquoise\n$ci-2 : #45B29D; // turquoise\n$ci-3 : #EFC94C; // yellow\n$ci-4 : #E27A3F; // orange\n$ci-5 : #DF4949; // red\n$ci-6 : #A1D044; // green\n\n/// CIL overrides\n$ci-2 : #c92c99;\n$ci-6 : #e50695;\n\n\n/* Foundation Color Variables\n------------------------------------------------------------------- */\n\n$primary-color : $ci-1;\n$secondary-color : $ci-6;\n$alert-color : $ci-5;\n$success-color : $ci-6;\n$warning-color : $ci-4;\n$info-color : $ci-1;\n\n\n\n/* Grey Scale\n------------------------------------------------------------------- */\n\n$grey-1 : #E4E4E4;\n$grey-2 : #D7D7D7;\n$grey-3 : #CBCBCB;\n$grey-4 : #BEBEBE;\n$grey-5 : #A4A4A4;\n$grey-6 : #979797;\n$grey-7 : #8B8B8B;\n$grey-8 : #7E7E7E;\n$grey-9 : #646464;\n$grey-10 : #575757;\n$grey-11 : #4B4B4B;\n$grey-12 : #3E3E3E;\n$grey-13 : #313131;\n$grey-14 : #242424;\n$grey-15 : #171717;\n$grey-16 : #0B0B0B;\n\n/// CIL overrides\n$grey-8 : #043852;\n$grey-13 : #510c76;\n\n\n/* Topbar-Navigation\n------------------------------------------------------------------- */\n\n$topbar-bg-color : $body-bg;\n$topbar-bg : $topbar-bg-color;\n\n\n$topbar-dropdown-toggle-color: $ci-1;\n\n$topbar-link-color : #000;\n$topbar-link-color-hover: #000;\n$topbar-link-color-active: #000;\n$topbar-link-color-active-hover: #000;\n\n$topbar-dropdown-label-color: $ci-2;\n$topbar-dropdown-link-bg-hover: $ci-6;\n\n$topbar-link-bg-active: $ci-6; // Active Navigation Link\n$topbar-link-bg-hover: $ci-6;\n$topbar-link-bg-active-hover: $ci-2;\n\n\n$topbar-dropdown-bg: $ci-6; // Background Mobile Navigation\n$topbar-dropdown-link-color: #000;\n$topbar-dropdown-link-bg: $ci-2;\n\n$topbar-menu-link-color-toggled: $ci-1;\n$topbar-menu-icon-color-toggled: $ci-1;\n$topbar-menu-link-color: #000;\n$topbar-menu-icon-color: #000;\n$topbar-menu-link-color-toggled: $ci-6;\n$topbar-menu-icon-color-toggled: $ci-6;\n\n\n\n/* Footer\n------------------------------------------------------------------- */\n\n$footer-bg : $grey-8;\n$footer-color : #fff;\n$footer-link-color : $ci-6;\n\n\n$subfooter-bg : $grey-13;\n$subfooter-color : $grey-8;\n$subfooter-link-color: $grey-8;\n\n\n\n/* Code\n------------------------------------------------------------------- */\n\n$code-background-color: scale-color($secondary-color, $lightness: 70%);\n\n$highlight-background: #ffffff;\n$highlight-comment: #999988;\n$highlight-error: #a61717;\n$highlight-comment-special: #999999;\n$highlight-deleted: #000000;\n$highlight-error-2: #aa0000;\n$highlight-literal-string: #d14;\n$highlight-literal-number: #009999;\n$highlight-name-attribut: #008080;\n$highlight-error-background: #e3d2d2;\n$highlight-generic-deleted: #ffdddd;\n$highlight-generic-deleted-specific: #ffaaaa;\n$highlight-generic-inserted: #ddffdd;\n$highlight-generic-inserted-specific: #aaffaa;\n$highlight-generic-output: #888888;\n$highlight-generic-prompt: #555555;\n$highlight-subheading: #aaaaaa;\n$highlight-keyword-type: #445588;\n$highlight-name-builtin: #0086B3;\n$highlight-name-class: #445588;\n$highlight-name-entity: #800080;\n$highlight-name-exception: #990000;\n$highlight-name-function: #990000;\n$highlight-name-namespace: #555555;\n$highlight-name-tag: #000080;\n$highlight-text-whitespace: #bbbbbb;\n$highlight-literal-string-regex: #009926;\n$highlight-literal-string-symbol: #990073;\n"],"file":"atom.css"} \ No newline at end of file diff --git a/assets/css/rss.css.map b/assets/css/rss.css.map index 3d7b146fc5..9020c70e2c 100644 --- a/assets/css/rss.css.map +++ b/assets/css/rss.css.map @@ -1 +1 @@ -{"version":3,"sourceRoot":"","sources":["../../../../../../../../../tmp/jekyll-remote-theme-20241016-3135-7b9ae/_sass/_02_settings_typography.scss","../../../../../../../../../tmp/jekyll-remote-theme-20241016-3135-7b9ae/_sass/_03_settings_mixins_media_queries.scss","rss.scss","../../_sass/_01_settings_colors.scss"],"names":[],"mappings":"AAuDA,wBAPoB,QAQpB,wBAPoB,QAQpB,wBAPoB,QAQpB,wBAPoB,OAQpB,wBAPoB,QC8RlB,wBACE,sBAGF,yBACE,4BACA,UAGF,8BACE,kDACA,UAGF,0BACE,qDACA,eAGF,+BACE,0EACA,eAGF,yBACE,qDACA,eAGF,8BACE,0EACA,eAGF,0BACE,qDACA,eAGF,+BACE,2EACA,eAGF,2BACE,sDACA,gBAGF,yCACE,kBC1XJ,EACC,cAGD,MACC,WACA,WCKqB,QDJrB,MCEqB,KDDrB,YFMwB,mDEFxB,cACC,kBACA,cACA,0CACA,mBACA,mBACA,sBACC,wBACA,oBAED,qBACC,qFACA,cACA,YACA,iBCHmB,QDInB,WACA,oBACA,kBACA,uBAIF,iCAEC,aAIF,KACC,cACA,gCACA,gBACC,mBAGD,WACC,MCpBoB,QDqBpB,YFlCkB,8BEmClB,UFZkB,QEalB,mBAGD,UACC,MCpCoB,QDuCrB,aACC,MCToB,QDUpB,gBAGD,iBACC,eACA,gBACA,mBACA,uBAGD,wBAEC","sourcesContent":["@charset \"utf-8\";\n/* TOC – Typography variables\n\nModular Scale › http://www.modularscale.com//?16,36&px&1.25&web&table\n\n- Fonts\n- Font Weight\n- Font Size Variables\n\n*/\n\n@import \"functions\"; // Allows the use of rem-calc() or lower-bound() in your settings\n\n\n\n/* Fonts\n------------------------------------------------------------------- */\n\n$base-font-size: 16px;\n$rem-base: $base-font-size;\n// $base-line-height is 24px while $base-font-size is 16px\n$base-line-height: 1.5 !default;\n\n\n$font-family-sans-serif: \"Lato\", \"Helvetica Neue\", Helvetica, Arial, sans-serif;\n$font-family-serif: \"Volkhov\", Georgia, Times, serif;\n$font-family-monospace: \"Lucida Console\", Monaco, monospace;\n\n$body-font-family: $font-family-sans-serif;\n$body-font-weight: normal;\n$body-font-style: normal;\n\n$header-font-family: $font-family-serif;\n\n\n\n/* Font Weight\n------------------------------------------------------------------- */\n\n$font-weight-normal: normal;\n$font-weight-bold: bold;\n\n\n\n/* Font Size Variables\n------------------------------------------------------------------- */\n\n$font-size-p: \t$base-font-size;\n$font-size-h1: 2.441em;\n$font-size-h2: 1.953em;\n$font-size-h3: 1.563em;\n$font-size-h4: 1.25em;\n$font-size-h5: 1.152em;\n$font-size-small: 0.8em;\n\n.font-size-h1 { font-size: $font-size-h1; }\n.font-size-h2 { font-size: $font-size-h2; }\n.font-size-h3 { font-size: $font-size-h3; }\n.font-size-h4 { font-size: $font-size-h4; }\n.font-size-h5 { font-size: $font-size-h5; }\n","@charset \"utf-8\";\n// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n//\n// Foundation Variables\n//\n\n// Data attribute namespace\n// styles get applied to [data-mysite-plugin], etc\n$namespace: false !default;\n\n// The default font-size is set to 100% of the browser style sheet (usually 16px)\n// for compatibility with browser-based text zoom or user-set defaults.\n\n// Since the typical default browser font-size is 16px, that makes the calculation for grid size.\n// If you want your base font-size to be different and not have it affect the grid breakpoints,\n// set $rem-base to $base-font-size and make sure $base-font-size is a px value.\n$base-font-size: 100% !default;\n\n\n\n//\n// Global Foundation Mixins\n//\n\n// @mixins\n//\n// We use this to control border radius.\n// $radius - Default: $global-radius || 4px\n@mixin radius($radius: $global-radius) {\n @if $radius {\n border-radius: $radius;\n }\n}\n\n// @mixins\n//\n// We use this to create equal side border radius on elements.\n// $side - Options: left, right, top, bottom\n@mixin side-radius($side, $radius: $global-radius) {\n @if ($side ==left or $side ==right) {\n -webkit-border-bottom-#{$side}-radius: $radius;\n -webkit-border-top-#{$side}-radius: $radius;\n border-bottom-#{$side}-radius: $radius;\n border-top-#{$side}-radius: $radius;\n }\n\n @else {\n -webkit-#{$side}-left-radius: $radius;\n -webkit-#{$side}-right-radius: $radius;\n border-#{$side}-left-radius: $radius;\n border-#{$side}-right-radius: $radius;\n }\n}\n\n// @mixins\n//\n// We can control whether or not we have inset shadows edges.\n// $active - Default: true, Options: false\n@mixin inset-shadow($active: true) {\n box-shadow: $shiny-edge-size $shiny-edge-color inset;\n\n @if $active {\n &:active {\n box-shadow: $shiny-edge-size $shiny-edge-active-color inset;\n }\n }\n}\n\n// @mixins\n//\n// We use this to add transitions to elements\n// $property - Default: all, Options: http://www.w3.org/TR/css3-transitions/#animatable-properties\n// $speed - Default: 300ms\n// $ease - Default:ease-out, Options: http://css-tricks.com/almanac/properties/t/transition-timing-function/\n@mixin single-transition($property: all, $speed: 300ms, $ease: ease-out) {\n transition: $property $speed $ease;\n}\n\n// @mixins\n//\n// We use this to add box-sizing across browser prefixes\n@mixin box-sizing($type: border-box) {\n -webkit-box-sizing: $type; // Android < 2.3, iOS < 4\n -moz-box-sizing: $type; // Firefox < 29\n box-sizing: $type; // Chrome, IE 8+, Opera, Safari 5.1\n}\n\n// @mixins\n//\n// We use this to create isosceles triangles\n// $triangle-size - Used to set border-size. No default, set a px or em size.\n// $triangle-color - Used to set border-color which makes up triangle. No default\n// $triangle-direction - Used to determine which direction triangle points. Options: top, bottom, left, right\n@mixin css-triangle($triangle-size, $triangle-color, $triangle-direction) {\n content: \"\";\n display: block;\n width: 0;\n height: 0;\n border: inset $triangle-size;\n\n @if ($triangle-direction ==top) {\n border-color: $triangle-color transparent transparent transparent;\n border-top-style: solid;\n }\n\n @if ($triangle-direction ==bottom) {\n border-color: transparent transparent $triangle-color transparent;\n border-bottom-style: solid;\n }\n\n @if ($triangle-direction ==left) {\n border-color: transparent transparent transparent $triangle-color;\n border-left-style: solid;\n }\n\n @if ($triangle-direction ==right) {\n border-color: transparent $triangle-color transparent transparent;\n border-right-style: solid;\n }\n}\n\n// @mixins\n//\n// We use this to create the icon with three lines aka the hamburger icon, the menu-icon or the navicon\n// $width - Width of hamburger icon in rem\n// $left - If false, icon will be centered horizontally || explicitly set value in rem\n// $top - If false, icon will be centered vertically || explicitly set value in rem\n// $thickness - thickness of lines in hamburger icon, set value in px\n// $gap - spacing between the lines in hamburger icon, set value in px\n// $color - icon color\n// $hover-color - icon color during hover\n// $offcanvas - Set to true of @include in offcanvas\n@mixin hamburger($width, $left, $top, $thickness, $gap, $color, $hover-color, $offcanvas) {\n span::after {\n content: \"\";\n position: absolute;\n display: block;\n height: 0;\n\n @if $offcanvas {\n @if $top {\n top: $top;\n }\n\n @else {\n top: 50%;\n margin-top: (-$width/2);\n }\n\n @if $left {\n left: $left;\n }\n\n @else {\n left: ($tabbar-menu-icon-width - $width)/2;\n }\n }\n\n @else {\n top: 50%;\n margin-top: -($width/2);\n #{$opposite-direction}: $topbar-link-padding;\n }\n\n box-shadow: 0 0 0 $thickness $color,\n 0 ($gap + $thickness) 0 $thickness $color,\n 0 (2 * $gap + 2*$thickness) 0 $thickness $color;\n width: $width;\n }\n\n span:hover:after {\n box-shadow:\n 0 0 0 $thickness $hover-color,\n 0 $gap + $thickness 0 $thickness $hover-color,\n 0 (2 * $gap + 2*$thickness) 0 $thickness $hover-color;\n }\n}\n\n// We use this to do clear floats\n@mixin clearfix {\n\n &:before,\n &:after {\n content: \" \";\n display: table;\n }\n\n &:after {\n clear: both;\n }\n}\n\n// @mixins\n//\n// We use this to add a glowing effect to block elements\n// $selector - Used for selector state. Default: focus, Options: hover, active, visited\n// $fade-time - Default: 300ms\n// $glowing-effect-color - Default: fade-out($primary-color, .25)\n@mixin block-glowing-effect($selector: focus, $fade-time: 300ms, $glowing-effect-color: fade-out($primary-color, .25)) {\n transition: box-shadow $fade-time, border-color $fade-time ease-in-out;\n\n &:#{$selector} {\n box-shadow: 0 0 5px $glowing-effect-color;\n border-color: $glowing-effect-color;\n }\n}\n\n// @mixins\n//\n// We use this to translate elements in 2D\n// $horizontal: Default: 0\n// $vertical: Default: 0\n@mixin translate2d($horizontal: 0, $vertical: 0) {\n transform: translate($horizontal, $vertical)\n}\n\n// @mixins\n//\n// Makes an element visually hidden, but accessible.\n// @see http://snook.ca/archives/html_and_css/hiding-content-for-accessibility\n@mixin element-invisible {\n position: absolute !important;\n height: 1px;\n width: 1px;\n overflow: hidden;\n clip: rect(1px, 1px, 1px, 1px);\n}\n\n// @mixins\n//\n// Turns off the element-invisible effect.\n@mixin element-invisible-off {\n position: static !important;\n height: auto;\n width: auto;\n overflow: visible;\n clip: auto;\n}\n\n\n// We use these to control text direction settings\n$text-direction: ltr !default;\n$default-float: left !default;\n$opposite-direction: right !default;\n\n@if $text-direction ==ltr {\n $default-float: left;\n $opposite-direction: right;\n}\n\n@else {\n $default-float: right;\n $opposite-direction: left;\n}\n\n// We use these to control inset shadow shiny edges and depressions.\n$shiny-edge-size: 0 1px 0 !default;\n$shiny-edge-color: rgba(#fff, .5) !default;\n$shiny-edge-active-color: rgba(#000, .2) !default;\n\n// We use this to control whether or not CSS classes come through in the gem files.\n$include-html-classes: true !default;\n$include-print-styles: true !default;\n$include-html-global-classes: $include-html-classes !default;\n\n$column-gutter: rem-calc(30) !default;\n\n\n\n\n// d. Media Query Ranges\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n$small-range: (\n 0em,\n 40em\n);\n$medium-range: (\n 40.063em,\n 64em\n);\n$large-range: (\n 64.063em,\n 90em\n);\n$xlarge-range: (\n 90.063em,\n 120em\n);\n$xxlarge-range: (\n 120.063em,\n 99999999em\n);\n\n\n$screen: \"only screen\" !default;\n\n$landscape: \"#{$screen} and (orientation: landscape)\" !default;\n$portrait: \"#{$screen} and (orientation: portrait)\" !default;\n\n$small-up: $screen !default;\n$small-only: \"#{$screen} and (max-width: #{upper-bound($small-range)})\";\n\n$medium-up: \"#{$screen} and (min-width:#{lower-bound($medium-range)})\" !default;\n$medium-only: \"#{$screen} and (min-width:#{lower-bound($medium-range)}) and (max-width:#{upper-bound($medium-range)})\" !default;\n\n$large-up: \"#{$screen} and (min-width:#{lower-bound($large-range)})\" !default;\n$large-only: \"#{$screen} and (min-width:#{lower-bound($large-range)}) and (max-width:#{upper-bound($large-range)})\" !default;\n\n$xlarge-up: \"#{$screen} and (min-width:#{lower-bound($xlarge-range)})\" !default;\n$xlarge-only: \"#{$screen} and (min-width:#{lower-bound($xlarge-range)}) and (max-width:#{upper-bound($xlarge-range)})\" !default;\n\n$xxlarge-up: \"#{$screen} and (min-width:#{lower-bound($xxlarge-range)})\" !default;\n$xxlarge-only: \"#{$screen} and (min-width:#{lower-bound($xxlarge-range)}) and (max-width:#{upper-bound($xxlarge-range)})\" !default;\n\n// Legacy\n$small: $medium-up;\n$medium: $medium-up;\n$large: $large-up;\n\n//We use this as cursors values for enabling the option of having custom cursors in the whole site's stylesheet\n$cursor-auto-value: auto !default;\n$cursor-crosshair-value: crosshair !default;\n$cursor-default-value: default !default;\n$cursor-pointer-value: pointer !default;\n$cursor-help-value: help !default;\n$cursor-text-value: text !default;\n\n\n@include exports(\"global\") {\n\n // Meta styles are included in all builds, as they are a dependency of the Javascript.\n // Used to provide media query values for javascript components.\n // Forward slash placed around everything to convince PhantomJS to read the value.\n\n meta.foundation-version {\n font-family: \"/5.5.0/\";\n }\n\n meta.foundation-mq-small {\n font-family: \"/\" + unquote($small-up) + \"/\";\n width: lower-bound($small-range);\n }\n\n meta.foundation-mq-small-only {\n font-family: \"/\" + unquote($small-only) + \"/\";\n width: lower-bound($small-range);\n }\n\n meta.foundation-mq-medium {\n font-family: \"/\" + unquote($medium-up) + \"/\";\n width: lower-bound($medium-range);\n }\n\n meta.foundation-mq-medium-only {\n font-family: \"/\" + unquote($medium-only) + \"/\";\n width: lower-bound($medium-range);\n }\n\n meta.foundation-mq-large {\n font-family: \"/\" + unquote($large-up) + \"/\";\n width: lower-bound($large-range);\n }\n\n meta.foundation-mq-large-only {\n font-family: \"/\" + unquote($large-only) + \"/\";\n width: lower-bound($large-range);\n }\n\n meta.foundation-mq-xlarge {\n font-family: \"/\" + unquote($xlarge-up) + \"/\";\n width: lower-bound($xlarge-range);\n }\n\n meta.foundation-mq-xlarge-only {\n font-family: \"/\" + unquote($xlarge-only) + \"/\";\n width: lower-bound($xlarge-range);\n }\n\n meta.foundation-mq-xxlarge {\n font-family: \"/\" + unquote($xxlarge-up) + \"/\";\n width: lower-bound($xxlarge-range);\n }\n\n meta.foundation-data-attribute-namespace {\n font-family: #{$namespace};\n }\n\n @if $include-html-global-classes {\n\n // Must be 100% for off canvas to work\n html,\n body {\n height: 100%;\n }\n\n // Set box-sizing globally to handle padding and border widths\n *,\n *:before,\n *:after {\n @include box-sizing(border-box);\n }\n\n html,\n body {\n font-size: $base-font-size;\n }\n\n // Default body styles\n body {\n background: $body-bg;\n color: $body-font-color;\n padding: 0;\n margin: 0;\n font-family: $body-font-family;\n font-weight: $body-font-weight;\n font-style: $body-font-style;\n line-height: $base-line-height; // Set to $base-line-height to take on browser default of 150%\n position: relative;\n cursor: $cursor-auto-value;\n }\n\n a:hover {\n cursor: $cursor-pointer-value;\n }\n\n // Grid Defaults to get images and embeds to work properly\n img {\n max-width: 100%;\n height: auto;\n }\n\n img {\n -ms-interpolation-mode: bicubic;\n }\n\n #map_canvas,\n .map_canvas {\n\n img,\n embed,\n object {\n max-width: none !important;\n }\n }\n\n // Miscellaneous useful HTML classes\n .left {\n float: left !important;\n }\n\n .right {\n float: right !important;\n }\n\n .clearfix {\n @include clearfix;\n }\n\n // Hide visually and from screen readers\n .hide {\n display: none !important;\n visibility: hidden;\n }\n\n // Hide visually and from screen readers, but maintain layout\n .invisible {\n visibility: hidden;\n }\n\n // Font smoothing\n // Antialiased font smoothing works best for light text on a dark background.\n // Apply to single elements instead of globally to body.\n // Note this only applies to webkit-based desktop browsers and Firefox 25 (and later) on the Mac.\n .antialiased {\n -webkit-font-smoothing: antialiased;\n -moz-osx-font-smoothing: grayscale;\n }\n\n // Get rid of gap under images by making them display: inline-block; by default\n img {\n display: inline-block;\n vertical-align: middle;\n }\n\n //\n // Global resets for forms\n //\n\n // Make sure textarea takes on height automatically\n textarea {\n height: auto;\n min-height: 50px;\n }\n\n // Make select elements 100% width by default\n select {\n width: 100%;\n }\n }\n}","@charset \"utf-8\";\n\n@import \"functions.scss\";\n\n$include-html-classes: false;\n@import \"01_settings_colors.scss\";\n@import \"02_settings_typography.scss\";\n@import \"03_settings_mixins_media_queries.scss\";\n@import \"04_settings_global.scss\";\n\n* {\n\tdisplay: block;\n}\n\n:root {\n\tmargin: 3em;\n\tbackground: $body-bg;\n\tcolor: $body-font-color;\n\tfont-family: $body-font-family;\n}\n\nchannel {\n\t> title {\n\t\ttext-align: center;\n\t\tcolor: lighten($primary-color, 25%);\n\t\tfont-family: $header-font-family;\n\t\tfont-size: $font-size-h1 * 1.5;\n\t\tfont-weight: bolder;\n\t\t&::before {\n\t\t\tcontent: 'RSS Feed for ';\n\t\t\tfont-weight: initial;\n\t\t}\n\t\t&::after {\n\t\t\tcontent: \"This RSS feed is meant to be used by RSS reader applications and websites.\";\n\t\t\tdisplay: block;\n\t\t\tpadding: 1em;\n\t\t\tbackground-color: $alert-color;\n\t\t\tcolor: #fff;\n\t\t\tfont-family: initial;\n\t\t\tfont-size: initial;\n\t\t\tletter-spacing: initial;\n\t\t}\n\t}\n\t\n\t> description,\n\t> link {\n\t\tdisplay: none;\n\t}\n}\n\nitem {\n\tpadding: 1em 0;\n\tborder-bottom: 1px solid invert($body-bg);\n\t&:last-child {\n\t\tborder-bottom: none;\n\t}\n\n\t> title {\n\t\tcolor: $secondary-color;\n\t\tfont-family: $header-font-family;\n\t\tfont-size: $font-size-h1;\n\t\tmargin-bottom: 0.5em;\n\t}\n\n\t> link {\n\t\tcolor: $primary-color;\n\t}\n\n\t> pubDate {\n\t\tcolor: $grey-5;\n\t\tfont-size: small;\n\t}\n\n\t> description {\n\t\tmargin-top: 1em;\n\t\toverflow: hidden;\n\t\twhite-space: nowrap;\n\t\ttext-overflow:ellipsis;\n\t}\n\n\t> guid,\n\t> category {\n\t\tdisplay: none;\n\t}\n}\n","/// from https://github.com/Phlow/feeling-responsive/raw/gh-pages/_sass/_01_settings_colors.scss\n@charset \"utf-8\";\n/* TOC – Color Variables\n\n- Basics\n- Corporate Identity Colorpalette\n- Foundation Color Variables\n- Grey Scale\n- Topbar-Navigation\n- Footer\n- Code\n\n*/\n\n\n\n/* Basics\n------------------------------------------------------------------- */\n\n$text-color : #111;\n$body-font-color : $text-color;\n$body-bg : #fdfdfd;\n\n\n\n/* Corporate Identity Colorpalette\n https://color.adobe.com/de/Flat-Design-Colors-v2-color-theme-4341903/\n------------------------------------------------------------------- */\n\n$ci-1 : #334D5C; // dark turquoise\n$ci-2 : #45B29D; // turquoise\n$ci-3 : #EFC94C; // yellow\n$ci-4 : #E27A3F; // orange\n$ci-5 : #DF4949; // red\n$ci-6 : #A1D044; // green\n\n/// CIL overrides\n$ci-2 : #c92c99;\n$ci-6 : #e50695;\n\n\n/* Foundation Color Variables\n------------------------------------------------------------------- */\n\n$primary-color : $ci-1;\n$secondary-color : $ci-6;\n$alert-color : $ci-5;\n$success-color : $ci-6;\n$warning-color : $ci-4;\n$info-color : $ci-1;\n\n\n\n/* Grey Scale\n------------------------------------------------------------------- */\n\n$grey-1 : #E4E4E4;\n$grey-2 : #D7D7D7;\n$grey-3 : #CBCBCB;\n$grey-4 : #BEBEBE;\n$grey-5 : #A4A4A4;\n$grey-6 : #979797;\n$grey-7 : #8B8B8B;\n$grey-8 : #7E7E7E;\n$grey-9 : #646464;\n$grey-10 : #575757;\n$grey-11 : #4B4B4B;\n$grey-12 : #3E3E3E;\n$grey-13 : #313131;\n$grey-14 : #242424;\n$grey-15 : #171717;\n$grey-16 : #0B0B0B;\n\n/// CIL overrides\n$grey-8 : #043852;\n$grey-13 : #510c76;\n\n\n/* Topbar-Navigation\n------------------------------------------------------------------- */\n\n$topbar-bg-color : $body-bg;\n$topbar-bg : $topbar-bg-color;\n\n\n$topbar-dropdown-toggle-color: $ci-1;\n\n$topbar-link-color : #000;\n$topbar-link-color-hover: #000;\n$topbar-link-color-active: #000;\n$topbar-link-color-active-hover: #000;\n\n$topbar-dropdown-label-color: $ci-2;\n$topbar-dropdown-link-bg-hover: $ci-6;\n\n$topbar-link-bg-active: $ci-6; // Active Navigation Link\n$topbar-link-bg-hover: $ci-6;\n$topbar-link-bg-active-hover: $ci-2;\n\n\n$topbar-dropdown-bg: $ci-6; // Background Mobile Navigation\n$topbar-dropdown-link-color: #000;\n$topbar-dropdown-link-bg: $ci-2;\n\n$topbar-menu-link-color-toggled: $ci-1;\n$topbar-menu-icon-color-toggled: $ci-1;\n$topbar-menu-link-color: #000;\n$topbar-menu-icon-color: #000;\n$topbar-menu-link-color-toggled: $ci-6;\n$topbar-menu-icon-color-toggled: $ci-6;\n\n\n\n/* Footer\n------------------------------------------------------------------- */\n\n$footer-bg : $grey-8;\n$footer-color : #fff;\n$footer-link-color : $ci-6;\n\n\n$subfooter-bg : $grey-13;\n$subfooter-color : $grey-8;\n$subfooter-link-color: $grey-8;\n\n\n\n/* Code\n------------------------------------------------------------------- */\n\n$code-background-color: scale-color($secondary-color, $lightness: 70%);\n\n$highlight-background: #ffffff;\n$highlight-comment: #999988;\n$highlight-error: #a61717;\n$highlight-comment-special: #999999;\n$highlight-deleted: #000000;\n$highlight-error-2: #aa0000;\n$highlight-literal-string: #d14;\n$highlight-literal-number: #009999;\n$highlight-name-attribut: #008080;\n$highlight-error-background: #e3d2d2;\n$highlight-generic-deleted: #ffdddd;\n$highlight-generic-deleted-specific: #ffaaaa;\n$highlight-generic-inserted: #ddffdd;\n$highlight-generic-inserted-specific: #aaffaa;\n$highlight-generic-output: #888888;\n$highlight-generic-prompt: #555555;\n$highlight-subheading: #aaaaaa;\n$highlight-keyword-type: #445588;\n$highlight-name-builtin: #0086B3;\n$highlight-name-class: #445588;\n$highlight-name-entity: #800080;\n$highlight-name-exception: #990000;\n$highlight-name-function: #990000;\n$highlight-name-namespace: #555555;\n$highlight-name-tag: #000080;\n$highlight-text-whitespace: #bbbbbb;\n$highlight-literal-string-regex: #009926;\n$highlight-literal-string-symbol: #990073;\n"],"file":"rss.css"} \ No newline at end of file +{"version":3,"sourceRoot":"","sources":["../../../../../../../../../tmp/jekyll-remote-theme-20241022-3135-jzg0a3/_sass/_02_settings_typography.scss","../../../../../../../../../tmp/jekyll-remote-theme-20241022-3135-jzg0a3/_sass/_03_settings_mixins_media_queries.scss","rss.scss","../../_sass/_01_settings_colors.scss"],"names":[],"mappings":"AAuDA,wBAPoB,QAQpB,wBAPoB,QAQpB,wBAPoB,QAQpB,wBAPoB,OAQpB,wBAPoB,QC8RlB,wBACE,sBAGF,yBACE,4BACA,UAGF,8BACE,kDACA,UAGF,0BACE,qDACA,eAGF,+BACE,0EACA,eAGF,yBACE,qDACA,eAGF,8BACE,0EACA,eAGF,0BACE,qDACA,eAGF,+BACE,2EACA,eAGF,2BACE,sDACA,gBAGF,yCACE,kBC1XJ,EACC,cAGD,MACC,WACA,WCKqB,QDJrB,MCEqB,KDDrB,YFMwB,mDEFxB,cACC,kBACA,cACA,0CACA,mBACA,mBACA,sBACC,wBACA,oBAED,qBACC,qFACA,cACA,YACA,iBCHmB,QDInB,WACA,oBACA,kBACA,uBAIF,iCAEC,aAIF,KACC,cACA,gCACA,gBACC,mBAGD,WACC,MCpBoB,QDqBpB,YFlCkB,8BEmClB,UFZkB,QEalB,mBAGD,UACC,MCpCoB,QDuCrB,aACC,MCToB,QDUpB,gBAGD,iBACC,eACA,gBACA,mBACA,uBAGD,wBAEC","sourcesContent":["@charset \"utf-8\";\n/* TOC – Typography variables\n\nModular Scale › http://www.modularscale.com//?16,36&px&1.25&web&table\n\n- Fonts\n- Font Weight\n- Font Size Variables\n\n*/\n\n@import \"functions\"; // Allows the use of rem-calc() or lower-bound() in your settings\n\n\n\n/* Fonts\n------------------------------------------------------------------- */\n\n$base-font-size: 16px;\n$rem-base: $base-font-size;\n// $base-line-height is 24px while $base-font-size is 16px\n$base-line-height: 1.5 !default;\n\n\n$font-family-sans-serif: \"Lato\", \"Helvetica Neue\", Helvetica, Arial, sans-serif;\n$font-family-serif: \"Volkhov\", Georgia, Times, serif;\n$font-family-monospace: \"Lucida Console\", Monaco, monospace;\n\n$body-font-family: $font-family-sans-serif;\n$body-font-weight: normal;\n$body-font-style: normal;\n\n$header-font-family: $font-family-serif;\n\n\n\n/* Font Weight\n------------------------------------------------------------------- */\n\n$font-weight-normal: normal;\n$font-weight-bold: bold;\n\n\n\n/* Font Size Variables\n------------------------------------------------------------------- */\n\n$font-size-p: \t$base-font-size;\n$font-size-h1: 2.441em;\n$font-size-h2: 1.953em;\n$font-size-h3: 1.563em;\n$font-size-h4: 1.25em;\n$font-size-h5: 1.152em;\n$font-size-small: 0.8em;\n\n.font-size-h1 { font-size: $font-size-h1; }\n.font-size-h2 { font-size: $font-size-h2; }\n.font-size-h3 { font-size: $font-size-h3; }\n.font-size-h4 { font-size: $font-size-h4; }\n.font-size-h5 { font-size: $font-size-h5; }\n","@charset \"utf-8\";\n// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n//\n// Foundation Variables\n//\n\n// Data attribute namespace\n// styles get applied to [data-mysite-plugin], etc\n$namespace: false !default;\n\n// The default font-size is set to 100% of the browser style sheet (usually 16px)\n// for compatibility with browser-based text zoom or user-set defaults.\n\n// Since the typical default browser font-size is 16px, that makes the calculation for grid size.\n// If you want your base font-size to be different and not have it affect the grid breakpoints,\n// set $rem-base to $base-font-size and make sure $base-font-size is a px value.\n$base-font-size: 100% !default;\n\n\n\n//\n// Global Foundation Mixins\n//\n\n// @mixins\n//\n// We use this to control border radius.\n// $radius - Default: $global-radius || 4px\n@mixin radius($radius: $global-radius) {\n @if $radius {\n border-radius: $radius;\n }\n}\n\n// @mixins\n//\n// We use this to create equal side border radius on elements.\n// $side - Options: left, right, top, bottom\n@mixin side-radius($side, $radius: $global-radius) {\n @if ($side ==left or $side ==right) {\n -webkit-border-bottom-#{$side}-radius: $radius;\n -webkit-border-top-#{$side}-radius: $radius;\n border-bottom-#{$side}-radius: $radius;\n border-top-#{$side}-radius: $radius;\n }\n\n @else {\n -webkit-#{$side}-left-radius: $radius;\n -webkit-#{$side}-right-radius: $radius;\n border-#{$side}-left-radius: $radius;\n border-#{$side}-right-radius: $radius;\n }\n}\n\n// @mixins\n//\n// We can control whether or not we have inset shadows edges.\n// $active - Default: true, Options: false\n@mixin inset-shadow($active: true) {\n box-shadow: $shiny-edge-size $shiny-edge-color inset;\n\n @if $active {\n &:active {\n box-shadow: $shiny-edge-size $shiny-edge-active-color inset;\n }\n }\n}\n\n// @mixins\n//\n// We use this to add transitions to elements\n// $property - Default: all, Options: http://www.w3.org/TR/css3-transitions/#animatable-properties\n// $speed - Default: 300ms\n// $ease - Default:ease-out, Options: http://css-tricks.com/almanac/properties/t/transition-timing-function/\n@mixin single-transition($property: all, $speed: 300ms, $ease: ease-out) {\n transition: $property $speed $ease;\n}\n\n// @mixins\n//\n// We use this to add box-sizing across browser prefixes\n@mixin box-sizing($type: border-box) {\n -webkit-box-sizing: $type; // Android < 2.3, iOS < 4\n -moz-box-sizing: $type; // Firefox < 29\n box-sizing: $type; // Chrome, IE 8+, Opera, Safari 5.1\n}\n\n// @mixins\n//\n// We use this to create isosceles triangles\n// $triangle-size - Used to set border-size. No default, set a px or em size.\n// $triangle-color - Used to set border-color which makes up triangle. No default\n// $triangle-direction - Used to determine which direction triangle points. Options: top, bottom, left, right\n@mixin css-triangle($triangle-size, $triangle-color, $triangle-direction) {\n content: \"\";\n display: block;\n width: 0;\n height: 0;\n border: inset $triangle-size;\n\n @if ($triangle-direction ==top) {\n border-color: $triangle-color transparent transparent transparent;\n border-top-style: solid;\n }\n\n @if ($triangle-direction ==bottom) {\n border-color: transparent transparent $triangle-color transparent;\n border-bottom-style: solid;\n }\n\n @if ($triangle-direction ==left) {\n border-color: transparent transparent transparent $triangle-color;\n border-left-style: solid;\n }\n\n @if ($triangle-direction ==right) {\n border-color: transparent $triangle-color transparent transparent;\n border-right-style: solid;\n }\n}\n\n// @mixins\n//\n// We use this to create the icon with three lines aka the hamburger icon, the menu-icon or the navicon\n// $width - Width of hamburger icon in rem\n// $left - If false, icon will be centered horizontally || explicitly set value in rem\n// $top - If false, icon will be centered vertically || explicitly set value in rem\n// $thickness - thickness of lines in hamburger icon, set value in px\n// $gap - spacing between the lines in hamburger icon, set value in px\n// $color - icon color\n// $hover-color - icon color during hover\n// $offcanvas - Set to true of @include in offcanvas\n@mixin hamburger($width, $left, $top, $thickness, $gap, $color, $hover-color, $offcanvas) {\n span::after {\n content: \"\";\n position: absolute;\n display: block;\n height: 0;\n\n @if $offcanvas {\n @if $top {\n top: $top;\n }\n\n @else {\n top: 50%;\n margin-top: (-$width/2);\n }\n\n @if $left {\n left: $left;\n }\n\n @else {\n left: ($tabbar-menu-icon-width - $width)/2;\n }\n }\n\n @else {\n top: 50%;\n margin-top: -($width/2);\n #{$opposite-direction}: $topbar-link-padding;\n }\n\n box-shadow: 0 0 0 $thickness $color,\n 0 ($gap + $thickness) 0 $thickness $color,\n 0 (2 * $gap + 2*$thickness) 0 $thickness $color;\n width: $width;\n }\n\n span:hover:after {\n box-shadow:\n 0 0 0 $thickness $hover-color,\n 0 $gap + $thickness 0 $thickness $hover-color,\n 0 (2 * $gap + 2*$thickness) 0 $thickness $hover-color;\n }\n}\n\n// We use this to do clear floats\n@mixin clearfix {\n\n &:before,\n &:after {\n content: \" \";\n display: table;\n }\n\n &:after {\n clear: both;\n }\n}\n\n// @mixins\n//\n// We use this to add a glowing effect to block elements\n// $selector - Used for selector state. Default: focus, Options: hover, active, visited\n// $fade-time - Default: 300ms\n// $glowing-effect-color - Default: fade-out($primary-color, .25)\n@mixin block-glowing-effect($selector: focus, $fade-time: 300ms, $glowing-effect-color: fade-out($primary-color, .25)) {\n transition: box-shadow $fade-time, border-color $fade-time ease-in-out;\n\n &:#{$selector} {\n box-shadow: 0 0 5px $glowing-effect-color;\n border-color: $glowing-effect-color;\n }\n}\n\n// @mixins\n//\n// We use this to translate elements in 2D\n// $horizontal: Default: 0\n// $vertical: Default: 0\n@mixin translate2d($horizontal: 0, $vertical: 0) {\n transform: translate($horizontal, $vertical)\n}\n\n// @mixins\n//\n// Makes an element visually hidden, but accessible.\n// @see http://snook.ca/archives/html_and_css/hiding-content-for-accessibility\n@mixin element-invisible {\n position: absolute !important;\n height: 1px;\n width: 1px;\n overflow: hidden;\n clip: rect(1px, 1px, 1px, 1px);\n}\n\n// @mixins\n//\n// Turns off the element-invisible effect.\n@mixin element-invisible-off {\n position: static !important;\n height: auto;\n width: auto;\n overflow: visible;\n clip: auto;\n}\n\n\n// We use these to control text direction settings\n$text-direction: ltr !default;\n$default-float: left !default;\n$opposite-direction: right !default;\n\n@if $text-direction ==ltr {\n $default-float: left;\n $opposite-direction: right;\n}\n\n@else {\n $default-float: right;\n $opposite-direction: left;\n}\n\n// We use these to control inset shadow shiny edges and depressions.\n$shiny-edge-size: 0 1px 0 !default;\n$shiny-edge-color: rgba(#fff, .5) !default;\n$shiny-edge-active-color: rgba(#000, .2) !default;\n\n// We use this to control whether or not CSS classes come through in the gem files.\n$include-html-classes: true !default;\n$include-print-styles: true !default;\n$include-html-global-classes: $include-html-classes !default;\n\n$column-gutter: rem-calc(30) !default;\n\n\n\n\n// d. Media Query Ranges\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n$small-range: (\n 0em,\n 40em\n);\n$medium-range: (\n 40.063em,\n 64em\n);\n$large-range: (\n 64.063em,\n 90em\n);\n$xlarge-range: (\n 90.063em,\n 120em\n);\n$xxlarge-range: (\n 120.063em,\n 99999999em\n);\n\n\n$screen: \"only screen\" !default;\n\n$landscape: \"#{$screen} and (orientation: landscape)\" !default;\n$portrait: \"#{$screen} and (orientation: portrait)\" !default;\n\n$small-up: $screen !default;\n$small-only: \"#{$screen} and (max-width: #{upper-bound($small-range)})\";\n\n$medium-up: \"#{$screen} and (min-width:#{lower-bound($medium-range)})\" !default;\n$medium-only: \"#{$screen} and (min-width:#{lower-bound($medium-range)}) and (max-width:#{upper-bound($medium-range)})\" !default;\n\n$large-up: \"#{$screen} and (min-width:#{lower-bound($large-range)})\" !default;\n$large-only: \"#{$screen} and (min-width:#{lower-bound($large-range)}) and (max-width:#{upper-bound($large-range)})\" !default;\n\n$xlarge-up: \"#{$screen} and (min-width:#{lower-bound($xlarge-range)})\" !default;\n$xlarge-only: \"#{$screen} and (min-width:#{lower-bound($xlarge-range)}) and (max-width:#{upper-bound($xlarge-range)})\" !default;\n\n$xxlarge-up: \"#{$screen} and (min-width:#{lower-bound($xxlarge-range)})\" !default;\n$xxlarge-only: \"#{$screen} and (min-width:#{lower-bound($xxlarge-range)}) and (max-width:#{upper-bound($xxlarge-range)})\" !default;\n\n// Legacy\n$small: $medium-up;\n$medium: $medium-up;\n$large: $large-up;\n\n//We use this as cursors values for enabling the option of having custom cursors in the whole site's stylesheet\n$cursor-auto-value: auto !default;\n$cursor-crosshair-value: crosshair !default;\n$cursor-default-value: default !default;\n$cursor-pointer-value: pointer !default;\n$cursor-help-value: help !default;\n$cursor-text-value: text !default;\n\n\n@include exports(\"global\") {\n\n // Meta styles are included in all builds, as they are a dependency of the Javascript.\n // Used to provide media query values for javascript components.\n // Forward slash placed around everything to convince PhantomJS to read the value.\n\n meta.foundation-version {\n font-family: \"/5.5.0/\";\n }\n\n meta.foundation-mq-small {\n font-family: \"/\" + unquote($small-up) + \"/\";\n width: lower-bound($small-range);\n }\n\n meta.foundation-mq-small-only {\n font-family: \"/\" + unquote($small-only) + \"/\";\n width: lower-bound($small-range);\n }\n\n meta.foundation-mq-medium {\n font-family: \"/\" + unquote($medium-up) + \"/\";\n width: lower-bound($medium-range);\n }\n\n meta.foundation-mq-medium-only {\n font-family: \"/\" + unquote($medium-only) + \"/\";\n width: lower-bound($medium-range);\n }\n\n meta.foundation-mq-large {\n font-family: \"/\" + unquote($large-up) + \"/\";\n width: lower-bound($large-range);\n }\n\n meta.foundation-mq-large-only {\n font-family: \"/\" + unquote($large-only) + \"/\";\n width: lower-bound($large-range);\n }\n\n meta.foundation-mq-xlarge {\n font-family: \"/\" + unquote($xlarge-up) + \"/\";\n width: lower-bound($xlarge-range);\n }\n\n meta.foundation-mq-xlarge-only {\n font-family: \"/\" + unquote($xlarge-only) + \"/\";\n width: lower-bound($xlarge-range);\n }\n\n meta.foundation-mq-xxlarge {\n font-family: \"/\" + unquote($xxlarge-up) + \"/\";\n width: lower-bound($xxlarge-range);\n }\n\n meta.foundation-data-attribute-namespace {\n font-family: #{$namespace};\n }\n\n @if $include-html-global-classes {\n\n // Must be 100% for off canvas to work\n html,\n body {\n height: 100%;\n }\n\n // Set box-sizing globally to handle padding and border widths\n *,\n *:before,\n *:after {\n @include box-sizing(border-box);\n }\n\n html,\n body {\n font-size: $base-font-size;\n }\n\n // Default body styles\n body {\n background: $body-bg;\n color: $body-font-color;\n padding: 0;\n margin: 0;\n font-family: $body-font-family;\n font-weight: $body-font-weight;\n font-style: $body-font-style;\n line-height: $base-line-height; // Set to $base-line-height to take on browser default of 150%\n position: relative;\n cursor: $cursor-auto-value;\n }\n\n a:hover {\n cursor: $cursor-pointer-value;\n }\n\n // Grid Defaults to get images and embeds to work properly\n img {\n max-width: 100%;\n height: auto;\n }\n\n img {\n -ms-interpolation-mode: bicubic;\n }\n\n #map_canvas,\n .map_canvas {\n\n img,\n embed,\n object {\n max-width: none !important;\n }\n }\n\n // Miscellaneous useful HTML classes\n .left {\n float: left !important;\n }\n\n .right {\n float: right !important;\n }\n\n .clearfix {\n @include clearfix;\n }\n\n // Hide visually and from screen readers\n .hide {\n display: none !important;\n visibility: hidden;\n }\n\n // Hide visually and from screen readers, but maintain layout\n .invisible {\n visibility: hidden;\n }\n\n // Font smoothing\n // Antialiased font smoothing works best for light text on a dark background.\n // Apply to single elements instead of globally to body.\n // Note this only applies to webkit-based desktop browsers and Firefox 25 (and later) on the Mac.\n .antialiased {\n -webkit-font-smoothing: antialiased;\n -moz-osx-font-smoothing: grayscale;\n }\n\n // Get rid of gap under images by making them display: inline-block; by default\n img {\n display: inline-block;\n vertical-align: middle;\n }\n\n //\n // Global resets for forms\n //\n\n // Make sure textarea takes on height automatically\n textarea {\n height: auto;\n min-height: 50px;\n }\n\n // Make select elements 100% width by default\n select {\n width: 100%;\n }\n }\n}","@charset \"utf-8\";\n\n@import \"functions.scss\";\n\n$include-html-classes: false;\n@import \"01_settings_colors.scss\";\n@import \"02_settings_typography.scss\";\n@import \"03_settings_mixins_media_queries.scss\";\n@import \"04_settings_global.scss\";\n\n* {\n\tdisplay: block;\n}\n\n:root {\n\tmargin: 3em;\n\tbackground: $body-bg;\n\tcolor: $body-font-color;\n\tfont-family: $body-font-family;\n}\n\nchannel {\n\t> title {\n\t\ttext-align: center;\n\t\tcolor: lighten($primary-color, 25%);\n\t\tfont-family: $header-font-family;\n\t\tfont-size: $font-size-h1 * 1.5;\n\t\tfont-weight: bolder;\n\t\t&::before {\n\t\t\tcontent: 'RSS Feed for ';\n\t\t\tfont-weight: initial;\n\t\t}\n\t\t&::after {\n\t\t\tcontent: \"This RSS feed is meant to be used by RSS reader applications and websites.\";\n\t\t\tdisplay: block;\n\t\t\tpadding: 1em;\n\t\t\tbackground-color: $alert-color;\n\t\t\tcolor: #fff;\n\t\t\tfont-family: initial;\n\t\t\tfont-size: initial;\n\t\t\tletter-spacing: initial;\n\t\t}\n\t}\n\t\n\t> description,\n\t> link {\n\t\tdisplay: none;\n\t}\n}\n\nitem {\n\tpadding: 1em 0;\n\tborder-bottom: 1px solid invert($body-bg);\n\t&:last-child {\n\t\tborder-bottom: none;\n\t}\n\n\t> title {\n\t\tcolor: $secondary-color;\n\t\tfont-family: $header-font-family;\n\t\tfont-size: $font-size-h1;\n\t\tmargin-bottom: 0.5em;\n\t}\n\n\t> link {\n\t\tcolor: $primary-color;\n\t}\n\n\t> pubDate {\n\t\tcolor: $grey-5;\n\t\tfont-size: small;\n\t}\n\n\t> description {\n\t\tmargin-top: 1em;\n\t\toverflow: hidden;\n\t\twhite-space: nowrap;\n\t\ttext-overflow:ellipsis;\n\t}\n\n\t> guid,\n\t> category {\n\t\tdisplay: none;\n\t}\n}\n","/// from https://github.com/Phlow/feeling-responsive/raw/gh-pages/_sass/_01_settings_colors.scss\n@charset \"utf-8\";\n/* TOC – Color Variables\n\n- Basics\n- Corporate Identity Colorpalette\n- Foundation Color Variables\n- Grey Scale\n- Topbar-Navigation\n- Footer\n- Code\n\n*/\n\n\n\n/* Basics\n------------------------------------------------------------------- */\n\n$text-color : #111;\n$body-font-color : $text-color;\n$body-bg : #fdfdfd;\n\n\n\n/* Corporate Identity Colorpalette\n https://color.adobe.com/de/Flat-Design-Colors-v2-color-theme-4341903/\n------------------------------------------------------------------- */\n\n$ci-1 : #334D5C; // dark turquoise\n$ci-2 : #45B29D; // turquoise\n$ci-3 : #EFC94C; // yellow\n$ci-4 : #E27A3F; // orange\n$ci-5 : #DF4949; // red\n$ci-6 : #A1D044; // green\n\n/// CIL overrides\n$ci-2 : #c92c99;\n$ci-6 : #e50695;\n\n\n/* Foundation Color Variables\n------------------------------------------------------------------- */\n\n$primary-color : $ci-1;\n$secondary-color : $ci-6;\n$alert-color : $ci-5;\n$success-color : $ci-6;\n$warning-color : $ci-4;\n$info-color : $ci-1;\n\n\n\n/* Grey Scale\n------------------------------------------------------------------- */\n\n$grey-1 : #E4E4E4;\n$grey-2 : #D7D7D7;\n$grey-3 : #CBCBCB;\n$grey-4 : #BEBEBE;\n$grey-5 : #A4A4A4;\n$grey-6 : #979797;\n$grey-7 : #8B8B8B;\n$grey-8 : #7E7E7E;\n$grey-9 : #646464;\n$grey-10 : #575757;\n$grey-11 : #4B4B4B;\n$grey-12 : #3E3E3E;\n$grey-13 : #313131;\n$grey-14 : #242424;\n$grey-15 : #171717;\n$grey-16 : #0B0B0B;\n\n/// CIL overrides\n$grey-8 : #043852;\n$grey-13 : #510c76;\n\n\n/* Topbar-Navigation\n------------------------------------------------------------------- */\n\n$topbar-bg-color : $body-bg;\n$topbar-bg : $topbar-bg-color;\n\n\n$topbar-dropdown-toggle-color: $ci-1;\n\n$topbar-link-color : #000;\n$topbar-link-color-hover: #000;\n$topbar-link-color-active: #000;\n$topbar-link-color-active-hover: #000;\n\n$topbar-dropdown-label-color: $ci-2;\n$topbar-dropdown-link-bg-hover: $ci-6;\n\n$topbar-link-bg-active: $ci-6; // Active Navigation Link\n$topbar-link-bg-hover: $ci-6;\n$topbar-link-bg-active-hover: $ci-2;\n\n\n$topbar-dropdown-bg: $ci-6; // Background Mobile Navigation\n$topbar-dropdown-link-color: #000;\n$topbar-dropdown-link-bg: $ci-2;\n\n$topbar-menu-link-color-toggled: $ci-1;\n$topbar-menu-icon-color-toggled: $ci-1;\n$topbar-menu-link-color: #000;\n$topbar-menu-icon-color: #000;\n$topbar-menu-link-color-toggled: $ci-6;\n$topbar-menu-icon-color-toggled: $ci-6;\n\n\n\n/* Footer\n------------------------------------------------------------------- */\n\n$footer-bg : $grey-8;\n$footer-color : #fff;\n$footer-link-color : $ci-6;\n\n\n$subfooter-bg : $grey-13;\n$subfooter-color : $grey-8;\n$subfooter-link-color: $grey-8;\n\n\n\n/* Code\n------------------------------------------------------------------- */\n\n$code-background-color: scale-color($secondary-color, $lightness: 70%);\n\n$highlight-background: #ffffff;\n$highlight-comment: #999988;\n$highlight-error: #a61717;\n$highlight-comment-special: #999999;\n$highlight-deleted: #000000;\n$highlight-error-2: #aa0000;\n$highlight-literal-string: #d14;\n$highlight-literal-number: #009999;\n$highlight-name-attribut: #008080;\n$highlight-error-background: #e3d2d2;\n$highlight-generic-deleted: #ffdddd;\n$highlight-generic-deleted-specific: #ffaaaa;\n$highlight-generic-inserted: #ddffdd;\n$highlight-generic-inserted-specific: #aaffaa;\n$highlight-generic-output: #888888;\n$highlight-generic-prompt: #555555;\n$highlight-subheading: #aaaaaa;\n$highlight-keyword-type: #445588;\n$highlight-name-builtin: #0086B3;\n$highlight-name-class: #445588;\n$highlight-name-entity: #800080;\n$highlight-name-exception: 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font-size is 16px, that makes the calculation for grid size.\n// If you want your base font-size to be different and not have it affect the grid breakpoints,\n// set $rem-base to $base-font-size and make sure $base-font-size is a px value.\n$base-font-size: 100% !default;\n\n\n\n//\n// Global Foundation Mixins\n//\n\n// @mixins\n//\n// We use this to control border radius.\n// $radius - Default: $global-radius || 4px\n@mixin radius($radius: $global-radius) {\n @if $radius {\n border-radius: $radius;\n }\n}\n\n// @mixins\n//\n// We use this to create equal side border radius on elements.\n// $side - Options: left, right, top, bottom\n@mixin side-radius($side, $radius: $global-radius) {\n @if ($side ==left or $side ==right) {\n -webkit-border-bottom-#{$side}-radius: $radius;\n -webkit-border-top-#{$side}-radius: $radius;\n border-bottom-#{$side}-radius: $radius;\n border-top-#{$side}-radius: $radius;\n }\n\n @else {\n -webkit-#{$side}-left-radius: $radius;\n -webkit-#{$side}-right-radius: $radius;\n border-#{$side}-left-radius: $radius;\n border-#{$side}-right-radius: $radius;\n }\n}\n\n// @mixins\n//\n// We can control whether or not we have inset shadows edges.\n// $active - Default: true, Options: false\n@mixin inset-shadow($active: true) {\n box-shadow: $shiny-edge-size $shiny-edge-color inset;\n\n @if $active {\n &:active {\n box-shadow: $shiny-edge-size $shiny-edge-active-color inset;\n }\n }\n}\n\n// @mixins\n//\n// We use this to add transitions to elements\n// $property - Default: all, Options: http://www.w3.org/TR/css3-transitions/#animatable-properties\n// $speed - Default: 300ms\n// $ease - Default:ease-out, Options: http://css-tricks.com/almanac/properties/t/transition-timing-function/\n@mixin single-transition($property: all, $speed: 300ms, $ease: ease-out) {\n transition: $property $speed $ease;\n}\n\n// @mixins\n//\n// We use this to add box-sizing across browser prefixes\n@mixin box-sizing($type: border-box) {\n -webkit-box-sizing: $type; // Android < 2.3, iOS < 4\n -moz-box-sizing: $type; // Firefox < 29\n box-sizing: $type; // Chrome, IE 8+, Opera, Safari 5.1\n}\n\n// @mixins\n//\n// We use this to create isosceles triangles\n// $triangle-size - Used to set border-size. No default, set a px or em size.\n// $triangle-color - Used to set border-color which makes up triangle. No default\n// $triangle-direction - Used to determine which direction triangle points. Options: top, bottom, left, right\n@mixin css-triangle($triangle-size, $triangle-color, $triangle-direction) {\n content: \"\";\n display: block;\n width: 0;\n height: 0;\n border: inset $triangle-size;\n\n @if ($triangle-direction ==top) {\n border-color: $triangle-color transparent transparent transparent;\n border-top-style: solid;\n }\n\n @if ($triangle-direction ==bottom) {\n border-color: transparent transparent $triangle-color transparent;\n border-bottom-style: solid;\n }\n\n @if ($triangle-direction ==left) {\n border-color: transparent transparent transparent $triangle-color;\n border-left-style: solid;\n }\n\n @if ($triangle-direction ==right) {\n border-color: transparent $triangle-color transparent transparent;\n border-right-style: solid;\n }\n}\n\n// @mixins\n//\n// We use this to create the icon with three lines aka the hamburger icon, the menu-icon or the navicon\n// $width - Width of hamburger icon in rem\n// $left - If false, icon will be centered horizontally || explicitly set value in rem\n// $top - If false, icon will be centered vertically || explicitly set value in rem\n// $thickness - thickness of lines in hamburger icon, set value in px\n// $gap - spacing between the lines in hamburger icon, set value in px\n// $color - icon color\n// $hover-color - icon color during hover\n// $offcanvas - Set to true of @include in offcanvas\n@mixin hamburger($width, $left, $top, $thickness, $gap, $color, $hover-color, $offcanvas) {\n span::after {\n content: \"\";\n position: absolute;\n display: block;\n height: 0;\n\n @if $offcanvas {\n @if $top {\n top: $top;\n }\n\n @else {\n top: 50%;\n margin-top: (-$width/2);\n }\n\n @if $left {\n left: $left;\n }\n\n @else {\n left: ($tabbar-menu-icon-width - $width)/2;\n }\n }\n\n @else {\n top: 50%;\n margin-top: -($width/2);\n #{$opposite-direction}: $topbar-link-padding;\n }\n\n box-shadow: 0 0 0 $thickness $color,\n 0 ($gap + $thickness) 0 $thickness $color,\n 0 (2 * $gap + 2*$thickness) 0 $thickness $color;\n width: $width;\n }\n\n span:hover:after {\n box-shadow:\n 0 0 0 $thickness $hover-color,\n 0 $gap + $thickness 0 $thickness $hover-color,\n 0 (2 * $gap + 2*$thickness) 0 $thickness $hover-color;\n }\n}\n\n// We use this to do clear floats\n@mixin clearfix {\n\n &:before,\n &:after {\n content: \" \";\n display: table;\n }\n\n &:after {\n clear: both;\n }\n}\n\n// @mixins\n//\n// We use this to add a glowing effect to block elements\n// $selector - Used for selector state. Default: focus, Options: hover, active, visited\n// $fade-time - Default: 300ms\n// $glowing-effect-color - Default: fade-out($primary-color, .25)\n@mixin block-glowing-effect($selector: focus, $fade-time: 300ms, $glowing-effect-color: fade-out($primary-color, .25)) {\n transition: box-shadow $fade-time, border-color $fade-time ease-in-out;\n\n &:#{$selector} {\n box-shadow: 0 0 5px $glowing-effect-color;\n border-color: $glowing-effect-color;\n }\n}\n\n// @mixins\n//\n// We use this to translate elements in 2D\n// $horizontal: Default: 0\n// $vertical: Default: 0\n@mixin translate2d($horizontal: 0, $vertical: 0) {\n transform: translate($horizontal, $vertical)\n}\n\n// @mixins\n//\n// Makes an element visually hidden, but accessible.\n// @see http://snook.ca/archives/html_and_css/hiding-content-for-accessibility\n@mixin element-invisible {\n position: absolute !important;\n height: 1px;\n width: 1px;\n overflow: hidden;\n clip: rect(1px, 1px, 1px, 1px);\n}\n\n// @mixins\n//\n// Turns off the element-invisible effect.\n@mixin element-invisible-off {\n position: static !important;\n height: auto;\n width: auto;\n overflow: visible;\n clip: auto;\n}\n\n\n// We use these to control text direction settings\n$text-direction: ltr !default;\n$default-float: left !default;\n$opposite-direction: right !default;\n\n@if $text-direction ==ltr {\n $default-float: left;\n $opposite-direction: right;\n}\n\n@else {\n $default-float: right;\n $opposite-direction: left;\n}\n\n// We use these to control inset shadow shiny edges and depressions.\n$shiny-edge-size: 0 1px 0 !default;\n$shiny-edge-color: rgba(#fff, .5) !default;\n$shiny-edge-active-color: rgba(#000, .2) !default;\n\n// We use this to control whether or not CSS classes come through in the gem files.\n$include-html-classes: true !default;\n$include-print-styles: true !default;\n$include-html-global-classes: $include-html-classes !default;\n\n$column-gutter: rem-calc(30) !default;\n\n\n\n\n// d. Media Query Ranges\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n$small-range: (\n 0em,\n 40em\n);\n$medium-range: (\n 40.063em,\n 64em\n);\n$large-range: (\n 64.063em,\n 90em\n);\n$xlarge-range: (\n 90.063em,\n 120em\n);\n$xxlarge-range: (\n 120.063em,\n 99999999em\n);\n\n\n$screen: \"only screen\" !default;\n\n$landscape: \"#{$screen} and (orientation: landscape)\" !default;\n$portrait: \"#{$screen} and (orientation: portrait)\" !default;\n\n$small-up: $screen !default;\n$small-only: \"#{$screen} and (max-width: #{upper-bound($small-range)})\";\n\n$medium-up: \"#{$screen} and (min-width:#{lower-bound($medium-range)})\" !default;\n$medium-only: \"#{$screen} and (min-width:#{lower-bound($medium-range)}) and (max-width:#{upper-bound($medium-range)})\" !default;\n\n$large-up: \"#{$screen} and (min-width:#{lower-bound($large-range)})\" !default;\n$large-only: \"#{$screen} and (min-width:#{lower-bound($large-range)}) and (max-width:#{upper-bound($large-range)})\" !default;\n\n$xlarge-up: \"#{$screen} and (min-width:#{lower-bound($xlarge-range)})\" !default;\n$xlarge-only: \"#{$screen} and (min-width:#{lower-bound($xlarge-range)}) and (max-width:#{upper-bound($xlarge-range)})\" !default;\n\n$xxlarge-up: \"#{$screen} and (min-width:#{lower-bound($xxlarge-range)})\" !default;\n$xxlarge-only: \"#{$screen} and (min-width:#{lower-bound($xxlarge-range)}) and (max-width:#{upper-bound($xxlarge-range)})\" !default;\n\n// Legacy\n$small: $medium-up;\n$medium: $medium-up;\n$large: $large-up;\n\n//We use this as cursors values for enabling the option of having custom cursors in the whole site's stylesheet\n$cursor-auto-value: auto !default;\n$cursor-crosshair-value: crosshair !default;\n$cursor-default-value: default !default;\n$cursor-pointer-value: pointer !default;\n$cursor-help-value: help !default;\n$cursor-text-value: text !default;\n\n\n@include exports(\"global\") {\n\n // Meta styles are included in all builds, as they are a dependency of the Javascript.\n // Used to provide media query values for javascript components.\n // Forward slash placed around everything to convince PhantomJS to read the value.\n\n meta.foundation-version {\n font-family: \"/5.5.0/\";\n }\n\n meta.foundation-mq-small {\n font-family: \"/\" + unquote($small-up) + \"/\";\n width: lower-bound($small-range);\n }\n\n meta.foundation-mq-small-only {\n font-family: \"/\" + unquote($small-only) + \"/\";\n width: lower-bound($small-range);\n }\n\n meta.foundation-mq-medium {\n font-family: \"/\" + unquote($medium-up) + \"/\";\n width: lower-bound($medium-range);\n }\n\n meta.foundation-mq-medium-only {\n font-family: \"/\" + unquote($medium-only) + \"/\";\n width: lower-bound($medium-range);\n }\n\n meta.foundation-mq-large {\n font-family: \"/\" + unquote($large-up) + \"/\";\n width: lower-bound($large-range);\n }\n\n meta.foundation-mq-large-only {\n font-family: \"/\" + unquote($large-only) + \"/\";\n width: lower-bound($large-range);\n }\n\n meta.foundation-mq-xlarge {\n font-family: \"/\" + unquote($xlarge-up) + \"/\";\n width: lower-bound($xlarge-range);\n }\n\n meta.foundation-mq-xlarge-only {\n font-family: \"/\" + unquote($xlarge-only) + \"/\";\n width: lower-bound($xlarge-range);\n }\n\n meta.foundation-mq-xxlarge {\n font-family: \"/\" + unquote($xxlarge-up) + \"/\";\n width: lower-bound($xxlarge-range);\n }\n\n meta.foundation-data-attribute-namespace {\n font-family: #{$namespace};\n }\n\n @if $include-html-global-classes {\n\n // Must be 100% for off canvas to work\n html,\n body {\n height: 100%;\n }\n\n // Set box-sizing globally to handle padding and border widths\n *,\n *:before,\n *:after {\n @include box-sizing(border-box);\n }\n\n html,\n body {\n font-size: $base-font-size;\n }\n\n // Default body styles\n body {\n background: $body-bg;\n color: $body-font-color;\n padding: 0;\n margin: 0;\n font-family: $body-font-family;\n font-weight: $body-font-weight;\n font-style: $body-font-style;\n line-height: $base-line-height; // Set to $base-line-height to take on browser default of 150%\n position: relative;\n cursor: $cursor-auto-value;\n }\n\n a:hover {\n cursor: $cursor-pointer-value;\n }\n\n // Grid Defaults to get images and embeds to work properly\n img {\n max-width: 100%;\n height: auto;\n }\n\n img {\n -ms-interpolation-mode: bicubic;\n }\n\n #map_canvas,\n .map_canvas {\n\n img,\n embed,\n object {\n max-width: none !important;\n }\n }\n\n // Miscellaneous useful HTML classes\n .left {\n float: left !important;\n }\n\n .right {\n float: right !important;\n }\n\n .clearfix {\n @include clearfix;\n }\n\n // Hide visually and from screen readers\n .hide {\n display: none !important;\n visibility: hidden;\n }\n\n // Hide visually and from screen readers, but maintain layout\n .invisible {\n visibility: hidden;\n }\n\n // Font smoothing\n // Antialiased font smoothing works best for light text on a dark background.\n // Apply to single elements instead of globally to body.\n // Note this only applies to webkit-based desktop browsers and Firefox 25 (and later) on the Mac.\n .antialiased {\n -webkit-font-smoothing: antialiased;\n -moz-osx-font-smoothing: grayscale;\n }\n\n // Get rid of gap under images by making them display: inline-block; by default\n img {\n display: inline-block;\n vertical-align: middle;\n }\n\n //\n // Global resets for forms\n //\n\n // Make sure textarea takes on height automatically\n textarea {\n height: auto;\n min-height: 50px;\n }\n\n // Make select elements 100% width by default\n select {\n width: 100%;\n }\n }\n}","/// from https://github.com/Phlow/feeling-responsive/raw/gh-pages/_sass/_01_settings_colors.scss\n@charset \"utf-8\";\n/* TOC – Color Variables\n\n- Basics\n- Corporate Identity Colorpalette\n- Foundation Color Variables\n- Grey Scale\n- Topbar-Navigation\n- Footer\n- Code\n\n*/\n\n\n\n/* Basics\n------------------------------------------------------------------- */\n\n$text-color : #111;\n$body-font-color : $text-color;\n$body-bg : #fdfdfd;\n\n\n\n/* Corporate Identity Colorpalette\n https://color.adobe.com/de/Flat-Design-Colors-v2-color-theme-4341903/\n------------------------------------------------------------------- */\n\n$ci-1 : #334D5C; // dark turquoise\n$ci-2 : #45B29D; // turquoise\n$ci-3 : #EFC94C; // yellow\n$ci-4 : #E27A3F; // orange\n$ci-5 : #DF4949; // red\n$ci-6 : #A1D044; // green\n\n/// CIL overrides\n$ci-2 : #c92c99;\n$ci-6 : #e50695;\n\n\n/* Foundation Color Variables\n------------------------------------------------------------------- */\n\n$primary-color : $ci-1;\n$secondary-color : $ci-6;\n$alert-color : $ci-5;\n$success-color : $ci-6;\n$warning-color : $ci-4;\n$info-color : $ci-1;\n\n\n\n/* Grey Scale\n------------------------------------------------------------------- */\n\n$grey-1 : #E4E4E4;\n$grey-2 : #D7D7D7;\n$grey-3 : #CBCBCB;\n$grey-4 : #BEBEBE;\n$grey-5 : #A4A4A4;\n$grey-6 : #979797;\n$grey-7 : #8B8B8B;\n$grey-8 : #7E7E7E;\n$grey-9 : #646464;\n$grey-10 : #575757;\n$grey-11 : #4B4B4B;\n$grey-12 : #3E3E3E;\n$grey-13 : #313131;\n$grey-14 : #242424;\n$grey-15 : #171717;\n$grey-16 : #0B0B0B;\n\n/// CIL overrides\n$grey-8 : #043852;\n$grey-13 : #510c76;\n\n\n/* Topbar-Navigation\n------------------------------------------------------------------- */\n\n$topbar-bg-color : $body-bg;\n$topbar-bg : $topbar-bg-color;\n\n\n$topbar-dropdown-toggle-color: $ci-1;\n\n$topbar-link-color : #000;\n$topbar-link-color-hover: #000;\n$topbar-link-color-active: #000;\n$topbar-link-color-active-hover: #000;\n\n$topbar-dropdown-label-color: $ci-2;\n$topbar-dropdown-link-bg-hover: $ci-6;\n\n$topbar-link-bg-active: $ci-6; // Active Navigation Link\n$topbar-link-bg-hover: $ci-6;\n$topbar-link-bg-active-hover: $ci-2;\n\n\n$topbar-dropdown-bg: $ci-6; // Background Mobile Navigation\n$topbar-dropdown-link-color: #000;\n$topbar-dropdown-link-bg: $ci-2;\n\n$topbar-menu-link-color-toggled: $ci-1;\n$topbar-menu-icon-color-toggled: $ci-1;\n$topbar-menu-link-color: #000;\n$topbar-menu-icon-color: #000;\n$topbar-menu-link-color-toggled: $ci-6;\n$topbar-menu-icon-color-toggled: $ci-6;\n\n\n\n/* Footer\n------------------------------------------------------------------- */\n\n$footer-bg : $grey-8;\n$footer-color : #fff;\n$footer-link-color : $ci-6;\n\n\n$subfooter-bg : $grey-13;\n$subfooter-color : $grey-8;\n$subfooter-link-color: $grey-8;\n\n\n\n/* Code\n------------------------------------------------------------------- */\n\n$code-background-color: scale-color($secondary-color, $lightness: 70%);\n\n$highlight-background: #ffffff;\n$highlight-comment: #999988;\n$highlight-error: #a61717;\n$highlight-comment-special: #999999;\n$highlight-deleted: #000000;\n$highlight-error-2: #aa0000;\n$highlight-literal-string: #d14;\n$highlight-literal-number: #009999;\n$highlight-name-attribut: #008080;\n$highlight-error-background: #e3d2d2;\n$highlight-generic-deleted: #ffdddd;\n$highlight-generic-deleted-specific: #ffaaaa;\n$highlight-generic-inserted: #ddffdd;\n$highlight-generic-inserted-specific: #aaffaa;\n$highlight-generic-output: #888888;\n$highlight-generic-prompt: #555555;\n$highlight-subheading: #aaaaaa;\n$highlight-keyword-type: #445588;\n$highlight-name-builtin: #0086B3;\n$highlight-name-class: #445588;\n$highlight-name-entity: #800080;\n$highlight-name-exception: #990000;\n$highlight-name-function: #990000;\n$highlight-name-namespace: #555555;\n$highlight-name-tag: #000080;\n$highlight-text-whitespace: #bbbbbb;\n$highlight-literal-string-regex: #009926;\n$highlight-literal-string-symbol: #990073;\n","@charset \"utf-8\";\n/*! normalize.css v3.0.2 | MIT License | git.io/normalize */\n\n/**\n * 1. Set default font family to sans-serif.\n * 2. Prevent iOS text size adjust after orientation change, without disabling\n * user zoom.\n */\n\nhtml {\n font-family: sans-serif; /* 1 */\n -ms-text-size-adjust: 100%; /* 2 */\n -webkit-text-size-adjust: 100%; /* 2 */\n}\n\n/**\n * Remove default margin.\n */\n\nbody {\n margin: 0;\n}\n\n/* HTML5 display definitions\n ========================================================================== */\n\n/**\n * Correct `block` display not defined for any HTML5 element in IE 8/9.\n * Correct `block` display not defined for `details` or `summary` in IE 10/11\n * and Firefox.\n * Correct `block` display not defined for `main` in IE 11.\n */\n\narticle,\naside,\ndetails,\nfigcaption,\nfigure,\nfooter,\nheader,\nhgroup,\nmain,\nmenu,\nnav,\nsection,\nsummary {\n display: block;\n}\n\n/**\n * 1. Correct `inline-block` display not defined in IE 8/9.\n * 2. Normalize vertical alignment of `progress` in Chrome, Firefox, and Opera.\n */\n\naudio,\ncanvas,\nprogress,\nvideo {\n display: inline-block; /* 1 */\n vertical-align: baseline; /* 2 */\n}\n\n/**\n * Prevent modern browsers from displaying `audio` without controls.\n * Remove excess height in iOS 5 devices.\n */\n\naudio:not([controls]) {\n display: none;\n height: 0;\n}\n\n/**\n * Address `[hidden]` styling not present in IE 8/9/10.\n * Hide the `template` element in IE 8/9/11, Safari, and Firefox < 22.\n */\n\n[hidden],\ntemplate {\n display: none;\n}\n\n/* Links\n ========================================================================== */\n\n/**\n * Remove the gray background color from active links in IE 10.\n */\n\na {\n background-color: transparent;\n}\n\n/**\n * Improve readability when focused and also mouse hovered in all browsers.\n */\n\na:active,\na:hover {\n outline: 0;\n}\n\n/* Text-level semantics\n ========================================================================== */\n\n/**\n * Address styling not present in IE 8/9/10/11, Safari, and Chrome.\n */\n\nabbr[title] {\n border-bottom: 1px dotted;\n}\n\n/**\n * Address style set to `bolder` in Firefox 4+, Safari, and Chrome.\n */\n\nb,\nstrong {\n font-weight: bold;\n}\n\n/**\n * Address styling not present in Safari and Chrome.\n */\n\ndfn {\n font-style: italic;\n}\n\n/**\n * Address variable `h1` font-size and margin within `section` and `article`\n * contexts in Firefox 4+, Safari, and Chrome.\n */\n\nh1 {\n font-size: 2em;\n margin: 0.67em 0;\n}\n\n/**\n * Address styling not present in IE 8/9.\n */\n\nmark {\n background: #ff0;\n color: #000;\n}\n\n/**\n * Address inconsistent and variable font size in all browsers.\n */\n\nsmall {\n font-size: 80%;\n}\n\n/**\n * Prevent `sub` and `sup` affecting `line-height` in all browsers.\n */\n\nsub,\nsup {\n font-size: 75%;\n line-height: 0;\n position: relative;\n vertical-align: baseline;\n}\n\nsup {\n top: -0.5em;\n}\n\nsub {\n bottom: -0.25em;\n}\n\n/* Embedded content\n ========================================================================== */\n\n/**\n * Remove border when inside `a` element in IE 8/9/10.\n */\n\nimg {\n border: 0;\n}\n\n/**\n * Correct overflow not hidden in IE 9/10/11.\n */\n\nsvg:not(:root) {\n overflow: hidden;\n}\n\n/* Grouping content\n ========================================================================== */\n\n/**\n * Address margin not present in IE 8/9 and Safari.\n */\n\nfigure {\n margin: 1em 40px;\n}\n\n/**\n * Address differences between Firefox and other browsers.\n */\n\nhr {\n -moz-box-sizing: content-box;\n box-sizing: content-box;\n height: 0;\n}\n\n/**\n * Contain overflow in all browsers.\n */\n\npre {\n overflow: auto;\n}\n\n/**\n * Address odd `em`-unit font size rendering in all browsers.\n */\n\ncode,\nkbd,\npre,\nsamp {\n font-family: monospace, monospace;\n font-size: 1em;\n}\n\n/* Forms\n ========================================================================== */\n\n/**\n * Known limitation: by default, Chrome and Safari on OS X allow very limited\n * styling of `select`, unless a `border` property is set.\n */\n\n/**\n * 1. Correct color not being inherited.\n * Known issue: affects color of disabled elements.\n * 2. Correct font properties not being inherited.\n * 3. Address margins set differently in Firefox 4+, Safari, and Chrome.\n */\n\nbutton,\ninput,\noptgroup,\nselect,\ntextarea {\n color: inherit; /* 1 */\n font: inherit; /* 2 */\n margin: 0; /* 3 */\n}\n\n/**\n * Address `overflow` set to `hidden` in IE 8/9/10/11.\n */\n\nbutton {\n overflow: visible;\n}\n\n/**\n * Address inconsistent `text-transform` inheritance for `button` and `select`.\n * All other form control elements do not inherit `text-transform` values.\n * Correct `button` style inheritance in Firefox, IE 8/9/10/11, and Opera.\n * Correct `select` style inheritance in Firefox.\n */\n\nbutton,\nselect {\n text-transform: none;\n}\n\n/**\n * 1. Avoid the WebKit bug in Android 4.0.* where (2) destroys native `audio`\n * and `video` controls.\n * 2. Correct inability to style clickable `input` types in iOS.\n * 3. Improve usability and consistency of cursor style between image-type\n * `input` and others.\n */\n\nbutton,\nhtml input[type=\"button\"], /* 1 */\ninput[type=\"reset\"],\ninput[type=\"submit\"] {\n -webkit-appearance: button; /* 2 */\n cursor: pointer; /* 3 */\n}\n\n/**\n * Re-set default cursor for disabled elements.\n */\n\nbutton[disabled],\nhtml input[disabled] {\n cursor: default;\n}\n\n/**\n * Remove inner padding and border in Firefox 4+.\n */\n\nbutton::-moz-focus-inner,\ninput::-moz-focus-inner {\n border: 0;\n padding: 0;\n}\n\n/**\n * Address Firefox 4+ setting `line-height` on `input` using `!important` in\n * the UA stylesheet.\n */\n\ninput {\n line-height: normal;\n}\n\n/**\n * It's recommended that you don't attempt to style these elements.\n * Firefox's implementation doesn't respect box-sizing, padding, or width.\n *\n * 1. Address box sizing set to `content-box` in IE 8/9/10.\n * 2. Remove excess padding in IE 8/9/10.\n */\n\ninput[type=\"checkbox\"],\ninput[type=\"radio\"] {\n box-sizing: border-box; /* 1 */\n padding: 0; /* 2 */\n}\n\n/**\n * Fix the cursor style for Chrome's increment/decrement buttons. For certain\n * `font-size` values of the `input`, it causes the cursor style of the\n * decrement button to change from `default` to `text`.\n */\n\ninput[type=\"number\"]::-webkit-inner-spin-button,\ninput[type=\"number\"]::-webkit-outer-spin-button {\n height: auto;\n}\n\n/**\n * 1. Address `appearance` set to `searchfield` in Safari and Chrome.\n * 2. Address `box-sizing` set to `border-box` in Safari and Chrome\n * (include `-moz` to future-proof).\n */\n\ninput[type=\"search\"] {\n -webkit-appearance: textfield; /* 1 */\n -moz-box-sizing: content-box;\n -webkit-box-sizing: content-box; /* 2 */\n box-sizing: content-box;\n}\n\n/**\n * Remove inner padding and search cancel button in Safari and Chrome on OS X.\n * Safari (but not Chrome) clips the cancel button when the search input has\n * padding (and `textfield` appearance).\n */\n\ninput[type=\"search\"]::-webkit-search-cancel-button,\ninput[type=\"search\"]::-webkit-search-decoration {\n -webkit-appearance: none;\n}\n\n/**\n * Define consistent border, margin, and padding.\n */\n\nfieldset {\n border: 1px solid #c0c0c0;\n margin: 0 2px;\n padding: 0.35em 0.625em 0.75em;\n}\n\n/**\n * 1. Correct `color` not being inherited in IE 8/9/10/11.\n * 2. Remove padding so people aren't caught out if they zero out fieldsets.\n */\n\nlegend {\n border: 0; /* 1 */\n padding: 0; /* 2 */\n}\n\n/**\n * Remove default vertical scrollbar in IE 8/9/10/11.\n */\n\ntextarea {\n overflow: auto;\n}\n\n/**\n * Don't inherit the `font-weight` (applied by a rule above).\n * NOTE: the default cannot safely be changed in Chrome and Safari on OS X.\n */\n\noptgroup {\n font-weight: bold;\n}\n\n/* Tables\n ========================================================================== */\n\n/**\n * Remove most spacing between table cells.\n */\n\ntable {\n border-collapse: collapse;\n border-spacing: 0;\n}\n\ntd,\nth {\n padding: 0;\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n$include-html-grid-classes: $include-html-classes !default;\n$include-xl-html-grid-classes: false !default;\n\n$row-width: rem-calc(1000) !default;\n$total-columns: 12 !default;\n\n$last-child-float: $opposite-direction !default;\n\n//\n// Grid Functions\n//\n\n// Deprecated: We'll drop support for this in 5.1, use grid-calc()\n@function gridCalc($colNumber, $totalColumns) {\n @warn \"gridCalc() is deprecated, use grid-calc()\";\n @return grid-calc($colNumber, $totalColumns);\n}\n\n// @FUNCTION\n// $colNumber - Found in settings file\n// $totalColumns - Found in settings file\n@function grid-calc($colNumber, $totalColumns) {\n @return percentage(calc($colNumber / $totalColumns));\n}\n\n//\n// @mixins\n//\n\n// For creating container, nested, and collapsed rows.\n//\n//\n// $behavior - Any special behavior for this row? Default: false. Options: nest, collapse, nest-collapse, false.\n@mixin grid-row($behavior: false) {\n\n // use @include grid-row(nest); to include a nested row\n @if $behavior ==nest {\n width: auto;\n margin-#{$default-float}: - calc($column-gutter/2);\n margin-#{$opposite-direction}: - calc($column-gutter/2);\n margin-top: 0;\n margin-bottom: 0;\n max-width: none;\n }\n\n // use @include grid-row(collapse); to collapsed a container row margins\n @else if $behavior ==collapse {\n width: 100%;\n margin: 0;\n max-width: $row-width;\n }\n\n // use @include grid-row(nest-collapse); to collapse outer margins on a nested row\n @else if $behavior ==nest-collapse {\n width: auto;\n margin: 0;\n max-width: none;\n }\n\n // use @include grid-row; to use a container row\n @else {\n width: 100%;\n margin-#{$default-float}: auto;\n margin-#{$opposite-direction}: auto;\n margin-top: 0;\n margin-bottom: 0;\n max-width: $row-width;\n }\n\n // Clearfix for all rows\n @include clearfix();\n}\n\n// Creates a column, should be used inside of a media query to control layouts\n//\n// $columns - The number of columns this should be\n// $last-column - Is this the last column? Default: false.\n// $center - Center these columns? Default: false.\n// $offset - # of columns to offset. Default: false.\n// $push - # of columns to push. Default: false.\n// $pull - # of columns to pull. Default: false.\n// $collapse - Get rid of gutter padding on column? Default: false.\n// $float - Should this float? Default: true. Options: true, false, left, right.\n@mixin grid-column($columns: false,\n $last-column: false,\n $center: false,\n $offset: false,\n $push: false,\n $pull: false,\n $collapse: false,\n $float: true,\n $position: false) {\n\n // If positioned for default .column, include relative position\n // push and pull require position set\n @if $position or $push or $pull {\n position: relative;\n }\n\n // If collapsed, get rid of gutter padding\n @if $collapse {\n padding-left: 0;\n padding-right: 0;\n }\n\n // Gutter padding whenever a column isn't set to collapse\n // (use $collapse:null to do nothing)\n @else if $collapse ==false {\n padding-left: calc($column-gutter / 2);\n padding-right: calc($column-gutter / 2);\n }\n\n // If a column number is given, calculate width\n @if $columns {\n width: grid-calc($columns, $total-columns);\n\n // If last column, float naturally instead of to the right\n @if $last-column {\n float: $opposite-direction;\n }\n }\n\n // Source Ordering, adds left/right depending on which you use.\n @if $push {\n #{$default-float}: grid-calc($push, $total-columns);\n #{$opposite-direction}: auto;\n }\n\n @if $pull {\n #{$opposite-direction}: grid-calc($pull, $total-columns);\n #{$default-float}: auto;\n }\n\n @if $float {\n @if $float ==left or $float ==true {\n float: $default-float;\n }\n\n @else if $float ==right {\n float: $opposite-direction;\n }\n\n @else {\n float: none;\n }\n }\n\n // If centered, get rid of float and add appropriate margins\n @if $center {\n margin-#{$default-float}: auto;\n margin-#{$opposite-direction}: auto;\n float: none;\n }\n\n // If offset, calculate appropriate margins\n @if $offset {\n margin-#{$default-float}: grid-calc($offset, $total-columns) !important;\n }\n\n}\n\n// Create presentational classes for grid\n//\n// $size - Name of class to use, i.e. \"large\" will generate .large-1, .large-2, etc.\n@mixin grid-html-classes($size) {\n\n @for $i from 0 through $total-columns - 1 {\n .#{$size}-push-#{$i} {\n @include grid-column($push: $i, $collapse: null, $float: false);\n }\n\n .#{$size}-pull-#{$i} {\n @include grid-column($pull: $i, $collapse: null, $float: false);\n }\n }\n\n .column,\n .columns {\n @include grid-column($columns: false, $position: true);\n }\n\n\n @for $i from 1 through $total-columns {\n .#{$size}-#{$i} {\n @include grid-column($columns: $i, $collapse: null, $float: false);\n }\n }\n\n @for $i from 0 through $total-columns - 1 {\n .#{$size}-offset-#{$i} {\n @include grid-column($offset: $i, $collapse: null, $float: false);\n }\n }\n\n .#{$size}-reset-order {\n margin-#{$default-float}: 0;\n margin-#{$opposite-direction}: 0;\n left: auto;\n right: auto;\n float: $default-float;\n }\n\n .column.#{$size}-centered,\n .columns.#{$size}-centered {\n @include grid-column($center: true, $collapse: null, $float: false);\n }\n\n .column.#{$size}-uncentered,\n .columns.#{$size}-uncentered {\n margin-#{$default-float}: 0;\n margin-#{$opposite-direction}: 0;\n float: $default-float;\n }\n\n // Fighting [class*=\"column\"] + [class*=\"column\"]:last-child\n .column.#{$size}-centered:last-child,\n .columns.#{$size}-centered:last-child {\n float: none;\n }\n\n // Fighting .column.-centered:last-child\n .column.#{$size}-uncentered:last-child,\n .columns.#{$size}-uncentered:last-child {\n float: $default-float;\n }\n\n .column.#{$size}-uncentered.opposite,\n .columns.#{$size}-uncentered.opposite {\n float: $opposite-direction;\n }\n\n .row {\n &.#{$size}-collapse {\n\n >.column,\n >.columns {\n @include grid-column($collapse: true, $float: false);\n }\n\n .row {\n margin-left: 0;\n margin-right: 0;\n }\n }\n\n &.#{$size}-uncollapse {\n\n >.column,\n >.columns {\n @include grid-column;\n }\n }\n }\n}\n\n@include exports(\"grid\") {\n @if $include-html-grid-classes {\n .row {\n @include grid-row;\n\n &.collapse {\n\n >.column,\n >.columns {\n @include grid-column($collapse: true, $float: false);\n }\n\n .row {\n margin-left: 0;\n margin-right: 0;\n }\n }\n\n .row {\n @include grid-row($behavior: nest);\n\n &.collapse {\n @include grid-row($behavior: nest-collapse);\n }\n }\n }\n\n .column,\n .columns {\n @include grid-column($columns: $total-columns);\n }\n\n [class*=\"column\"]+[class*=\"column\"]:last-child {\n float: $last-child-float;\n }\n\n [class*=\"column\"]+[class*=\"column\"].end {\n float: $default-float;\n }\n\n @media #{$small-up} {\n @include grid-html-classes($size: small);\n }\n\n @media #{$medium-up} {\n @include grid-html-classes($size: medium);\n\n // Old push and pull classes\n @for $i from 0 through $total-columns - 1 {\n .push-#{$i} {\n @include grid-column($push: $i, $collapse: null, $float: false);\n }\n\n .pull-#{$i} {\n @include grid-column($pull: $i, $collapse: null, $float: false);\n }\n }\n }\n\n @media #{$large-up} {\n @include grid-html-classes($size: large);\n\n @for $i from 0 through $total-columns - 1 {\n .push-#{$i} {\n @include grid-column($push: $i, $collapse: null, $float: false);\n }\n\n .pull-#{$i} {\n @include grid-column($pull: $i, $collapse: null, $float: false);\n }\n }\n }\n }\n\n @if $include-xl-html-grid-classes {\n @media #{$xlarge-up} {\n @include grid-html-classes($size: xlarge);\n }\n\n @media #{$xxlarge-up} {\n @include grid-html-classes($size: xxlarge);\n }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"../functions\";\n//\n// Foundation Variables\n//\n\n// Data attribute namespace\n// styles get applied to [data-mysite-plugin], etc\n$namespace: false !default;\n\n// The default font-size is set to 100% of the browser style sheet (usually 16px)\n// for compatibility with browser-based text zoom or user-set defaults.\n\n// Since the typical default browser font-size is 16px, that makes the calculation for grid size.\n// If you want your base font-size to be different and not have it affect the grid breakpoints,\n// set $rem-base to $base-font-size and make sure $base-font-size is a px value.\n$base-font-size: 100% !default;\n\n// $base-line-height is 24px while $base-font-size is 16px\n$base-line-height: 1.5 !default;\n\n//\n// Global Foundation Mixins\n//\n\n// @mixins\n//\n// We use this to control border radius.\n// $radius - Default: $global-radius || 4px\n@mixin radius($radius: $global-radius) {\n @if $radius {\n border-radius: $radius;\n }\n}\n\n// @mixins\n//\n// We use this to create equal side border radius on elements.\n// $side - Options: left, right, top, bottom\n@mixin side-radius($side, $radius: $global-radius) {\n @if ($side ==left or $side ==right) {\n -webkit-border-bottom-#{$side}-radius: $radius;\n -webkit-border-top-#{$side}-radius: $radius;\n border-bottom-#{$side}-radius: $radius;\n border-top-#{$side}-radius: $radius;\n }\n\n @else {\n -webkit-#{$side}-left-radius: $radius;\n -webkit-#{$side}-right-radius: $radius;\n border-#{$side}-left-radius: $radius;\n border-#{$side}-right-radius: $radius;\n }\n}\n\n// @mixins\n//\n// We can control whether or not we have inset shadows edges.\n// $active - Default: true, Options: false\n@mixin inset-shadow($active: true) {\n box-shadow: $shiny-edge-size $shiny-edge-color inset;\n\n @if $active {\n &:active {\n box-shadow: $shiny-edge-size $shiny-edge-active-color inset;\n }\n }\n}\n\n// @mixins\n//\n// We use this to add transitions to elements\n// $property - Default: all, Options: http://www.w3.org/TR/css3-transitions/#animatable-properties\n// $speed - Default: 300ms\n// $ease - Default:ease-out, Options: http://css-tricks.com/almanac/properties/t/transition-timing-function/\n@mixin single-transition($property: all, $speed: 300ms, $ease: ease-out) {\n transition: $property $speed $ease;\n}\n\n// @mixins\n//\n// We use this to add box-sizing across browser prefixes\n@mixin box-sizing($type: border-box) {\n -webkit-box-sizing: $type; // Android < 2.3, iOS < 4\n -moz-box-sizing: $type; // Firefox < 29\n box-sizing: $type; // Chrome, IE 8+, Opera, Safari 5.1\n}\n\n// @mixins\n//\n// We use this to create isosceles triangles\n// $triangle-size - Used to set border-size. No default, set a px or em size.\n// $triangle-color - Used to set border-color which makes up triangle. No default\n// $triangle-direction - Used to determine which direction triangle points. Options: top, bottom, left, right\n@mixin css-triangle($triangle-size, $triangle-color, $triangle-direction) {\n content: \"\";\n display: block;\n width: 0;\n height: 0;\n border: inset $triangle-size;\n\n @if ($triangle-direction ==top) {\n border-color: $triangle-color transparent transparent transparent;\n border-top-style: solid;\n }\n\n @if ($triangle-direction ==bottom) {\n border-color: transparent transparent $triangle-color transparent;\n border-bottom-style: solid;\n }\n\n @if ($triangle-direction ==left) {\n border-color: transparent transparent transparent $triangle-color;\n border-left-style: solid;\n }\n\n @if ($triangle-direction ==right) {\n border-color: transparent $triangle-color transparent transparent;\n border-right-style: solid;\n }\n}\n\n// @mixins\n//\n// We use this to create the icon with three lines aka the hamburger icon, the menu-icon or the navicon\n// $width - Width of hamburger icon in rem\n// $left - If false, icon will be centered horizontally || explicitly set value in rem\n// $top - If false, icon will be centered vertically || explicitly set value in rem\n// $thickness - thickness of lines in hamburger icon, set value in px\n// $gap - spacing between the lines in hamburger icon, set value in px\n// $color - icon color\n// $hover-color - icon color during hover\n// $offcanvas - Set to true of @include in offcanvas\n@mixin hamburger($width, $left, $top, $thickness, $gap, $color, $hover-color, $offcanvas) {\n span::after {\n content: \"\";\n position: absolute;\n display: block;\n height: 0;\n\n @if $offcanvas {\n @if $top {\n top: $top;\n }\n\n @else {\n top: 50%;\n margin-top: (-$width/2);\n }\n\n @if $left {\n left: $left;\n }\n\n @else {\n left: ($tabbar-menu-icon-width - $width)/2;\n }\n }\n\n @else {\n top: 50%;\n margin-top: -(calc($width / 2));\n #{$opposite-direction}: $topbar-link-padding;\n }\n\n box-shadow: 0 0 0 $thickness $color,\n 0 ($gap + $thickness) 0 $thickness $color,\n 0 (2 * $gap + 2*$thickness) 0 $thickness $color;\n width: $width;\n }\n\n span:hover:after {\n box-shadow:\n 0 0 0 $thickness $hover-color,\n 0 $gap + $thickness 0 $thickness $hover-color,\n 0 (2 * $gap + 2*$thickness) 0 $thickness $hover-color;\n }\n}\n\n// We use this to do clear floats\n@mixin clearfix {\n\n &:before,\n &:after {\n content: \" \";\n display: table;\n }\n\n &:after {\n clear: both;\n }\n}\n\n// @mixins\n//\n// We use this to add a glowing effect to block elements\n// $selector - Used for selector state. Default: focus, Options: hover, active, visited\n// $fade-time - Default: 300ms\n// $glowing-effect-color - Default: fade-out($primary-color, .25)\n@mixin block-glowing-effect($selector: focus, $fade-time: 300ms, $glowing-effect-color: fade-out($primary-color, .25)) {\n transition: box-shadow $fade-time, border-color $fade-time ease-in-out;\n\n &:#{$selector} {\n box-shadow: 0 0 5px $glowing-effect-color;\n border-color: $glowing-effect-color;\n }\n}\n\n// @mixins\n//\n// We use this to translate elements in 2D\n// $horizontal: Default: 0\n// $vertical: Default: 0\n@mixin translate2d($horizontal: 0, $vertical: 0) {\n transform: translate($horizontal, $vertical)\n}\n\n// @mixins\n//\n// Makes an element visually hidden, but accessible.\n// @see http://snook.ca/archives/html_and_css/hiding-content-for-accessibility\n@mixin element-invisible {\n position: absolute !important;\n height: 1px;\n width: 1px;\n overflow: hidden;\n clip: rect(1px, 1px, 1px, 1px);\n}\n\n// @mixins\n//\n// Turns off the element-invisible effect.\n@mixin element-invisible-off {\n position: static !important;\n height: auto;\n width: auto;\n overflow: visible;\n clip: auto;\n}\n\n$white : #FFFFFF !default;\n$ghost : #FAFAFA !default;\n$snow : #F9F9F9 !default;\n$vapor : #F6F6F6 !default;\n$white-smoke : #F5F5F5 !default;\n$silver : #EFEFEF !default;\n$smoke : #EEEEEE !default;\n$gainsboro : #DDDDDD !default;\n$iron : #CCCCCC !default;\n$base : #AAAAAA !default;\n$aluminum : #999999 !default;\n$jumbo : #888888 !default;\n$monsoon : #777777 !default;\n$steel : #666666 !default;\n$charcoal : #555555 !default;\n$tuatara : #444444 !default;\n$oil : #333333 !default;\n$jet : #222222 !default;\n$black : #000000 !default;\n\n// We use these as default colors throughout\n$primary-color: #008CBA !default; // bondi-blue\n$secondary-color: #e7e7e7 !default; // white-lilac\n$alert-color: #f04124 !default; // cinnabar\n$success-color: #43AC6A !default; // sea-green\n$warning-color: #f08a24 !default; // carrot\n$info-color: #a0d3e8 !default; // cornflower\n\n// We use these to define default font stacks\n$font-family-sans-serif: \"Helvetica Neue\", Helvetica, Roboto, Arial, sans-serif !default;\n$font-family-serif: Georgia, Cambria, \"Times New Roman\", Times, serif !default;\n$font-family-monospace: Consolas, \"Liberation Mono\", Courier, monospace !default;\n\n// We use these to define default font weights\n$font-weight-normal: normal !default;\n$font-weight-bold: bold !default;\n\n// We use these to control various global styles\n$body-bg: #fff !default;\n$body-font-color: #222 !default;\n$body-font-family: $font-family-sans-serif !default;\n$body-font-weight: $font-weight-normal !default;\n$body-font-style: normal !default;\n\n// We use this to control font-smoothing\n$font-smoothing: antialiased !default;\n\n// We use these to control text direction settings\n$text-direction: ltr !default;\n$default-float: left !default;\n$opposite-direction: right !default;\n\n@if $text-direction ==ltr {\n $default-float: left;\n $opposite-direction: right;\n}\n\n@else {\n $default-float: right;\n $opposite-direction: left;\n}\n\n// We use these to make sure border radius matches unless we want it different.\n$global-radius: 3px !default;\n$global-rounded: 1000px !default;\n\n// We use these to control inset shadow shiny edges and depressions.\n$shiny-edge-size: 0 1px 0 !default;\n$shiny-edge-color: rgba(#fff, .5) !default;\n$shiny-edge-active-color: rgba(#000, .2) !default;\n\n// We use this to control whether or not CSS classes come through in the gem files.\n$include-html-classes: true !default;\n$include-print-styles: true !default;\n$include-html-global-classes: $include-html-classes !default;\n\n$column-gutter: rem-calc(30) !default;\n\n// Media Query Ranges\n$small-range: (\n 0,\n 40em) !default;\n$medium-range: (\n 40.063em,\n 64em) !default;\n$large-range: (\n 64.063em,\n 90em) !default;\n$xlarge-range: (\n 90.063em,\n 120em) !default;\n$xxlarge-range: (\n 120.063em,\n 99999999em) !default;\n\n\n$screen: \"only screen\" !default;\n\n$landscape: \"#{$screen} and (orientation: landscape)\" !default;\n$portrait: \"#{$screen} and (orientation: portrait)\" !default;\n\n$small-up: $screen !default;\n$small-only: \"#{$screen} and (max-width: #{upper-bound($small-range)})\" !default;\n\n$medium-up: \"#{$screen} and (min-width:#{lower-bound($medium-range)})\" !default;\n$medium-only: \"#{$screen} and (min-width:#{lower-bound($medium-range)}) and (max-width:#{upper-bound($medium-range)})\" !default;\n\n$large-up: \"#{$screen} and (min-width:#{lower-bound($large-range)})\" !default;\n$large-only: \"#{$screen} and (min-width:#{lower-bound($large-range)}) and (max-width:#{upper-bound($large-range)})\" !default;\n\n$xlarge-up: \"#{$screen} and (min-width:#{lower-bound($xlarge-range)})\" !default;\n$xlarge-only: \"#{$screen} and (min-width:#{lower-bound($xlarge-range)}) and (max-width:#{upper-bound($xlarge-range)})\" !default;\n\n$xxlarge-up: \"#{$screen} and (min-width:#{lower-bound($xxlarge-range)})\" !default;\n$xxlarge-only: \"#{$screen} and (min-width:#{lower-bound($xxlarge-range)}) and (max-width:#{upper-bound($xxlarge-range)})\" !default;\n\n// Legacy\n$small: $medium-up;\n$medium: $medium-up;\n$large: $large-up;\n\n\n//We use this as cursors values for enabling the option of having custom cursors in the whole site's stylesheet\n$cursor-auto-value: auto !default;\n$cursor-crosshair-value: crosshair !default;\n$cursor-default-value: default !default;\n$cursor-pointer-value: pointer !default;\n$cursor-help-value: help !default;\n$cursor-text-value: text !default;\n\n\n@include exports(\"global\") {\n\n // Meta styles are included in all builds, as they are a dependency of the Javascript.\n // Used to provide media query values for javascript components.\n // Forward slash placed around everything to convince PhantomJS to read the value.\n\n meta.foundation-version {\n font-family: \"/5.5.0/\";\n }\n\n meta.foundation-mq-small {\n font-family: \"/\" + unquote($small-up) + \"/\";\n width: lower-bound($small-range\n );\n}\n\nmeta.foundation-mq-small-only {\n font-family: \"/\" + unquote($small-only) + \"/\";\n width: lower-bound($small-range);\n}\n\nmeta.foundation-mq-medium {\n font-family: \"/\" + unquote($medium-up) + \"/\";\n width: lower-bound($medium-range);\n}\n\nmeta.foundation-mq-medium-only {\n font-family: \"/\" + unquote($medium-only) + \"/\";\n width: lower-bound($medium-range);\n}\n\nmeta.foundation-mq-large {\n font-family: \"/\" + unquote($large-up) + \"/\";\n width: lower-bound($large-range);\n}\n\nmeta.foundation-mq-large-only {\n font-family: \"/\" + unquote($large-only) + \"/\";\n width: lower-bound($large-range);\n}\n\nmeta.foundation-mq-xlarge {\n font-family: \"/\" + unquote($xlarge-up) + \"/\";\n width: lower-bound($xlarge-range);\n}\n\nmeta.foundation-mq-xlarge-only {\n font-family: \"/\" + unquote($xlarge-only) + \"/\";\n width: lower-bound($xlarge-range);\n}\n\nmeta.foundation-mq-xxlarge {\n font-family: \"/\" + unquote($xxlarge-up) + \"/\";\n width: lower-bound($xxlarge-range);\n}\n\nmeta.foundation-data-attribute-namespace {\n font-family: #{$namespace};\n}\n\n@if $include-html-global-classes {\n\n // Must be 100% for off canvas to work\n html,\n body {\n height: 100%;\n }\n\n // Set box-sizing globally to handle padding and border widths\n *,\n *:before,\n *:after {\n @include box-sizing(border-box);\n }\n\n html,\n body {\n font-size: $base-font-size;\n }\n\n // Default body styles\n body {\n background: $body-bg;\n color: $body-font-color;\n padding: 0;\n margin: 0;\n font-family: $body-font-family;\n font-weight: $body-font-weight;\n font-style: $body-font-style;\n line-height: $base-line-height; // Set to $base-line-height to take on browser default of 150%\n position: relative;\n cursor: $cursor-auto-value;\n }\n\n a:hover {\n cursor: $cursor-pointer-value;\n }\n\n // Grid Defaults to get images and embeds to work properly\n img {\n max-width: 100%;\n height: auto;\n }\n\n img {\n -ms-interpolation-mode: bicubic;\n }\n\n #map_canvas,\n .map_canvas {\n\n img,\n embed,\n object {\n max-width: none !important;\n }\n }\n\n // Miscellaneous useful HTML classes\n .left {\n float: left !important;\n }\n\n .right {\n float: right !important;\n }\n\n .clearfix {\n @include clearfix;\n }\n\n // Hide visually and from screen readers\n .hide {\n display: none !important;\n visibility: hidden;\n }\n\n // Hide visually and from screen readers, but maintain layout\n .invisible {\n visibility: hidden;\n }\n\n // Font smoothing\n // Antialiased font smoothing works best for light text on a dark background.\n // Apply to single elements instead of globally to body.\n // Note this only applies to webkit-based desktop browsers and Firefox 25 (and later) on the Mac.\n .antialiased {\n -webkit-font-smoothing: antialiased;\n -moz-osx-font-smoothing: grayscale;\n }\n\n // Get rid of gap under images by making them display: inline-block; by default\n img {\n display: inline-block;\n vertical-align: middle;\n }\n\n //\n // Global resets for forms\n //\n\n // Make sure textarea takes on height automatically\n textarea {\n height: auto;\n min-height: 50px;\n }\n\n // Make select elements 100% width by default\n select {\n width: 100%;\n }\n}\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n$include-html-button-classes: $include-html-classes !default;\n\n// We use these to build padding for buttons.\n$button-tny: rem-calc(10) !default;\n$button-sml: rem-calc(14) !default;\n$button-med: rem-calc(16) !default;\n$button-lrg: rem-calc(18) !default;\n\n// We use this to control the display property.\n$button-display: inline-block !default;\n$button-margin-bottom: rem-calc(20) !default;\n\n// We use these to control button text styles.\n$button-font-family: $body-font-family !default;\n$button-font-color: $white !default;\n$button-font-color-alt: $oil !default;\n$button-font-tny: rem-calc(11) !default;\n$button-font-sml: rem-calc(13) !default;\n$button-font-med: rem-calc(16) !default;\n$button-font-lrg: rem-calc(20) !default;\n$button-font-weight: $font-weight-normal !default;\n$button-font-align: center !default;\n\n// We use these to control various hover effects.\n$button-function-factor: -20% !default;\n\n// We use these to control button border styles.\n$button-border-width: 0 !default;\n$button-border-style: solid !default;\n$button-bg-color: $primary-color !default;\n$button-bg-hover: scale-color($button-bg-color, $lightness: $button-function-factor) !default;\n$button-border-color: $button-bg-hover !default;\n$secondary-button-bg-hover: scale-color($secondary-color, $lightness: $button-function-factor) !default;\n$secondary-button-border-color: $secondary-button-bg-hover !default;\n$success-button-bg-hover: scale-color($success-color, $lightness: $button-function-factor) !default;\n$success-button-border-color: $success-button-bg-hover !default;\n$alert-button-bg-hover: scale-color($alert-color, $lightness: $button-function-factor) !default;\n$alert-button-border-color: $alert-button-bg-hover !default;\n$warning-button-bg-hover: scale-color($warning-color, $lightness: $button-function-factor) !default;\n$warning-button-border-color: $warning-button-bg-hover !default;\n$info-button-bg-hover: scale-color($info-color, $lightness: $button-function-factor) !default;\n$info-button-border-color: $info-button-bg-hover !default;\n\n// We use this to set the default radius used throughout the core.\n$button-radius: $global-radius !default;\n$button-round: $global-rounded !default;\n\n// We use this to set default opacity and cursor for disabled buttons.\n$button-disabled-opacity: 0.7 !default;\n$button-disabled-cursor: $cursor-default-value !default;\n\n\n//\n// @MIXIN\n//\n// We use this mixin to create a default button base.\n//\n// $style - Sets base styles. Can be set to false. Default: true.\n// $display - Used to control display property. Default: $button-display || inline-block\n\n@mixin button-base($style:true, $display:$button-display) {\n @if $style {\n border-style: $button-border-style;\n border-width: $button-border-width;\n cursor: $cursor-pointer-value;\n font-family: $button-font-family;\n font-weight: $button-font-weight;\n line-height: normal;\n margin: 0 0 $button-margin-bottom;\n position: relative;\n text-decoration: none;\n text-align: $button-font-align;\n -webkit-appearance: none;\n border-radius:0;\n }\n @if $display { display: $display; }\n}\n\n// @MIXIN\n//\n// We use this mixin to add button size styles\n//\n// $padding - Used to build padding for buttons Default: $button-med ||= rem-calc(12)\n// $full-width - We can set $full-width:true to remove side padding extend width - Default: false\n\n@mixin button-size($padding:$button-med, $full-width:false) {\n\n // We control which padding styles come through,\n // these can be turned off by setting $padding:false\n @if $padding {\n padding-top: $padding;\n padding-#{$opposite-direction}: $padding * 2;\n padding-bottom: $padding + rem-calc(1);\n padding-#{$default-float}: $padding * 2;\n\n // We control the font-size based on mixin input.\n @if $padding == $button-med { font-size: $button-font-med; }\n @else if $padding == $button-tny { font-size: $button-font-tny; }\n @else if $padding == $button-sml { font-size: $button-font-sml; }\n @else if $padding == $button-lrg { font-size: $button-font-lrg; }\n }\n\n // We can set $full-width:true to remove side padding extend width.\n @if $full-width {\n // We still need to check if $padding is set.\n @if $padding {\n padding-top: $padding;\n padding-bottom: $padding + rem-calc(1);\n } @else if $padding == false {\n padding-top:0;\n padding-bottom:0;\n }\n padding-right: 0;\n padding-left: 0;\n width: 100%;\n }\n}\n\n// @MIXIN\n//\n// we use this mixin to create the button hover and border colors\n\n// @MIXIN\n//\n// We use this mixin to add button color styles\n//\n// $bg - Background color. We can set $bg:false for a transparent background. Default: $primary-color.\n// $radius - If true, set to button radius which is $global-radius || explicitly set radius amount in px (ex. $radius:10px). Default: true\n// $disabled - We can set $disabled:true to create a disabled transparent button. Default: false\n// $bg-hover - Button Hover Background Color. Default: $button-bg-hover\n// $border-color - Button Border Color. Default: $button-border-color\n@mixin button-style($bg:$button-bg-color, $radius:false, $disabled:false, $bg-hover:null, $border-color:null) {\n\n // We control which background styles are used,\n // these can be removed by setting $bg:false\n @if $bg {\n\n @if $bg-hover == null {\n $bg-hover: if($bg == $button-bg-color, $button-bg-hover, scale-color($bg, $lightness: $button-function-factor));\n }\n\n @if $border-color == null {\n $border-color: if($bg == $button-bg-color, $button-border-color, scale-color($bg, $lightness: $button-function-factor));\n }\n\n // This find the lightness percentage of the background color.\n $bg-lightness: lightness($bg);\n $bg-hover-lightness: lightness($bg-hover);\n\n background-color: $bg;\n border-color: $border-color;\n &:hover,\n &:focus { background-color: $bg-hover; }\n\n // We control the text color for you based on the background color.\n color: if($bg-lightness > 70%, $button-font-color-alt, $button-font-color);\n\n &:hover,\n &:focus {\n color: if($bg-hover-lightness > 70%, $button-font-color-alt, $button-font-color);\n }\n }\n\n // We can set $disabled:true to create a disabled transparent button.\n @if $disabled {\n cursor: $button-disabled-cursor;\n opacity: $button-disabled-opacity;\n box-shadow: none;\n &:hover,\n &:focus { background-color: $bg; }\n }\n\n // We can control how much button radius is used.\n @if $radius == true { @include radius($button-radius); }\n @else if $radius { @include radius($radius); }\n\n}\n\n// @MIXIN\n//\n// We use this to quickly create buttons with a single mixin. As @jaredhardy puts it, \"the kitchen sink mixin\"\n//\n// $padding - Used to build padding for buttons Default: $button-med ||= rem-calc(12)\n// $bg - Primary color set in settings file. Default: $button-bg.\n// $radius - If true, set to button radius which is $global-radius || explicitly set radius amount in px (ex. $radius:10px). Default:false.\n// $full-width - We can set $full-width:true to remove side padding extend width. Default:false.\n// $disabled - We can set $disabled:true to create a disabled transparent button. Default:false.\n// $is-prefix - Not used? Default:false.\n// $bg-hover - Button Hover Color - Default null - see button-style mixin\n// $border-color - Button Border Color - Default null - see button-style mixin\n// $transition - We can control whether or not to include the background-color transition property - Default:true.\n@mixin button($padding:$button-med, $bg:$button-bg-color, $radius:false, $full-width:false, $disabled:false, $is-prefix:false, $bg-hover:null, $border-color:null, $transition: true) {\n @include button-base;\n @include button-size($padding, $full-width);\n @include button-style($bg, $radius, $disabled, $bg-hover, $border-color);\n\n @if $transition {\n @include single-transition(background-color);\n }\n}\n\n\n@include exports(\"button\") {\n @if $include-html-button-classes {\n\n // Default styles applied outside of media query\n button, .button {\n @include button-base;\n @include button-size;\n @include button-style;\n\n @include single-transition(background-color);\n\n &.secondary { @include button-style($bg:$secondary-color, $bg-hover:$secondary-button-bg-hover, $border-color:$secondary-button-border-color); }\n &.success { @include button-style($bg:$success-color, $bg-hover:$success-button-bg-hover, $border-color:$success-button-border-color); }\n &.alert { @include button-style($bg:$alert-color, $bg-hover:$alert-button-bg-hover, $border-color:$alert-button-border-color); }\n &.warning { @include button-style($bg:$warning-color, $bg-hover:$warning-button-bg-hover, $border-color:$warning-button-border-color); }\n &.info { @include button-style($bg:$info-color, $bg-hover:$info-button-bg-hover, $border-color:$info-button-border-color); }\n\n &.large { @include button-size($padding:$button-lrg); }\n &.small { @include button-size($padding:$button-sml); }\n &.tiny { @include button-size($padding:$button-tny); }\n &.expand { @include button-size($padding:null,$full-width:true); }\n\n &.left-align { text-align: left; text-indent: rem-calc(12); }\n &.right-align { text-align: right; padding-right: rem-calc(12); }\n\n &.radius { @include button-style($bg:false, $radius:true); }\n &.round { @include button-style($bg:false, $radius:$button-round); }\n\n &.disabled, &[disabled] { @include button-style($bg:$button-bg-color, $disabled:true, $bg-hover:$button-bg-hover, $border-color:$button-border-color);\n &.secondary { @include button-style($bg:$secondary-color, $disabled:true, $bg-hover:$secondary-button-bg-hover, $border-color:$secondary-button-border-color); }\n &.success { @include button-style($bg:$success-color, $disabled:true, $bg-hover:$success-button-bg-hover, $border-color:$success-button-border-color); }\n &.alert { @include button-style($bg:$alert-color, $disabled:true, $bg-hover:$alert-button-bg-hover, $border-color:$alert-button-border-color); }\n &.warning { @include button-style($bg:$warning-color, $disabled:true, $bg-hover:$warning-button-bg-hover, $border-color:$warning-button-border-color); }\n &.info { @include button-style($bg:$info-color, $disabled:true, $bg-hover:$info-button-bg-hover, $border-color:$info-button-border-color); }\n }\n }\n\n //firefox 2px fix\n button::-moz-focus-inner {border:0; padding:0;}\n\n @media #{$medium-up} {\n button, .button {\n @include button-base($style:false, $display:inline-block);\n @include button-size($padding:false, $full-width:false);\n }\n }\n }\n}\n","@charset \"utf-8\";\n\n$spacing-unit: 30px;\n\n\n// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n//\n\n// Table of Contents\n// Foundation Settings\n//\n// a. Base\n// b. Grid\n// c. Global\n// d. Media Query Ranges\n// e. Typography\n// 01. Accordion\n// 02. Alert Boxes\n// 03. Block Grid\n// 04. Breadcrumbs\n// 05. Buttons\n// 06. Button Groups\n// 07. Clearing\n// 08. Dropdown\n// 09. Dropdown Buttons\n// 10. Flex Video\n// 11. Forms\n// 12. Icon Bar\n// 13. Inline Lists\n// 14. Joyride\n// 15. Keystrokes\n// 16. Labels\n// 17. Magellan\n// 18. Off-canvas\n// 19. Orbit\n// 20. Pagination\n// 21. Panels\n// 22. Pricing Tables\n// 23. Progress Bar\n// 24. Range Slider\n// 25. Reveal\n// 26. Side Nav\n// 27. Split Buttons\n// 28. Sub Nav\n// 29. Switch\n// 30. Tables\n// 31. Tabs\n// 32. Thumbnails\n// 33. Tooltips\n// 34. Top Bar\n// 36. Visibility Classes\n\n// a. Base\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// This is the default html and body font-size for the base rem value.\n// $rem-base: 16px;\n\n// Allows the use of rem-calc() or lower-bound() in your settings\n@import \"functions\";\n\n// The default font-size is set to 100% of the browser style sheet (usually 16px)\n// for compatibility with browser-based text zoom or user-set defaults.\n\n// Since the typical default browser font-size is 16px, that makes the calculation for grid size.\n// If you want your base font-size to be different and not have it affect the grid breakpoints,\n// set $rem-base to $base-font-size and make sure $base-font-size is a px value.\n// $base-font-size: 100%;\n\n$base-font-size: 16px;\n$rem-base: $base-font-size;\n\n\n// The $base-font-size is 100% while $base-line-height is 150%\n// $base-line-height: 150%;\n\n// We use this to control whether or not CSS classes come through in the gem files.\n$include-html-classes: true;\n// $include-print-styles: true;\n$include-html-global-classes: $include-html-classes;\n\n// b. Grid\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-grid-classes: $include-html-classes;\n// $include-xl-html-grid-classes: false;\n\n// $row-width: rem-calc(1000);\n// $total-columns: 12;\n// $column-gutter: rem-calc(30);\n\n// c. Global\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// We use these to define default font stacks\n// $font-family-sans-serif: \"Lato\", \"Helvetica Neue\", \"Helvetica\", Helvetica, Arial, sans-serif;\n// $font-family-serif: \"Volkhov\", Georgia, Times, serif;\n// $font-family-monospace: \"Lucida Console\", Monaco, monospace;\n\n// We use these to define default font weights\n// $font-weight-normal: normal !default;\n// $font-weight-bold: bold !default;\n\n// $white : #FFFFFF;\n// $ghost : #FAFAFA;\n// $snow : #F9F9F9;\n// $vapor : #F6F6F6;\n// $white-smoke : #F5F5F5;\n// $silver : #EFEFEF;\n// $smoke : #EEEEEE;\n// $gainsboro : #DDDDDD;\n// $iron : #CCCCCC;\n// $base : #AAAAAA;\n// $aluminum : #999999;\n// $jumbo : #888888;\n// $monsoon : #777777;\n// $steel : #666666;\n// $charcoal : #555555;\n// $tuatara : #444444;\n// $oil : #333333;\n// $jet : #222222;\n// $black : #000000;\n\n// We use these as default colors throughout\n// $primary-color: #008CBA;\n// $secondary-color: #e7e7e7;\n// $alert-color: #f04124;\n// $success-color: #43AC6A;\n// $warning-color: #f08a24;\n// $info-color: #a0d3e8;\n\n// We use these to control various global styles\n// $body-bg: $white;\n// $body-font-color: $jet;\n// $body-font-family: $font-family-sans-serif;\n// $body-font-weight: $font-weight-normal;\n// $body-font-style: normal;\n\n// We use this to control font-smoothing\n// $font-smoothing: antialiased;\n\n// We use these to control text direction settings\n// $text-direction: ltr;\n// $opposite-direction: right;\n// $default-float: left;\n// $last-child-float: $opposite-direction;\n\n// We use these to make sure border radius matches unless we want it different.\n$global-radius: 3px;\n// $global-rounded: 1000px;\n\n// We use these to control inset shadow shiny edges and depressions.\n// $shiny-edge-size: 0 1px 0;\n// $shiny-edge-color: rgba($white, .5);\n// $shiny-edge-active-color: rgba($black, .2);\n\n// // d. Media Query Ranges\n// // - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $small-range: (0em, 40em);\n// $medium-range: (40.063em, 64em);\n// $large-range: (64.063em, 90em);\n// $xlarge-range: (90.063em, 120em);\n// $xxlarge-range: (120.063em, 99999999em);\n\n// $screen: \"only screen\";\n\n// // $landscape: \"#{$screen} and (orientation: landscape)\";\n// // $portrait: \"#{$screen} and (orientation: portrait)\";\n\n// $small-up: $screen;\n// $small-only: \"#{$screen} and (max-width: #{upper-bound($small-range)})\";\n\n// $medium-up: \"#{$screen} and (min-width:#{lower-bound($medium-range)})\";\n// $medium-only: \"#{$screen} and (min-width:#{lower-bound($medium-range)}) and (max-width:#{upper-bound($medium-range)})\";\n\n// $large-up: \"#{$screen} and (min-width:#{lower-bound($large-range)})\";\n// $large-only: \"#{$screen} and (min-width:#{lower-bound($large-range)}) and (max-width:#{upper-bound($large-range)})\";\n\n// $xlarge-up: \"#{$screen} and (min-width:#{lower-bound($xlarge-range)})\";\n// $xlarge-only: \"#{$screen} and (min-width:#{lower-bound($xlarge-range)}) and (max-width:#{upper-bound($xlarge-range)})\";\n\n// $xxlarge-up: \"#{$screen} and (min-width:#{lower-bound($xxlarge-range)})\";\n// $xxlarge-only: \"#{$screen} and (min-width:#{lower-bound($xxlarge-range)}) and (max-width:#{upper-bound($xxlarge-range)})\";\n\n// Legacy\n// $small: $medium-up;\n// $medium: $medium-up;\n// $large: $large-up;\n\n// We use this as cursors values for enabling the option of having custom cursors in the whole site's stylesheet\n// $cursor-crosshair-value: crosshair;\n// $cursor-default-value: default;\n// $cursor-pointer-value: pointer;\n// $cursor-help-value: help;\n// $cursor-text-value: text;\n\n// e. Typography\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-type-classes: $include-html-classes;\n\n// We use these to control header font styles\n// $header-font-family: $font-family-serif;\n// $header-font-weight: $font-weight-normal;\n// $header-font-style: normal;\n// $header-font-color: $jet;\n// $header-line-height: 1.4;\n// $header-top-margin: .2rem;\n// $header-bottom-margin: .5rem;\n// $header-text-rendering: optimizeLegibility;\n\n// We use these to control header font sizes\n// $h1-font-size: rem-calc(54);\n// $h2-font-size: rem-calc(36);\n// $h3-font-size: rem-calc(29);\n// $h4-font-size: rem-calc(24);\n// $h5-font-size: rem-calc(19);\n// $h6-font-size: 1rem;\n\n// We use these to control header size reduction on small screens\n// $h1-font-reduction: rem-calc(10) !default;\n// $h2-font-reduction: rem-calc(10) !default;\n// $h3-font-reduction: rem-calc(5) !default;\n// $h4-font-reduction: rem-calc(5) !default;\n// $h5-font-reduction: 0 !default;\n// $h6-font-reduction: 0 !default;\n\n// These control how subheaders are styled.\n// $subheader-line-height: 1.4;\n// $subheader-font-color: scale-color($header-font-color, $lightness: 35%);\n// $subheader-font-weight: $font-weight-normal;\n// $subheader-top-margin: .2rem;\n// $subheader-bottom-margin: .5rem;\n\n// A general styling\n// $small-font-size: 60%;\n// $small-font-color: scale-color($header-font-color, $lightness: 35%);\n\n// We use these to style paragraphs\n// $paragraph-font-family: inherit;\n// $paragraph-font-weight: $font-weight-normal;\n// $paragraph-font-size: 1rem;\n// $paragraph-line-height: 1.6;\n// $paragraph-margin-bottom: rem-calc(20);\n// $paragraph-aside-font-size: rem-calc(14);\n// $paragraph-aside-line-height: 1.35;\n// $paragraph-aside-font-style: italic;\n// $paragraph-text-rendering: optimizeLegibility;\n\n// We use these to style tags\n// $code-color: $oil;\n// $code-font-family: $font-family-monospace;\n// $code-font-weight: $font-weight-normal;\n// $code-background-color: scale-color($secondary-color, $lightness: 70%);\n// $code-border-size: 1px;\n// $code-border-style: solid;\n// $code-border-color: scale-color($code-background-color, $lightness: -10%);\n// $code-padding: rem-calc(2) rem-calc(5) rem-calc(1);\n\n// We use these to style anchors\n// $anchor-text-decoration: none;\n// $anchor-text-decoration-hover: none;\n// $anchor-font-color: $primary-color;\n// $anchor-font-color-hover: scale-color($primary-color, $lightness: -14%);\n\n// We use these to style the
element\n// $hr-border-width: 1px;\n// $hr-border-style: solid;\n$hr-border-color: $grey-3;\n// $hr-margin: rem-calc(20);\n\n// We use these to style lists\n// $list-font-family: $paragraph-font-family;\n// $list-font-size: $paragraph-font-size;\n// $list-line-height: $paragraph-line-height;\n// $list-margin-bottom: $paragraph-margin-bottom;\n// $list-style-position: outside;\n$list-side-margin: 1.3rem;\n// $list-ordered-side-margin: 1.4rem;\n// $list-side-margin-no-bullet: 0;\n// $list-nested-margin: rem-calc(20);\n// $definition-list-header-weight: $font-weight-bold;\n// $definition-list-header-margin-bottom: .3rem;\n// $definition-list-margin-bottom: rem-calc(12);\n\n// We use these to style blockquotes\n// $blockquote-font-color: scale-color($header-font-color, $lightness: 35%);\n// $blockquote-padding: rem-calc(9 20 0 19);\n// $blockquote-border: 1px solid $gainsboro;\n// $blockquote-cite-font-size: rem-calc(13);\n// $blockquote-cite-font-color: scale-color($header-font-color, $lightness: 23%);\n// $blockquote-cite-link-color: $blockquote-cite-font-color;\n\n// Acronym styles\n// $acronym-underline: 1px dotted $gainsboro;\n\n// We use these to control padding and margin\n// $microformat-padding: rem-calc(10 12);\n// $microformat-margin: rem-calc(0 0 20 0);\n\n// We use these to control the border styles\n// $microformat-border-width: 1px;\n// $microformat-border-style: solid;\n// $microformat-border-color: $gainsboro;\n\n// We use these to control full name font styles\n// $microformat-fullname-font-weight: $font-weight-bold;\n// $microformat-fullname-font-size: rem-calc(15);\n\n// We use this to control the summary font styles\n// $microformat-summary-font-weight: $font-weight-bold;\n\n// We use this to control abbr padding\n// $microformat-abbr-padding: rem-calc(0 1);\n\n// We use this to control abbr font styles\n// $microformat-abbr-font-weight: $font-weight-bold;\n// $microformat-abbr-font-decoration: none;\n\n// 01. Accordion\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-accordion-classes: $include-html-classes;\n\n$accordion-navigation-padding: rem-calc(12);\n// $accordion-navigation-bg-color: #ffffff;\n// $accordion-navigation-hover-bg-color: $grey-1;\n// $accordion-navigation-active-bg-color: $grey-1;\n// $accordion-navigation-font-color: $jet;\n// $accordion-navigation-font-size: rem-calc(16);\n// $accordion-navigation-font-family: $body-font-family;\n\n// $accordion-content-padding: $column-gutter/2;\n$accordion-content-active-bg-color: $body-bg;\n\n// 02. Alert Boxes\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-alert-classes: $include-html-classes;\n\n// We use this to control alert padding.\n// $alert-padding-top: rem-calc(14);\n// $alert-padding-default-float: $alert-padding-top;\n// $alert-padding-opposite-direction: $alert-padding-top + rem-calc(10);\n// $alert-padding-bottom: $alert-padding-top;\n\n// We use these to control text style.\n// $alert-font-weight: $font-weight-normal;\n$alert-font-size: rem-calc(15);\n// $alert-font-color: $white;\n// $alert-font-color-alt: scale-color($secondary-color, $lightness: -66%);\n\n// We use this for close hover effect.\n// $alert-function-factor: -14%;\n\n// We use these to control border styles.\n// $alert-border-style: solid;\n// $alert-border-width: 1px;\n// $alert-border-color: scale-color($primary-color, $lightness: $alert-function-factor);\n// $alert-bottom-margin: rem-calc(20);\n\n// We use these to style the close buttons\n// $alert-close-color: $oil;\n// $alert-close-top: 50%;\n// $alert-close-position: rem-calc(4);\n// $alert-close-font-size: rem-calc(22);\n// $alert-close-opacity: 0.3;\n// $alert-close-opacity-hover: 0.5;\n// $alert-close-padding: 9px 6px 4px;\n\n// We use this to control border radius\n// $alert-radius: $global-radius;\n\n// We use this to control transition effects\n// $alert-transition-speed: 300ms;\n// $alert-transition-ease: ease-out;\n\n// 03. Block Grid\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-block-grid-classes: $include-html-classes;\n// $include-xl-html-block-grid-classes: false;\n\n// We use this to control the maximum number of block grid elements per row\n// $block-grid-elements: 12;\n// $block-grid-default-spacing: rem-calc(20);\n// $align-block-grid-to-grid: false;\n\n// Enables media queries for block-grid classes. Set to false if writing semantic HTML.\n// $block-grid-media-queries: true;\n\n// 04. Breadcrumbs\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-nav-classes: $include-html-classes;\n\n// We use this to set the background color for the breadcrumb container.\n$crumb-bg: $grey-1;\n\n// We use these to set the padding around the breadcrumbs.\n// $crumb-padding: rem-calc(9 9 14 0);\n// $crumb-side-padding: rem-calc(12);\n\n// We use these to control border styles.\n// $crumb-function-factor: -10%;\n$crumb-border-size: 0;\n// $crumb-border-style: solid;\n$crumb-border-color: $grey-1;\n$crumb-radius: 0;\n\n// We use these to set various text styles for breadcrumbs.\n// $crumb-font-size: rem-calc(11);\n// $crumb-font-color: $primary-color;\n// $crumb-font-color-current: $oil;\n// $crumb-font-color-unavailable: $aluminum;\n// $crumb-font-transform: uppercase;\n// $crumb-link-decor: underline;\n\n// We use these to control the slash between breadcrumbs\n// $crumb-slash-color: $base;\n$crumb-slash: \"/\";\n\n// 05. Buttons\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-button-classes: $include-html-classes;\n\n// We use these to build padding for buttons.\n// $button-tny: rem-calc(10);\n// $button-sml: rem-calc(14);\n// $button-med: rem-calc(16);\n// $button-lrg: rem-calc(18);\n\n// We use this to control the display property.\n// $button-display: inline-block;\n// $button-margin-bottom: rem-calc(20);\n\n// We use these to control button text styles.\n// $button-font-family: $body-font-family;\n// $button-font-color: $white;\n// $button-font-color-alt: $oil;\n// $button-font-tny: rem-calc(11);\n// $button-font-sml: rem-calc(13);\n// $button-font-med: rem-calc(16);\n// $button-font-lrg: rem-calc(20);\n// $button-font-weight: $font-weight-normal;\n// $button-font-align: center;\n\n// We use these to control various hover effects.\n// $button-function-factor: -20%;\n\n// We use these to control button border and hover styles.\n// $button-border-width: 0px;\n// $button-border-style: solid;\n// $button-bg-color: $primary-color;\n// $button-bg-hover: scale-color($button-bg-color, $lightness: $button-function-factor);\n// $button-border-color: $button-bg-hover;\n// $secondary-button-bg-hover: scale-color($secondary-color, $lightness: $button-function-factor);\n// $secondary-button-border-color: $secondary-button-bg-hover;\n// $success-button-bg-hover: scale-color($success-color, $lightness: $button-function-factor);\n// $success-button-border-color: $success-button-bg-hover;\n// $alert-button-bg-hover: scale-color($alert-color, $lightness: $button-function-factor);\n// $alert-button-border-color: $alert-button-bg-hover;\n\n// We use this to set the default radius used throughout the core.\n// $button-radius: $global-radius;\n// $button-round: $global-rounded;\n\n// We use this to set default opacity and cursor for disabled buttons.\n// $button-disabled-opacity: 0.7;\n// $button-disabled-cursor: $cursor-default-value;\n\n// 06. Button Groups\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-button-classes: $include-html-classes;\n\n// Sets the margin for the right side by default, and the left margin if right-to-left direction is used\n// $button-bar-margin-opposite: rem-calc(10);\n// $button-group-border-width: 1px;\n\n// 07. Clearing\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-clearing-classes: $include-html-classes;\n\n// We use these to set the background colors for parts of Clearing.\n// $clearing-bg: $oil;\n// $clearing-caption-bg: $clearing-bg;\n// $clearing-carousel-bg: rgba(51,51,51,0.8);\n// $clearing-img-bg: $clearing-bg;\n\n// We use these to style the close button\n// $clearing-close-color: $iron;\n// $clearing-close-size: 30px;\n\n// We use these to style the arrows\n// $clearing-arrow-size: 12px;\n// $clearing-arrow-color: $clearing-close-color;\n\n// We use these to style captions\n// $clearing-caption-font-color: $iron;\n// $clearing-caption-font-size: 0.875em;\n// $clearing-caption-padding: 10px 30px 20px;\n\n// We use these to make the image and carousel height and style\n// $clearing-active-img-height: 85%;\n// $clearing-carousel-height: 120px;\n// $clearing-carousel-thumb-width: 120px;\n// $clearing-carousel-thumb-active-border: 1px solid rgb(255,255,255);\n\n// 08. Dropdown\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-dropdown-classes: $include-html-classes;\n\n// We use these to controls height and width styles.\n// $f-dropdown-max-width: 200px;\n// $f-dropdown-height: auto;\n// $f-dropdown-max-height: none;\n\n// Used for bottom position\n// $f-dropdown-margin-top: 2px;\n\n// Used for right position\n// $f-dropdown-margin-left: $f-dropdown-margin-top;\n\n// Used for left position\n// $f-dropdown-margin-right: $f-dropdown-margin-top;\n\n// Used for top position\n// $f-dropdown-margin-bottom: $f-dropdown-margin-top;\n\n// We use this to control the background color\n// $f-dropdown-bg: $white;\n\n// We use this to set the border styles for dropdowns.\n// $f-dropdown-border-style: solid;\n// $f-dropdown-border-width: 1px;\n// $f-dropdown-border-color: scale-color($white, $lightness: -20%);\n\n// We use these to style the triangle pip.\n// $f-dropdown-triangle-size: 6px;\n// $f-dropdown-triangle-color: $white;\n// $f-dropdown-triangle-side-offset: 10px;\n\n// We use these to control styles for the list elements.\n// $f-dropdown-list-style: none;\n// $f-dropdown-font-color: $charcoal;\n// $f-dropdown-font-size: rem-calc(14);\n// $f-dropdown-list-padding: rem-calc(5, 10);\n// $f-dropdown-line-height: rem-calc(18);\n// $f-dropdown-list-hover-bg: $smoke ;\n// $dropdown-mobile-default-float: 0;\n\n// We use this to control the styles for when the dropdown has custom content.\n// $f-dropdown-content-padding: rem-calc(20);\n\n// Default radius for dropdown.\n// $f-dropdown-radius: $global-radius;\n\n\n// 09. Dropdown Buttons\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-button-classes: $include-html-classes;\n\n// We use these to set the color of the pip in dropdown buttons\n// $dropdown-button-pip-color: $white;\n// $dropdown-button-pip-color-alt: $oil;\n\n// $button-pip-tny: rem-calc(6);\n// $button-pip-sml: rem-calc(7);\n// $button-pip-med: rem-calc(9);\n// $button-pip-lrg: rem-calc(11);\n\n// We use these to style tiny dropdown buttons\n// $dropdown-button-padding-tny: $button-pip-tny * 7;\n// $dropdown-button-pip-size-tny: $button-pip-tny;\n// $dropdown-button-pip-opposite-tny: $button-pip-tny * 3;\n// $dropdown-button-pip-top-tny: -$button-pip-tny / 2 + rem-calc(1);\n\n// We use these to style small dropdown buttons\n// $dropdown-button-padding-sml: $button-pip-sml * 7;\n// $dropdown-button-pip-size-sml: $button-pip-sml;\n// $dropdown-button-pip-opposite-sml: $button-pip-sml * 3;\n// $dropdown-button-pip-top-sml: -$button-pip-sml / 2 + rem-calc(1);\n\n// We use these to style medium dropdown buttons\n// $dropdown-button-padding-med: $button-pip-med * 6 + rem-calc(3);\n// $dropdown-button-pip-size-med: $button-pip-med - rem-calc(3);\n// $dropdown-button-pip-opposite-med: $button-pip-med * 2.5;\n// $dropdown-button-pip-top-med: -$button-pip-med / 2 + rem-calc(2);\n\n// We use these to style large dropdown buttons\n// $dropdown-button-padding-lrg: $button-pip-lrg * 5 + rem-calc(3);\n// $dropdown-button-pip-size-lrg: $button-pip-lrg - rem-calc(6);\n// $dropdown-button-pip-opposite-lrg: $button-pip-lrg * 2.5;\n// $dropdown-button-pip-top-lrg: -$button-pip-lrg / 2 + rem-calc(3);\n\n// 10. Flex Video\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-media-classes: $include-html-classes;\n\n// We use these to control video container padding and margins\n// $flex-video-padding-top: rem-calc(25);\n// $flex-video-padding-bottom: 67.5%;\n// $flex-video-margin-bottom: rem-calc(16);\n\n// We use this to control widescreen bottom padding\n// $flex-video-widescreen-padding-bottom: 56.34%;\n\n// 11. Forms\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-form-classes: $include-html-classes;\n\n// We use this to set the base for lots of form spacing and positioning styles\n// $form-spacing: rem-calc(16);\n\n// We use these to style the labels in different ways\n// $form-label-pointer: pointer;\n// $form-label-font-size: rem-calc(14);\n// $form-label-font-weight: $font-weight-normal;\n// $form-label-line-height: 1.5;\n// $form-label-font-color: scale-color($black, $lightness: 30%);\n// $form-label-small-transform: capitalize;\n// $form-label-bottom-margin: 0;\n// $input-font-family: inherit;\n// $input-font-color: rgba(0,0,0,0.75);\n// $input-font-size: rem-calc(14);\n// $input-bg-color: $white;\n// $input-focus-bg-color: scale-color($white, $lightness: -2%);\n// $input-border-color: scale-color($white, $lightness: -20%);\n// $input-focus-border-color: scale-color($white, $lightness: -40%);\n// $input-border-style: solid;\n// $input-border-width: 1px;\n// $input-border-radius: $global-radius;\n// $input-disabled-bg: $gainsboro;\n// $input-disabled-cursor: $cursor-default-value;\n// $input-box-shadow: inset 0 1px 2px rgba(0,0,0,0.1);\n\n// We use these to style the fieldset border and spacing.\n// $fieldset-border-style: solid;\n// $fieldset-border-width: 1px;\n// $fieldset-border-color: $gainsboro;\n// $fieldset-padding: rem-calc(20);\n// $fieldset-margin: rem-calc(18 0);\n\n// We use these to style the legends when you use them\n// $legend-bg: $white;\n// $legend-font-weight: $font-weight-bold;\n// $legend-padding: rem-calc(0 3);\n\n// We use these to style the prefix and postfix input elements\n// $input-prefix-bg: scale-color($white, $lightness: -5%);\n// $input-prefix-border-color: scale-color($white, $lightness: -20%);\n// $input-prefix-border-size: 1px;\n// $input-prefix-border-type: solid;\n// $input-prefix-overflow: hidden;\n// $input-prefix-font-color: $oil;\n// $input-prefix-font-color-alt: $white;\n\n// We use this setting to turn on/off HTML5 number spinners (the up/down arrows)\n// $input-number-spinners: true;\n\n// We use these to style the error states for inputs and labels\n// $input-error-message-padding: rem-calc(6 9 9);\n// $input-error-message-top: -1px;\n// $input-error-message-font-size: rem-calc(12);\n// $input-error-message-font-weight: $font-weight-normal;\n// $input-error-message-font-style: italic;\n// $input-error-message-font-color: $white;\n// $input-error-message-font-color-alt: $oil;\n\n// We use this to style the glowing effect of inputs when focused\n// $input-include-glowing-effect: true;\n// $glowing-effect-fade-time: 0.45s;\n// $glowing-effect-color: $input-focus-border-color;\n\n// Select variables\n// $select-bg-color: $ghost;\n// $select-hover-bg-color: scale-color($select-bg-color, $lightness: -3%);\n\n// 12. Icon Bar\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// We use these to style the icon-bar and items\n// $include-html-icon-bar-classes: $include-html-classes;\n// $icon-bar-bg: $oil;\n// $icon-bar-font-color: $white;\n// $icon-bar-font-size: 1rem;\n// $icon-bar-hover-color: $primary-color;\n// $icon-bar-icon-color: $white;\n// $icon-bar-icon-size: 1.875rem;\n// $icon-bar-image-width: 1.875rem;\n// $icon-bar-image-height: 1.875rem;\n// $icon-bar-active-color: $primary-color;\n// $icon-bar-item-padding: 1.25rem;\n\n// 13. Inline Lists\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-inline-list-classes: $include-html-classes;\n\n// We use this to control the margins and padding of the inline list.\n// $inline-list-top-margin: 0;\n// $inline-list-opposite-margin: 0;\n// $inline-list-bottom-margin: rem-calc(17);\n// $inline-list-default-float-margin: rem-calc(-22);\n// $inline-list-default-float-list-margin: rem-calc(22);\n\n// $inline-list-padding: 0;\n\n// We use this to control the overflow of the inline list.\n// $inline-list-overflow: hidden;\n\n// We use this to control the list items\n// $inline-list-display: block;\n\n// We use this to control any elements within list items\n// $inline-list-children-display: block;\n\n// 14. Joyride\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-joyride-classes: $include-html-classes;\n\n// Controlling default Joyride styles\n// $joyride-tip-bg: $oil;\n// $joyride-tip-default-width: 300px;\n// $joyride-tip-padding: rem-calc(18 20 24);\n// $joyride-tip-border: solid 1px $charcoal;\n// $joyride-tip-radius: 4px;\n// $joyride-tip-position-offset: 22px;\n\n// Here, we're setting the tip font styles\n// $joyride-tip-font-color: $white;\n// $joyride-tip-font-size: rem-calc(14);\n// $joyride-tip-header-weight: $font-weight-bold;\n\n// This changes the nub size\n// $joyride-tip-nub-size: 10px;\n\n// This adjusts the styles for the timer when its enabled\n// $joyride-tip-timer-width: 50px;\n// $joyride-tip-timer-height: 3px;\n// $joyride-tip-timer-color: $steel;\n\n// This changes up the styles for the close button\n// $joyride-tip-close-color: $monsoon;\n// $joyride-tip-close-size: 24px;\n// $joyride-tip-close-weight: $font-weight-normal;\n\n// When Joyride is filling the screen, we use this style for the bg\n// $joyride-screenfill: rgba(0,0,0,0.5);\n\n// 15. Keystrokes\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-keystroke-classes: $include-html-classes;\n\n// We use these to control text styles.\n// $keystroke-font: \"Consolas\", \"Menlo\", \"Courier\", monospace;\n// $keystroke-font-size: inherit;\n// $keystroke-font-color: $jet;\n// $keystroke-font-color-alt: $white;\n// $keystroke-function-factor: -7%;\n\n// We use this to control keystroke padding.\n// $keystroke-padding: rem-calc(2 4 0);\n\n// We use these to control background and border styles.\n// $keystroke-bg: scale-color($white, $lightness: $keystroke-function-factor);\n// $keystroke-border-style: solid;\n// $keystroke-border-width: 1px;\n// $keystroke-border-color: scale-color($keystroke-bg, $lightness: $keystroke-function-factor);\n// $keystroke-radius: $global-radius;\n\n// 16. Labels\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-label-classes: $include-html-classes;\n\n// We use these to style the labels\n// $label-padding: rem-calc(4 8 4);\n// $label-radius: $global-radius;\n\n// We use these to style the label text\n// $label-font-sizing: rem-calc(11);\n// $label-font-weight: $font-weight-normal;\n// $label-font-color: $oil;\n// $label-font-color-alt: $white;\n// $label-font-family: $body-font-family;\n\n// 17. Magellan\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-magellan-classes: $include-html-classes;\n\n// $magellan-bg: $white;\n// $magellan-padding: 0 !important;\n\n// 18. Off-canvas\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-off-canvas-classes: $include-html-classes;\n\n// $tabbar-bg: $oil;\n// $tabbar-height: rem-calc(45);\n// $tabbar-icon-width: $tabbar-height;\n// $tabbar-line-height: $tabbar-height;\n// $tabbar-color: $white;\n// $tabbar-middle-padding: 0 rem-calc(10);\n\n// Off Canvas Divider Styles\n// $tabbar-right-section-border: solid 1px scale-color($tabbar-bg, $lightness: 13%);\n// $tabbar-left-section-border: solid 1px scale-color($tabbar-bg, $lightness: -50%);\n\n// Off Canvas Tab Bar Headers\n// $tabbar-header-color: $white;\n// $tabbar-header-weight: $font-weight-bold;\n// $tabbar-header-line-height: $tabbar-height;\n// $tabbar-header-margin: 0;\n\n// Off Canvas Menu Variables\n// $off-canvas-width: rem-calc(250);\n// $off-canvas-bg: $oil;\n// $off-canvas-bg-hover: scale-color($tabbar-bg, $lightness: -30%);\n\n// Off Canvas Menu List Variables\n// $off-canvas-label-padding: 0.3rem rem-calc(15);\n// $off-canvas-label-color: $aluminum;\n// $off-canvas-label-text-transform: uppercase;\n// $off-canvas-label-font-size: rem-calc(12);\n// $off-canvas-label-font-weight: $font-weight-bold;\n// $off-canvas-label-bg: $tuatara;\n// $off-canvas-label-border-top: 1px solid scale-color($tuatara, $lightness: 14%);\n// $off-canvas-label-border-bottom: none;\n// $off-canvas-label-margin:0;\n// $off-canvas-link-padding: rem-calc(10, 15);\n// $off-canvas-link-color: rgba($white, 0.7);\n// $off-canvas-link-border-bottom: 1px solid scale-color($off-canvas-bg, $lightness: -25%);\n// $off-canvas-back-bg: $tuatara;\n// $off-canvas-back-border-top: $off-canvas-label-border-top;\n// $off-canvas-back-border-bottom: $off-canvas-label-border-bottom;\n// $off-canvas-back-hover-bg: scale-color($off-canvas-back-bg, $lightness: -30%);\n// $off-canvas-back-hover-border-top: 1px solid scale-color($off-canvas-label-bg, $lightness: 14%);\n// $off-canvas-back-hover-border-bottom: none;\n\n// Off Canvas Menu Icon Variables\n// $tabbar-menu-icon-color: $white;\n// $tabbar-menu-icon-hover: scale-color($tabbar-menu-icon-color, $lightness: -30%);\n\n// $tabbar-menu-icon-text-indent: rem-calc(35);\n// $tabbar-menu-icon-width: $tabbar-height;\n// $tabbar-menu-icon-height: $tabbar-height;\n// $tabbar-menu-icon-padding: 0;\n\n// $tabbar-hamburger-icon-width: rem-calc(16);\n// $tabbar-hamburger-icon-left: false;\n// $tabbar-hamburger-icon-top: false;\n// $tabbar-hamburger-icon-thickness: 1px;\n// $tabbar-hamburger-icon-gap: 6px;\n\n// Off Canvas Back-Link Overlay\n// $off-canvas-overlay-transition: background 300ms ease;\n// $off-canvas-overlay-cursor: pointer;\n// $off-canvas-overlay-box-shadow: -4px 0 4px rgba($black, 0.5), 4px 0 4px rgba($black, 0.5);\n// $off-canvas-overlay-background: rgba($white, 0.2);\n// $off-canvas-overlay-background-hover: rgba($white, 0.05);\n\n// Transition Variables\n// $menu-slide: \"transform 500ms ease\";\n\n// 19. Orbit\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-orbit-classes: $include-html-classes;\n\n// We use these to control the caption styles\n// $orbit-container-bg: none;\n// $orbit-caption-bg: rgba(51,51,51, 0.8);\n// $orbit-caption-font-color: $white;\n// $orbit-caption-font-size: rem-calc(14);\n// $orbit-caption-position: \"bottom\"; // Supported values: \"bottom\", \"under\"\n// $orbit-caption-padding: rem-calc(10 14);\n// $orbit-caption-height: auto;\n\n// We use these to control the left/right nav styles\n// $orbit-nav-bg: transparent;\n// $orbit-nav-bg-hover: rgba(0,0,0,0.3);\n// $orbit-nav-arrow-color: $white;\n// $orbit-nav-arrow-color-hover: $white;\n\n// We use these to control the timer styles\n// $orbit-timer-bg: rgba(255,255,255,0.3);\n// $orbit-timer-show-progress-bar: true;\n\n// We use these to control the bullet nav styles\n// $orbit-bullet-nav-color: $iron;\n// $orbit-bullet-nav-color-active: $aluminum;\n// $orbit-bullet-radius: rem-calc(9);\n\n// We use these to controls the style of slide numbers\n// $orbit-slide-number-bg: rgba(0,0,0,0);\n// $orbit-slide-number-font-color: $white;\n// $orbit-slide-number-padding: rem-calc(5);\n\n// Hide controls on small\n// $orbit-nav-hide-for-small: true;\n// $orbit-bullet-hide-for-small: true;\n// $orbit-timer-hide-for-small: true;\n\n// Graceful Loading Wrapper and preloader\n// $wrapper-class: \"slideshow-wrapper\";\n// $preloader-class: \"preloader\";\n\n// 20. Pagination\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-pagination-classes: $include-html-classes;\n\n// We use these to control the pagination container\n// $pagination-height: rem-calc(24);\n// $pagination-margin: rem-calc(-5);\n\n// We use these to set the list-item properties\n// $pagination-li-float: $default-float;\n// $pagination-li-height: rem-calc(24);\n// $pagination-li-font-color: $jet;\n// $pagination-li-font-size: rem-calc(14);\n// $pagination-li-margin: rem-calc(5);\n\n// We use these for the pagination anchor links\n// $pagination-link-pad: rem-calc(1 10 1);\n// $pagination-link-font-color: $aluminum;\n// $pagination-link-active-bg: scale-color($white, $lightness: -10%);\n\n// We use these for disabled anchor links\n// $pagination-link-unavailable-cursor: default;\n// $pagination-link-unavailable-font-color: $aluminum;\n// $pagination-link-unavailable-bg-active: transparent;\n\n// We use these for currently selected anchor links\n// $pagination-link-current-background: $primary-color;\n// $pagination-link-current-font-color: $white;\n// $pagination-link-current-font-weight: $font-weight-bold;\n// $pagination-link-current-cursor: default;\n// $pagination-link-current-active-bg: $primary-color;\n\n// 21. Panels\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-panel-classes: $include-html-classes;\n\n// We use these to control the background and border styles\n$panel-bg: $grey-1;\n// $panel-border-style: solid;\n// $panel-border-size: 1px;\n\n// We use this % to control how much we darken things on hover\n// $panel-function-factor: -11%;\n// $panel-border-color: scale-color($panel-bg, $lightness: $panel-function-factor);\n\n// We use these to set default inner padding and bottom margin\n// $panel-margin-bottom: rem-calc(20);\n// $panel-padding: rem-calc(20);\n\n// We use these to set default font colors\n// $panel-font-color: $oil;\n// $panel-font-color-alt: $white;\n\n// $panel-header-adjust: true;\n// $callout-panel-link-color: $primary-color;\n\n// 22. Pricing Tables\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-pricing-classes: $include-html-classes;\n\n// We use this to control the border color\n// $price-table-border: solid 1px $gainsboro;\n\n// We use this to control the bottom margin of the pricing table\n// $price-table-margin-bottom: rem-calc(20);\n\n// We use these to control the title styles\n// $price-title-bg: $oil;\n// $price-title-padding: rem-calc(15 20);\n// $price-title-align: center;\n// $price-title-color: $smoke;\n// $price-title-weight: $font-weight-normal;\n// $price-title-size: rem-calc(16);\n// $price-title-font-family: $body-font-family;\n\n// We use these to control the price styles\n// $price-money-bg: $vapor ;\n// $price-money-padding: rem-calc(15 20);\n// $price-money-align: center;\n// $price-money-color: $oil;\n// $price-money-weight: $font-weight-normal;\n// $price-money-size: rem-calc(32);\n// $price-money-font-family: $body-font-family;\n\n// We use these to control the description styles\n// $price-bg: $white;\n// $price-desc-color: $monsoon;\n// $price-desc-padding: rem-calc(15);\n// $price-desc-align: center;\n// $price-desc-font-size: rem-calc(12);\n// $price-desc-weight: $font-weight-normal;\n// $price-desc-line-height: 1.4;\n// $price-desc-bottom-border: dotted 1px $gainsboro;\n\n// We use these to control the list item styles\n// $price-item-color: $oil;\n// $price-item-padding: rem-calc(15);\n// $price-item-align: center;\n// $price-item-font-size: rem-calc(14);\n// $price-item-weight: $font-weight-normal;\n// $price-item-bottom-border: dotted 1px $gainsboro;\n\n// We use these to control the CTA area styles\n// $price-cta-bg: $white;\n// $price-cta-align: center;\n// $price-cta-padding: rem-calc(20 20 0);\n\n// 23. Progress Bar\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-media-classes: $include-html-classes;\n\n// We use this to set the progress bar height\n// $progress-bar-height: rem-calc(25);\n// $progress-bar-color: $vapor ;\n\n// We use these to control the border styles\n// $progress-bar-border-color: scale-color($white, $lightness: 20%);\n// $progress-bar-border-size: 1px;\n// $progress-bar-border-style: solid;\n// $progress-bar-border-radius: $global-radius;\n\n// We use these to control the margin & padding\n// $progress-bar-pad: rem-calc(2);\n// $progress-bar-margin-bottom: rem-calc(10);\n\n// We use these to set the meter colors\n// $progress-meter-color: $primary-color;\n// $progress-meter-secondary-color: $secondary-color;\n// $progress-meter-success-color: $success-color;\n// $progress-meter-alert-color: $alert-color;\n\n// 24. Range Slider\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-range-slider-classes: $include-html-classes;\n\n// These variables define the slider bar styles\n// $range-slider-bar-width: 100%;\n// $range-slider-bar-height: rem-calc(16);\n\n// $range-slider-bar-border-width: 1px;\n// $range-slider-bar-border-style: solid;\n// $range-slider-bar-border-color: $gainsboro;\n// $range-slider-radius: $global-radius;\n// $range-slider-round: $global-rounded;\n// $range-slider-bar-bg-color: $ghost;\n\n// Vertical bar styles\n// $range-slider-vertical-bar-width: rem-calc(16);\n// $range-slider-vertical-bar-height: rem-calc(200);\n\n// These variables define the slider handle styles\n// $range-slider-handle-width: rem-calc(32);\n// $range-slider-handle-height: rem-calc(22);\n// $range-slider-handle-position-top: rem-calc(-5);\n// $range-slider-handle-bg-color: $primary-color;\n// $range-slider-handle-border-width: 1px;\n// $range-slider-handle-border-style: solid;\n// $range-slider-handle-border-color: none;\n// $range-slider-handle-radius: $global-radius;\n// $range-slider-handle-round: $global-rounded;\n// $range-slider-handle-bg-hover-color: scale-color($primary-color, $lightness: -12%);\n// $range-slider-handle-cursor: pointer;\n\n// 25. Reveal\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-reveal-classes: $include-html-classes;\n\n// We use these to control the style of the reveal overlay.\n// $reveal-overlay-bg: rgba($black, .45);\n// $reveal-overlay-bg-old: $black;\n\n// We use these to control the style of the modal itself.\n// $reveal-modal-bg: $white;\n// $reveal-position-top: rem-calc(100);\n// $reveal-default-width: 80%;\n// $reveal-max-width: $row-width;\n// $reveal-modal-padding: rem-calc(20);\n// $reveal-box-shadow: 0 0 10px rgba($black,.4);\n\n// We use these to style the reveal close button\n// $reveal-close-font-size: rem-calc(40);\n// $reveal-close-top: rem-calc(8);\n// $reveal-close-side: rem-calc(11);\n// $reveal-close-color: $base;\n// $reveal-close-weight: $font-weight-bold;\n\n// We use this to set the default radius used throughout the core.\n// $reveal-radius: $global-radius;\n// $reveal-round: $global-rounded;\n\n// We use these to control the modal border\n// $reveal-border-style: solid;\n// $reveal-border-width: 1px;\n// $reveal-border-color: $steel;\n\n// $reveal-modal-class: \"reveal-modal\";\n// $close-reveal-modal-class: \"close-reveal-modal\";\n\n// 26. Side Nav\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-nav-classes: $include-html-classes;\n\n// We use this to control padding.\n$side-nav-padding: rem-calc(0 0 0 0);\n\n// We use these to control list styles.\n// $side-nav-list-type: none;\n// $side-nav-list-position: inside;\n$side-nav-list-margin: rem-calc(0 0 0 0);\n\n// We use these to control link styles.\n$side-nav-link-color: $primary-color;\n$side-nav-link-color-active: scale-color($side-nav-link-color, $lightness: -40%);\n$side-nav-link-color-hover: scale-color($side-nav-link-color, $lightness: -40%);\n$side-nav-font-size: rem-calc(16);\n\n// $side-nav-link-bg-hover: hsla(0, 0, 0, 0.025);\n// $side-nav-link-margin: 0;\n// $side-nav-link-padding: rem-calc(7 14);\n// $side-nav-font-size: rem-calc(14);\n// $side-nav-font-weight: $font-weight-normal;\n// $side-nav-font-weight-active: $side-nav-font-weight;\n// $side-nav-font-family: $body-font-family;\n// $side-nav-font-family-active: $side-nav-font-family;\n\n// We use these to control heading styles.\n// $side-nav-heading-color: $side-nav-link-color;\n// $side-nav-heading-font-size: $side-nav-font-size;\n// $side-nav-heading-font-weight: bold;\n// $side-nav-heading-text-transform: uppercase;\n\n// We use these to control border styles\n$side-nav-divider-size: 1px;\n$side-nav-divider-style: solid;\n$side-nav-divider-color: $grey-1;\n\n\n\n// 27. Split Buttons\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-button-classes: $include-html-classes;\n\n// We use these to control different shared styles for Split Buttons\n// $split-button-function-factor: 10%;\n// $split-button-pip-color: $white;\n// $split-button-pip-color-alt: $oil;\n// $split-button-active-bg-tint: rgba(0,0,0,0.1);\n\n// We use these to control tiny split buttons\n// $split-button-padding-tny: $button-pip-tny * 10;\n// $split-button-span-width-tny: $button-pip-tny * 6;\n// $split-button-pip-size-tny: $button-pip-tny;\n// $split-button-pip-top-tny: $button-pip-tny * 2;\n// $split-button-pip-default-float-tny: rem-calc(-6);\n\n// We use these to control small split buttons\n// $split-button-padding-sml: $button-pip-sml * 10;\n// $split-button-span-width-sml: $button-pip-sml * 6;\n// $split-button-pip-size-sml: $button-pip-sml;\n// $split-button-pip-top-sml: $button-pip-sml * 1.5;\n// $split-button-pip-default-float-sml: rem-calc(-6);\n\n// We use these to control medium split buttons\n// $split-button-padding-med: $button-pip-med * 9;\n// $split-button-span-width-med: $button-pip-med * 5.5;\n// $split-button-pip-size-med: $button-pip-med - rem-calc(3);\n// $split-button-pip-top-med: $button-pip-med * 1.5;\n// $split-button-pip-default-float-med: rem-calc(-6);\n\n// We use these to control large split buttons\n// $split-button-padding-lrg: $button-pip-lrg * 8;\n// $split-button-span-width-lrg: $button-pip-lrg * 5;\n// $split-button-pip-size-lrg: $button-pip-lrg - rem-calc(6);\n// $split-button-pip-top-lrg: $button-pip-lrg + rem-calc(5);\n// $split-button-pip-default-float-lrg: rem-calc(-6);\n\n// 28. Sub Nav\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-nav-classes: $include-html-classes;\n\n// We use these to control margin and padding\n// $sub-nav-list-margin: rem-calc(-4 0 18);\n// $sub-nav-list-padding-top: rem-calc(4);\n\n// We use this to control the definition\n// $sub-nav-font-family: $body-font-family;\n// $sub-nav-font-size: rem-calc(14);\n// $sub-nav-font-color: $aluminum;\n// $sub-nav-font-weight: $font-weight-normal;\n// $sub-nav-text-decoration: none;\n// $sub-nav-padding: rem-calc(3 16);\n// $sub-nav-border-radius: 3px;\n// $sub-nav-font-color-hover: scale-color($sub-nav-font-color, $lightness: -25%);\n\n// We use these to control the active item styles\n// $sub-nav-active-font-weight: $font-weight-normal;\n// $sub-nav-active-bg: $primary-color;\n// $sub-nav-active-bg-hover: scale-color($sub-nav-active-bg, $lightness: -14%);\n// $sub-nav-active-color: $white;\n// $sub-nav-active-padding: $sub-nav-padding;\n// $sub-nav-active-cursor: default;\n\n// $sub-nav-item-divider: \"\";\n// $sub-nav-item-divider-margin: rem-calc(12);\n\n// 29. Switch\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-form-classes: $include-html-classes;\n\n// Controlling border styles and background colors for the switch container\n// $switch-border-color: scale-color($white, $lightness: -20%);\n// $switch-border-style: solid;\n// $switch-border-width: 1px;\n// $switch-bg: $white;\n\n// We use these to control the switch heights for our default classes\n// $switch-height-tny: rem-calc(22);\n// $switch-height-sml: rem-calc(28);\n// $switch-height-med: rem-calc(36);\n// $switch-height-lrg: rem-calc(44);\n// $switch-bottom-margin: rem-calc(20);\n\n// We use these to control default font sizes for our classes.\n// $switch-font-size-tny: 11px;\n// $switch-font-size-sml: 12px;\n// $switch-font-size-med: 14px;\n// $switch-font-size-lrg: 17px;\n// $switch-label-side-padding: 6px;\n\n// We use these to style the switch-paddle\n// $switch-paddle-bg: $white;\n// $switch-paddle-fade-to-color: scale-color($switch-paddle-bg, $lightness: -10%);\n// $switch-paddle-border-color: scale-color($switch-paddle-bg, $lightness: -35%);\n// $switch-paddle-border-width: 1px;\n// $switch-paddle-border-style: solid;\n// $switch-paddle-transition-speed: .1s;\n// $switch-paddle-transition-ease: ease-out;\n// $switch-positive-color: scale-color($success-color, $lightness: 94%);\n// $switch-negative-color: $white-smoke;\n\n// Outline Style for tabbing through switches\n// $switch-label-outline: 1px dotted $jumbo;\n\n// 30. Tables\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-table-classes: $include-html-classes;\n\n// These control the background color for the table and even rows\n// $table-bg: $white;\n$table-even-row-bg: $grey-1;\n\n// These control the table cell border style\n// $table-border-style: solid;\n// $table-border-size: 1px;\n// $table-border-color: $gainsboro;\n\n// These control the table head styles\n$table-head-bg: $grey-2;\n// $table-head-font-size: rem-calc(14);\n// $table-head-font-color: $jet;\n// $table-head-font-weight: $font-weight-bold;\n// $table-head-padding: rem-calc(8 10 10);\n\n// These control the row padding and font styles\n// $table-row-padding: rem-calc(9 10);\n// $table-row-font-size: rem-calc(14);\n// $table-row-font-color: $jet;\n// $table-line-height: rem-calc(18);\n\n// These are for controlling the layout, display and margin of tables\n// $table-layout: auto;\n// $table-display: table-cell;\n// $table-margin-bottom: rem-calc(20);\n\n// 31. Tabs\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-tabs-classes: $include-html-classes;\n\n// $tabs-navigation-padding: rem-calc(16);\n// $tabs-navigation-bg-color: $silver ;\n// $tabs-navigation-active-bg-color: $white;\n// $tabs-navigation-hover-bg-color: scale-color($tabs-navigation-bg-color, $lightness: -6%);\n// $tabs-navigation-font-color: $jet;\n// $tabs-navigation-active-font-color: $tabs-navigation-font-color;\n// $tabs-navigation-font-size: rem-calc(16);\n// $tabs-navigation-font-family: $body-font-family;\n\n// $tabs-content-margin-bottom: rem-calc(24);\n// $tabs-content-padding: $column-gutter/2;\n\n// $tabs-vertical-navigation-margin-bottom: 1.25rem;\n\n// 32. Thumbnails\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-media-classes: $include-html-classes;\n\n// We use these to control border styles\n// $thumb-border-style: solid;\n// $thumb-border-width: 4px;\n// $thumb-border-color: $white;\n// $thumb-box-shadow: 0 0 0 1px rgba($black,.2);\n// $thumb-box-shadow-hover: 0 0 6px 1px rgba($primary-color,0.5);\n\n// Radius and transition speed for thumbs\n// $thumb-radius: $global-radius;\n// $thumb-transition-speed: 200ms;\n\n// 33. Tooltips\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-tooltip-classes: $include-html-classes;\n\n// $has-tip-border-bottom: dotted 1px $iron;\n// $has-tip-font-weight: $font-weight-bold;\n// $has-tip-font-color: $oil;\n// $has-tip-border-bottom-hover: dotted 1px scale-color($primary-color, $lightness: -55%);\n// $has-tip-font-color-hover: $primary-color;\n// $has-tip-cursor-type: help;\n\n// $tooltip-padding: rem-calc(12);\n// $tooltip-bg: $oil;\n// $tooltip-font-size: rem-calc(14);\n// $tooltip-font-weight: $font-weight-normal;\n// $tooltip-font-color: $white;\n// $tooltip-line-height: 1.3;\n// $tooltip-close-font-size: rem-calc(10);\n// $tooltip-close-font-weight: $font-weight-normal;\n// $tooltip-close-font-color: $monsoon;\n// $tooltip-font-size-sml: rem-calc(14);\n// $tooltip-radius: $global-radius;\n// $tooltip-rounded: $global-rounded;\n// $tooltip-pip-size: 5px;\n// $tooltip-max-width: 300px;\n\n// 34. Top Bar\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-top-bar-classes: $include-html-classes;\n\n// Height and margin\n$topbar-height: rem-calc(50);\n// $topbar-margin-bottom: 0;\n\n// Controlling the styles for the title in the top bar\n$topbar-title-weight: $font-weight-bold;\n$topbar-title-font-size: rem-calc(19);\n\n// Style the top bar dropdown elements\n// $topbar-dropdown-bg: $oil;\n// $topbar-dropdown-link-color: $white;\n// $topbar-dropdown-link-bg: $ci-2;\n// $topbar-dropdown-link-weight: $font-weight-normal;\n// $topbar-dropdown-toggle-size: 5px;\n// $topbar-dropdown-toggle-color: $ci-2;\n// $topbar-dropdown-toggle-alpha: 0.4;\n\n// Set the link colors and styles for top-level nav\n// $topbar-link-color: #000;\n// $topbar-link-color-hover: #000;\n// $topbar-link-color-active: #000;\n// $topbar-link-color-active-hover: #000;\n// $topbar-link-weight: $font-weight-normal;\n$topbar-link-font-size: rem-calc(15);\n// $topbar-link-hover-lightness: -10%; // Darken by 10%\n// $topbar-link-bg: $topbar-bg;\n// $topbar-link-bg-color-hover: #ff0;\n// $topbar-link-bg-hover: #f00;\n// $topbar-link-bg-active: $primary-color;\n// $topbar-link-bg-active-hover: scale-color($primary-color, $lightness: -14%);\n// $topbar-link-font-family: $body-font-family;\n$topbar-link-text-transform: uppercase;\n// $topbar-link-padding: $topbar-height / 3;\n// $topbar-back-link-size: $h5-font-size;\n// $topbar-link-dropdown-padding: 20px;\n\n// $topbar-button-font-size: 0.75rem;\n// $topbar-button-top: 7px;\n\n// $topbar-dropdown-label-color: #f77;\n// $topbar-dropdown-label-text-transform: uppercase;\n// $topbar-dropdown-label-font-weight: $font-weight-bold;\n// $topbar-dropdown-label-font-size: rem-calc(10);\n// $topbar-dropdown-label-bg: $oil;\n\n// Top menu icon styles\n$topbar-menu-link-transform: uppercase;\n// $topbar-menu-link-font-size: rem-calc(13);\n// $topbar-menu-link-weight: $font-weight-bold;\n// $topbar-menu-link-color: $white;\n// $topbar-menu-icon-color: $white;\n// $topbar-menu-link-color-toggled: $ci-6;\n// $topbar-menu-icon-color-toggled: $ci-6;\n\n// Transitions and breakpoint styles\n// $topbar-transition-speed: 300ms;\n// Using rem-calc for the below breakpoint causes issues with top bar\n$topbar-breakpoint: #{lower-bound($large-range)}; // Change to 9999px for always mobile layout\n$topbar-media-query: \"only screen and (min-width: #{$topbar-breakpoint})\" !default;\n\n// Divider Styles\n$topbar-divider-border-bottom: solid 0px scale-color($topbar-bg-color, $lightness: 23%);\n$topbar-divider-border-top: solid 0px scale-color($topbar-bg-color, $lightness: -50%);\n\n// Sticky Class\n// $topbar-sticky-class: \".sticky\";\n// $topbar-arrows: true; //Set false to remove the triangle icon from the menu item\n\n// 36. Visibility Classes\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-visibility-classes: $include-html-classes;\n// $include-table-visibility-classes: true;\n// $include-legacy-visibility-classes: true;\n// $include-accessibility-classes: true;\n","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n@import \"buttons\";\n\n//\n// @variables\n//\n$include-html-form-classes: $include-html-classes !default;\n\n// We use this to set the base for lots of form spacing and positioning styles\n$form-spacing: rem-calc(16) !default;\n\n// We use these to style the labels in different ways\n$form-label-pointer: pointer !default;\n$form-label-font-size: rem-calc(14) !default;\n$form-label-font-weight: $font-weight-normal !default;\n$form-label-line-height: 1.5 !default;\n$form-label-font-color: scale-color($black, $lightness: 30%) !default;\n$form-label-small-transform: capitalize !default;\n$form-label-bottom-margin: 0 !default;\n$input-font-family: inherit !default;\n$input-font-color: rgba(0, 0, 0, 0.75) !default;\n$input-font-size: rem-calc(14) !default;\n$input-bg-color: $white !default;\n$input-focus-bg-color: scale-color($white, $lightness: -2%) !default;\n$input-border-color: scale-color($white, $lightness: -20%) !default;\n$input-focus-border-color: scale-color($white, $lightness: -40%) !default;\n$input-border-style: solid !default;\n$input-border-width: 1px !default;\n$input-border-radius: $global-radius !default;\n$input-disabled-bg: $gainsboro !default;\n$input-disabled-cursor: $cursor-default-value !default;\n$input-box-shadow: inset 0 1px 2px rgba(0, 0, 0, 0.1) !default;\n$input-include-glowing-effect: true !default;\n\n// We use these to style the fieldset border and spacing.\n$fieldset-border-style: solid !default;\n$fieldset-border-width: 1px !default;\n$fieldset-border-color: $gainsboro !default;\n$fieldset-padding: rem-calc(20) !default;\n$fieldset-margin: rem-calc(18 0) !default;\n\n// We use these to style the legends when you use them\n$legend-bg: $white !default;\n$legend-font-weight: $font-weight-bold !default;\n$legend-padding: rem-calc(0 3) !default;\n\n// We use these to style the prefix and postfix input elements\n$input-prefix-bg: scale-color($white, $lightness: -5%) !default;\n$input-prefix-border-color: scale-color($white, $lightness: -20%) !default;\n$input-prefix-border-size: 1px !default;\n$input-prefix-border-type: solid !default;\n$input-prefix-overflow: hidden !default;\n$input-prefix-font-color: $oil !default;\n$input-prefix-font-color-alt: $white !default;\n\n// We use this setting to turn on/off HTML5 number spinners (the up/down arrows)\n$input-number-spinners: true !default;\n\n// We use these to style the error states for inputs and labels\n$input-error-message-padding: rem-calc(6 9 9) !default;\n$input-error-message-top: -1px !default;\n$input-error-message-font-size: rem-calc(12) !default;\n$input-error-message-font-weight: $font-weight-normal !default;\n$input-error-message-font-style: italic !default;\n$input-error-message-font-color: $white !default;\n$input-error-message-bg-color: $alert-color !default;\n$input-error-message-font-color-alt: $oil !default;\n\n// We use this to style the glowing effect of inputs when focused\n$glowing-effect-fade-time: 0.45s !default;\n$glowing-effect-color: $input-focus-border-color !default;\n\n// Select variables\n$select-bg-color: $ghost !default;\n$select-hover-bg-color: scale-color($select-bg-color, $lightness: -3%) !default;\n\n//\n// @MIXINS\n//\n\n// We use this mixin to give us form styles for rows inside of forms\n@mixin form-row-base {\n .row {\n margin: 0 calc((-1 * $form-spacing) / 2);\n\n .column,\n .columns {\n padding: 0 calc($form-spacing / 2);\n }\n\n // Use this to collapse the margins of a form row\n &.collapse {\n margin: 0;\n\n .column,\n .columns {\n padding: 0;\n }\n\n input {\n @include side-radius($opposite-direction, 0);\n }\n\n }\n }\n\n input.column,\n input.columns,\n textarea.column,\n textarea.columns {\n padding-#{$default-float}: calc($form-spacing / 2);\n }\n}\n\n// @MIXIN\n//\n// We use this mixin to give all basic form elements their style\n@mixin form-element {\n background-color: $input-bg-color;\n font-family: $input-font-family;\n\n border: {\n style: $input-border-style;\n width: $input-border-width;\n color: $input-border-color;\n }\n\n box-shadow: $input-box-shadow;\n color: $input-font-color;\n display: block;\n font-size: $input-font-size;\n margin: 0 0 $form-spacing 0;\n padding: calc($form-spacing / 2);\n height: ($input-font-size + ($form-spacing * 1.5) - rem-calc(1));\n width: 100%;\n @include box-sizing(border-box);\n\n @if $input-include-glowing-effect {\n @include block-glowing-effect(focus, $glowing-effect-fade-time, $glowing-effect-color);\n }\n\n // Basic focus styles\n &:focus {\n background: $input-focus-bg-color;\n border-color: $input-focus-border-color;\n outline: none;\n }\n\n // Disabled Styles\n &:disabled {\n background-color: $input-disabled-bg;\n cursor: $input-disabled-cursor;\n }\n\n // Disabled background input background color\n &[disabled],\n &[readonly],\n fieldset[disabled] & {\n background-color: $input-disabled-bg;\n cursor: $input-disabled-cursor;\n }\n}\n\n// @MIXIN\n//\n// We use this mixin to create form labels\n//\n// $alignment - Alignment options. Default: false. Options: [right, inline, false]\n// $base-style - Control whether or not the base styles come through. Default: true.\n@mixin form-label($alignment: false, $base-style: true) {\n\n // Control whether or not the base styles come through.\n @if $base-style {\n font-size: $form-label-font-size;\n color: $form-label-font-color;\n cursor: $form-label-pointer;\n display: block;\n font-weight: $form-label-font-weight;\n line-height: $form-label-line-height;\n margin-bottom: $form-label-bottom-margin;\n }\n\n // Alignment options\n @if $alignment ==right {\n float: none !important;\n text-align: right;\n }\n\n @else if $alignment ==inline {\n margin: 0 0 $form-spacing 0;\n padding: calc($form-spacing / 2) + rem-calc($input-border-width) 0;\n }\n}\n\n// We use this mixin to create postfix/prefix form Labels\n@mixin prefix-postfix-base {\n display: block;\n position: relative;\n z-index: 2;\n text-align: center;\n width: 100%;\n padding-top: 0;\n padding-bottom: 0;\n border-style: $input-prefix-border-type;\n border-width: $input-prefix-border-size;\n overflow: $input-prefix-overflow;\n font-size: $form-label-font-size;\n height: ($input-font-size + ($form-spacing * 1.5) - rem-calc(1));\n line-height: ($input-font-size + ($form-spacing * 1.5) - rem-calc(1));\n}\n\n// @MIXIN\n//\n// We use this mixin to create prefix label styles\n// $bg - Default:$input-prefix-bg || scale-color($white, $lightness: -5%) !default;\n// $is-button - Toggle position settings if prefix is a button. Default:false\n//\n@mixin prefix($bg: $input-prefix-bg, $border: $input-prefix-border-color, $is-button: false) {\n\n @if $bg {\n $bg-lightness: lightness($bg);\n background: $bg;\n border-#{$opposite-direction}: none;\n\n // Control the font color based on background brightness\n @if $bg-lightness >70% or $bg ==yellow {\n color: $input-prefix-font-color;\n }\n\n @else {\n color: $input-prefix-font-color-alt;\n }\n }\n\n @if $border {\n border-color: $border;\n }\n\n @if $is-button {\n padding-#{$default-float}: 0;\n padding-#{$opposite-direction}: 0;\n padding-top: 0;\n padding-bottom: 0;\n text-align: center;\n border: none;\n }\n\n}\n\n// @MIXIN\n//\n// We use this mixin to create postfix label styles\n// $bg - Default:$input-prefix-bg || scale-color($white, $lightness: -5%) !default;\n// $is-button - Toggle position settings if prefix is a button. Default: false\n@mixin postfix($bg: $input-prefix-bg, $border: $input-prefix-border-color, $is-button: false) {\n\n @if $bg {\n $bg-lightness: lightness($bg);\n background: $bg;\n border-#{$default-float}: none;\n\n // Control the font color based on background brightness\n @if $bg-lightness >70% or $bg ==yellow {\n color: $input-prefix-font-color;\n }\n\n @else {\n color: $input-prefix-font-color-alt;\n }\n }\n\n @if $border {\n border-color: $border;\n }\n\n @if $is-button {\n padding-#{$default-float}: 0;\n padding-#{$opposite-direction}: 0;\n padding-top: 0;\n padding-bottom: 0;\n text-align: center;\n border: none;\n }\n\n}\n\n// We use this mixin to style fieldsets\n@mixin fieldset {\n border: $fieldset-border-width $fieldset-border-style $fieldset-border-color;\n padding: $fieldset-padding;\n margin: $fieldset-margin;\n\n // and legend styles\n legend {\n font-weight: $legend-font-weight;\n background: $legend-bg;\n padding: $legend-padding;\n margin: 0;\n margin-#{$default-float}: rem-calc(-3);\n }\n}\n\n// @MIXIN\n//\n// We use this mixin to control border and background color of error inputs\n// $color - Default: $alert-color (found in settings file)\n@mixin form-error-color($color: $alert-color) {\n border-color: $color;\n background-color: rgba($color, 0.1);\n\n // Go back to normal on focus\n &:focus {\n background: $input-focus-bg-color;\n border-color: $input-focus-border-color;\n }\n}\n\n// @MIXIN\n//\n// We use this simple mixin to style labels for error inputs\n// $color - Default:$alert-color. Found in settings file\n@mixin form-label-error-color($color: $alert-color) {\n color: $color;\n}\n\n// @MIXIN\n//\n// We use this mixin to create error message styles\n// $bg - Default: $alert-color (Found in settings file)\n@mixin form-error-message($bg: $input-error-message-bg-color) {\n display: block;\n padding: $input-error-message-padding;\n margin-top: $input-error-message-top;\n margin-bottom: $form-spacing;\n font-size: $input-error-message-font-size;\n font-weight: $input-error-message-font-weight;\n font-style: $input-error-message-font-style;\n\n // We can control the text color based on the brightness of the background.\n $bg-lightness: lightness($bg);\n background: $bg;\n\n @if $bg-lightness < 70% or $bg ==yellow {\n color: $input-error-message-font-color;\n }\n\n @else {\n color: $input-error-message-font-color-alt;\n }\n}\n\n// We use this mixin to style select elements\n@mixin form-select {\n -webkit-appearance: none !important;\n border-radius: 0;\n background-color: $select-bg-color;\n\n // Hide the dropdown arrow shown in newer IE versions\n &::-ms-expand {\n display: none;\n }\n\n // The custom arrow has some fake horizontal padding so we can align it\n // from the right side of the element without relying on CSS3\n background-image: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHZlcnNpb249IjEuMSIgeD0iMTJweCIgeT0iMHB4IiB3aWR0aD0iMjRweCIgaGVpZ2h0PSIzcHgiIHZpZXdCb3g9IjAgMCA2IDMiIGVuYWJsZS1iYWNrZ3JvdW5kPSJuZXcgMCAwIDYgMyIgeG1sOnNwYWNlPSJwcmVzZXJ2ZSI+PHBvbHlnb24gcG9pbnRzPSI1Ljk5MiwwIDIuOTkyLDMgLTAuMDA4LDAgIi8+PC9zdmc+);\n\n // We can safely use leftmost and rightmost now\n background-position: if($text-direction =='rtl', 0%, 100%) center;\n\n background-repeat: no-repeat;\n\n border: {\n style: $input-border-style;\n width: $input-border-width;\n color: $input-border-color;\n }\n\n padding: calc($form-spacing / 2);\n font-size: $input-font-size;\n font-family: $body-font-family;\n color: $input-font-color;\n line-height: normal;\n @include radius(0);\n\n &.radius {\n @include radius($global-radius);\n }\n\n &:hover {\n background-color: $select-hover-bg-color;\n border-color: $input-focus-border-color;\n }\n\n // Disabled Styles\n &:disabled {\n background-color: $input-disabled-bg;\n cursor: $input-disabled-cursor;\n }\n}\n\n// We use this mixin to turn on/off HTML5 number spinners\n@mixin html5number($browser, $on: true) {\n @if $on==false {\n @if $browser==webkit {\n -webkit-appearance: none;\n margin: 0;\n }\n\n @else if $browser==moz {\n -moz-appearance: textfield;\n }\n }\n}\n\n@include exports(\"form\") {\n @if $include-html-form-classes {\n\n /* Standard Forms */\n form {\n margin: 0 0 $form-spacing;\n }\n\n /* Using forms within rows, we need to set some defaults */\n form .row {\n @include form-row-base;\n }\n\n /* Label Styles */\n label {\n @include form-label;\n\n &.right {\n @include form-label(right, false);\n }\n\n &.inline {\n @include form-label(inline, false);\n }\n\n /* Styles for required inputs */\n small {\n text-transform: $form-label-small-transform;\n color: scale-color($form-label-font-color, $lightness: 15%);\n }\n }\n\n /* Attach elements to the beginning or end of an input */\n .prefix,\n .postfix {\n @include prefix-postfix-base;\n }\n\n /* Adjust padding, alignment and radius if pre/post element is a button */\n .postfix.button {\n @include button-size(false, false);\n @include postfix(false, false, true);\n }\n\n .prefix.button {\n @include button-size(false, false);\n @include prefix(false, false, true);\n }\n\n .prefix.button.radius {\n @include radius(0);\n @include side-radius($default-float, $button-radius);\n }\n\n .postfix.button.radius {\n @include radius(0);\n @include side-radius($opposite-direction, $button-radius);\n }\n\n .prefix.button.round {\n @include radius(0);\n @include side-radius($default-float, $button-round);\n }\n\n .postfix.button.round {\n @include radius(0);\n @include side-radius($opposite-direction, $button-round);\n }\n\n /* Separate prefix and postfix styles when on span or label so buttons keep their own */\n span.prefix,\n label.prefix {\n @include prefix();\n }\n\n span.postfix,\n label.postfix {\n @include postfix();\n }\n\n /* We use this to get basic styling on all basic form elements */\n #{text-inputs(all, 'input')} {\n -webkit-appearance: none;\n border-radius: 0;\n @include form-element;\n\n @if $input-include-glowing-effect ==false {\n @include single-transition(all, 0.15s, linear);\n }\n\n &.radius {\n @include radius($input-border-radius);\n }\n }\n\n form {\n .row {\n .prefix-radius.row.collapse {\n\n input,\n textarea,\n select {\n @include radius(0);\n @include side-radius($opposite-direction, $button-radius);\n }\n\n .prefix {\n @include radius(0);\n @include side-radius($default-float, $button-radius);\n }\n }\n\n .postfix-radius.row.collapse {\n\n input,\n textarea,\n select {\n @include radius(0);\n @include side-radius($default-float, $button-radius);\n }\n\n .postfix {\n @include radius(0);\n @include side-radius($opposite-direction, $button-radius);\n }\n }\n\n .prefix-round.row.collapse {\n\n input,\n textarea,\n select {\n @include radius(0);\n @include side-radius($opposite-direction, $button-round);\n }\n\n .prefix {\n @include radius(0);\n @include side-radius($default-float, $button-round);\n }\n }\n\n .postfix-round.row.collapse {\n\n input,\n textarea,\n select {\n @include radius(0);\n @include side-radius($default-float, $button-round);\n }\n\n .postfix {\n @include radius(0);\n @include side-radius($opposite-direction, $button-round);\n }\n }\n }\n }\n\n input[type=\"submit\"] {\n -webkit-appearance: none;\n border-radius: 0;\n }\n\n /* Respect enforced amount of rows for textarea */\n textarea[rows] {\n height: auto;\n }\n\n /* Not allow resize out of parent */\n textarea {\n max-width: 100%;\n }\n\n /* Add height value for select elements to match text input height */\n select {\n @include form-select;\n height: ($input-font-size + ($form-spacing * 1.5) - rem-calc(1));\n }\n\n /* Adjust margin for form elements below */\n input[type=\"file\"],\n input[type=\"checkbox\"],\n input[type=\"radio\"],\n select {\n margin: 0 0 $form-spacing 0;\n }\n\n input[type=\"checkbox\"]+label,\n input[type=\"radio\"]+label {\n display: inline-block;\n margin-#{$default-float}: $form-spacing * .5;\n margin-#{$opposite-direction}: $form-spacing;\n margin-bottom: 0;\n vertical-align: baseline;\n }\n\n /* Normalize file input width */\n input[type=\"file\"] {\n width: 100%;\n }\n\n /* HTML5 Number spinners settings */\n input[type=number] {\n @include html5number(moz, $input-number-spinners)\n }\n\n input[type=\"number\"]::-webkit-inner-spin-button,\n input[type=\"number\"]::-webkit-outer-spin-button {\n @include html5number(webkit, $input-number-spinners);\n }\n\n /* We add basic fieldset styling */\n fieldset {\n @include fieldset;\n }\n\n /* Error Handling */\n\n #{data('abide')} {\n\n .error small.error,\n .error span.error,\n span.error,\n small.error {\n @include form-error-message;\n }\n\n span.error,\n small.error {\n display: none;\n }\n }\n\n span.error,\n small.error {\n @include form-error-message;\n }\n\n .error {\n\n input,\n textarea,\n select {\n margin-bottom: 0;\n }\n\n input[type=\"checkbox\"],\n input[type=\"radio\"] {\n margin-bottom: $form-spacing\n }\n\n label,\n label.error {\n @include form-label-error-color;\n }\n\n small.error {\n @include form-error-message;\n }\n\n >label {\n >small {\n color: scale-color($form-label-font-color, $lightness: 15%);\n background: transparent;\n padding: 0;\n text-transform: $form-label-small-transform;\n font-style: normal;\n font-size: 60%;\n margin: 0;\n display: inline;\n }\n }\n\n span.error-message {\n display: block;\n }\n }\n\n input.error,\n textarea.error,\n select.error {\n margin-bottom: 0;\n }\n\n label.error {\n @include form-label-error-color;\n }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n@import \"grid\";\n@import \"buttons\";\n@import \"forms\";\n\n//\n// Top Bar Variables\n//\n$include-html-top-bar-classes: $include-html-classes !default;\n\n// Background color for the top bar\n$topbar-bg-color: $oil !default;\n$topbar-bg: $topbar-bg-color !default;\n\n// Height and margin\n$topbar-height: rem-calc(45) !default;\n$topbar-margin-bottom: 0 !default;\n\n// Controlling the styles for the title in the top bar\n$topbar-title-weight: $font-weight-normal !default;\n$topbar-title-font-size: rem-calc(17) !default;\n\n// Set the link colors and styles for top-level nav\n$topbar-link-color: $white !default;\n$topbar-link-color-hover: $white !default;\n$topbar-link-color-active: $white !default;\n$topbar-link-color-active-hover: $white !default;\n$topbar-link-weight: $font-weight-normal !default;\n$topbar-link-font-size: rem-calc(13) !default;\n$topbar-link-hover-lightness: -10% !default; // Darken by 10%\n$topbar-link-bg: $topbar-bg !default;\n$topbar-link-bg-hover: $oil !default;\n$topbar-link-bg-color-hover: $charcoal !default;\n$topbar-link-bg-active: $primary-color !default;\n$topbar-link-bg-active-hover: scale-color($primary-color, $lightness: -14%) !default;\n$topbar-link-font-family: $body-font-family !default;\n$topbar-link-text-transform: none !default;\n$topbar-link-padding: calc($topbar-height / 3) !default;\n$topbar-back-link-size: rem-calc(18) !default;\n$topbar-link-dropdown-padding: rem-calc(20) !default;\n$topbar-button-font-size: 0.75rem !default;\n$topbar-button-top: 7px !default;\n\n// Style the top bar dropdown elements\n$topbar-dropdown-bg: $oil !default;\n$topbar-dropdown-link-color: $white !default;\n$topbar-dropdown-link-color-hover: $topbar-link-color-hover !default;\n$topbar-dropdown-link-bg: $oil !default;\n$topbar-dropdown-link-bg-hover: $oil !default;\n$topbar-dropdown-link-weight: $font-weight-normal !default;\n$topbar-dropdown-toggle-size: 5px !default;\n$topbar-dropdown-toggle-color: $white !default;\n$topbar-dropdown-toggle-alpha: 0.4 !default;\n\n$topbar-dropdown-label-color: $monsoon !default;\n$topbar-dropdown-label-text-transform: uppercase !default;\n$topbar-dropdown-label-font-weight: $font-weight-bold !default;\n$topbar-dropdown-label-font-size: rem-calc(10) !default;\n$topbar-dropdown-label-bg: $oil !default;\n\n// Top menu icon styles\n$topbar-menu-link-transform: uppercase !default;\n$topbar-menu-link-font-size: rem-calc(13) !default;\n$topbar-menu-link-weight: $font-weight-bold !default;\n$topbar-menu-link-color: $white !default;\n$topbar-menu-icon-color: $white !default;\n$topbar-menu-link-color-toggled: $jumbo !default;\n$topbar-menu-icon-color-toggled: $jumbo !default;\n\n// Transitions and breakpoint styles\n$topbar-transition-speed: 300ms !default;\n// Using rem-calc for the below breakpoint causes issues with top bar\n$topbar-breakpoint: #{lower-bound($medium-range)} !default; // Change to 9999px for always mobile layout\n$topbar-media-query: $medium-up !default;\n\n// Top-bar input styles\n$topbar-input-height: rem-calc(28) !default;\n\n// Divider Styles\n$topbar-divider-border-bottom: solid 1px scale-color($topbar-bg-color, $lightness: 13%) !default;\n$topbar-divider-border-top: solid 1px scale-color($topbar-bg-color, $lightness: -50%) !default;\n\n// Sticky Class\n$topbar-sticky-class: \".sticky\" !default;\n$topbar-arrows: true !default; //Set false to remove the triangle icon from the menu item\n$topbar-dropdown-arrows: true !default; //Set false to remove the \\00bb >> text from dropdown subnavigation li\n\n// Accessibility mixins for hiding and showing the menu dropdown items\n@mixin topbar-hide-dropdown {\n // Makes an element visually hidden by default, but visible when focused.\n display: block;\n @include element-invisible();\n}\n\n@mixin topbar-show-dropdown {\n display: block;\n @include element-invisible-off();\n position: absolute !important; // Reset the position from static to absolute\n}\n\n@include exports(\"top-bar\") {\n\n @if $include-html-top-bar-classes {\n\n // Used to provide media query values for javascript components.\n // This class is generated despite the value of $include-html-top-bar-classes\n // to ensure width calculations work correctly.\n meta.foundation-mq-topbar {\n font-family: \"/\" + unquote($topbar-media-query) + \"/\";\n width: $topbar-breakpoint;\n }\n\n /* Wrapped around .top-bar to contain to grid width */\n .contain-to-grid {\n width: 100%;\n background: $topbar-bg;\n\n .top-bar {\n margin-bottom: $topbar-margin-bottom;\n }\n }\n\n // Wrapped around .top-bar to make it stick to the top\n .fixed {\n width: 100%;\n #{$default-float}: 0;\n position: fixed;\n top: 0;\n z-index: 99;\n\n &.expanded:not(.top-bar) {\n overflow-y: auto;\n height: auto;\n width: 100%;\n max-height: 100%;\n\n .title-area {\n position: fixed;\n width: 100%;\n z-index: 99;\n }\n\n // Ensure you can scroll the menu on small screens\n .top-bar-section {\n z-index: 98;\n margin-top: $topbar-height;\n }\n }\n }\n\n .top-bar {\n overflow: hidden;\n height: $topbar-height;\n line-height: $topbar-height;\n position: relative;\n background: $topbar-bg;\n margin-bottom: $topbar-margin-bottom;\n\n // Topbar Global list Styles\n ul {\n margin-bottom: 0;\n list-style: none;\n }\n\n .row {\n max-width: none;\n }\n\n form,\n input {\n margin-bottom: 0;\n }\n\n input {\n height: $topbar-input-height;\n padding-top: .35rem;\n padding-bottom: .35rem;\n font-size: $topbar-button-font-size;\n }\n\n .button,\n button {\n padding-top: .35rem + rem-calc(1);\n padding-bottom: .35rem + rem-calc(1);\n margin-bottom: 0;\n font-size: $topbar-button-font-size;\n // position: relative;\n // top: -1px;\n\n // Corrects a slight misalignment when put next to an input field\n @media #{$small-only} {\n position: relative;\n top: -1px;\n }\n }\n\n // Title Area\n .title-area {\n position: relative;\n margin: 0;\n }\n\n .name {\n height: $topbar-height;\n margin: 0;\n font-size: $rem-base;\n\n h1,\n h2,\n h3,\n h4,\n p,\n span {\n line-height: $topbar-height;\n font-size: $topbar-title-font-size;\n margin: 0;\n\n a {\n font-weight: $topbar-title-weight;\n color: $topbar-link-color;\n width: 75%;\n display: block;\n padding: 0 $topbar-link-padding;\n }\n }\n }\n\n // Menu toggle button on small devices\n .toggle-topbar {\n position: absolute;\n #{$opposite-direction}: 0;\n top: 0;\n\n a {\n color: $topbar-link-color;\n text-transform: $topbar-menu-link-transform;\n font-size: $topbar-menu-link-font-size;\n font-weight: $topbar-menu-link-weight;\n position: relative;\n display: block;\n padding: 0 $topbar-link-padding;\n height: $topbar-height;\n line-height: $topbar-height;\n }\n\n // Adding the class \"menu-icon\" will add the 3-line icon people love and adore.\n &.menu-icon {\n top: 50%;\n margin-top: -16px;\n\n a {\n @if $text-direction ==rtl {\n text-indent: -58px;\n }\n\n height: 34px;\n line-height: 33px;\n padding: 0 $topbar-link-padding+rem-calc(25) 0 $topbar-link-padding;\n color: $topbar-menu-link-color;\n position: relative;\n\n & {\n // @include hamburger icon\n //\n // We use this to create the icon with three lines aka the hamburger icon, the menu-icon or the navicon\n // $width - Width of hamburger icon\n // $left - If false, icon will be centered horizontally || explicitly set value in rem\n // $top - If false, icon will be centered vertically || explicitly set value in rem\n // $thickness - thickness of lines in hamburger icon, set value in px\n // $gap - spacing between the lines in hamburger icon, set value in px\n // $color - icon color\n // $hover-color - icon color during hover, here it isn't set b/c it would override $topbar-menu-icon-color-toggled\n // $offcanvas - Set to false of @include in topbar\n @include hamburger(16px, false, 0, 1px, 6px, $topbar-menu-icon-color, \"\", false);\n }\n }\n }\n }\n\n // Change things up when the top-bar is expanded\n &.expanded {\n height: auto;\n background: transparent;\n\n .title-area {\n background: $topbar-bg;\n }\n\n .toggle-topbar {\n a {\n color: $topbar-menu-link-color-toggled;\n\n span::after {\n // Shh, don't tell, but box-shadows create the menu icon :)\n // Change the color of the bars when the menu is expanded, using given thickness from hamburger() above\n box-shadow: 0 0 0 1px $topbar-menu-icon-color-toggled,\n 0 7px 0 1px $topbar-menu-icon-color-toggled,\n 0 14px 0 1px $topbar-menu-icon-color-toggled;\n }\n }\n }\n }\n }\n\n // Right and Left Navigation that stacked by default\n .top-bar-section {\n #{$default-float}: 0;\n position: relative;\n width: auto;\n @include single-transition($default-float, $topbar-transition-speed);\n\n ul {\n padding: 0;\n width: 100%;\n height: auto;\n display: block;\n font-size: $rem-base;\n margin: 0;\n }\n\n .divider,\n [role=\"separator\"] {\n border-top: $topbar-divider-border-top;\n clear: both;\n height: 1px;\n width: 100%;\n }\n\n ul li {\n background: $topbar-dropdown-bg;\n\n &>a {\n display: block;\n width: 100%;\n color: $topbar-link-color;\n padding: 12px 0 12px 0;\n padding-#{$default-float}: $topbar-link-padding;\n font-family: $topbar-link-font-family;\n font-size: $topbar-link-font-size;\n font-weight: $topbar-link-weight;\n text-transform: $topbar-link-text-transform;\n\n &.button {\n font-size: $topbar-link-font-size;\n padding-#{$opposite-direction}: $topbar-link-padding;\n padding-#{$default-float}: $topbar-link-padding;\n @include button-style($bg: $primary-color);\n }\n\n &.button.secondary {\n @include button-style($bg: $secondary-color);\n }\n\n &.button.success {\n @include button-style($bg: $success-color);\n }\n\n &.button.alert {\n @include button-style($bg: $alert-color);\n }\n\n &.button.warning {\n @include button-style($bg: $warning-color);\n }\n }\n\n >button {\n font-size: $topbar-link-font-size;\n padding-#{$opposite-direction}: $topbar-link-padding;\n padding-#{$default-float}: $topbar-link-padding;\n @include button-style($bg: $primary-color);\n\n &.secondary {\n @include button-style($bg: $secondary-color);\n }\n\n &.success {\n @include button-style($bg: $success-color);\n }\n\n &.alert {\n @include button-style($bg: $alert-color);\n }\n\n &.warning {\n @include button-style($bg: $warning-color);\n }\n }\n\n // Apply the hover link color when it has that class\n &:hover:not(.has-form)>a {\n background-color: $topbar-link-bg-color-hover;\n\n @if ($topbar-link-bg-hover) {\n background: $topbar-link-bg-hover;\n }\n\n color: $topbar-link-color-hover;\n }\n\n // Apply the active link color when it has that class\n &.active>a {\n background: $topbar-link-bg-active;\n color: $topbar-link-color-active;\n\n &:hover {\n background: $topbar-link-bg-active-hover;\n color: $topbar-link-color-active-hover;\n }\n }\n }\n\n // Add some extra padding for list items contains buttons\n .has-form {\n padding: $topbar-link-padding;\n }\n\n // Styling for list items that have a dropdown within them.\n .has-dropdown {\n position: relative;\n\n &>a {\n &:after {\n @if ($topbar-arrows) {\n @include css-triangle($topbar-dropdown-toggle-size, rgba($topbar-dropdown-toggle-color, $topbar-dropdown-toggle-alpha), $default-float);\n }\n\n margin-#{$opposite-direction}: $topbar-link-padding;\n margin-top: -(calc($topbar-dropdown-toggle-size / 2)) - 2;\n position: absolute;\n top: 50%;\n #{$opposite-direction}: 0;\n }\n }\n\n &.moved {\n position: static;\n\n &>.dropdown {\n @include topbar-show-dropdown();\n width: 100%;\n }\n\n &>a:after {\n display: none;\n }\n }\n }\n\n // Styling elements inside of dropdowns\n .dropdown {\n padding: 0;\n position: absolute;\n #{$default-float}: 100%;\n top: 0;\n z-index: 99;\n @include topbar-hide-dropdown();\n\n li {\n width: 100%;\n height: auto;\n\n a {\n font-weight: $topbar-dropdown-link-weight;\n padding: 8px $topbar-link-padding;\n\n &.parent-link {\n font-weight: $topbar-link-weight;\n }\n }\n\n &.title h5,\n &.parent-link {\n // Back Button\n margin-bottom: 0;\n margin-top: 0;\n font-size: $topbar-back-link-size;\n\n a {\n color: $topbar-link-color;\n // line-height: ($topbar-height / 2);\n display: block;\n\n &:hover {\n background: none;\n }\n }\n }\n\n &.has-form {\n padding: 8px $topbar-link-padding;\n }\n\n .button,\n button {\n top: auto;\n }\n }\n\n label {\n padding: 8px $topbar-link-padding 2px;\n margin-bottom: 0;\n text-transform: $topbar-dropdown-label-text-transform;\n color: $topbar-dropdown-label-color;\n font-weight: $topbar-dropdown-label-font-weight;\n font-size: $topbar-dropdown-label-font-size;\n }\n }\n }\n\n .js-generated {\n display: block;\n }\n\n\n // Top Bar styles intended for screen sizes above the breakpoint.\n @media #{$topbar-media-query} {\n .top-bar {\n background: $topbar-bg;\n @include clearfix;\n overflow: visible;\n\n .toggle-topbar {\n display: none;\n }\n\n .title-area {\n float: $default-float;\n }\n\n .name h1 a {\n width: auto;\n }\n\n input,\n .button,\n button {\n font-size: rem-calc(14);\n position: relative;\n height: $topbar-input-height;\n top: calc(($topbar-height - $topbar-input-height) / 2);\n }\n\n &.expanded {\n background: $topbar-bg;\n }\n }\n\n .contain-to-grid .top-bar {\n max-width: $row-width;\n margin: 0 auto;\n margin-bottom: $topbar-margin-bottom;\n }\n\n .top-bar-section {\n @include single-transition(none, 0, 0);\n #{$default-float}: 0 !important;\n\n ul {\n width: auto;\n height: auto !important;\n display: inline;\n\n li {\n float: $default-float;\n\n .js-generated {\n display: none;\n }\n }\n }\n\n li {\n &.hover {\n >a:not(.button) {\n background-color: $topbar-link-bg-color-hover;\n\n @if ($topbar-link-bg-hover) {\n background: $topbar-link-bg-hover;\n }\n\n color: $topbar-link-color-hover;\n }\n }\n\n &:not(.has-form) {\n a:not(.button) {\n padding: 0 $topbar-link-padding;\n line-height: $topbar-height;\n background: $topbar-link-bg;\n\n &:hover {\n background-color: $topbar-link-bg-color-hover;\n\n @if ($topbar-link-bg-hover) {\n background: $topbar-link-bg-hover;\n }\n }\n }\n }\n\n &.active:not(.has-form) {\n a:not(.button) {\n padding: 0 $topbar-link-padding;\n line-height: $topbar-height;\n color: $topbar-link-color-active;\n background: $topbar-link-bg-active;\n\n &:hover {\n background: $topbar-link-bg-active-hover;\n color: $topbar-link-color-active-hover;\n }\n }\n }\n }\n\n .has-dropdown {\n @if($topbar-arrows) {\n &>a {\n padding-#{$opposite-direction}: $topbar-link-padding + $topbar-link-dropdown-padding !important;\n\n &:after {\n @include css-triangle($topbar-dropdown-toggle-size, rgba($topbar-dropdown-toggle-color, $topbar-dropdown-toggle-alpha), top);\n margin-top: -(calc($topbar-dropdown-toggle-size / 2));\n top: calc($topbar-height / 2);\n }\n }\n }\n\n &.moved {\n position: relative;\n\n &>.dropdown {\n @include topbar-hide-dropdown();\n }\n }\n\n &.hover,\n &.not-click:hover {\n &>.dropdown {\n @include topbar-show-dropdown();\n }\n }\n\n >a:focus+.dropdown {\n @include topbar-show-dropdown();\n }\n\n .dropdown li.has-dropdown {\n &>a {\n @if ($topbar-dropdown-arrows) {\n &:after {\n border: none;\n content: \"\\00bb\";\n top: 1rem;\n margin-top: -1px;\n #{$opposite-direction}: 5px;\n line-height: 1.2;\n }\n }\n }\n }\n }\n\n .dropdown {\n #{$default-float}: 0;\n top: auto;\n background: transparent;\n min-width: 100%;\n\n li {\n a {\n color: $topbar-dropdown-link-color;\n line-height: $topbar-height;\n white-space: nowrap;\n padding: 12px $topbar-link-padding;\n background: $topbar-dropdown-link-bg;\n }\n\n &:not(.has-form):not(.active) {\n &>a:not(.button) {\n color: $topbar-dropdown-link-color;\n background: $topbar-dropdown-link-bg;\n }\n\n &:hover>a:not(.button) {\n color: $topbar-dropdown-link-color-hover;\n background-color: $topbar-link-bg-color-hover;\n\n @if ($topbar-dropdown-link-bg-hover) {\n background: $topbar-dropdown-link-bg-hover;\n }\n }\n }\n\n label {\n white-space: nowrap;\n background: $topbar-dropdown-label-bg;\n }\n\n // Second Level Dropdowns\n .dropdown {\n #{$default-float}: 100%;\n top: 0;\n }\n }\n }\n\n &>ul>.divider,\n &>ul>[role=\"separator\"] {\n border-bottom: none;\n border-top: none;\n border-#{$opposite-direction}: $topbar-divider-border-bottom;\n clear: none;\n height: $topbar-height;\n width: 0;\n }\n\n .has-form {\n background: $topbar-link-bg;\n padding: 0 calc($topbar-height / 3);\n height: $topbar-height;\n }\n\n // Position overrides for ul.right and ul.left\n .#{$opposite-direction} {\n li .dropdown {\n #{$default-float}: auto;\n #{$opposite-direction}: 0;\n\n li .dropdown {\n #{$opposite-direction}: 100%;\n }\n }\n }\n\n .#{$default-float} {\n li .dropdown {\n #{$opposite-direction}: auto;\n #{$default-float}: 0;\n\n li .dropdown {\n #{$default-float}: 100%;\n }\n }\n }\n }\n\n // Degrade gracefully when Javascript is disabled. Displays dropdown and changes\n // background & text color on hover.\n .no-js .top-bar-section {\n ul li {\n\n // Apply the hover link color when it has that class\n &:hover>a {\n background-color: $topbar-link-bg-color-hover;\n\n @if ($topbar-link-bg-hover) {\n background: $topbar-link-bg-hover;\n }\n\n color: $topbar-link-color-hover;\n }\n\n // Apply the active link color when it has that class\n &:active>a {\n background: $topbar-link-bg-active;\n color: $topbar-link-color-active;\n }\n }\n\n .has-dropdown {\n &:hover {\n &>.dropdown {\n @include topbar-show-dropdown();\n }\n }\n\n >a:focus+.dropdown {\n @include topbar-show-dropdown();\n }\n }\n }\n }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n\n$include-html-accordion-classes: $include-html-classes !default;\n\n$accordion-navigation-padding: rem-calc(16) !default;\n$accordion-navigation-bg-color: $silver !default;\n$accordion-navigation-hover-bg-color: scale-color($accordion-navigation-bg-color, $lightness: -5%) !default;\n$accordion-navigation-active-bg-color: scale-color($accordion-navigation-bg-color, $lightness: -3%) !default;\n$accordion-navigation-font-color: $jet !default;\n$accordion-navigation-font-size: rem-calc(16) !default;\n$accordion-navigation-font-family: $body-font-family !default;\n\n$accordion-content-padding: calc($column-gutter / 2) !default;\n$accordion-content-active-bg-color: $white !default;\n\n\n// Mixin: accordion-container()\n// Description: Responsible for the container component of accordions, generating styles relating to a margin of zero and a clearfix\n// Explicit Dependencies: a clearfix mixin *is* defined.\n// Implicit Dependencies: None\n\n@mixin accordion-container() {\n @include clearfix;\n margin-bottom: 0;\n}\n\n// Mixin: accordion-navigation( $bg, $hover-bg, $active-bg, $padding, $active_class, $font-color, $font-size, $font-family){\n// @params $bg-color: [ color or string ]: Specify the background color for the navigation element\n// @params $hover-bg-color [ color or string ]: Specify the background color for the navigation element when hovered\n// @params $active-bg [ color or string ]: Specify the background color for the navigation element when clicked and not released.\n// @params $active_class [ string ]: Specify the class name used to keep track of which accordion tab should be visible\n// @params $font-color [ color or string ]: Color of the font for accordion\n// @params $font-size [ number ]: Specify the font-size of the text inside the navigation element\n// @params $font-family [ string ]: Specify the font family for the text of the navigation of the accordion\n\n@mixin accordion-navigation($bg: $accordion-navigation-bg-color, $hover-bg: $accordion-navigation-hover-bg-color, $active-bg: $accordion-navigation-active-bg-color, $padding: $accordion-navigation-padding, $active_class: 'active', $font-color: $accordion-navigation-font-color, $font-size: $accordion-navigation-font-size, $font-family: $accordion-navigation-font-family ) {\n display: block;\n margin-bottom: 0 !important;\n\n @if type-of($active_class) !=\"string\" {\n @warn \"`#{$active_class}` isn't a valid string. A valid string is needed to correctly be interpolated as a CSS class. CSS classes cannot start with a number or consist of only numbers. CSS will not be generated for the active state of this navigation component.\"\n }\n\n @else {\n &.#{ $active_class }>a {\n background: $active-bg;\n }\n }\n\n >a {\n background: $bg;\n color: $font-color;\n\n @if type-of($padding) !=number {\n @warn \"`#{$padding}` was read as #{type-of($padding)}\";\n\n @if $accordion-navigation-padding !=null {\n @warn \"#{$padding} was read as a #{type-of($padding)}\";\n @warn \"`#{$padding}` isn't a valid number. $accordion-navigation-padding (#{$accordion-navigation-padding}) will be used instead.)\";\n padding: $accordion-navigation-padding;\n }\n\n @else {\n @warn \"`#{$padding}` isn't a valid number and $accordion-navigation-padding is missing. A value of `null` is returned to not output an invalid value for padding\";\n padding: null;\n }\n }\n\n @else {\n padding: $padding;\n }\n\n display: block;\n font-family: $font-family;\n\n @if type-of($font-size) !=number {\n @warn \"`#{$font-size}` was read as a #{type-of($font-size)}\";\n\n @if $accordion-navigation-font-size !=null {\n @warn \"`#{$font-size}` is not a valid number. The value of $accordion-navigation-font-size will be used instead (#{$accordion-navigation-font-size}).\";\n font-size: $accordion-navigation-font-size;\n }\n\n @else {\n @warn \"`#{$font-size}` is not a valid number and the default value of $accordion-navigation-font-size is not defined. A value of `null` will be returned to not generate an invalid value for font-size.\";\n font-size: null;\n\n }\n }\n\n @else {\n font-size: $font-size;\n }\n\n &:hover {\n background: $hover-bg;\n }\n }\n}\n\n// Mixin: accordion-content($bg, $padding, $active-class)\n// @params $padding [ number ]: Padding for the content of the container\n// @params $bg [ color ]: Background color for the content when it's visible\n// @params $active_class [ string ]: Class name used to keep track of which accordion tab should be visible.\n\n@mixin accordion-content($bg: $accordion-content-active-bg-color, $padding: $accordion-content-padding, $active_class: 'active') {\n display: none;\n\n @if type-of($padding) !=\"number\" {\n @warn \"#{$padding} was read as a #{type-of($padding)}\";\n\n @if $accordion-content-padding !=null {\n @warn \"`#{$padding}` isn't a valid number. $accordion-content-padding used instead\";\n padding: $accordion-content-padding;\n }\n\n @else {\n @warn \"`#{$padding}` isn't a valid number and the default value of $accordion-content-padding is not defined. A value of `null` is returned to not output an invalid value for padding.\";\n padding: null;\n }\n }\n\n @else {\n padding: $padding;\n }\n\n @if type-of($active_class) !=\"string\" {\n @warn \"`#{$active_class}` isn't a valid string. A valid string is needed to correctly be interpolated as a CSS class. CSS classes cannot start with a number or consist of only numbers. CSS will not be generated for the active state of the content. \"\n }\n\n @else {\n &.#{$active_class} {\n display: block;\n background: $bg;\n }\n }\n}\n\n@include exports(\"accordion\") {\n @if $include-html-accordion-classes {\n .accordion {\n @include clearfix;\n margin-bottom: 0;\n\n .accordion-navigation,\n dd {\n display: block;\n margin-bottom: 0 !important;\n\n &.active>a {\n background: $accordion-navigation-active-bg-color;\n }\n\n >a {\n background: $accordion-navigation-bg-color;\n color: $accordion-navigation-font-color;\n padding: $accordion-navigation-padding;\n display: block;\n font-family: $accordion-navigation-font-family;\n font-size: $accordion-navigation-font-size;\n\n &:hover {\n background: $accordion-navigation-hover-bg-color;\n }\n }\n\n >.content {\n display: none;\n padding: $accordion-content-padding;\n\n &.active {\n display: block;\n background: $accordion-content-active-bg-color;\n }\n }\n }\n }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// Alert Box Variables\n//\n$include-html-alert-classes: $include-html-classes !default;\n\n// We use this to control alert padding.\n$alert-padding-top: rem-calc(14) !default;\n$alert-padding-default-float: $alert-padding-top !default;\n$alert-padding-opposite-direction: $alert-padding-top + rem-calc(10) !default;\n$alert-padding-bottom: $alert-padding-top !default;\n\n// We use these to control text style.\n$alert-font-weight: $font-weight-normal !default;\n$alert-font-size: rem-calc(13) !default;\n$alert-font-color: $white !default;\n$alert-font-color-alt: scale-color($secondary-color, $lightness: -66%) !default;\n\n// We use this for close hover effect.\n$alert-function-factor: -14% !default;\n\n// We use these to control border styles.\n$alert-border-style: solid !default;\n$alert-border-width: 1px !default;\n$alert-border-color: scale-color($primary-color, $lightness: $alert-function-factor) !default;\n$alert-bottom-margin: rem-calc(20) !default;\n\n// We use these to style the close buttons\n$alert-close-color: $oil !default;\n$alert-close-top: 50% !default;\n$alert-close-position: rem-calc(4) !default;\n$alert-close-font-size: rem-calc(22) !default;\n$alert-close-opacity: 0.3 !default;\n$alert-close-opacity-hover: 0.5 !default;\n$alert-close-padding: 9px 6px 4px !default;\n$alert-close-background: inherit !default;\n\n// We use this to control border radius\n$alert-radius: $global-radius !default;\n\n$alert-transition-speed: 300ms !default;\n$alert-transition-ease: ease-out !default;\n\n//\n// Alert Mixins\n//\n\n// We use this mixin to create a default alert base.\n@mixin alert-base {\n border-style: $alert-border-style;\n border-width: $alert-border-width;\n display: block;\n font-weight: $alert-font-weight;\n margin-bottom: $alert-bottom-margin;\n position: relative;\n padding: $alert-padding-top $alert-padding-opposite-direction $alert-padding-bottom $alert-padding-default-float;\n font-size: $alert-font-size;\n @include single-transition(opacity, $alert-transition-speed, $alert-transition-ease)\n}\n\n// We use this mixin to add alert styles\n//\n// $bg - The background of the alert. Default: $primary-color.\n@mixin alert-style($bg: $primary-color) {\n\n // This finds the lightness percentage of the background color.\n $bg-lightness: lightness($bg);\n\n // We control which background color and border come through.\n background-color: $bg;\n border-color: scale-color($bg, $lightness: $alert-function-factor);\n\n // We control the text color for you based on the background color.\n @if $bg-lightness >70% {\n color: $alert-font-color-alt;\n }\n\n @else {\n color: $alert-font-color;\n }\n\n}\n\n// We use this to create the close button.\n@mixin alert-close {\n font-size: $alert-close-font-size;\n padding: $alert-close-padding;\n line-height: 0;\n position: absolute;\n top: $alert-close-top;\n margin-top: -(calc($alert-close-font-size / 2));\n #{$opposite-direction}: $alert-close-position;\n color: $alert-close-color;\n opacity: $alert-close-opacity;\n background: $alert-close-background;\n\n &:hover,\n &:focus {\n opacity: $alert-close-opacity-hover;\n }\n}\n\n// We use this to quickly create alerts with a single mixin.\n//\n// $bg - Background of alert. Default: $primary-color.\n// $radius - Radius of alert box. Default: false.\n@mixin alert($bg: $primary-color, $radius: false) {\n @include alert-base;\n @include alert-style($bg);\n @include radius($radius);\n}\n\n@include exports(\"alert-box\") {\n @if $include-html-alert-classes {\n .alert-box {\n @include alert;\n\n .close {\n @include alert-close;\n }\n\n &.radius {\n @include radius($alert-radius);\n }\n\n &.round {\n @include radius($global-rounded);\n }\n\n &.success {\n @include alert-style($success-color);\n }\n\n &.alert {\n @include alert-style($alert-color);\n }\n\n &.secondary {\n @include alert-style($secondary-color);\n }\n\n &.warning {\n @include alert-style($warning-color);\n }\n\n &.info {\n @include alert-style($info-color);\n }\n\n &.alert-close {\n opacity: 0\n }\n }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// Breadcrumb Variables\n//\n$include-html-nav-classes: $include-html-classes !default;\n\n// We use this to set the background color for the breadcrumb container.\n$crumb-bg: scale-color($secondary-color, $lightness: 55%) !default;\n\n// We use these to set the padding around the breadcrumbs.\n$crumb-padding: rem-calc(9 14 9) !default;\n$crumb-side-padding: rem-calc(12) !default;\n\n// We use these to control border styles.\n$crumb-function-factor: -10% !default;\n$crumb-border-size: 1px !default;\n$crumb-border-style: solid !default;\n$crumb-border-color: scale-color($crumb-bg, $lightness: $crumb-function-factor) !default;\n$crumb-radius: $global-radius !default;\n\n// We use these to set various text styles for breadcrumbs.\n$crumb-font-size: rem-calc(11) !default;\n$crumb-font-color: $primary-color !default;\n$crumb-font-color-current: $oil !default;\n$crumb-font-color-unavailable: $aluminum !default;\n$crumb-font-transform: uppercase !default;\n$crumb-link-decor: underline !default;\n\n// We use these to control the slash between breadcrumbs\n$crumb-slash-color: $base !default;\n$crumb-slash: \"/\" !default;\n\n//\n// Breadcrumb Mixins\n//\n\n// We use this mixin to create a container around our breadcrumbs\n@mixin crumb-container {\n display: block;\n padding: $crumb-padding;\n overflow: hidden;\n margin-#{$default-float}: 0;\n list-style: none;\n border-style: $crumb-border-style;\n border-width: $crumb-border-size;\n\n // We control which background color and border come through.\n background-color: $crumb-bg;\n border-color: $crumb-border-color;\n}\n\n// We use this mixin to create breadcrumb styles from list items.\n@mixin crumbs {\n\n // A normal state will make the links look and act like clickable breadcrumbs.\n margin: 0;\n float: $default-float;\n font-size: $crumb-font-size;\n line-height: $crumb-font-size;\n text-transform: $crumb-font-transform;\n color: $crumb-font-color;\n\n &:hover a, &:focus a { text-decoration: $crumb-link-decor; }\n\n a {\n color: $crumb-font-color;\n }\n\n // Current is for the link of the current page\n &.current {\n cursor: $cursor-default-value;\n color: $crumb-font-color-current;\n a {\n cursor: $cursor-default-value;\n color: $crumb-font-color-current;\n }\n\n &:hover, &:hover a,\n &:focus, &:focus a { text-decoration: none; }\n }\n\n // Unavailable removed color and link styles so it looks inactive.\n &.unavailable {\n color: $crumb-font-color-unavailable;\n a { color: $crumb-font-color-unavailable; }\n\n &:hover,\n &:hover a,\n &:focus,\n a:focus {\n text-decoration: none;\n color: $crumb-font-color-unavailable;\n cursor: $cursor-default-value;\n }\n }\n\n &:before {\n content: \"#{$crumb-slash}\";\n color: $crumb-slash-color;\n margin: 0 $crumb-side-padding;\n position: relative;\n top: 1px;\n }\n\n &:first-child:before {\n content: \" \";\n margin: 0;\n }\n}\n\n@include exports(\"breadcrumbs\") {\n @if $include-html-nav-classes {\n .breadcrumbs {\n @include crumb-container;\n @include radius($crumb-radius);\n\n &>* {\n @include crumbs;\n }\n }\n }\n}\n\n/* Accessibility - hides the forward slash */\n[aria-label=\"breadcrumbs\"] [aria-hidden=\"true\"]:after {\n content: \"/\";\n }\n","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// Block Grid Variables\n//\n$include-html-block-grid-classes: $include-html-classes !default;\n$include-xl-html-block-grid-classes: false !default;\n\n// We use this to control the maximum number of block grid elements per row\n$block-grid-elements: 12 !default;\n$block-grid-default-spacing: rem-calc(20) !default;\n\n$align-block-grid-to-grid: false !default;\n\n@if $align-block-grid-to-grid {\n $block-grid-default-spacing: $column-gutter;\n}\n\n// Enables media queries for block-grid classes. Set to false if writing semantic HTML.\n$block-grid-media-queries: true !default;\n\n//\n// Block Grid Mixins\n//\n\n// Create a custom block grid\n//\n// $per-row - # of items to display per row. Default: false.\n// $spacing - # of ems to use as padding on each block item. Default: rem-calc(20).\n// $base-style - Apply a base style to block grid. Default: true.\n@mixin block-grid($per-row: false,\n $spacing: $block-grid-default-spacing,\n $include-spacing: true,\n $base-style: true) {\n\n @if $base-style {\n display: block;\n padding: 0;\n\n @if $align-block-grid-to-grid {\n margin: 0;\n }\n\n @else {\n margin: 0 calc(-1 * $spacing / 2);\n }\n\n @include clearfix;\n\n &>li {\n display: block;\n height: auto;\n float: $default-float;\n\n @if $include-spacing {\n padding: 0 calc($spacing / 2) $spacing;\n }\n }\n }\n\n @if $per-row {\n &>li {\n width: calc(100% / $per-row);\n\n @if $include-spacing {\n padding: 0 ($spacing/2) $spacing;\n }\n\n list-style: none;\n\n &:nth-of-type(1n) {\n clear: none;\n }\n\n &:nth-of-type(#{$per-row}n+1) {\n clear: both;\n }\n\n @if $align-block-grid-to-grid {\n @include block-grid-aligned($per-row, $spacing);\n }\n }\n }\n}\n\n@mixin block-grid-aligned($per-row, $spacing) {\n @for $i from 1 through $block-grid-elements {\n @if $per-row >=$i {\n $grid-column: '+'+$i;\n\n @if $per-row ==$i {\n $grid-column: '';\n }\n\n &:nth-of-type(#{$per-row}n#{unquote($grid-column)}) {\n padding-left: ($spacing - (($spacing / $per-row) * ($per-row - ($i - 1))));\n padding-right: ($spacing - (($spacing / $per-row) * $i));\n }\n }\n }\n}\n\n// Generate presentational markup for block grid.\n//\n// $size - Name of class to use, i.e. \"large\" will generate .large-block-grid-1, .large-block-grid-2, etc.\n@mixin block-grid-html-classes($size, $include-spacing) {\n @for $i from 1 through $block-grid-elements {\n .#{$size}-block-grid-#{($i)} {\n @include block-grid($i, $block-grid-default-spacing, $include-spacing, false);\n }\n }\n}\n\n@include exports(\"block-grid\") {\n @if $include-html-block-grid-classes {\n\n [class*=\"block-grid-\"] {\n @include block-grid;\n }\n\n @if $block-grid-media-queries {\n @media #{$small-up} {\n @include block-grid-html-classes($size: small, $include-spacing: false);\n }\n\n @media #{$medium-up} {\n @include block-grid-html-classes($size: medium, $include-spacing: false);\n }\n\n @media #{$large-up} {\n @include block-grid-html-classes($size: large, $include-spacing: false);\n }\n\n @if $include-xl-html-block-grid-classes {\n @media #{$xlarge-up} {\n @include block-grid-html-classes($size: xlarge, $include-spacing: false);\n }\n\n @media #{$xxlarge-up} {\n @include block-grid-html-classes($size: xxlarge, $include-spacing: false);\n }\n }\n }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n@import \"buttons\";\n\n//\n// Button Group Variables\n//\n$include-html-button-classes: $include-html-classes !default;\n\n// Sets the margin for the right side by default, and the left margin if right-to-left direction is used\n$button-bar-margin-opposite: rem-calc(10) !default;\n$button-group-border-width: 1px !default;\n\n//\n// Button Group Mixins\n//\n\n// We use this to add styles for a button group container\n@mixin button-group-container($styles: true, $float: false) {\n @if $styles {\n list-style: none;\n margin: 0;\n #{$default-float}: 0;\n @include clearfix();\n }\n\n @if $float {\n float: #{$default-float};\n margin-#{$opposite-direction}: $button-bar-margin-opposite;\n\n & div {\n overflow: hidden;\n }\n }\n}\n\n// We use this to control styles for button groups\n@mixin button-group-style($radius: false, $even: false, $float: false, $orientation: horizontal) {\n\n >button,\n .button {\n border-#{$default-float}: $button-group-border-width solid;\n border-color: rgba(255, 255, 255, 0.5);\n }\n\n &:first-child {\n\n button,\n .button {\n border-#{$default-float}: 0;\n }\n }\n\n // We use this to control the flow, or remove those styles completely.\n @if $float {\n margin: 0;\n float: $float;\n display: list-item;\n\n // Make sure the first child doesn't get the negative margin.\n &:first-child {\n margin-#{$default-float}: 0;\n }\n }\n\n @else {\n margin: 0 -2px;\n display: inline-block;\n }\n\n @if $orientation ==vertical {\n display: block;\n margin: 0;\n\n >button,\n .button {\n border-top: $button-group-border-width solid;\n border-color: rgba(255, 255, 255, 0.5);\n border-left-width: 0;\n margin: 0;\n display: block;\n }\n\n &:first-child {\n\n button,\n .button {\n border-top: 0;\n }\n }\n }\n\n // We use these to control left and right radius on first/last buttons in the group.\n @if $radius ==true {\n\n &,\n &>a,\n &>button,\n &>.button {\n @include radius(0);\n }\n\n &:first-child,\n &:first-child>a,\n &:first-child>button,\n &:first-child>.button {\n @if $orientation ==vertical {\n @include side-radius(top, $button-radius);\n }\n\n @else {\n @include side-radius($default-float, $button-radius);\n }\n }\n\n &:last-child,\n &:last-child>a,\n &:last-child>button,\n &:last-child>.button {\n @if $orientation ==vertical {\n @include side-radius(bottom, $button-radius);\n }\n\n @else {\n @include side-radius($opposite-direction, $button-radius);\n }\n }\n }\n\n @else if $radius {\n\n &,\n &>a,\n &>button,\n &>.button {\n @include radius(0);\n }\n\n &:first-child,\n &:first-child>a,\n &:first-child>button,\n &:first-child>.button {\n @if $orientation ==vertical {\n @include side-radius(top, $radius);\n }\n\n @else {\n @include side-radius($default-float, $radius);\n }\n }\n\n &:last-child,\n &:last-child>a,\n &:last-child>button,\n &:last-child>.button {\n @if $orientation ==vertical {\n @include side-radius(bottom, $radius);\n }\n\n @else {\n @include side-radius($opposite-direction, $radius);\n }\n }\n }\n\n // We use this to make the buttons even width across their container\n @if $even {\n width: percentage(calc((100/$even) / 100));\n\n button,\n .button {\n width: 100%;\n }\n }\n}\n\n@include exports(\"button-group\") {\n @if $include-html-button-classes {\n .button-group {\n @include button-group-container;\n\n &>li {\n @include button-group-style();\n }\n\n &.stack {\n &>li {\n @include button-group-style($orientation: vertical);\n float: none;\n }\n }\n\n &.stack-for-small {\n &>li {\n @include button-group-style($orientation: horizontal);\n\n @media #{$small-only} {\n @include button-group-style($orientation: vertical);\n }\n }\n }\n\n &.radius>* {\n @include button-group-style($radius: $button-radius, $float: null);\n }\n\n &.radius.stack>* {\n @include button-group-style($radius: $button-radius, $float: null, $orientation: vertical);\n }\n\n &.radius.stack-for-small>* {\n @media #{$medium-up} {\n @include button-group-style($radius: $button-radius, $orientation: horizontal);\n }\n\n @media #{$small-only} {\n @include button-group-style($radius: $button-radius, $orientation: vertical);\n }\n }\n\n &.round>* {\n @include button-group-style($radius: $button-round, $float: null);\n }\n\n &.round.stack>* {\n @include button-group-style($radius: $button-med, $float: null, $orientation: vertical);\n }\n\n &.round.stack-for-small>* {\n @media #{$medium-up} {\n @include button-group-style($radius: $button-round, $orientation: horizontal);\n }\n\n @media #{$small-only} {\n @include button-group-style($radius: $button-med, $orientation: vertical);\n }\n }\n\n @for $i from 2 through 8 {\n &.even-#{$i} li {\n @include button-group-style($even: $i, $float: null);\n }\n }\n }\n\n .button-bar {\n @include clearfix;\n\n .button-group {\n @include button-group-container($styles: false, $float: true);\n }\n }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n$include-html-clearing-classes: $include-html-classes !default;\n\n// We use these to set the background colors for parts of Clearing.\n$clearing-bg: $oil !default;\n$clearing-caption-bg: $clearing-bg !default;\n$clearing-carousel-bg: rgba(51,51,51,0.8) !default;\n$clearing-img-bg: $clearing-bg !default;\n\n// We use these to style the close button\n$clearing-close-color: $iron !default;\n$clearing-close-size: 30px !default;\n\n// We use these to style the arrows\n$clearing-arrow-size: 12px !default;\n$clearing-arrow-color: $clearing-close-color !default;\n\n// We use these to style captions\n$clearing-caption-font-color: $iron !default;\n$clearing-caption-font-size: 0.875em !default;\n$clearing-caption-padding: 10px 30px 20px !default;\n\n// We use these to make the image and carousel height and style\n$clearing-active-img-height: 85% !default;\n$clearing-carousel-height: 120px !default;\n$clearing-carousel-thumb-width: 120px !default;\n$clearing-carousel-thumb-active-border: 1px solid rgb(255,255,255) !default;\n\n@include exports(\"clearing\") {\n @if $include-html-clearing-classes {\n // We decided to not create a mixin for Clearing because it relies\n // on predefined classes and structure to work properly.\n // The variables above should give enough control.\n\n /* Clearing Styles */\n .clearing-thumbs, #{data('clearing')} {\n @include clearfix;\n margin-bottom: 0;\n margin-#{$default-float}: 0;\n list-style: none;\n\n li {\n float: $default-float;\n margin-#{$opposite-direction}: 10px;\n }\n\n &[class*=\"block-grid-\"] li {\n margin-#{$opposite-direction}: 0;\n }\n }\n\n .clearing-blackout {\n background: $clearing-bg;\n position: fixed;\n width: 100%;\n height: 100%;\n top: 0;\n #{$default-float}: 0;\n z-index: 998;\n\n .clearing-close { display: block; }\n }\n\n .clearing-container {\n position: relative;\n z-index: 998;\n height: 100%;\n overflow: hidden;\n margin: 0;\n }\n\n .clearing-touch-label {\n position: absolute;\n top: 50%;\n left: 50%;\n color: $base;\n font-size: 0.6em;\n }\n\n .visible-img {\n height: 95%;\n position: relative;\n\n img {\n position: absolute;\n #{$default-float}: 50%;\n top: 50%;\n margin-#{$default-float}: -50%;\n max-height: 100%;\n max-width: 100%;\n }\n }\n\n .clearing-caption {\n color: $clearing-caption-font-color;\n font-size: $clearing-caption-font-size;\n line-height: 1.3;\n margin-bottom: 0;\n text-align: center;\n bottom: 0;\n background: $clearing-caption-bg;\n width: 100%;\n padding: $clearing-caption-padding;\n position: absolute;\n #{$default-float}: 0;\n }\n\n .clearing-close {\n z-index: 999;\n padding-#{$default-float}: 20px;\n padding-top: 10px;\n font-size: $clearing-close-size;\n line-height: 1;\n color: $clearing-close-color;\n display: none;\n\n &:hover,\n &:focus { color: $iron; }\n }\n\n .clearing-assembled .clearing-container { height: 100%;\n .carousel > ul { display: none; }\n }\n\n // If you want to show a lightbox, but only have a single image come through as the thumbnail\n .clearing-feature li {\n display: none;\n &.clearing-featured-img {\n display: block;\n }\n }\n\n // Large screen overrides\n @media #{$medium-up} {\n .clearing-main-prev,\n .clearing-main-next {\n position: absolute;\n height: 100%;\n width: 40px;\n top: 0;\n & > span {\n position: absolute;\n top: 50%;\n display: block;\n width: 0;\n height: 0;\n border: solid $clearing-arrow-size;\n &:hover { opacity: 0.8; }\n }\n }\n .clearing-main-prev {\n #{$default-float}: 0;\n & > span {\n #{$default-float}: 5px;\n border-color: transparent;\n border-#{$opposite-direction}-color: $clearing-arrow-color;\n }\n }\n .clearing-main-next {\n #{$opposite-direction}: 0;\n & > span {\n border-color: transparent;\n border-#{$default-float}-color: $clearing-arrow-color;\n }\n }\n \n .clearing-main-prev.disabled,\n .clearing-main-next.disabled { opacity: 0.3; }\n\n .clearing-assembled .clearing-container {\n\n .carousel {\n background: $clearing-carousel-bg;\n height: $clearing-carousel-height;\n margin-top: 10px;\n text-align: center;\n\n & > ul {\n display: inline-block;\n z-index: 999;\n height: 100%;\n position: relative;\n float: none;\n\n li {\n display: block;\n width: $clearing-carousel-thumb-width;\n min-height: inherit;\n float: $default-float;\n overflow: hidden;\n margin-#{$opposite-direction}: 0;\n padding: 0;\n position: relative;\n cursor: $cursor-pointer-value;\n opacity: 0.4;\n clear: none;\n\n &.fix-height {\n img {\n height: 100%;\n max-width: none;\n }\n }\n\n a.th {\n border: none;\n box-shadow: none;\n display: block;\n }\n\n img {\n cursor: $cursor-pointer-value !important;\n width: 100% !important;\n }\n\n &.visible { opacity: 1; }\n &:hover { opacity: 0.8; }\n }\n }\n }\n\n .visible-img {\n background: $clearing-img-bg;\n overflow: hidden;\n height: $clearing-active-img-height;\n }\n }\n\n .clearing-close {\n position: absolute;\n top: 10px;\n #{$opposite-direction}: 20px;\n padding-#{$default-float}: 0;\n padding-top: 0;\n }\n }\n\n }\n}\n","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n$include-html-dropdown-classes: $include-html-classes !default;\n\n// We use these to controls height and width styles.\n$f-dropdown-max-width: 200px !default;\n$f-dropdown-height: auto !default;\n$f-dropdown-max-height: none !default;\n\n// Used for bottom position\n$f-dropdown-margin-top: 2px !default;\n\n// Used for right position\n$f-dropdown-margin-left: $f-dropdown-margin-top !default;\n\n// Used for left position\n$f-dropdown-margin-right: $f-dropdown-margin-top !default;\n\n// Used for top position\n$f-dropdown-margin-bottom: $f-dropdown-margin-top !default;\n\n// We use this to control the background color\n$f-dropdown-bg: $white !default;\n\n// We use this to set the border styles for dropdowns.\n$f-dropdown-border-style: solid !default;\n$f-dropdown-border-width: 1px !default;\n$f-dropdown-border-color: scale-color($white, $lightness: -20%) !default;\n\n// We use these to style the triangle pip.\n$f-dropdown-triangle-size: 6px !default;\n$f-dropdown-triangle-color: $white !default;\n$f-dropdown-triangle-side-offset: 10px !default;\n\n// We use these to control styles for the list elements.\n$f-dropdown-list-style: none !default;\n$f-dropdown-font-color: $charcoal !default;\n$f-dropdown-font-size: rem-calc(14) !default;\n$f-dropdown-list-padding: rem-calc(5, 10) !default;\n$f-dropdown-line-height: rem-calc(18) !default;\n$f-dropdown-list-hover-bg: $smoke !default;\n$dropdown-mobile-default-float: 0 !default;\n\n// We use this to control the styles for when the dropdown has custom content.\n$f-dropdown-content-padding: rem-calc(20) !default;\n\n// Default radius for dropdown.\n$f-dropdown-radius: $global-radius !default;\n\n//\n// @mixins\n//\n//\n// NOTE: Make default max-width change between list and content types. Can add more width with classes, maybe .small, .medium, .large, etc.;\n// We use this to style the dropdown container element.\n// $content-list - Sets list-style. Default: list. Options: [list, content]\n// $triangle - Sets if dropdown has triangle. Default:true.\n// $max-width - Default: $f-dropdown-max-width || 200px.\n@mixin dropdown-container($content:list, $triangle:true, $max-width:$f-dropdown-max-width) {\n position: absolute;\n left: -9999px;\n list-style: $f-dropdown-list-style;\n margin-#{$default-float}: 0;\n outline: none;\n\n > *:first-child { margin-top: 0; }\n > *:last-child { margin-bottom: 0; }\n\n @if $content == list {\n width: 100%;\n max-height: $f-dropdown-max-height;\n height: $f-dropdown-height;\n background: $f-dropdown-bg;\n border: $f-dropdown-border-style $f-dropdown-border-width $f-dropdown-border-color;\n font-size: $f-dropdown-font-size;\n z-index: 89;\n }\n @else if $content == content {\n padding: $f-dropdown-content-padding;\n width: 100%;\n height: $f-dropdown-height;\n max-height: $f-dropdown-max-height;\n background: $f-dropdown-bg;\n border: $f-dropdown-border-style $f-dropdown-border-width $f-dropdown-border-color;\n font-size: $f-dropdown-font-size;\n z-index: 89;\n }\n\n @if $triangle == bottom {\n margin-top: $f-dropdown-margin-top;\n\n &:before {\n @include css-triangle($f-dropdown-triangle-size, $f-dropdown-triangle-color, bottom);\n position: absolute;\n top: -($f-dropdown-triangle-size * 2);\n #{$default-float}: $f-dropdown-triangle-side-offset;\n z-index: 89;\n }\n &:after {\n @include css-triangle($f-dropdown-triangle-size + 1, $f-dropdown-border-color, bottom);\n position: absolute;\n top: -(($f-dropdown-triangle-size + 1) * 2);\n #{$default-float}: $f-dropdown-triangle-side-offset - 1;\n z-index: 88;\n }\n\n &.right:before {\n #{$default-float}: auto;\n #{$opposite-direction}: $f-dropdown-triangle-side-offset;\n }\n &.right:after {\n #{$default-float}: auto;\n #{$opposite-direction}: $f-dropdown-triangle-side-offset - 1;\n }\n }\n\n @if $triangle == $default-float {\n margin-top: 0;\n margin-#{$default-float}: $f-dropdown-margin-right;\n\n &:before {\n @include css-triangle($f-dropdown-triangle-size, $f-dropdown-triangle-color, #{$opposite-direction});\n position: absolute;\n top: $f-dropdown-triangle-side-offset;\n #{$default-float}: -($f-dropdown-triangle-size * 2);\n z-index: 89;\n }\n &:after {\n @include css-triangle($f-dropdown-triangle-size + 1, $f-dropdown-border-color, #{$opposite-direction});\n position: absolute;\n top: $f-dropdown-triangle-side-offset - 1;\n #{$default-float}: -($f-dropdown-triangle-size * 2) - 2;\n z-index: 88;\n }\n\n }\n\n @if $triangle == $opposite-direction {\n margin-top: 0;\n margin-#{$default-float}: -$f-dropdown-margin-right;\n\n &:before {\n @include css-triangle($f-dropdown-triangle-size, $f-dropdown-triangle-color, #{$default-float});\n position: absolute;\n top: $f-dropdown-triangle-side-offset;\n #{$opposite-direction}: -($f-dropdown-triangle-size * 2);\n #{$default-float}: auto;\n z-index: 89;\n }\n &:after {\n @include css-triangle($f-dropdown-triangle-size + 1, $f-dropdown-border-color, #{$default-float});\n position: absolute;\n top: $f-dropdown-triangle-side-offset - 1;\n #{$opposite-direction}: -($f-dropdown-triangle-size * 2) - 2;\n #{$default-float}: auto;\n z-index: 88;\n }\n\n }\n\n @if $triangle == top {\n margin-top: -$f-dropdown-margin-bottom;\n margin-left: 0;\n\n &:before {\n @include css-triangle($f-dropdown-triangle-size, $f-dropdown-triangle-color, top);\n position: absolute;\n top: auto;\n bottom: -($f-dropdown-triangle-size * 2);\n #{$default-float}: $f-dropdown-triangle-side-offset;\n #{$opposite-direction}: auto;\n z-index: 89;\n }\n &:after {\n @include css-triangle($f-dropdown-triangle-size + 1, $f-dropdown-border-color, top);\n position: absolute;\n top: auto;\n bottom: -($f-dropdown-triangle-size * 2) - 2;\n #{$default-float}: $f-dropdown-triangle-side-offset - 1;\n #{$opposite-direction}: auto;\n z-index: 88;\n }\n\n }\n\n @if $max-width { max-width: $max-width; }\n @else { max-width: $f-dropdown-max-width; }\n\n}\n\n// @MIXIN\n//\n// We use this to style the list elements or content inside the dropdown.\n\n@mixin dropdown-style {\n font-size: $f-dropdown-font-size;\n cursor: $cursor-pointer-value;\n\n line-height: $f-dropdown-line-height;\n margin: 0;\n\n &:hover,\n &:focus { background: $f-dropdown-list-hover-bg; }\n\n &.radius { @include radius($f-dropdown-radius); }\n\n a {\n display: block;\n padding: $f-dropdown-list-padding;\n color: $f-dropdown-font-color;\n }\n}\n\n@include exports(\"dropdown\") {\n @if $include-html-dropdown-classes {\n\n /* Foundation Dropdowns */\n .f-dropdown {\n @include dropdown-container(list, bottom);\n\n &.drop-#{$opposite-direction} {\n @include dropdown-container(list, #{$default-float});\n }\n\n &.drop-#{$default-float} {\n @include dropdown-container(list, #{$opposite-direction});\n }\n\n &.drop-top {\n @include dropdown-container(list, top);\n }\n // max-width: none;\n\n li { @include dropdown-style; }\n\n // You can also put custom content in these dropdowns\n &.content { @include dropdown-container(content, $triangle:false); }\n\n // Sizes\n &.tiny { max-width: 200px; }\n &.small { max-width: 300px; }\n &.medium { max-width: 500px; }\n &.large { max-width: 800px; }\n &.mega {\n width:100%!important;\n max-width:100%!important;\n\n &.open{\n left:0!important;\n }\n }\n }\n\n }\n}\n","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n$include-html-button-classes: $include-html-classes !default;\n\n// We use these to set the color of the pip in dropdown buttons\n$dropdown-button-pip-color: $white !default;\n$dropdown-button-pip-color-alt: $oil !default;\n\n$button-pip-tny: rem-calc(6) !default;\n$button-pip-sml: rem-calc(7) !default;\n$button-pip-med: rem-calc(9) !default;\n$button-pip-lrg: rem-calc(11) !default;\n\n// We use these to style tiny dropdown buttons\n$dropdown-button-padding-tny: $button-pip-tny * 7 !default;\n$dropdown-button-pip-size-tny: $button-pip-tny !default;\n$dropdown-button-pip-opposite-tny: $button-pip-tny * 3 !default;\n$dropdown-button-pip-top-tny: calc(-1 * $button-pip-tny / 2) + rem-calc(1) !default;\n\n// We use these to style small dropdown buttons\n$dropdown-button-padding-sml: $button-pip-sml * 7 !default;\n$dropdown-button-pip-size-sml: $button-pip-sml !default;\n$dropdown-button-pip-opposite-sml: $button-pip-sml * 3 !default;\n$dropdown-button-pip-top-sml: calc(-1 * $button-pip-sml / 2) + rem-calc(1) !default;\n\n// We use these to style medium dropdown buttons\n$dropdown-button-padding-med: $button-pip-med * 6 + rem-calc(3) !default;\n$dropdown-button-pip-size-med: $button-pip-med - rem-calc(3) !default;\n$dropdown-button-pip-opposite-med: $button-pip-med * 2.5 !default;\n$dropdown-button-pip-top-med: calc(-1 * $button-pip-med / 2) + rem-calc(2) !default;\n\n// We use these to style large dropdown buttons\n$dropdown-button-padding-lrg: $button-pip-lrg * 5 + rem-calc(3) !default;\n$dropdown-button-pip-size-lrg: $button-pip-lrg - rem-calc(6) !default;\n$dropdown-button-pip-opposite-lrg: $button-pip-lrg * 2.5 !default;\n$dropdown-button-pip-top-lrg: calc(-1 * $button-pip-lrg / 2) + rem-calc(3) !default;\n\n// @mixins\n//\n// Dropdown Button Mixin\n//\n// We use this mixin to build off of the button mixin and add dropdown button styles\n//\n// $padding - Determines the size of button you're working with. Default: medium. Options [tiny, small, medium, large]\n// $pip-color - Color of the little triangle that points to the dropdown. Default: $white.\n// $base-style - Add in base-styles. This can be set to false. Default:true\n\n@mixin dropdown-button($padding: medium, $pip-color: $white, $base-style: true) {\n\n // We add in base styles, but they can be negated by setting to 'false'.\n @if $base-style {\n position: relative;\n outline: none;\n\n // This creates the base styles for the triangle pip\n &::after {\n position: absolute;\n content: \"\";\n width: 0;\n height: 0;\n display: block;\n border-style: solid;\n border-color: $dropdown-button-pip-color transparent transparent transparent;\n top: 50%;\n }\n }\n\n // If we're dealing with tiny buttons, use these styles\n @if $padding ==tiny {\n padding-#{$opposite-direction}: $dropdown-button-padding-tny;\n\n &:after {\n border-width: $dropdown-button-pip-size-tny;\n #{$opposite-direction}: $dropdown-button-pip-opposite-tny;\n margin-top: $dropdown-button-pip-top-tny;\n }\n }\n\n // If we're dealing with small buttons, use these styles\n @if $padding ==small {\n padding-#{$opposite-direction}: $dropdown-button-padding-sml;\n\n &::after {\n border-width: $dropdown-button-pip-size-sml;\n #{$opposite-direction}: $dropdown-button-pip-opposite-sml;\n margin-top: $dropdown-button-pip-top-sml;\n }\n }\n\n // If we're dealing with default (medium) buttons, use these styles\n @if $padding ==medium {\n padding-#{$opposite-direction}: $dropdown-button-padding-med;\n\n &::after {\n border-width: $dropdown-button-pip-size-med;\n #{$opposite-direction}: $dropdown-button-pip-opposite-med;\n margin-top: $dropdown-button-pip-top-med;\n }\n }\n\n // If we're dealing with large buttons, use these styles\n @if $padding ==large {\n padding-#{$opposite-direction}: $dropdown-button-padding-lrg;\n\n &::after {\n border-width: $dropdown-button-pip-size-lrg;\n #{$opposite-direction}: $dropdown-button-pip-opposite-lrg;\n margin-top: $dropdown-button-pip-top-lrg;\n }\n }\n\n // We can control the pip color. We didn't use logic in this case, just set it and forget it.\n @if $pip-color {\n &::after {\n border-color: $pip-color transparent transparent transparent;\n }\n }\n}\n\n@include exports(\"dropdown-button\") {\n @if $include-html-button-classes {\n\n .dropdown.button,\n button.dropdown {\n @include dropdown-button;\n\n &.tiny {\n @include dropdown-button(tiny, $base-style: false);\n }\n\n &.small {\n @include dropdown-button(small, $base-style: false);\n }\n\n &.large {\n @include dropdown-button(large, $base-style: false);\n }\n\n &.secondary:after {\n border-color: $dropdown-button-pip-color-alt transparent transparent transparent;\n }\n }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n$include-html-media-classes: $include-html-classes !default;\n\n// We use these to control video container padding and margins\n$flex-video-padding-top: rem-calc(25) !default;\n$flex-video-padding-bottom: 67.5% !default;\n$flex-video-margin-bottom: rem-calc(16) !default;\n\n// We use this to control widescreen bottom padding\n$flex-video-widescreen-padding-bottom: 56.34% !default;\n\n//\n// @mixins\n//\n\n@mixin flex-video-container {\n position: relative;\n padding-top: $flex-video-padding-top;\n padding-bottom: $flex-video-padding-bottom;\n height: 0;\n margin-bottom: $flex-video-margin-bottom;\n overflow: hidden;\n\n &.widescreen { padding-bottom: $flex-video-widescreen-padding-bottom; }\n &.vimeo { padding-top: 0; }\n\n iframe,\n object,\n embed,\n video {\n position: absolute;\n top: 0;\n #{$default-float}: 0;\n width: 100%;\n height: 100%;\n }\n}\n\n@include exports(\"flex-video\") {\n @if $include-html-media-classes {\n .flex-video { @include flex-video-container; }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n$include-html-inline-list-classes: $include-html-classes !default;\n\n// We use this to control the margins and padding of the inline list.\n$inline-list-top-margin: 0 !default;\n$inline-list-opposite-margin: 0 !default;\n$inline-list-bottom-margin: rem-calc(17) !default;\n$inline-list-default-float-margin: rem-calc(-22) !default;\n$inline-list-default-float-list-margin: rem-calc(22) !default;\n\n$inline-list-padding: 0 !default;\n\n// We use this to control the overflow of the inline list.\n$inline-list-overflow: hidden !default;\n\n// We use this to control the list items\n$inline-list-display: block !default;\n\n// We use this to control any elements within list items\n$inline-list-children-display: block !default;\n\n//\n// @mixins\n//\n// We use this mixin to create inline lists\n@mixin inline-list {\n margin: $inline-list-top-margin auto $inline-list-bottom-margin auto;\n margin-#{$default-float}: $inline-list-default-float-margin;\n margin-#{$opposite-direction}: $inline-list-opposite-margin;\n padding: $inline-list-padding;\n list-style: none;\n overflow: $inline-list-overflow;\n\n & > li {\n list-style: none;\n float: $default-float;\n margin-#{$default-float}: $inline-list-default-float-list-margin;\n display: $inline-list-display;\n &>* { display: $inline-list-children-display; }\n }\n}\n\n@include exports(\"inline-list\") {\n @if $include-html-inline-list-classes {\n .inline-list {\n @include inline-list();\n }\n }\n}\n","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n$include-html-keystroke-classes: $include-html-classes !default;\n\n// We use these to control text styles.\n$keystroke-font: \"Consolas\", \"Menlo\", \"Courier\", monospace !default;\n$keystroke-font-size: inherit !default;\n$keystroke-font-color: $jet !default;\n$keystroke-font-color-alt: $white !default;\n$keystroke-function-factor: -7% !default;\n\n// We use this to control keystroke padding.\n$keystroke-padding: rem-calc(2 4 0) !default;\n\n// We use these to control background and border styles.\n$keystroke-bg: scale-color($white, $lightness: $keystroke-function-factor) !default;\n$keystroke-border-style: solid !default;\n$keystroke-border-width: 1px !default;\n$keystroke-border-color: scale-color($keystroke-bg, $lightness: $keystroke-function-factor) !default;\n$keystroke-radius: $global-radius !default;\n\n//\n// @mixins\n//\n// We use this mixin to create keystroke styles.\n// $bg - Default: $keystroke-bg || scale-color($white, $lightness: $keystroke-function-factor) !default;\n@mixin keystroke($bg:$keystroke-bg) {\n // This find the lightness percentage of the background color.\n $bg-lightness: lightness($bg);\n\n background-color: $bg;\n border-color: scale-color($bg, $lightness: $keystroke-function-factor);\n\n // We adjust the font color based on the brightness of the background.\n @if $bg-lightness > 70% { color: $keystroke-font-color; }\n @else { color: $keystroke-font-color-alt; }\n\n border-style: $keystroke-border-style;\n border-width: $keystroke-border-width;\n margin: 0;\n font-family: $keystroke-font;\n font-size: $keystroke-font-size;\n padding: $keystroke-padding;\n}\n\n@include exports(\"keystroke\") {\n @if $include-html-keystroke-classes {\n .keystroke,\n kbd {\n @include keystroke;\n @include radius($keystroke-radius);\n }\n }\n}\n","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n$include-html-panel-classes: $include-html-classes !default;\n\n// We use these to control the background and border styles\n$panel-bg: scale-color($white, $lightness: -5%) !default;\n$panel-border-style: solid !default;\n$panel-border-size: 1px !default;\n\n// We use this % to control how much we darken things on hover\n$panel-function-factor: -11% !default;\n$panel-border-color: scale-color($panel-bg, $lightness: $panel-function-factor) !default;\n\n// We use these to set default inner padding and bottom margin\n$panel-margin-bottom: rem-calc(20) !default;\n$panel-padding: rem-calc(20) !default;\n\n// We use these to set default font colors\n$panel-font-color: $oil !default;\n$panel-font-color-alt: $white !default;\n\n$panel-header-adjust: true !default;\n$callout-panel-link-color: $primary-color !default;\n$callout-panel-link-color-hover: scale-color($callout-panel-link-color, $lightness: -14%) !default;\n\n//\n// @mixins\n//\n// We use this mixin to create panels.\n// $bg - Sets the panel background color. Default: $panel-pg || scale-color($white, $lightness: -5%) !default\n// $padding - Sets the panel padding amount. Default: $panel-padding || rem-calc(20)\n// $adjust - Sets the font color based on the darkness of the bg & resets header line-heights for panels. Default: $panel-header-adjust || true\n@mixin panel($bg: $panel-bg, $padding: $panel-padding, $adjust: $panel-header-adjust) {\n\n @if $bg {\n $bg-lightness: lightness($bg);\n\n border-style: $panel-border-style;\n border-width: $panel-border-size;\n border-color: scale-color($bg, $lightness: $panel-function-factor);\n margin-bottom: $panel-margin-bottom;\n padding: $padding;\n\n background: $bg;\n\n @if $bg-lightness >=50% {\n color: $panel-font-color;\n }\n\n @else {\n color: $panel-font-color-alt;\n }\n\n // Respect the padding, fool.\n &>:first-child {\n margin-top: 0;\n }\n\n &>:last-child {\n margin-bottom: 0;\n }\n\n @if $adjust {\n\n // We set the font color based on the darkness of the bg.\n @if $bg-lightness >=50% {\n\n h1,\n h2,\n h3,\n h4,\n h5,\n h6,\n p,\n li,\n dl {\n color: $panel-font-color;\n }\n }\n\n @else {\n\n h1,\n h2,\n h3,\n h4,\n h5,\n h6,\n p,\n li,\n dl {\n color: $panel-font-color-alt;\n }\n }\n\n // reset header line-heights for panels\n h1,\n h2,\n h3,\n h4,\n h5,\n h6 {\n line-height: 1;\n margin-bottom: calc(rem-calc(20) / 2);\n\n &.subheader {\n line-height: 1.4;\n }\n }\n }\n }\n}\n\n@include exports(\"panel\") {\n @if $include-html-panel-classes {\n\n /* Panels */\n .panel {\n @include panel;\n\n &.callout {\n @include panel(scale-color($primary-color, $lightness: 94%));\n\n a:not(.button) {\n color: $callout-panel-link-color;\n\n &:hover,\n &:focus {\n color: $callout-panel-link-color-hover;\n }\n }\n }\n\n &.radius {\n @include radius;\n }\n\n }\n\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n@import \"grid\";\n\n//\n// @name _reveal.scss\n// @dependencies _global.scss\n//\n\n$include-html-reveal-classes: $include-html-classes !default;\n\n// We use these to control the style of the reveal overlay.\n$reveal-overlay-bg: rgba($black, .45) !default;\n$reveal-overlay-bg-old: $black !default;\n\n// We use these to control the style of the modal itself.\n$reveal-modal-bg: $white !default;\n$reveal-position-top: rem-calc(100) !default;\n$reveal-default-width: 80% !default;\n$reveal-max-width: $row-width !default;\n$reveal-modal-padding: rem-calc(20) !default;\n$reveal-box-shadow: 0 0 10px rgba($black,.4) !default;\n\n// We use these to style the reveal close button\n$reveal-close-font-size: rem-calc(40) !default;\n$reveal-close-top: rem-calc(10) !default;\n$reveal-close-side: rem-calc(22) !default;\n$reveal-close-color: $base !default;\n$reveal-close-weight: $font-weight-bold !default;\n\n// We use this to set the default radius used throughout the core.\n$reveal-radius: $global-radius !default;\n$reveal-round: $global-rounded !default;\n\n// We use these to control the modal border\n$reveal-border-style: solid !default;\n$reveal-border-width: 1px !default;\n$reveal-border-color: $steel !default;\n\n$reveal-modal-class: \"reveal-modal\" !default;\n$close-reveal-modal-class: \"close-reveal-modal\" !default;\n\n//\n// @mixins\n//\n\n// We use this to create the reveal background overlay styles\n@mixin reveal-bg( $include-z-index-value: true ) {\n //position: fixed;\n position: absolute; // allows modal background to extend beyond window position\n top: 0;\n bottom: 0;\n left: 0;\n right: 0;\n background: $reveal-overlay-bg-old; // Autoprefixer should be used to avoid such variables needed when Foundation for Sites can do so in the near future.\n background: $reveal-overlay-bg;\n z-index: if( $include-z-index-value, 1004, auto );\n display: none;\n #{$default-float}: 0;\n}\n\n// We use this mixin to create the structure of a reveal modal\n//\n// $base-style - Provides reveal base styles, can be set to false to override. Default: true, Options: false\n// $width - Sets reveal width Default: $reveal-default-width || 80%\n//\n@mixin reveal-modal-base( $base-style: true, $width:$reveal-default-width, $max-width:$reveal-max-width, $border-radius: $reveal-radius) {\n @if $base-style {\n visibility: hidden;\n display: none;\n position: absolute;\n z-index: 1005;\n width: 100vw;\n top:0;\n border-radius: $border-radius;\n #{$default-float}: 0;\n\n @media #{$small-only} {\n min-height:100vh;\n }\n\n // Make sure rows don't have a min-width on them\n .column, .columns { min-width: 0; }\n\n // Get rid of margin from first and last element inside modal\n & > :first-child { margin-top: 0; }\n\n & > :last-child { margin-bottom: 0; }\n }\n\n @if $width {\n @media #{$medium-up} {\n width: $width;\n max-width: $max-width;\n left: 0;\n right: 0;\n margin: 0 auto;\n }\n }\n}\n\n// We use this to style the reveal modal defaults\n//\n// $bg - Sets background color of reveal modal. Default: $reveal-modal-bg || $white\n// $padding - Padding to apply to reveal modal. Default: $reveal-modal-padding.\n// $border - Choose whether reveal uses a border. Default: true, Options: false\n// $border-style - Set reveal border style. Default: $reveal-border-style || solid\n// $border-width - Width of border (i.e. 1px). Default: $reveal-border-width.\n// $border-color - Color of border. Default: $reveal-border-color.\n// $box-shadow - Choose whether or not to include the default box-shadow. Default: true, Options: false\n// $radius - If true, set to modal radius which is $global-radius || explicitly set radius amount in px (ex. $radius:10px). Default: false\n// $top-offset - Default: $reveal-position-top || 50px\n@mixin reveal-modal-style(\n $bg:false,\n $padding:false,\n $border:false,\n $border-style:$reveal-border-style,\n $border-width:$reveal-border-width,\n $border-color:$reveal-border-color,\n $box-shadow:false,\n $radius:false,\n $top-offset:false) {\n\n @if $bg { background-color: $bg; }\n @if $padding != false { padding: $padding; }\n\n @if $border { border: $border-style $border-width $border-color; }\n\n // We can choose whether or not to include the default box-shadow.\n @if $box-shadow {\n box-shadow: $reveal-box-shadow;\n }\n\n // We can control how much radius is used on the modal\n @if $radius == true { @include radius($reveal-radius); }\n @else if $radius { @include radius($radius); }\n\n @if $top-offset {\n @media #{$medium-up} {\n top: $top-offset;\n }\n }\n}\n\n// We use this to create a close button for the reveal modal\n//\n// $color - Default: $reveal-close-color || $base\n@mixin reveal-close($color:$reveal-close-color) {\n font-size: $reveal-close-font-size;\n line-height: 1;\n position: absolute;\n top: $reveal-close-top;\n #{$opposite-direction}: $reveal-close-side;\n color: $color;\n font-weight: $reveal-close-weight;\n cursor: $cursor-pointer-value;\n}\n\n@include exports(\"reveal\") {\n @if $include-html-reveal-classes {\n\n // Reveal Modals\n .reveal-modal-bg { @include reveal-bg; }\n\n .#{$reveal-modal-class} {\n @include reveal-modal-base;\n @include reveal-modal-style(\n $bg:$reveal-modal-bg,\n $padding:$reveal-modal-padding,\n $border:true,\n $box-shadow:true,\n $radius:false,\n $top-offset:$reveal-position-top\n );\n @include reveal-modal-style($padding:$reveal-modal-padding * 1.5);\n\n &.radius { @include reveal-modal-style($radius:true); }\n &.round { @include reveal-modal-style($radius:$reveal-round); }\n &.collapse { @include reveal-modal-style($padding:0); }\n &.tiny { @include reveal-modal-base(false, 30%); }\n &.small { @include reveal-modal-base(false, 40%); }\n &.medium { @include reveal-modal-base(false, 60%); }\n &.large { @include reveal-modal-base(false, 70%); }\n &.xlarge { @include reveal-modal-base(false, 95%); }\n &.full {\n @include reveal-modal-base(false, 100vw);\n top:0;\n left:0;\n height:100%;\n height: 100vh;\n min-height:100vh;\n max-width: none !important;\n margin-left: 0 !important;\n }\n\n .#{$close-reveal-modal-class} { @include reveal-close; }\n }\n\n dialog {\n @extend .#{$reveal-modal-class};\n display: none;\n\n &::backdrop, & + .backdrop {\n @include reveal-bg(false);\n }\n\n &[open]{\n display: block;\n }\n }\n\n // Reveal Print Styles: It should be invisible, adds no value being printed.\n @media print {\n dialog, .#{$reveal-modal-class} { \n display: none;\n background: $white !important;\n }\n }\n }\n}\n","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n\n$include-html-nav-classes: $include-html-classes !default;\n\n// We use this to control padding.\n$side-nav-padding: rem-calc(14 0) !default;\n\n// We use these to control list styles.\n$side-nav-list-type: none !default;\n$side-nav-list-position: outside !default;\n$side-nav-list-margin: rem-calc(0 0 7 0) !default;\n\n// We use these to control link styles.\n$side-nav-link-color: $primary-color !default;\n$side-nav-link-color-active: scale-color($side-nav-link-color, $lightness: 30%) !default;\n$side-nav-link-color-hover: scale-color($side-nav-link-color, $lightness: 30%) !default;\n$side-nav-link-bg-hover: hsla(0deg, 0%, 0%, 0.025) !default;\n$side-nav-link-margin: 0 !default;\n$side-nav-link-padding: rem-calc(7 14) !default;\n$side-nav-font-size: rem-calc(14) !default;\n$side-nav-font-weight: $font-weight-normal !default;\n$side-nav-font-weight-active: $side-nav-font-weight !default;\n$side-nav-font-family: $body-font-family !default;\n$side-nav-font-family-active: $side-nav-font-family !default;\n\n// We use these to control heading styles.\n$side-nav-heading-color: $side-nav-link-color !default;\n$side-nav-heading-font-size: $side-nav-font-size !default;\n$side-nav-heading-font-weight: bold !default;\n$side-nav-heading-text-transform: uppercase !default;\n\n// We use these to control border styles\n$side-nav-divider-size: 1px !default;\n$side-nav-divider-style: solid !default;\n$side-nav-divider-color: scale-color($white, $lightness: 10%) !default;\n\n\n//\n// @mixins\n//\n\n\n// We use this to style the side-nav\n//\n// $divider-color - Border color of divider. Default: $side-nav-divider-color.\n// $font-size - Font size of nav items. Default: $side-nav-font-size.\n// $link-color - Color of navigation links. Default: $side-nav-link-color.\n// $link-color-hover - Color of navigation links when hovered. Default: $side-nav-link-color-hover.\n@mixin side-nav($divider-color: $side-nav-divider-color,\n $font-size: $side-nav-font-size,\n $link-color: $side-nav-link-color,\n $link-color-hover: $side-nav-link-color-hover,\n $link-bg-hover: $side-nav-link-bg-hover) {\n display: block;\n margin: 0;\n padding: $side-nav-padding;\n list-style-type: $side-nav-list-type;\n list-style-position: $side-nav-list-position;\n font-family: $side-nav-font-family;\n\n li {\n margin: $side-nav-list-margin;\n font-size: $font-size;\n font-weight: $side-nav-font-weight;\n\n a:not(.button) {\n display: block;\n color: $link-color;\n margin: $side-nav-link-margin;\n padding: $side-nav-link-padding;\n\n &:hover,\n &:focus {\n background: $link-bg-hover;\n color: $link-color-hover;\n }\n }\n\n &.active>a:first-child:not(.button) {\n color: $side-nav-link-color-active;\n font-weight: $side-nav-font-weight-active;\n font-family: $side-nav-font-family-active;\n }\n\n &.divider {\n border-top: $side-nav-divider-size $side-nav-divider-style;\n height: 0;\n padding: 0;\n list-style: none;\n border-top-color: $divider-color;\n }\n\n &.heading {\n color: $side-nav-heading-color;\n\n font: {\n size: $side-nav-heading-font-size;\n weight: $side-nav-heading-font-weight;\n }\n\n text-transform: $side-nav-heading-text-transform;\n }\n }\n}\n\n@include exports(\"side-nav\") {\n @if $include-html-nav-classes {\n .side-nav {\n @include side-nav;\n }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @name _sub-nav.scss\n// @dependencies _global.scss\n//\n\n//\n// @variables\n//\n\n$include-html-nav-classes: $include-html-classes !default;\n\n// We use these to control margin and padding\n$sub-nav-list-margin: rem-calc(-4 0 18) !default;\n$sub-nav-list-padding-top: rem-calc(4) !default;\n\n// We use this to control the definition\n$sub-nav-font-family: $body-font-family !default;\n$sub-nav-font-size: rem-calc(14) !default;\n$sub-nav-font-color: $aluminum !default;\n$sub-nav-font-weight: $font-weight-normal !default;\n$sub-nav-text-decoration: none !default;\n$sub-nav-padding: rem-calc(3 16) !default;\n$sub-nav-border-radius: 3px !default;\n$sub-nav-font-color-hover: scale-color($sub-nav-font-color, $lightness: -25%) !default;\n\n\n// We use these to control the active item styles\n\n$sub-nav-active-font-weight: $font-weight-normal !default;\n$sub-nav-active-bg: $primary-color !default;\n$sub-nav-active-bg-hover: scale-color($sub-nav-active-bg, $lightness: -14%) !default;\n$sub-nav-active-color: $white !default;\n$sub-nav-active-padding: $sub-nav-padding !default;\n$sub-nav-active-cursor: default !default;\n\n$sub-nav-item-divider: \"\" !default;\n$sub-nav-item-divider-margin: rem-calc(12) !default;\n\n//\n// @mixins\n//\n\n\n// Create a sub-nav item\n//\n// $font-color - Font color. Default: $sub-nav-font-color.\n// $font-size - Font size. Default: $sub-nav-font-size.\n// $active-bg - Background of active nav item. Default: $sub-nav-active-bg.\n// $active-bg-hover - Background of active nav item, when hovered. Default: $sub-nav-active-bg-hover.\n@mixin sub-nav(\n $font-color: $sub-nav-font-color,\n $font-size: $sub-nav-font-size,\n $active-bg: $sub-nav-active-bg,\n $active-bg-hover: $sub-nav-active-bg-hover) {\n display: block;\n width: auto;\n overflow: hidden;\n margin: $sub-nav-list-margin;\n padding-top: $sub-nav-list-padding-top;\n\n dt {\n text-transform: uppercase;\n }\n\n dt,\n dd,\n li {\n float: $default-float;\n display: inline;\n margin-#{$default-float}: rem-calc(16);\n margin-bottom: 0;\n font-family: $sub-nav-font-family;\n font-weight: $sub-nav-font-weight;\n font-size: $font-size;\n color: $font-color;\n\n a {\n text-decoration: $sub-nav-text-decoration;\n color: $sub-nav-font-color;\n padding: $sub-nav-padding;\n &:hover {\n color: $sub-nav-font-color-hover;\n }\n }\n\n &.active a {\n @include radius($sub-nav-border-radius);\n font-weight: $sub-nav-active-font-weight;\n background: $active-bg;\n padding: $sub-nav-active-padding;\n cursor: $sub-nav-active-cursor;\n color: $sub-nav-active-color;\n &:hover {\n background: $active-bg-hover;\n }\n }\n @if $sub-nav-item-divider != \"\" {\n margin-#{$default-float}: 0;\n\n &:before {\n content: \"#{$sub-nav-item-divider}\";\n margin: 0 $sub-nav-item-divider-margin;\n }\n\n &:first-child:before {\n content: \"\";\n margin: 0;\n }\n }\n }\n}\n\n@include exports(\"sub-nav\") {\n @if $include-html-nav-classes {\n .sub-nav { @include sub-nav; }\n }\n}\n","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @name _tables.scss\n// @dependencies _global.scss\n//\n\n//\n// @variables\n//\n\n$include-html-table-classes: $include-html-classes !default;\n\n// These control the background color for the table and even rows\n$table-bg: $white !default;\n$table-even-row-bg: $snow !default;\n\n// These control the table cell border style\n$table-border-style: solid !default;\n$table-border-size: 1px !default;\n$table-border-color: $gainsboro !default;\n\n// These control the table head styles\n$table-head-bg: $white-smoke !default;\n$table-head-font-size: rem-calc(14) !default;\n$table-head-font-color: $jet !default;\n$table-head-font-weight: $font-weight-bold !default;\n$table-head-padding: rem-calc(8 10 10) !default;\n\n// These control the table foot styles\n$table-foot-bg: $table-head-bg !default;\n$table-foot-font-size: $table-head-font-size !default;\n$table-foot-font-color: $table-head-font-color !default;\n$table-foot-font-weight: $table-head-font-weight !default;\n$table-foot-padding: $table-head-padding !default;\n\n// These control the caption\n$table-caption-bg: transparent !default;\n$table-caption-font-color: $table-head-font-color !default;\n$table-caption-font-size: rem-calc(16) !default;\n$table-caption-font-weight: bold !default;\n\n// These control the row padding and font styles\n$table-row-padding: rem-calc(9 10) !default;\n$table-row-font-size: rem-calc(14) !default;\n$table-row-font-color: $jet !default;\n$table-line-height: rem-calc(18) !default;\n\n// These are for controlling the layout, display and margin of tables\n$table-layout: auto !default;\n$table-display: table-cell !default;\n$table-margin-bottom: rem-calc(20) !default;\n\n\n//\n// @mixins\n//\n\n@mixin table {\n background: $table-bg;\n margin-bottom: $table-margin-bottom;\n border: $table-border-style $table-border-size $table-border-color;\n table-layout: $table-layout;\n\n caption {\n background: $table-caption-bg;\n color: $table-caption-font-color;\n font: {\n size: $table-caption-font-size;\n weight: $table-caption-font-weight;\n }\n }\n\n thead {\n background: $table-head-bg;\n\n tr {\n th,\n td {\n padding: $table-head-padding;\n font-size: $table-head-font-size;\n font-weight: $table-head-font-weight;\n color: $table-head-font-color;\n }\n }\n }\n\n tfoot {\n background: $table-foot-bg;\n\n tr {\n th,\n td {\n padding: $table-foot-padding;\n font-size: $table-foot-font-size;\n font-weight: $table-foot-font-weight;\n color: $table-foot-font-color;\n }\n }\n }\n\n tr {\n th,\n td {\n padding: $table-row-padding;\n font-size: $table-row-font-size;\n color: $table-row-font-color;\n text-align: $default-float;\n }\n\n &.even,\n &.alt,\n &:nth-of-type(even) { background: $table-even-row-bg; }\n }\n\n thead tr th,\n tfoot tr th,\n tfoot tr td,\n tbody tr th,\n tbody tr td,\n tr td { display: $table-display; line-height: $table-line-height; }\n}\n\n\n@include exports(\"table\") {\n @if $include-html-table-classes {\n table {\n @include table;\n }\n }\n}\n","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @name _thumbs.scss\n// @dependencies _globals.scss\n//\n\n//\n// @variables\n//\n\n$include-html-media-classes: $include-html-classes !default;\n\n// We use these to control border styles\n$thumb-border-style: solid !default;\n$thumb-border-width: 4px !default;\n$thumb-border-color: $white !default;\n$thumb-box-shadow: 0 0 0 1px rgba($black,.2) !default;\n$thumb-box-shadow-hover: 0 0 6px 1px rgba($primary-color,0.5) !default;\n\n// Radius and transition speed for thumbs\n$thumb-radius: $global-radius !default;\n$thumb-transition-speed: 200ms !default;\n\n//\n// @mixins\n//\n\n// We use this to create image thumbnail styles.\n//\n// $border-width - Width of border around thumbnail. Default: $thumb-border-width.\n// $box-shadow - Box shadow to apply to thumbnail. Default: $thumb-box-shadow.\n// $box-shadow-hover - Box shadow to apply on hover. Default: $thumb-box-shadow-hover.\n@mixin thumb(\n $border-width:$thumb-border-width, \n $box-shadow:$thumb-box-shadow, \n $box-shadow-hover:$thumb-box-shadow-hover) {\n line-height: 0;\n display: inline-block;\n border: $thumb-border-style $border-width $thumb-border-color;\n max-width: 100%;\n box-shadow: $box-shadow;\n\n &:hover,\n &:focus {\n box-shadow: $box-shadow-hover;\n }\n}\n\n\n@include exports(\"thumb\") {\n @if $include-html-media-classes {\n\n /* Image Thumbnails */\n .th {\n @include thumb;\n @include single-transition(all,$thumb-transition-speed,ease-out);\n\n &.radius { @include radius($thumb-radius); }\n }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n$include-html-type-classes: $include-html-classes !default;\n\n// We use these to control header font styles\n$header-font-family: $body-font-family !default;\n$header-font-weight: $font-weight-normal !default;\n$header-font-style: $font-weight-normal !default;\n$header-font-color: $jet !default;\n$header-line-height: 1.4 !default;\n$header-top-margin: .2rem !default;\n$header-bottom-margin: .5rem !default;\n$header-text-rendering: optimizeLegibility !default;\n\n// We use these to control header font sizes\n$h1-font-size: rem-calc(44) !default;\n$h2-font-size: rem-calc(37) !default;\n$h3-font-size: rem-calc(27) !default;\n$h4-font-size: rem-calc(23) !default;\n$h5-font-size: rem-calc(18) !default;\n$h6-font-size: 1rem !default;\n\n// We use these to control header size reduction on small screens\n$h1-font-reduction: rem-calc(10) !default;\n$h2-font-reduction: rem-calc(10) !default;\n$h3-font-reduction: rem-calc(5) !default;\n$h4-font-reduction: rem-calc(5) !default;\n$h5-font-reduction: 0 !default;\n$h6-font-reduction: 0 !default;\n\n// These control how subheaders are styled.\n$subheader-line-height: 1.4 !default;\n$subheader-font-color: scale-color($header-font-color, $lightness: 35%) !default;\n$subheader-font-weight: $font-weight-normal !default;\n$subheader-top-margin: .2rem !default;\n$subheader-bottom-margin: .5rem !default;\n\n// A general styling\n$small-font-size: 60% !default;\n$small-font-color: scale-color($header-font-color, $lightness: 35%) !default;\n\n// We use these to style paragraphs\n$paragraph-font-family: inherit !default;\n$paragraph-font-weight: $font-weight-normal !default;\n$paragraph-font-size: 1rem !default;\n$paragraph-line-height: 1.6 !default;\n$paragraph-margin-bottom: rem-calc(20) !default;\n$paragraph-aside-font-size: rem-calc(14) !default;\n$paragraph-aside-line-height: 1.35 !default;\n$paragraph-aside-font-style: italic !default;\n$paragraph-text-rendering: optimizeLegibility !default;\n\n// We use these to style tags\n$code-color: $oil !default;\n$code-font-family: $font-family-monospace !default;\n$code-font-weight: $font-weight-normal !default;\n$code-background-color: scale-color($secondary-color, $lightness: 70%) !default;\n$code-border-size: 0px !default;\n$code-border-style: solid !default;\n$code-border-color: scale-color($code-background-color, $lightness: -10%) !default;\n$code-padding: rem-calc(2) rem-calc(5) rem-calc(1) !default;\n\n// We use these to style anchors\n$anchor-text-decoration: none !default;\n$anchor-text-decoration-hover: none !default;\n$anchor-font-color: $primary-color !default;\n$anchor-font-color-hover: scale-color($anchor-font-color, $lightness: -14%) !default;\n\n// We use these to style the
element\n$hr-border-width: 1px !default;\n$hr-border-style: solid !default;\n$hr-border-color: $gainsboro !default;\n$hr-margin: rem-calc(20) !default;\n\n// We use these to style lists\n$list-font-family: $paragraph-font-family !default;\n$list-font-size: $paragraph-font-size !default;\n$list-line-height: $paragraph-line-height !default;\n$list-margin-bottom: $paragraph-margin-bottom !default;\n$list-style-position: outside !default;\n$list-side-margin: 1.1rem !default;\n$list-ordered-side-margin: 1.4rem !default;\n$list-side-margin-no-bullet: 0 !default;\n$list-nested-margin: rem-calc(20) !default;\n$definition-list-header-weight: $font-weight-bold !default;\n$definition-list-header-margin-bottom: .3rem !default;\n$definition-list-margin-bottom: rem-calc(12) !default;\n\n// We use these to style blockquotes\n$blockquote-font-color: scale-color($header-font-color, $lightness: 35%) !default;\n$blockquote-padding: rem-calc(9 20 0 19) !default;\n$blockquote-border: 1px solid $gainsboro !default;\n$blockquote-cite-font-size: rem-calc(13) !default;\n$blockquote-cite-font-color: scale-color($header-font-color, $lightness: 23%) !default;\n$blockquote-cite-link-color: $blockquote-cite-font-color !default;\n\n// Acronym styles\n$acronym-underline: 1px dotted $gainsboro !default;\n\n// We use these to control padding and margin\n$microformat-padding: rem-calc(10 12) !default;\n$microformat-margin: rem-calc(0 0 20 0) !default;\n\n// We use these to control the border styles\n$microformat-border-width: 1px !default;\n$microformat-border-style: solid !default;\n$microformat-border-color: $gainsboro !default;\n\n// We use these to control full name font styles\n$microformat-fullname-font-weight: $font-weight-bold !default;\n$microformat-fullname-font-size: rem-calc(15) !default;\n\n// We use this to control the summary font styles\n$microformat-summary-font-weight: $font-weight-bold !default;\n\n// We use this to control abbr padding\n$microformat-abbr-padding: rem-calc(0 1) !default;\n\n// We use this to control abbr font styles\n$microformat-abbr-font-weight: $font-weight-bold !default;\n$microformat-abbr-font-decoration: none !default;\n\n// Text alignment class names\n$align-class-names:\n small-only,\n small,\n medium-only,\n medium,\n large-only,\n large,\n xlarge-only,\n xlarge,\n xxlarge-only,\n xxlarge;\n\n// Text alignment breakpoints\n$align-class-breakpoints:\n $small-only,\n $small-up,\n $medium-only,\n $medium-up,\n $large-only,\n $large-up,\n $xlarge-only,\n $xlarge-up,\n $xxlarge-only,\n $xxlarge-up;\n\n// Generates text align and justify classes\n@mixin align-classes{\n .text-left { text-align: left !important; }\n .text-right { text-align: right !important; }\n .text-center { text-align: center !important; }\n .text-justify { text-align: justify !important; }\n\n @for $i from 1 through length($align-class-names) {\n @media #{(nth($align-class-breakpoints, $i))} {\n .#{(nth($align-class-names, $i))}-text-left { text-align: left !important; }\n .#{(nth($align-class-names, $i))}-text-right { text-align: right !important; }\n .#{(nth($align-class-names, $i))}-text-center { text-align: center !important; }\n .#{(nth($align-class-names, $i))}-text-justify { text-align: justify !important; }\n }\n }\n}\n\n//\n// Typography Placeholders\n//\n\n// These will throw a deprecation warning if used within a media query.\n@mixin lead {\n font-size: $paragraph-font-size + rem-calc(3.5);\n line-height: 1.6;\n}\n\n@mixin subheader {\n line-height: $subheader-line-height;\n color: $subheader-font-color;\n font-weight: $subheader-font-weight;\n margin-top: $subheader-top-margin;\n margin-bottom: $subheader-bottom-margin;\n}\n@include exports(\"type\") {\n @if $include-html-type-classes {\n // Responsive Text alignment\n @include align-classes;\n\n /* Typography resets */\n div,\n dl,\n dt,\n dd,\n ul,\n ol,\n li,\n h1,\n h2,\n h3,\n h4,\n h5,\n h6,\n pre,\n form,\n p,\n blockquote,\n th,\n td {\n margin:0;\n padding:0;\n }\n\n /* Default Link Styles */\n a {\n color: $anchor-font-color;\n text-decoration: $anchor-text-decoration;\n line-height: inherit;\n\n &:hover,\n &:focus {\n color: $anchor-font-color-hover;\n @if $anchor-text-decoration-hover != $anchor-text-decoration {\n \ttext-decoration: $anchor-text-decoration-hover;\n }\n }\n\n img { border:none; }\n }\n\n /* Default paragraph styles */\n p {\n font-family: $paragraph-font-family;\n font-weight: $paragraph-font-weight;\n font-size: $paragraph-font-size;\n line-height: $paragraph-line-height;\n margin-bottom: $paragraph-margin-bottom;\n text-rendering: $paragraph-text-rendering;\n\n &.lead { @include lead; }\n\n & aside {\n font-size: $paragraph-aside-font-size;\n line-height: $paragraph-aside-line-height;\n font-style: $paragraph-aside-font-style;\n }\n }\n\n /* Default header styles */\n h1, h2, h3, h4, h5, h6 {\n font-family: $header-font-family;\n font-weight: $header-font-weight;\n font-style: $header-font-style;\n color: $header-font-color;\n text-rendering: $header-text-rendering;\n margin-top: $header-top-margin;\n margin-bottom: $header-bottom-margin;\n line-height: $header-line-height;\n\n small {\n font-size: $small-font-size;\n color: $small-font-color;\n line-height: 0;\n }\n }\n\n h1 { font-size: $h1-font-size - $h1-font-reduction; }\n h2 { font-size: $h2-font-size - $h2-font-reduction; }\n h3 { font-size: $h3-font-size - $h3-font-reduction; }\n h4 { font-size: $h4-font-size - $h4-font-reduction; }\n h5 { font-size: $h5-font-size - $h5-font-reduction; }\n h6 { font-size: $h6-font-size - $h6-font-reduction; }\n\n .subheader { @include subheader; }\n\n hr {\n border: $hr-border-style $hr-border-color;\n border-width: $hr-border-width 0 0;\n clear: both;\n margin: $hr-margin 0 ($hr-margin - rem-calc($hr-border-width));\n height: 0;\n }\n\n /* Helpful Typography Defaults */\n em,\n i {\n font-style: italic;\n line-height: inherit;\n }\n\n strong,\n b {\n font-weight: $font-weight-bold;\n line-height: inherit;\n }\n\n small {\n font-size: $small-font-size;\n line-height: inherit;\n }\n\n code {\n font-family: $code-font-family;\n font-weight: $code-font-weight;\n color: $code-color;\n background-color: $code-background-color;\n border-width: $code-border-size;\n border-style: $code-border-style;\n border-color: $code-border-color;\n padding: $code-padding;\n }\n\n /* Lists */\n ul,\n ol,\n dl {\n font-size: $list-font-size;\n line-height: $list-line-height;\n margin-bottom: $list-margin-bottom;\n list-style-position: $list-style-position;\n font-family: $list-font-family;\n }\n\n ul {\n margin-#{$default-float}: $list-side-margin;\n &.no-bullet {\n margin-#{$default-float}: $list-side-margin-no-bullet;\n li {\n ul,\n ol {\n margin-#{$default-float}: $list-nested-margin;\n margin-bottom: 0;\n list-style: none;\n }\n }\n }\n }\n\n /* Unordered Lists */\n ul {\n li {\n ul,\n ol {\n margin-#{$default-float}: $list-nested-margin;\n margin-bottom: 0;\n }\n }\n &.square,\n &.circle,\n &.disc {\n li ul { list-style: inherit; }\n }\n\n &.square { list-style-type: square; margin-#{$default-float}: $list-side-margin;}\n &.circle { list-style-type: circle; margin-#{$default-float}: $list-side-margin;}\n &.disc { list-style-type: disc; margin-#{$default-float}: $list-side-margin;}\n &.no-bullet { list-style: none; }\n }\n\n /* Ordered Lists */\n ol {\n margin-#{$default-float}: $list-ordered-side-margin;\n li {\n ul,\n ol {\n margin-#{$default-float}: $list-nested-margin;\n margin-bottom: 0;\n }\n }\n }\n\n /* Definition Lists */\n dl {\n dt {\n margin-bottom: $definition-list-header-margin-bottom;\n font-weight: $definition-list-header-weight;\n }\n dd { margin-bottom: $definition-list-margin-bottom; }\n }\n\n /* Abbreviations */\n abbr,\n acronym {\n text-transform: uppercase;\n font-size: 90%;\n color: $body-font-color;\n cursor: $cursor-help-value;\n }\n abbr {\n text-transform: none;\n &[title] {\n border-bottom: $acronym-underline;\n }\n }\n\n /* Blockquotes */\n blockquote {\n margin: 0 0 $paragraph-margin-bottom;\n padding: $blockquote-padding;\n border-#{$default-float}: $blockquote-border;\n\n cite {\n display: block;\n font-size: $blockquote-cite-font-size;\n color: $blockquote-cite-font-color;\n &:before {\n content: \"\\2014 \\0020\";\n }\n\n a,\n a:visited {\n color: $blockquote-cite-link-color;\n }\n }\n }\n blockquote,\n blockquote p {\n line-height: $paragraph-line-height;\n color: $blockquote-font-color;\n }\n\n /* Microformats */\n .vcard {\n display: inline-block;\n margin: $microformat-margin;\n border: $microformat-border-width $microformat-border-style $microformat-border-color;\n padding: $microformat-padding;\n\n li {\n margin: 0;\n display: block;\n }\n .fn {\n font-weight: $microformat-fullname-font-weight;\n font-size: $microformat-fullname-font-size;\n }\n }\n\n .vevent {\n .summary { font-weight: $microformat-summary-font-weight; }\n\n abbr {\n cursor: $cursor-default-value;\n text-decoration: $microformat-abbr-font-decoration;\n font-weight: $microformat-abbr-font-weight;\n border: none;\n padding: $microformat-abbr-padding;\n }\n }\n\n\n @media #{$medium-up} {\n h1,h2,h3,h4,h5,h6 { line-height: $header-line-height; }\n h1 { font-size: $h1-font-size; }\n h2 { font-size: $h2-font-size; }\n h3 { font-size: $h3-font-size; }\n h4 { font-size: $h4-font-size; }\n h5 { font-size: $h5-font-size; }\n h6 { font-size: $h6-font-size; }\n }\n\n // Only include these styles if you want them.\n @if $include-print-styles {\n /*\n * Print styles.\n *\n * Inlined to avoid required HTTP connection: www.phpied.com/delay-loading-your-print-css/\n * Credit to Paul Irish and HTML5 Boilerplate (html5boilerplate.com)\n */\n .print-only { display: none !important; }\n @media print {\n * {\n background: transparent !important;\n color: $black !important; /* Black prints faster: h5bp.com/s */\n box-shadow: none !important;\n text-shadow: none !important;\n }\n\n a,\n a:visited { text-decoration: underline;}\n a[href]:after { content: \" (\" attr(href) \")\"; }\n\n abbr[title]:after { content: \" (\" attr(title) \")\"; }\n\n // Don't show links for images, or javascript/internal links\n .ir a:after,\n a[href^=\"javascript:\"]:after,\n a[href^=\"#\"]:after { content: \"\"; }\n\n pre,\n blockquote {\n border: 1px solid $aluminum;\n page-break-inside: avoid;\n }\n\n thead { display: table-header-group; /* h5bp.com/t */ }\n\n tr,\n img { page-break-inside: avoid; }\n\n img { max-width: 100% !important; }\n\n @page { margin: 0.5cm; }\n\n p,\n h2,\n h3 {\n orphans: 3;\n widows: 3;\n }\n\n h2,\n h3 { page-break-after: avoid; }\n\n .hide-on-print { display: none !important; }\n .print-only { display: block !important; }\n .hide-for-print { display: none !important; }\n .show-for-print { display: inherit !important; }\n }\n }\n\n }\n}\n","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// Foundation Visibility Classes\n//\n$include-html-visibility-classes: $include-html-classes !default;\n$include-accessibility-classes: true !default;\n$include-table-visibility-classes: true !default;\n$include-legacy-visibility-classes: true !default;\n\n//\n// Media Class Names\n//\n// Visibility Breakpoints\n$visibility-breakpoint-sizes:\n small,\n medium,\n large,\n xlarge,\n xxlarge;\n\n$visibility-breakpoint-queries:\n unquote($small-up),\n unquote($medium-up),\n unquote($large-up),\n unquote($xlarge-up),\n unquote($xxlarge-up);\n\n@mixin visibility-loop {\n @each $current-visibility-breakpoint in $visibility-breakpoint-sizes {\n $visibility-inherit-list: ();\n $visibility-none-list: ();\n\n $visibility-visible-list: ();\n $visibility-hidden-list: ();\n\n $visibility-table-list: ();\n $visibility-table-header-group-list: ();\n $visibility-table-row-group-list: ();\n $visibility-table-row-list: ();\n $visibility-table-cell-list: ();\n\n @each $visibility-comparison-breakpoint in $visibility-breakpoint-sizes {\n @if index($visibility-breakpoint-sizes, $visibility-comparison-breakpoint) < index($visibility-breakpoint-sizes, $current-visibility-breakpoint) {\n // Smaller than current breakpoint\n\n $visibility-inherit-list: append($visibility-inherit-list, unquote(\n '.hide-for-#{$visibility-comparison-breakpoint}-only, .show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-none-list: append($visibility-none-list, unquote(\n '.show-for-#{$visibility-comparison-breakpoint}-only, .hide-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-visible-list: append($visibility-visible-list, unquote(\n '.hidden-for-#{$visibility-comparison-breakpoint}-only, .visible-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-hidden-list: append($visibility-hidden-list, unquote(\n '.visible-for-#{$visibility-comparison-breakpoint}-only, .hidden-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-list: append($visibility-table-list, unquote(\n 'table.hide-for-#{$visibility-comparison-breakpoint}-only, table.show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-header-group-list: append($visibility-table-header-group-list, unquote(\n 'thead.hide-for-#{$visibility-comparison-breakpoint}-only, thead.show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-row-group-list: append($visibility-table-row-group-list, unquote(\n 'tbody.hide-for-#{$visibility-comparison-breakpoint}-only, tbody.show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-row-list: append($visibility-table-row-list, unquote(\n 'tr.hide-for-#{$visibility-comparison-breakpoint}-only, tr.show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-cell-list: append($visibility-table-cell-list, unquote(\n 'th.hide-for-#{$visibility-comparison-breakpoint}-only, td.hide-for-#{$visibility-comparison-breakpoint}-only, th.show-for-#{$visibility-comparison-breakpoint}-up, td.show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n\n // Foundation 4 compatibility:\n // Include .show/hide-for-[size] and .show/hide-for-[size]-down classes\n // for small, medium, and large breakpoints only\n @if $include-legacy-visibility-classes and index((small, medium, large), $visibility-comparison-breakpoint) != false {\n $visibility-inherit-list: append($visibility-inherit-list, unquote(\n '.hide-for-#{$visibility-comparison-breakpoint}, .hide-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-none-list: append($visibility-none-list, unquote(\n '.show-for-#{$visibility-comparison-breakpoint}, .show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-visible-list: append($visibility-visible-list, unquote(\n '.hidden-for-#{$visibility-comparison-breakpoint}, .hidden-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-hidden-list: append($visibility-hidden-list, unquote(\n '.visible-for-#{$visibility-comparison-breakpoint}, .visible-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-list: append($visibility-table-list, unquote(\n 'table.hide-for-#{$visibility-comparison-breakpoint}, table.hide-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-header-group-list: append($visibility-table-header-group-list, unquote(\n 'thead.hide-for-#{$visibility-comparison-breakpoint}, thead.hide-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-row-group-list: append($visibility-table-row-group-list, unquote(\n 'tbody.hide-for-#{$visibility-comparison-breakpoint}, tbody.hide-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-row-list: append($visibility-table-row-list, unquote(\n 'tr.hide-for-#{$visibility-comparison-breakpoint}, tr.hide-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-cell-list: append($visibility-table-cell-list, unquote(\n 'th.hide-for-#{$visibility-comparison-breakpoint}, td.hide-for-#{$visibility-comparison-breakpoint}, th.hide-for-#{$visibility-comparison-breakpoint}-down, td.hide-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n }\n\n } @else if index($visibility-breakpoint-sizes, $visibility-comparison-breakpoint) > index($visibility-breakpoint-sizes, $current-visibility-breakpoint) {\n // Larger than current breakpoint\n\n $visibility-inherit-list: append($visibility-inherit-list, unquote(\n '.hide-for-#{$visibility-comparison-breakpoint}-only, .hide-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-none-list: append($visibility-none-list, unquote(\n '.show-for-#{$visibility-comparison-breakpoint}-only, .show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-visible-list: append($visibility-visible-list, unquote(\n '.hidden-for-#{$visibility-comparison-breakpoint}-only, .hidden-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-hidden-list: append($visibility-hidden-list, unquote(\n '.visible-for-#{$visibility-comparison-breakpoint}-only, .visible-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-list: append($visibility-table-list, unquote(\n 'table.hide-for-#{$visibility-comparison-breakpoint}-only, table.hide-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-header-group-list: append($visibility-table-header-group-list, unquote(\n 'thead.hide-for-#{$visibility-comparison-breakpoint}-only, thead.hide-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-row-group-list: append($visibility-table-row-group-list, unquote(\n 'tbody.hide-for-#{$visibility-comparison-breakpoint}-only, tbody.hide-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-row-list: append($visibility-table-row-list, unquote(\n 'tr.hide-for-#{$visibility-comparison-breakpoint}-only, tr.hide-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-cell-list: append($visibility-table-cell-list, unquote(\n 'th.hide-for-#{$visibility-comparison-breakpoint}-only, td.hide-for-#{$visibility-comparison-breakpoint}-only, th.hide-for-#{$visibility-comparison-breakpoint}-up, td.hide-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n\n // Foundation 4 compatibility:\n // Include .show/hide-for-[size] and .show/hide-for-[size]-down classes\n // for small, medium, and large breakpoints only\n @if $include-legacy-visibility-classes and index((small, medium, large), $visibility-comparison-breakpoint) != false {\n $visibility-inherit-list: append($visibility-inherit-list, unquote(\n '.hide-for-#{$visibility-comparison-breakpoint}, .show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-none-list: append($visibility-none-list, unquote(\n '.show-for-#{$visibility-comparison-breakpoint}, .hide-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-visible-list: append($visibility-visible-list, unquote(\n '.hidden-for-#{$visibility-comparison-breakpoint}, .visible-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-hidden-list: append($visibility-hidden-list, unquote(\n '.visible-for-#{$visibility-comparison-breakpoint}, .hidden-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-list: append($visibility-table-list, unquote(\n 'table.hide-for-#{$visibility-comparison-breakpoint}, table.show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-header-group-list: append($visibility-table-header-group-list, unquote(\n 'thead.hide-for-#{$visibility-comparison-breakpoint}, thead.show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-row-group-list: append($visibility-table-row-group-list, unquote(\n 'tbody.hide-for-#{$visibility-comparison-breakpoint}, tbody.show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-row-list: append($visibility-table-row-list, unquote(\n 'tr.hide-for-#{$visibility-comparison-breakpoint}, tr.show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-cell-list: append($visibility-table-cell-list, unquote(\n 'th.hide-for-#{$visibility-comparison-breakpoint}, td.hide-for-#{$visibility-comparison-breakpoint}, th.show-for-#{$visibility-comparison-breakpoint}-down, td.show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n }\n\n } @else {\n // Current breakpoint\n\n $visibility-inherit-list: append($visibility-inherit-list, unquote(\n '.show-for-#{$visibility-comparison-breakpoint}-only, .show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-none-list: append($visibility-none-list, unquote(\n '.hide-for-#{$visibility-comparison-breakpoint}-only, .hide-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-visible-list: append($visibility-visible-list, unquote(\n '.visible-for-#{$visibility-comparison-breakpoint}-only, .visible-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-hidden-list: append($visibility-hidden-list, unquote(\n '.hidden-for-#{$visibility-comparison-breakpoint}-only, .hidden-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-list: append($visibility-table-list, unquote(\n 'table.show-for-#{$visibility-comparison-breakpoint}-only, table.show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-header-group-list: append($visibility-table-header-group-list, unquote(\n 'thead.show-for-#{$visibility-comparison-breakpoint}-only, thead.show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-row-group-list: append($visibility-table-row-group-list, unquote(\n 'tbody.show-for-#{$visibility-comparison-breakpoint}-only, tbody.show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-row-list: append($visibility-table-row-list, unquote(\n 'tr.show-for-#{$visibility-comparison-breakpoint}-only, tr.show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-cell-list: append($visibility-table-cell-list, unquote(\n 'th.show-for-#{$visibility-comparison-breakpoint}-only, td.show-for-#{$visibility-comparison-breakpoint}-only, th.show-for-#{$visibility-comparison-breakpoint}-up, td.show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n\n // Foundation 4 compatibility:\n // Include .show/hide-for-[size] and .show/hide-for-[size]-down classes\n // for small, medium, and large breakpoints only\n @if $include-legacy-visibility-classes and index((small, medium, large), $visibility-comparison-breakpoint) != false {\n $visibility-inherit-list: append($visibility-inherit-list, unquote(\n '.show-for-#{$visibility-comparison-breakpoint}, .show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-none-list: append($visibility-none-list, unquote(\n '.hide-for-#{$visibility-comparison-breakpoint}, .hide-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-visible-list: append($visibility-visible-list, unquote(\n '.visible-for-#{$visibility-comparison-breakpoint}, .visible-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-hidden-list: append($visibility-hidden-list, unquote(\n '.hidden-for-#{$visibility-comparison-breakpoint}, .hidden-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-list: append($visibility-table-list, unquote(\n 'table.show-for-#{$visibility-comparison-breakpoint}, table.show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-header-group-list: append($visibility-table-header-group-list, unquote(\n 'thead.show-for-#{$visibility-comparison-breakpoint}, thead.show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-row-group-list: append($visibility-table-row-group-list, unquote(\n 'tbody.show-for-#{$visibility-comparison-breakpoint}, tbody.show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-row-list: append($visibility-table-row-list, unquote(\n 'tr.show-for-#{$visibility-comparison-breakpoint}, tr.show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-cell-list: append($visibility-table-cell-list, unquote(\n 'th.show-for-#{$visibility-comparison-breakpoint}, td.show-for-#{$visibility-comparison-breakpoint}, th.show-for-#{$visibility-comparison-breakpoint}-down, td.show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n }\n }\n }\n\n /* #{$current-visibility-breakpoint} displays */\n @media #{nth($visibility-breakpoint-queries, index($visibility-breakpoint-sizes, $current-visibility-breakpoint))} {\n #{$visibility-inherit-list} {\n display: inherit !important;\n }\n #{$visibility-none-list} {\n display: none !important;\n }\n @if $include-accessibility-classes != false {\n #{$visibility-visible-list} {\n @include element-invisible-off;\n }\n #{$visibility-hidden-list} {\n @include element-invisible;\n }\n }\n @if $include-table-visibility-classes != false {\n #{$visibility-table-list} {\n display: table !important;\n }\n #{$visibility-table-header-group-list} {\n display: table-header-group !important;\n }\n #{$visibility-table-row-group-list} {\n display: table-row-group !important;\n }\n #{$visibility-table-row-list} {\n display: table-row !important;\n }\n #{$visibility-table-cell-list} {\n display: table-cell !important;\n }\n }\n }\n }\n}\n\n\n@if $include-html-visibility-classes != false {\n\n @include visibility-loop;\n\n /* Orientation targeting */\n .show-for-landscape,\n .hide-for-portrait { display: inherit !important; }\n .hide-for-landscape,\n .show-for-portrait { display: none !important; }\n\n /* Specific visibility for tables */\n table {\n &.hide-for-landscape,\n &.show-for-portrait { display: table !important; }\n }\n thead {\n &.hide-for-landscape,\n &.show-for-portrait { display: table-header-group !important; }\n }\n tbody {\n &.hide-for-landscape,\n &.show-for-portrait { display: table-row-group !important; }\n }\n tr {\n &.hide-for-landscape,\n &.show-for-portrait { display: table-row !important; }\n }\n td,\n th {\n &.hide-for-landscape,\n &.show-for-portrait { display: table-cell !important; }\n }\n\n @media #{$landscape} {\n .show-for-landscape,\n .hide-for-portrait { display: inherit !important; }\n .hide-for-landscape,\n .show-for-portrait { display: none !important; }\n\n /* Specific visibility for tables */\n table {\n &.show-for-landscape,\n &.hide-for-portrait { display: table !important; }\n }\n thead {\n &.show-for-landscape,\n &.hide-for-portrait { display: table-header-group !important; }\n }\n tbody {\n &.show-for-landscape,\n &.hide-for-portrait { display: table-row-group !important; }\n }\n tr {\n &.show-for-landscape,\n &.hide-for-portrait { display: table-row !important; }\n }\n td,\n th {\n &.show-for-landscape,\n &.hide-for-portrait { display: table-cell !important; }\n }\n }\n\n @media #{$portrait} {\n .show-for-portrait,\n .hide-for-landscape { display: inherit !important; }\n .hide-for-portrait,\n .show-for-landscape { display: none !important; }\n\n /* Specific visibility for tables */\n table {\n &.show-for-portrait,\n &.hide-for-landscape { display: table !important; }\n }\n thead {\n &.show-for-portrait,\n &.hide-for-landscape { display: table-header-group !important; }\n }\n tbody {\n &.show-for-portrait,\n &.hide-for-landscape { display: table-row-group !important; }\n }\n tr {\n &.show-for-portrait,\n &.hide-for-landscape { display: table-row !important; }\n }\n td,\n th {\n &.show-for-portrait,\n &.hide-for-landscape { display: table-cell !important; }\n }\n }\n\n /* Touch-enabled device targeting */\n .show-for-touch { display: none !important; }\n .hide-for-touch { display: inherit !important; }\n .touch .show-for-touch { display: inherit !important; }\n .touch .hide-for-touch { display: none !important; }\n\n /* Specific visibility for tables */\n table.hide-for-touch { display: table !important; }\n .touch table.show-for-touch { display: table !important; }\n thead.hide-for-touch { display: table-header-group !important; }\n .touch thead.show-for-touch { display: table-header-group !important; }\n tbody.hide-for-touch { display: table-row-group !important; }\n .touch tbody.show-for-touch { display: table-row-group !important; }\n tr.hide-for-touch { display: table-row !important; }\n .touch tr.show-for-touch { display: table-row !important; }\n td.hide-for-touch { display: table-cell !important; }\n .touch td.show-for-touch { display: table-cell !important; }\n th.hide-for-touch { display: table-cell !important; }\n .touch th.show-for-touch { display: table-cell !important; }\n\n\n /* Print visibility */\n @media print {\n .show-for-print { display: block; }\n .hide-for-print { display: none; }\n\n table.show-for-print { display: table !important; }\n thead.show-for-print { display: table-header-group !important; }\n tbody.show-for-print { display: table-row-group !important; }\n tr.show-for-print { display: table-row !important; }\n td.show-for-print { display: table-cell !important; }\n th.show-for-print { display: table-cell !important; }\n\n }\n\n}\n","@charset \"utf-8\";\n/* TOC – Typography\n\nCheck typography variables › _3_typography_settings.scss\n\n- Links\n- Customize Foundation Typography\n- Headlines\n- Images\n- Lists\n- Tables\n- Code\n- Quotes\n- Typography for Articles\n- Smaller Fontsize for Bigteaser on small devices\n- Additional typographical elements\n- Footnotes\n- Icon Font\n\n*/\n\n\n\n/* Links\n------------------------------------------------------------------- */\n\na,\na:link {\n transition: all .4s;\n}\n\na:visited {\n border-bottom: $grey-2;\n}\n\na:hover {\n color: darken( $ci-1, 10% );\n}\n\na:focus {\n color: lighten( $ci-1, 20% );\n}\n\na:active {\n color: darken( $ci-1, 20% );\n}\n\n\n\n/* Customize Foundation Typography\n------------------------------------------------------------------- */\n\np {\n -webkit-hyphens: auto;\n -moz-hyphens: auto;\n -ms-hyphens: auto;\n hyphens: auto;\n -ms-word-break: normal;\n /* Non standard for webkit */\n word-break: normal;\n}\np a,\narticle a {\n font-weight: bold;\n border-bottom: 1px dotted;\n}\np a:hover,\narticle a:hover {\n border-bottom: 2px solid;\n}\np a.button,\n.button,\n.button:hover {\n border: 0;\n color: #fff;\n}\np.button a {\n border: 0;\n color: #fff;\n text-shadow: 0 1px 3px rgba(0, 0, 0, 0.5);\n}\n\n\n\n/* Headlines\n The hK::before logic is to accomodate a vert. offset for persistent\n top of page menu. The logic is copied from\n https://css-tricks.com/hash-tag-links-padding/\n------------------------------------------------------------------- */\n\nh1, h2, h3, h4, h5, h6 {\n font-family: $header-font-family;\n font-weight: normal;\n padding: 0;\n}\nh1 {\n font-size: $font-size-h1;\n margin-top: 0;\n}\nh2 {\n font-size: $font-size-h2;\n margin: 1.563em 0 0 0;\n}\n .blog-index h2 {\n margin-top: 0;\n }\nh3 {\n font-size: $font-size-h3;\n margin: 1.152em 0 0 0;\n}\nh4 {\n font-size: $font-size-h4;\n margin: 1.152em 0 0 0;\n}\nh5 {\n font-size: $font-size-h5;\n margin: 1em 0 0 0;\n}\n\n\n\n/* Images\n------------------------------------------------------------------- */\n\nimg { border-radius: $global-radius;}\n img.alignleft,\n img.left { float: left; margin:5px 15px 5px 0; }\n img.alignright,\n img.right { float: right; margin:5px 0 5px 15px; }\n img.aligncenter,\n img.center { display: block; margin:0 auto 10px; }\n\nfigure {\n margin: 0 0 rem-calc(30) 0;\n}\n#masthead-with-background-color figure,\n#masthead-with-pattern figure {\n margin: 0;\n}\nfigcaption,\n.masthead-caption {\n color: $grey-10;\n font-family: $font-family-sans-serif;\n font-size: rem-calc(13);\n padding-top: rem-calc(2);\n}\nfigcaption a,\n.masthead-caption a {\n border-bottom: 1px dotted $grey-4;\n color: $grey-10;\n}\nfigcaption a:hover,\n.masthead-caption a:hover {\n border-bottom: 2px solid $primary-color;\n color: $primary-color;\n}\n.masthead-caption {\n padding-right: 10px;\n text-align: right;\n}\n\n\n\n/* Tables\n------------------------------------------------------------------- */\n\ntd {\n vertical-align: top;\n}\n\n\n\n/* Code\n------------------------------------------------------------------- */\n\npre {\n overflow: auto;\n margin-bottom: rem-calc(20);\n padding: 5px;\n background-color: $code-background-color;\n border-radius: $global-radius;\n}\npre code {\n padding: rem-calc(2) rem-calc(5) rem-calc(1) rem-calc(0);\n border: 0;\n}\n\ncode {\n font-size: rem-calc(14);\n line-height: 1.5;\n}\n\n\n\n/* Lists\n------------------------------------------------------------------- */\n\nul, ol {\n margin-left: 20px;\n padding: 0;\n}\nli {\n margin-left: 0;\n}\n\n.no-bullet {\n list-style: none;\n margin-left: 0;\n}\n\nli {\n > ul,\n > ol {\n margin-bottom: 0;\n }\n}\n\ndl {\n\n}\ndt:first-child {\n padding-top: 0px;\n}\ndt {\n font-weight: bold;\n padding-top: 30px;\n}\ndd {\n}\narticle dl dt { line-height: 1.3; }\narticle dl dd { line-height: 1.6; margin-bottom: rem-calc(12); margin-left: rem-calc(24); }\n\n\n\n/* Quotes\n------------------------------------------------------------------- */\n\nblockquote {\n font-style: italic;\n position: relative;\n border: none;\n margin: 0 30px 30px 30px;\n color: $grey-11;\n}\n\n blockquote p {font-style: italic; color: $grey-10; }\n\n blockquote:before {\n display:block;content:\"\\00BB\";\n font-size:80px;\n line-height: 0;\n position:absolute;\n left:-25px;\n top: auto;\n color: $grey-11;\n }\n blockquote:after {\n display:block;\n content:\"\\00AB\";\n font-size:80px;\n line-height: 0;\n position:absolute;\n right:-10px;\n bottom: 20px;\n color: $grey-11;\n }\n blockquote cite:before {\n content:\"\\2014 \\0020\"\n }\n blockquote cite a,blockquote cite a:visited {\n color: $grey-10;\n }\ncite {\n padding-top: 5px;\n}\n\nbutton, .button {\n letter-spacing: 1px;\n}\n\nmark {\n background-color: scale-color($warning-color, $lightness: 60%);\n}\n\n\n\n/* Typography for Articles\n------------------------------------------------------------------- */\n\n.subheadline {\n font-size: rem-calc(16);\n margin: 0;\n text-transform: uppercase;\n}\n.teaser {\n font-size: rem-calc(20);\n}\n.big-teaser {\n font-style: italic; font-weight: 300;\n}\n.big-teaser a {\n font-style: italic; font-weight: 400;\n}\n\n/* Smaller Fontsize for Bigteaser on small devices */\n@media only screen {\n .big-teaser {\n font-size: rem-calc(20);\n }\n}\n@media only screen and (min-width: 40.063em) {\n .big-teaser {\n font-size: rem-calc(29);\n }\n}\n\n\n\n/* Additional typographical elements\n------------------------------------------------------------------- */\n\n.sans { font-family: $font-family-sans-serif; }\n.serif { font-family: $font-family-serif; }\n\n.font-size-h1 { font-size: $font-size-h1; }\n.font-size-h2 { font-size: $font-size-h2; }\n.font-size-h3 { font-size: $font-size-h3; }\n.font-size-h4 { font-size: $font-size-h4; }\n.font-size-h5 { font-size: $font-size-h5; }\n.font-size-p { font-size: $font-size-p; }\n\n\n\n/* Footnotes\n------------------------------------------------------------------- */\n\n.footnotes:before {\n content: \"\";\n position: absolute;\n height: 1px;\n width: 60px;\n margin-top: -10px;\n border-bottom: 1px solid $grey-2;\n}\n.footnotes {\n margin-top: 60px;\n}\n.footnotes ol {\n font-size: $font-size-small;\n}\n.footnotes p {\n font-size: inherit;\n margin-bottom: 0;\n}\n\n\n\n\n/* Icon Font\n See the icon-set/preview in /assets/fonts/iconfont-preview.html\n------------------------------------------------------------------- */\n\n@font-face {\n font-family: 'iconfont';\n src: url('../fonts/iconfont.eot'); /* IE9 Compat Modes */\n src: url('../fonts/iconfont.eot?#iefix') format('embedded-opentype'), /* IE6-IE8 */\n url('../fonts/iconfont.woff') format('woff'), /* Pretty Modern Browsers */\n url('../fonts/iconfont.ttf') format('truetype'), /* Safari, Android, iOS */\n url('../fonts/iconfont.svg#svgFontName') format('svg'); /* Legacy iOS */\n}\n\n.iconfont { font-family: iconfont; }\n.iconfont-48 { font-size: 48px; }\n\n\n[data-icon]:before { content: attr(data-icon); }\n\n[data-icon]:before,\n.icon-archive:before,\n.icon-browser:before,\n.icon-calendar:before,\n.icon-camera:before,\n.icon-chat:before,\n.icon-check:before,\n.icon-chevron-down:before,\n.icon-chevron-left:before,\n.icon-chevron-right:before,\n.icon-chevron-up:before,\n.icon-circle-with-cross:before,\n.icon-circle-with-minus:before,\n.icon-circle-with-plus:before,\n.icon-cloud:before,\n.icon-code:before,\n.icon-cog:before,\n.icon-dropbox:before,\n.icon-edit:before,\n.icon-export:before,\n.icon-eye:before,\n.icon-facebook:before,\n.icon-feather:before,\n.icon-github:before,\n.icon-globe:before,\n.icon-googleplus:before,\n.icon-heart:before,\n.icon-heart-outlined:before,\n.icon-home:before,\n.icon-instagram:before,\n.icon-lab-flask:before,\n.icon-leaf:before,\n.icon-linkedin:before,\n.icon-mail:before,\n.icon-message:before,\n.icon-mic:before,\n.icon-network:before,\n.icon-paper-plane:before,\n.icon-pinterest:before,\n.icon-price-tag:before,\n.icon-rocket:before,\n.icon-rss:before,\n.icon-soundcloud:before,\n.icon-star:before,\n.icon-star-outlined:before,\n.icon-thumbs-down:before,\n.icon-thumbs-up:before,\n.icon-tree:before,\n.icon-tumblr:before,\n.icon-twitter:before,\n.icon-upload-to-cloud:before,\n.icon-video:before,\n.icon-vimeo:before,\n.icon-warning:before,\n.icon-xing:before,\n.icon-youtube:before {\n display: inline-block;\nfont-family: \"iconfont\";\nfont-style: normal;\nfont-weight: normal;\nfont-variant: normal;\nline-height: 1;\ntext-decoration: inherit;\ntext-rendering: optimizeLegibility;\ntext-transform: none;\n-moz-osx-font-smoothing: grayscale;\n-webkit-font-smoothing: antialiased;\nfont-smoothing: antialiased;\n}\n\n.icon-archive:before { content: \"\\f100\"; }\n.icon-browser:before { content: \"\\f101\"; }\n.icon-calendar:before { content: \"\\f133\"; }\n.icon-camera:before { content: \"\\f102\"; }\n.icon-chat:before { content: \"\\f103\"; }\n.icon-check:before { content: \"\\f104\"; }\n.icon-chevron-down:before { content: \"\\f105\"; }\n.icon-chevron-left:before { content: \"\\f106\"; }\n.icon-chevron-right:before { content: \"\\f107\"; }\n.icon-chevron-up:before { content: \"\\f108\"; }\n.icon-circle-with-cross:before { content: \"\\f109\"; }\n.icon-circle-with-minus:before { content: \"\\f10a\"; }\n.icon-circle-with-plus:before { content: \"\\f10b\"; }\n.icon-cloud:before { content: \"\\f10c\"; }\n.icon-code:before { content: \"\\f10d\"; }\n.icon-cog:before { content: \"\\f10e\"; }\n.icon-dropbox:before { content: \"\\f10f\"; }\n.icon-edit:before { content: \"\\f110\"; }\n.icon-export:before { content: \"\\f111\"; }\n.icon-eye:before { content: \"\\f112\"; }\n.icon-facebook:before { content: \"\\f113\"; }\n.icon-feather:before { content: \"\\f114\"; }\n.icon-github:before { content: \"\\f115\"; }\n.icon-globe:before { content: \"\\f116\"; }\n.icon-googleplus:before { content: \"\\f136\"; }\n.icon-heart:before { content: \"\\f117\"; }\n.icon-heart-outlined:before { content: \"\\f118\"; }\n.icon-home:before { content: \"\\f119\"; }\n.icon-instagram:before { content: \"\\f11a\"; }\n.icon-lab-flask:before { content: \"\\f11b\"; }\n.icon-leaf:before { content: \"\\f11c\"; }\n.icon-linkedin:before { content: \"\\f11d\"; }\n.icon-mail:before { content: \"\\f11e\"; }\n.icon-message:before { content: \"\\f11f\"; }\n.icon-mic:before { content: \"\\f120\"; }\n.icon-network:before { content: \"\\f121\"; }\n.icon-paper-plane:before { content: \"\\f122\"; }\n.icon-pinterest:before { content: \"\\f123\"; }\n.icon-price-tag:before { content: \"\\f124\"; }\n.icon-rocket:before { content: \"\\f125\"; }\n.icon-rss:before { content: \"\\f126\"; }\n.icon-soundcloud:before { content: \"\\f127\"; }\n.icon-star:before { content: \"\\f128\"; }\n.icon-star-outlined:before { content: \"\\f129\"; }\n.icon-thumbs-down:before { content: \"\\f12a\"; }\n.icon-thumbs-up:before { content: \"\\f12b\"; }\n.icon-tree:before { content: \"\\f134\"; }\n.icon-tumblr:before { content: \"\\f12c\"; }\n.icon-twitter:before { content: \"\\f12d\"; }\n.icon-upload-to-cloud:before { content: \"\\f12e\"; }\n.icon-video:before { content: \"\\f12f\"; }\n.icon-vimeo:before { content: \"\\f130\"; }\n.icon-warning:before { content: \"\\f131\"; }\n.icon-xing:before { content: \"\\f135\"; }\n.icon-youtube:before { content: \"\\f132\"; }\n","@charset \"utf-8\";\n/* TOC\n\n- Adjustments: Video Layout\n- Navigation\n- Search\n- Masthead\n- Masthead › small-only\n- Masthead › medium-only\n- Masthead › large-only\n- Masthead › xlarge-up\n- Breadcrumb\n- Meta\n- Jump to top\n- Footer\n- Subfooter\n- CSS-Classes to add margin at top or bottom\n\n*/\n\n\n\n/* Adjustments: Video Layout\n------------------------------------------------------------------- */\n\nbody.video,\nbody.video #masthead-no-image-header { background: #000; }\nbody.video #masthead-no-image-header { margin-bottom: 60px; }\nbody.video h1,\nbody.video h2,\nbody.video h3,\nbody.video h4,\nbody.video h5,\nbody.video h6,\nbody.video p,\nbody.video a,\nbody.video blockquote:before,\nbody.video blockquote:after,\nbody.video cite a, { color: #fff; }\nbody.video cite a:visited, { color: #fff; }\nbody.video cite { color: #fff; }\n\n\n\n/* Navigation\n------------------------------------------------------------------- */\n\n#navigation {\n -webkit-box-shadow: 0 2px 2px 0 rgba(0,0,0,.2);\n box-shadow: 0 2px 3px 0 rgba(0,0,0,.2);\n\n [class^='icon-']:before, [class*=' icon-']:before {\n margin-right: rem-calc(8);\n }\n}\n\n\n\n/* Search\n------------------------------------------------------------------- */\n\n.no-js form#search {\n display: none;\n}\n\n\n\n/* Masthead\n------------------------------------------------------------------- */\n\n#masthead {\n background-color: $primary-color;\n}\n#masthead-no-image-header {\n background-color: $primary-color;\n}\n#masthead-with-text {\n text-align: center;\n font-size: rem-calc(54);\n font-family: $header-font-family;\n color: #fff;\n text-transform: uppercase;\n text-shadow: 0 2px 3px rgba(0,0,0,.4);\n}\n#masthead-no-image-header {\n height: 175px;\n}\n#masthead-no-image-header #logo img {\n margin-top: 60px;\n}\n\n/* Masthead › small-only\n------------------------------------------------------------------- */\n\n@media #{$small-only} {\n #logo img {\n display: none;\n }\n #masthead {\n height: 200px;\n }\n #masthead-with-pattern {\n padding: 15px 0;\n }\n #masthead-with-background-color {\n padding: 15px 0;\n }\n #masthead-with-text {\n height: 220px;\n padding: 30px 0;\n font-size: rem-calc(36);\n }\n #masthead-no-image-header {\n display: none;\n }\n}\n\n\n/* Masthead › medium-only\n------------------------------------------------------------------- */\n\n@media #{$medium-only} {\n #logo img {\n margin-top: 60px;\n }\n #masthead {\n height: 280px;\n }\n #masthead-with-pattern {\n padding: 20px 0;\n }\n #masthead-with-background-color {\n padding: 20px 0;\n }\n #masthead-with-text {\n padding: 60px 0;\n height: 300px;\n }\n}\n\n\n/* Masthead › large-only\n------------------------------------------------------------------- */\n\n@media #{$large-only} {\n #logo img {\n margin-top: 80px;\n }\n #masthead {\n height: 310px;\n }\n #masthead-with-pattern {\n padding: 30px 0;\n }\n #masthead-with-background-color {\n padding: 30px 0;\n }\n #masthead-with-text {\n height: 330px;\n padding: 60px 0;\n }\n}\n\n\n/* Masthead › xlarge-up\n------------------------------------------------------------------- */\n\n@media #{$xlarge-up} {\n #logo img {\n margin-top: 110px;\n }\n #masthead {\n height: 380px;\n }\n #masthead-with-pattern {\n padding: 45px 0;\n }\n #masthead-with-background-color {\n padding: 45px 0;\n }\n #masthead-with-text {\n padding: 95px 0;\n height: 400px;\n }\n}\n\n\n#title-image-small {\n height: 240px;\n}\n#title-image-large {\n height: 520px;\n}\n#title-image-index-small {\n height: 120px;\n}\n#title-image-index-large {\n height: 260px;\n}\n\n\n\n/* Breadcrumb\n------------------------------------------------------------------- */\n\n#breadcrumb {\n background: scale-color($grey-1, $lightness: 55%);\n border-top: 1px solid scale-color($grey-1, $lightness: 45%);\n border-bottom: 1px solid scale-color($grey-1, $lightness: 45%);\n}\n.breadcrumbs>.current {\n font-weight: bold;\n}\n\n\n/* Meta\n------------------------------------------------------------------- */\n\n#page-meta, #page-meta a {\n color: $grey-5;\n}\n\n#page-meta .button {\n background: $grey-5;\n border: 0;\n}\n#page-meta .button {\n color: #fff;\n}\n#page-meta .button:hover {\n background: $primary-color;\n}\n.meta-info p {\n font-size: rem-calc(13);\n color: scale-color($grey-1, $lightness: 40%);\n}\n .meta-info a {\n text-decoration: underline;\n color: scale-color($grey-1, $lightness: 40%);\n }\n .meta-info a:hover {\n text-decoration: none;\n color: $secondary-color;\n }\n\n\n\n/* Jump to top\n------------------------------------------------------------------- */\n\n#up-to-top {\n padding: 160px 0 10px 0;\n}\n#up-to-top a {\n font-size: 24px;\n padding: 5px;\n border-radius: 3px;\n}\n#up-to-top a:hover {\n background: $grey-2;\n}\n\n\n\n/* Footer\n------------------------------------------------------------------- */\n\n#footer-content p,\n#footer-content li {\n font-size: rem-calc(13);\n font-weight: 300;\n}\n\n#footer {\n padding-top: 30px;\n padding-bottom: 20px;\n background: $footer-bg;\n color: $footer-color;\n }\n\n #footer a {\n color: $footer-link-color;\n }\n #footer h4,\n #footer h5 {\n letter-spacing: 1px;\n color: #fff;\n text-transform: uppercase;\n }\n\n\n\n/* Subfooter\n------------------------------------------------------------------- */\n\n#subfooter {\n background: $subfooter-bg;\n color: $subfooter-color;\n padding-top: 30px;\n}\n\n#subfooter-left ul.inline-list {\n float: left;\n}\n\n.credits a {\n color: $subfooter-link-color;\n border: 0;\n text-transform: uppercase;\n &:hover {\n color: #fff;\n }\n}\n\n.social-icons {\n margin-bottom: 10px !important;\n\n// Beware of SCSS-Syntax here\n li {\n padding: 0 0 20px 0;\n }\n a {\n font-size: rem-calc(23);\n display: block;\n width: 36px;\n border-radius: 50%;\n color: $subfooter-bg;\n background: $subfooter-color;\n text-align: center;\n &:hover {\n background: $subfooter-bg;\n color: #fff;\n }\n }\n}\n\n\n\n/* CSS-Classes to add margin at top or bottom\n------------------------------------------------------------------- */\n\n.t10 { margin-top: 10px !important; }\n.t15 { margin-top: 15px !important; }\n.t20 { margin-top: 20px !important; }\n.t30 { margin-top: 30px !important; }\n.t50 { margin-top: 50px !important; }\n.t60 { margin-top: 60px !important; }\n.t70 { margin-top: 70px !important; }\n.t80 { margin-top: 80px !important; }\n.t90 { margin-top: 90px !important; }\n\n.b15 { margin-bottom: 15px !important; }\n.b20 { margin-bottom: 20px !important; }\n.b30 { margin-bottom: 30px !important; }\n.b60 { margin-bottom: 60px !important; }\n\n.l15 { margin-left: 15px !important; }\n.r15 { margin-right: 15px !important; }\n\n.pl20 { padding-left: 20px !important; }\n.pr5 { padding-right: 5px !important; }\n.pr10 { padding-right: 10px !important; }\n.pr20 { padding-right: 20px !important; }\n","@charset \"utf-8\";\n/* TOC\n\n- Table of Contents (Index)\n- Panel\n- Shadows\n- Alerts\n- Breadcrumb\n- Button\n- Side-Nav\n- Accordion\n- Lazy Load XT\n- Frontpage Widget\n\n*/\n\n\n\n/* Table of Contents (Index)\n------------------------------------------------------------------- */\n\n#toc ul,\n#toc ul ul,\n#toc ul ul ul, {\n list-style: none;\n margin-left: 30px;\n}\n#toc ul {\n margin-left: 0;\n margin-top: $spacing-unit;\n}\n\n\n\n/* Panel\n------------------------------------------------------------------- */\n\n.border-dotted {\n border: 1px dotted $grey-5;\n padding: rem-calc(20);\n border-radius: $global-radius;\n}\n\n\n\n/* Shadows\n------------------------------------------------------------------- */\n\n.shadow-no {text-shadow: rgba(0, 0, 0, 0) 0 0 0;}\n.shadow-black {text-shadow: rgba(0, 0, 0, 0.498039) 0px 1px 2px;}\n.shadow-white {text-shadow: rgba(255, 255, 255, 0.498039) 0px 1px 2px;}\n\n\n\n/* Alerts\n------------------------------------------------------------------- */\n\n.alert-box {\n font-family: $font-family-sans-serif;\n text-shadow: 0px 1px 1px rgba(0,0,0,0.9);\n}\n .alert-box p {\n margin-bottom: 0;\n }\n .alert-box a {\n text-shadow: 1px 1px 0px rgba(0, 0, 0, 1);\n color: #fff;\n border-bottom: 1px dotted #fff;\n }\n .alert-box a:hover {\n border-bottom: 1px solid #fff;\n }\n .alert-box.terminal {\n background: $grey-12; \n color: #fff; \n border-color: scale-color($grey-12, $lightness: -14%);\n font-family: $font-family-monospace;\n }\n .alert-box.terminal::before {\n content: \"$ \";\n color: $ci-6;\n float: left;\n margin: .25em .5em 0 0;\n }\n .alert-box.text {\n background-color: $grey-2;\n text-shadow: 0px 0px 0px rgba(0,0,0,0.9);\n border-color: scale-color($grey-2, $lightness: -14%);\n color: $grey-12;\n }\n\n\n\n/* Button\n------------------------------------------------------------------- */\n\nbutton, .button { letter-spacing: 1px; }\n button.grey, .button.grey { background: $grey-10; }\n button.grey:hover,\n button.grey:focus,\n .button.grey:hover,\n .button.grey:focus { background-color: $grey-16; }\n\n\n\n/* Side-Nav\n------------------------------------------------------------------- */\n\n.side-nav li.title { text-transform: uppercase;}\n.side-nav li { border-top: 1px solid $grey-3;}\n.side-nav li a:not(.button) { border-bottom: 0; padding: 0.4375rem 0rem; }\n.side-nav li a:not(.button):hover, .side-nav li a:not(.button):focus { background: $grey-1; }\n\n.homepage p { margin: 0; padding: 0; color: $grey-10; }\n\n\n\n/* Accordion\n------------------------------------------------------------------- */\n\ndl.accordion { border-top: 1px solid $grey-2; }\n.accordion dd { border-bottom: 1px solid $grey-2; }\ndd.accordion-navigation span { padding-right: 12px; }\ndd.accordion-navigation span:before { content: \"\\F107\" }\ndd.accordion-navigation.active span:before { content: \"\\F105\" }\ndd.accordion-navigation.active span:before { content: \"\\F105\" }\n\n\n\n/* Lazy Load XT\n------------------------------------------------------------------- */\n\n/*! 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-webkit-box-sizing: $type; // Android < 2.3, iOS < 4\n -moz-box-sizing: $type; // Firefox < 29\n box-sizing: $type; // Chrome, IE 8+, Opera, Safari 5.1\n}\n\n// @mixins\n//\n// We use this to create isosceles triangles\n// $triangle-size - Used to set border-size. No default, set a px or em size.\n// $triangle-color - Used to set border-color which makes up triangle. No default\n// $triangle-direction - Used to determine which direction triangle points. Options: top, bottom, left, right\n@mixin css-triangle($triangle-size, $triangle-color, $triangle-direction) {\n content: \"\";\n display: block;\n width: 0;\n height: 0;\n border: inset $triangle-size;\n\n @if ($triangle-direction ==top) {\n border-color: $triangle-color transparent transparent transparent;\n border-top-style: solid;\n }\n\n @if ($triangle-direction ==bottom) {\n border-color: transparent transparent $triangle-color transparent;\n border-bottom-style: solid;\n }\n\n @if ($triangle-direction ==left) {\n border-color: transparent transparent transparent $triangle-color;\n border-left-style: solid;\n }\n\n @if ($triangle-direction ==right) {\n border-color: transparent $triangle-color transparent transparent;\n border-right-style: solid;\n }\n}\n\n// @mixins\n//\n// We use this to create the icon with three lines aka the hamburger icon, the menu-icon or the navicon\n// $width - Width of hamburger icon in rem\n// $left - If false, icon will be centered horizontally || explicitly set value in rem\n// $top - If false, icon will be centered vertically || explicitly set value in rem\n// $thickness - thickness of lines in hamburger icon, set value in px\n// $gap - spacing between the lines in hamburger icon, set value in px\n// $color - icon color\n// $hover-color - icon color during hover\n// $offcanvas - Set to true of @include in offcanvas\n@mixin hamburger($width, $left, $top, $thickness, $gap, $color, $hover-color, $offcanvas) {\n span::after {\n content: \"\";\n position: absolute;\n display: block;\n height: 0;\n\n @if $offcanvas {\n @if $top {\n top: $top;\n }\n\n @else {\n top: 50%;\n margin-top: (-$width/2);\n }\n\n @if $left {\n left: $left;\n }\n\n @else {\n left: ($tabbar-menu-icon-width - $width)/2;\n }\n }\n\n @else {\n top: 50%;\n margin-top: -($width/2);\n #{$opposite-direction}: $topbar-link-padding;\n }\n\n box-shadow: 0 0 0 $thickness $color,\n 0 ($gap + $thickness) 0 $thickness $color,\n 0 (2 * $gap + 2*$thickness) 0 $thickness $color;\n width: $width;\n }\n\n span:hover:after {\n box-shadow:\n 0 0 0 $thickness $hover-color,\n 0 $gap + $thickness 0 $thickness $hover-color,\n 0 (2 * $gap + 2*$thickness) 0 $thickness $hover-color;\n }\n}\n\n// We use this to do clear floats\n@mixin clearfix {\n\n &:before,\n &:after {\n content: \" \";\n display: table;\n }\n\n &:after {\n clear: both;\n }\n}\n\n// @mixins\n//\n// We use this to add a glowing effect to block elements\n// $selector - Used for selector state. Default: focus, Options: hover, active, visited\n// $fade-time - Default: 300ms\n// $glowing-effect-color - Default: fade-out($primary-color, .25)\n@mixin block-glowing-effect($selector: focus, $fade-time: 300ms, $glowing-effect-color: fade-out($primary-color, .25)) {\n transition: box-shadow $fade-time, border-color $fade-time ease-in-out;\n\n &:#{$selector} {\n box-shadow: 0 0 5px $glowing-effect-color;\n border-color: $glowing-effect-color;\n }\n}\n\n// @mixins\n//\n// We use this to translate elements in 2D\n// $horizontal: Default: 0\n// $vertical: Default: 0\n@mixin translate2d($horizontal: 0, $vertical: 0) {\n transform: translate($horizontal, $vertical)\n}\n\n// @mixins\n//\n// Makes an element visually hidden, but accessible.\n// @see http://snook.ca/archives/html_and_css/hiding-content-for-accessibility\n@mixin element-invisible {\n position: absolute !important;\n height: 1px;\n width: 1px;\n overflow: hidden;\n clip: rect(1px, 1px, 1px, 1px);\n}\n\n// @mixins\n//\n// Turns off the element-invisible effect.\n@mixin element-invisible-off {\n position: static !important;\n height: auto;\n width: auto;\n overflow: visible;\n clip: auto;\n}\n\n\n// We use these to control text direction settings\n$text-direction: ltr !default;\n$default-float: left !default;\n$opposite-direction: right !default;\n\n@if $text-direction ==ltr {\n $default-float: left;\n $opposite-direction: right;\n}\n\n@else {\n $default-float: right;\n $opposite-direction: left;\n}\n\n// We use these to control inset shadow shiny edges and depressions.\n$shiny-edge-size: 0 1px 0 !default;\n$shiny-edge-color: rgba(#fff, .5) !default;\n$shiny-edge-active-color: rgba(#000, .2) !default;\n\n// We use this to control whether or not CSS classes come through in the gem files.\n$include-html-classes: true !default;\n$include-print-styles: true !default;\n$include-html-global-classes: $include-html-classes !default;\n\n$column-gutter: rem-calc(30) !default;\n\n\n\n\n// d. Media Query Ranges\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n$small-range: (\n 0em,\n 40em\n);\n$medium-range: (\n 40.063em,\n 64em\n);\n$large-range: (\n 64.063em,\n 90em\n);\n$xlarge-range: (\n 90.063em,\n 120em\n);\n$xxlarge-range: (\n 120.063em,\n 99999999em\n);\n\n\n$screen: \"only screen\" !default;\n\n$landscape: \"#{$screen} and (orientation: landscape)\" !default;\n$portrait: \"#{$screen} and (orientation: portrait)\" !default;\n\n$small-up: $screen !default;\n$small-only: \"#{$screen} and (max-width: #{upper-bound($small-range)})\";\n\n$medium-up: \"#{$screen} and (min-width:#{lower-bound($medium-range)})\" !default;\n$medium-only: \"#{$screen} and (min-width:#{lower-bound($medium-range)}) and (max-width:#{upper-bound($medium-range)})\" !default;\n\n$large-up: \"#{$screen} and (min-width:#{lower-bound($large-range)})\" !default;\n$large-only: \"#{$screen} and (min-width:#{lower-bound($large-range)}) and (max-width:#{upper-bound($large-range)})\" !default;\n\n$xlarge-up: \"#{$screen} and (min-width:#{lower-bound($xlarge-range)})\" !default;\n$xlarge-only: \"#{$screen} and (min-width:#{lower-bound($xlarge-range)}) and (max-width:#{upper-bound($xlarge-range)})\" !default;\n\n$xxlarge-up: \"#{$screen} and (min-width:#{lower-bound($xxlarge-range)})\" !default;\n$xxlarge-only: \"#{$screen} and (min-width:#{lower-bound($xxlarge-range)}) and (max-width:#{upper-bound($xxlarge-range)})\" !default;\n\n// Legacy\n$small: $medium-up;\n$medium: $medium-up;\n$large: $large-up;\n\n//We use this as cursors values for enabling the option of having custom cursors in the whole site's stylesheet\n$cursor-auto-value: auto !default;\n$cursor-crosshair-value: crosshair !default;\n$cursor-default-value: default !default;\n$cursor-pointer-value: pointer !default;\n$cursor-help-value: help !default;\n$cursor-text-value: text !default;\n\n\n@include exports(\"global\") {\n\n // Meta styles are included in all builds, as they are a dependency of the Javascript.\n // Used to provide media query values for javascript components.\n // Forward slash placed around everything to convince PhantomJS to read the value.\n\n meta.foundation-version {\n font-family: \"/5.5.0/\";\n }\n\n meta.foundation-mq-small {\n font-family: \"/\" + unquote($small-up) + \"/\";\n width: lower-bound($small-range);\n }\n\n meta.foundation-mq-small-only {\n font-family: \"/\" + unquote($small-only) + \"/\";\n width: lower-bound($small-range);\n }\n\n meta.foundation-mq-medium {\n font-family: \"/\" + unquote($medium-up) + \"/\";\n width: lower-bound($medium-range);\n }\n\n meta.foundation-mq-medium-only {\n font-family: \"/\" + unquote($medium-only) + \"/\";\n width: lower-bound($medium-range);\n }\n\n meta.foundation-mq-large {\n font-family: \"/\" + unquote($large-up) + \"/\";\n width: lower-bound($large-range);\n }\n\n meta.foundation-mq-large-only {\n font-family: \"/\" + unquote($large-only) + \"/\";\n width: lower-bound($large-range);\n }\n\n meta.foundation-mq-xlarge {\n font-family: \"/\" + unquote($xlarge-up) + \"/\";\n width: lower-bound($xlarge-range);\n }\n\n meta.foundation-mq-xlarge-only {\n font-family: \"/\" + unquote($xlarge-only) + \"/\";\n width: lower-bound($xlarge-range);\n }\n\n meta.foundation-mq-xxlarge {\n font-family: \"/\" + unquote($xxlarge-up) + \"/\";\n width: lower-bound($xxlarge-range);\n }\n\n meta.foundation-data-attribute-namespace {\n font-family: #{$namespace};\n }\n\n @if $include-html-global-classes {\n\n // Must be 100% for off canvas to work\n html,\n body {\n height: 100%;\n }\n\n // Set box-sizing globally to handle padding and border widths\n *,\n *:before,\n *:after {\n @include box-sizing(border-box);\n }\n\n html,\n body {\n font-size: $base-font-size;\n }\n\n // Default body styles\n body {\n background: $body-bg;\n color: $body-font-color;\n padding: 0;\n margin: 0;\n font-family: $body-font-family;\n font-weight: $body-font-weight;\n font-style: $body-font-style;\n line-height: $base-line-height; // Set to $base-line-height to take on browser default of 150%\n position: relative;\n cursor: $cursor-auto-value;\n }\n\n a:hover {\n cursor: $cursor-pointer-value;\n }\n\n // Grid Defaults to get images and embeds to work properly\n img {\n max-width: 100%;\n height: auto;\n }\n\n img {\n -ms-interpolation-mode: bicubic;\n }\n\n #map_canvas,\n .map_canvas {\n\n img,\n embed,\n object {\n max-width: none !important;\n }\n }\n\n // Miscellaneous useful HTML classes\n .left {\n float: left !important;\n }\n\n .right {\n float: right !important;\n }\n\n .clearfix {\n @include clearfix;\n }\n\n // Hide visually and from screen readers\n .hide {\n display: none !important;\n visibility: hidden;\n }\n\n // Hide visually and from screen readers, but maintain layout\n .invisible {\n visibility: hidden;\n }\n\n // Font smoothing\n // Antialiased font smoothing works best for light text on a dark background.\n // Apply to single elements instead of globally to body.\n // Note this only applies to webkit-based desktop browsers and Firefox 25 (and later) on the Mac.\n .antialiased {\n -webkit-font-smoothing: antialiased;\n -moz-osx-font-smoothing: grayscale;\n }\n\n // Get rid of gap under images by making them display: inline-block; by default\n img {\n display: inline-block;\n vertical-align: middle;\n }\n\n //\n // Global resets for forms\n //\n\n // Make sure textarea takes on height automatically\n textarea {\n height: auto;\n min-height: 50px;\n }\n\n // Make select elements 100% width by default\n select {\n width: 100%;\n }\n }\n}","/// from https://github.com/Phlow/feeling-responsive/raw/gh-pages/_sass/_01_settings_colors.scss\n@charset \"utf-8\";\n/* TOC – Color Variables\n\n- Basics\n- Corporate Identity Colorpalette\n- Foundation Color Variables\n- Grey Scale\n- Topbar-Navigation\n- Footer\n- Code\n\n*/\n\n\n\n/* Basics\n------------------------------------------------------------------- */\n\n$text-color : #111;\n$body-font-color : $text-color;\n$body-bg : #fdfdfd;\n\n\n\n/* Corporate Identity Colorpalette\n https://color.adobe.com/de/Flat-Design-Colors-v2-color-theme-4341903/\n------------------------------------------------------------------- */\n\n$ci-1 : #334D5C; // dark turquoise\n$ci-2 : #45B29D; // turquoise\n$ci-3 : #EFC94C; // yellow\n$ci-4 : #E27A3F; // orange\n$ci-5 : #DF4949; // red\n$ci-6 : #A1D044; // green\n\n/// CIL overrides\n$ci-2 : #c92c99;\n$ci-6 : #e50695;\n\n\n/* Foundation Color Variables\n------------------------------------------------------------------- */\n\n$primary-color : $ci-1;\n$secondary-color : $ci-6;\n$alert-color : $ci-5;\n$success-color : $ci-6;\n$warning-color : $ci-4;\n$info-color : $ci-1;\n\n\n\n/* Grey Scale\n------------------------------------------------------------------- */\n\n$grey-1 : #E4E4E4;\n$grey-2 : #D7D7D7;\n$grey-3 : #CBCBCB;\n$grey-4 : #BEBEBE;\n$grey-5 : #A4A4A4;\n$grey-6 : #979797;\n$grey-7 : #8B8B8B;\n$grey-8 : #7E7E7E;\n$grey-9 : #646464;\n$grey-10 : #575757;\n$grey-11 : #4B4B4B;\n$grey-12 : #3E3E3E;\n$grey-13 : #313131;\n$grey-14 : #242424;\n$grey-15 : #171717;\n$grey-16 : #0B0B0B;\n\n/// CIL overrides\n$grey-8 : #043852;\n$grey-13 : #510c76;\n\n\n/* Topbar-Navigation\n------------------------------------------------------------------- */\n\n$topbar-bg-color : $body-bg;\n$topbar-bg : $topbar-bg-color;\n\n\n$topbar-dropdown-toggle-color: $ci-1;\n\n$topbar-link-color : #000;\n$topbar-link-color-hover: #000;\n$topbar-link-color-active: #000;\n$topbar-link-color-active-hover: #000;\n\n$topbar-dropdown-label-color: $ci-2;\n$topbar-dropdown-link-bg-hover: $ci-6;\n\n$topbar-link-bg-active: $ci-6; // Active Navigation Link\n$topbar-link-bg-hover: $ci-6;\n$topbar-link-bg-active-hover: $ci-2;\n\n\n$topbar-dropdown-bg: $ci-6; // Background Mobile Navigation\n$topbar-dropdown-link-color: #000;\n$topbar-dropdown-link-bg: $ci-2;\n\n$topbar-menu-link-color-toggled: $ci-1;\n$topbar-menu-icon-color-toggled: $ci-1;\n$topbar-menu-link-color: #000;\n$topbar-menu-icon-color: #000;\n$topbar-menu-link-color-toggled: $ci-6;\n$topbar-menu-icon-color-toggled: $ci-6;\n\n\n\n/* Footer\n------------------------------------------------------------------- */\n\n$footer-bg : $grey-8;\n$footer-color : #fff;\n$footer-link-color : $ci-6;\n\n\n$subfooter-bg : $grey-13;\n$subfooter-color : $grey-8;\n$subfooter-link-color: $grey-8;\n\n\n\n/* Code\n------------------------------------------------------------------- */\n\n$code-background-color: scale-color($secondary-color, $lightness: 70%);\n\n$highlight-background: #ffffff;\n$highlight-comment: #999988;\n$highlight-error: #a61717;\n$highlight-comment-special: #999999;\n$highlight-deleted: #000000;\n$highlight-error-2: #aa0000;\n$highlight-literal-string: #d14;\n$highlight-literal-number: #009999;\n$highlight-name-attribut: #008080;\n$highlight-error-background: #e3d2d2;\n$highlight-generic-deleted: #ffdddd;\n$highlight-generic-deleted-specific: #ffaaaa;\n$highlight-generic-inserted: #ddffdd;\n$highlight-generic-inserted-specific: #aaffaa;\n$highlight-generic-output: #888888;\n$highlight-generic-prompt: #555555;\n$highlight-subheading: #aaaaaa;\n$highlight-keyword-type: #445588;\n$highlight-name-builtin: #0086B3;\n$highlight-name-class: #445588;\n$highlight-name-entity: #800080;\n$highlight-name-exception: #990000;\n$highlight-name-function: #990000;\n$highlight-name-namespace: #555555;\n$highlight-name-tag: #000080;\n$highlight-text-whitespace: #bbbbbb;\n$highlight-literal-string-regex: #009926;\n$highlight-literal-string-symbol: #990073;\n","@charset \"utf-8\";\n/*! normalize.css v3.0.2 | MIT License | git.io/normalize */\n\n/**\n * 1. Set default font family to sans-serif.\n * 2. Prevent iOS text size adjust after orientation change, without disabling\n * user zoom.\n */\n\nhtml {\n font-family: sans-serif; /* 1 */\n -ms-text-size-adjust: 100%; /* 2 */\n -webkit-text-size-adjust: 100%; /* 2 */\n}\n\n/**\n * Remove default margin.\n */\n\nbody {\n margin: 0;\n}\n\n/* HTML5 display definitions\n ========================================================================== */\n\n/**\n * Correct `block` display not defined for any HTML5 element in IE 8/9.\n * Correct `block` display not defined for `details` or `summary` in IE 10/11\n * and Firefox.\n * Correct `block` display not defined for `main` in IE 11.\n */\n\narticle,\naside,\ndetails,\nfigcaption,\nfigure,\nfooter,\nheader,\nhgroup,\nmain,\nmenu,\nnav,\nsection,\nsummary {\n display: block;\n}\n\n/**\n * 1. Correct `inline-block` display not defined in IE 8/9.\n * 2. Normalize vertical alignment of `progress` in Chrome, Firefox, and Opera.\n */\n\naudio,\ncanvas,\nprogress,\nvideo {\n display: inline-block; /* 1 */\n vertical-align: baseline; /* 2 */\n}\n\n/**\n * Prevent modern browsers from displaying `audio` without controls.\n * Remove excess height in iOS 5 devices.\n */\n\naudio:not([controls]) {\n display: none;\n height: 0;\n}\n\n/**\n * Address `[hidden]` styling not present in IE 8/9/10.\n * Hide the `template` element in IE 8/9/11, Safari, and Firefox < 22.\n */\n\n[hidden],\ntemplate {\n display: none;\n}\n\n/* Links\n ========================================================================== */\n\n/**\n * Remove the gray background color from active links in IE 10.\n */\n\na {\n background-color: transparent;\n}\n\n/**\n * Improve readability when focused and also mouse hovered in all browsers.\n */\n\na:active,\na:hover {\n outline: 0;\n}\n\n/* Text-level semantics\n ========================================================================== */\n\n/**\n * Address styling not present in IE 8/9/10/11, Safari, and Chrome.\n */\n\nabbr[title] {\n border-bottom: 1px dotted;\n}\n\n/**\n * Address style set to `bolder` in Firefox 4+, Safari, and Chrome.\n */\n\nb,\nstrong {\n font-weight: bold;\n}\n\n/**\n * Address styling not present in Safari and Chrome.\n */\n\ndfn {\n font-style: italic;\n}\n\n/**\n * Address variable `h1` font-size and margin within `section` and `article`\n * contexts in Firefox 4+, Safari, and Chrome.\n */\n\nh1 {\n font-size: 2em;\n margin: 0.67em 0;\n}\n\n/**\n * Address styling not present in IE 8/9.\n */\n\nmark {\n background: #ff0;\n color: #000;\n}\n\n/**\n * Address inconsistent and variable font size in all browsers.\n */\n\nsmall {\n font-size: 80%;\n}\n\n/**\n * Prevent `sub` and `sup` affecting `line-height` in all browsers.\n */\n\nsub,\nsup {\n font-size: 75%;\n line-height: 0;\n position: relative;\n vertical-align: baseline;\n}\n\nsup {\n top: -0.5em;\n}\n\nsub {\n bottom: -0.25em;\n}\n\n/* Embedded content\n ========================================================================== */\n\n/**\n * Remove border when inside `a` element in IE 8/9/10.\n */\n\nimg {\n border: 0;\n}\n\n/**\n * Correct overflow not hidden in IE 9/10/11.\n */\n\nsvg:not(:root) {\n overflow: hidden;\n}\n\n/* Grouping content\n ========================================================================== */\n\n/**\n * Address margin not present in IE 8/9 and Safari.\n */\n\nfigure {\n margin: 1em 40px;\n}\n\n/**\n * Address differences between Firefox and other browsers.\n */\n\nhr {\n -moz-box-sizing: content-box;\n box-sizing: content-box;\n height: 0;\n}\n\n/**\n * Contain overflow in all browsers.\n */\n\npre {\n overflow: auto;\n}\n\n/**\n * Address odd `em`-unit font size rendering in all browsers.\n */\n\ncode,\nkbd,\npre,\nsamp {\n font-family: monospace, monospace;\n font-size: 1em;\n}\n\n/* Forms\n ========================================================================== */\n\n/**\n * Known limitation: by default, Chrome and Safari on OS X allow very limited\n * styling of `select`, unless a `border` property is set.\n */\n\n/**\n * 1. Correct color not being inherited.\n * Known issue: affects color of disabled elements.\n * 2. Correct font properties not being inherited.\n * 3. Address margins set differently in Firefox 4+, Safari, and Chrome.\n */\n\nbutton,\ninput,\noptgroup,\nselect,\ntextarea {\n color: inherit; /* 1 */\n font: inherit; /* 2 */\n margin: 0; /* 3 */\n}\n\n/**\n * Address `overflow` set to `hidden` in IE 8/9/10/11.\n */\n\nbutton {\n overflow: visible;\n}\n\n/**\n * Address inconsistent `text-transform` inheritance for `button` and `select`.\n * All other form control elements do not inherit `text-transform` values.\n * Correct `button` style inheritance in Firefox, IE 8/9/10/11, and Opera.\n * Correct `select` style inheritance in Firefox.\n */\n\nbutton,\nselect {\n text-transform: none;\n}\n\n/**\n * 1. Avoid the WebKit bug in Android 4.0.* where (2) destroys native `audio`\n * and `video` controls.\n * 2. Correct inability to style clickable `input` types in iOS.\n * 3. Improve usability and consistency of cursor style between image-type\n * `input` and others.\n */\n\nbutton,\nhtml input[type=\"button\"], /* 1 */\ninput[type=\"reset\"],\ninput[type=\"submit\"] {\n -webkit-appearance: button; /* 2 */\n cursor: pointer; /* 3 */\n}\n\n/**\n * Re-set default cursor for disabled elements.\n */\n\nbutton[disabled],\nhtml input[disabled] {\n cursor: default;\n}\n\n/**\n * Remove inner padding and border in Firefox 4+.\n */\n\nbutton::-moz-focus-inner,\ninput::-moz-focus-inner {\n border: 0;\n padding: 0;\n}\n\n/**\n * Address Firefox 4+ setting `line-height` on `input` using `!important` in\n * the UA stylesheet.\n */\n\ninput {\n line-height: normal;\n}\n\n/**\n * It's recommended that you don't attempt to style these elements.\n * Firefox's implementation doesn't respect box-sizing, padding, or width.\n *\n * 1. Address box sizing set to `content-box` in IE 8/9/10.\n * 2. Remove excess padding in IE 8/9/10.\n */\n\ninput[type=\"checkbox\"],\ninput[type=\"radio\"] {\n box-sizing: border-box; /* 1 */\n padding: 0; /* 2 */\n}\n\n/**\n * Fix the cursor style for Chrome's increment/decrement buttons. For certain\n * `font-size` values of the `input`, it causes the cursor style of the\n * decrement button to change from `default` to `text`.\n */\n\ninput[type=\"number\"]::-webkit-inner-spin-button,\ninput[type=\"number\"]::-webkit-outer-spin-button {\n height: auto;\n}\n\n/**\n * 1. Address `appearance` set to `searchfield` in Safari and Chrome.\n * 2. Address `box-sizing` set to `border-box` in Safari and Chrome\n * (include `-moz` to future-proof).\n */\n\ninput[type=\"search\"] {\n -webkit-appearance: textfield; /* 1 */\n -moz-box-sizing: content-box;\n -webkit-box-sizing: content-box; /* 2 */\n box-sizing: content-box;\n}\n\n/**\n * Remove inner padding and search cancel button in Safari and Chrome on OS X.\n * Safari (but not Chrome) clips the cancel button when the search input has\n * padding (and `textfield` appearance).\n */\n\ninput[type=\"search\"]::-webkit-search-cancel-button,\ninput[type=\"search\"]::-webkit-search-decoration {\n -webkit-appearance: none;\n}\n\n/**\n * Define consistent border, margin, and padding.\n */\n\nfieldset {\n border: 1px solid #c0c0c0;\n margin: 0 2px;\n padding: 0.35em 0.625em 0.75em;\n}\n\n/**\n * 1. Correct `color` not being inherited in IE 8/9/10/11.\n * 2. Remove padding so people aren't caught out if they zero out fieldsets.\n */\n\nlegend {\n border: 0; /* 1 */\n padding: 0; /* 2 */\n}\n\n/**\n * Remove default vertical scrollbar in IE 8/9/10/11.\n */\n\ntextarea {\n overflow: auto;\n}\n\n/**\n * Don't inherit the `font-weight` (applied by a rule above).\n * NOTE: the default cannot safely be changed in Chrome and Safari on OS X.\n */\n\noptgroup {\n font-weight: bold;\n}\n\n/* Tables\n ========================================================================== */\n\n/**\n * Remove most spacing between table cells.\n */\n\ntable {\n border-collapse: collapse;\n border-spacing: 0;\n}\n\ntd,\nth {\n padding: 0;\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n$include-html-grid-classes: $include-html-classes !default;\n$include-xl-html-grid-classes: false !default;\n\n$row-width: rem-calc(1000) !default;\n$total-columns: 12 !default;\n\n$last-child-float: $opposite-direction !default;\n\n//\n// Grid Functions\n//\n\n// Deprecated: We'll drop support for this in 5.1, use grid-calc()\n@function gridCalc($colNumber, $totalColumns) {\n @warn \"gridCalc() is deprecated, use grid-calc()\";\n @return grid-calc($colNumber, $totalColumns);\n}\n\n// @FUNCTION\n// $colNumber - Found in settings file\n// $totalColumns - Found in settings file\n@function grid-calc($colNumber, $totalColumns) {\n @return percentage(calc($colNumber / $totalColumns));\n}\n\n//\n// @mixins\n//\n\n// For creating container, nested, and collapsed rows.\n//\n//\n// $behavior - Any special behavior for this row? Default: false. Options: nest, collapse, nest-collapse, false.\n@mixin grid-row($behavior: false) {\n\n // use @include grid-row(nest); to include a nested row\n @if $behavior ==nest {\n width: auto;\n margin-#{$default-float}: - calc($column-gutter/2);\n margin-#{$opposite-direction}: - calc($column-gutter/2);\n margin-top: 0;\n margin-bottom: 0;\n max-width: none;\n }\n\n // use @include grid-row(collapse); to collapsed a container row margins\n @else if $behavior ==collapse {\n width: 100%;\n margin: 0;\n max-width: $row-width;\n }\n\n // use @include grid-row(nest-collapse); to collapse outer margins on a nested row\n @else if $behavior ==nest-collapse {\n width: auto;\n margin: 0;\n max-width: none;\n }\n\n // use @include grid-row; to use a container row\n @else {\n width: 100%;\n margin-#{$default-float}: auto;\n margin-#{$opposite-direction}: auto;\n margin-top: 0;\n margin-bottom: 0;\n max-width: $row-width;\n }\n\n // Clearfix for all rows\n @include clearfix();\n}\n\n// Creates a column, should be used inside of a media query to control layouts\n//\n// $columns - The number of columns this should be\n// $last-column - Is this the last column? Default: false.\n// $center - Center these columns? Default: false.\n// $offset - # of columns to offset. Default: false.\n// $push - # of columns to push. Default: false.\n// $pull - # of columns to pull. Default: false.\n// $collapse - Get rid of gutter padding on column? Default: false.\n// $float - Should this float? Default: true. Options: true, false, left, right.\n@mixin grid-column($columns: false,\n $last-column: false,\n $center: false,\n $offset: false,\n $push: false,\n $pull: false,\n $collapse: false,\n $float: true,\n $position: false) {\n\n // If positioned for default .column, include relative position\n // push and pull require position set\n @if $position or $push or $pull {\n position: relative;\n }\n\n // If collapsed, get rid of gutter padding\n @if $collapse {\n padding-left: 0;\n padding-right: 0;\n }\n\n // Gutter padding whenever a column isn't set to collapse\n // (use $collapse:null to do nothing)\n @else if $collapse ==false {\n padding-left: calc($column-gutter / 2);\n padding-right: calc($column-gutter / 2);\n }\n\n // If a column number is given, calculate width\n @if $columns {\n width: grid-calc($columns, $total-columns);\n\n // If last column, float naturally instead of to the right\n @if $last-column {\n float: $opposite-direction;\n }\n }\n\n // Source Ordering, adds left/right depending on which you use.\n @if $push {\n #{$default-float}: grid-calc($push, $total-columns);\n #{$opposite-direction}: auto;\n }\n\n @if $pull {\n #{$opposite-direction}: grid-calc($pull, $total-columns);\n #{$default-float}: auto;\n }\n\n @if $float {\n @if $float ==left or $float ==true {\n float: $default-float;\n }\n\n @else if $float ==right {\n float: $opposite-direction;\n }\n\n @else {\n float: none;\n }\n }\n\n // If centered, get rid of float and add appropriate margins\n @if $center {\n margin-#{$default-float}: auto;\n margin-#{$opposite-direction}: auto;\n float: none;\n }\n\n // If offset, calculate appropriate margins\n @if $offset {\n margin-#{$default-float}: grid-calc($offset, $total-columns) !important;\n }\n\n}\n\n// Create presentational classes for grid\n//\n// $size - Name of class to use, i.e. \"large\" will generate .large-1, .large-2, etc.\n@mixin grid-html-classes($size) {\n\n @for $i from 0 through $total-columns - 1 {\n .#{$size}-push-#{$i} {\n @include grid-column($push: $i, $collapse: null, $float: false);\n }\n\n .#{$size}-pull-#{$i} {\n @include grid-column($pull: $i, $collapse: null, $float: false);\n }\n }\n\n .column,\n .columns {\n @include grid-column($columns: false, $position: true);\n }\n\n\n @for $i from 1 through $total-columns {\n .#{$size}-#{$i} {\n @include grid-column($columns: $i, $collapse: null, $float: false);\n }\n }\n\n @for $i from 0 through $total-columns - 1 {\n .#{$size}-offset-#{$i} {\n @include grid-column($offset: $i, $collapse: null, $float: false);\n }\n }\n\n .#{$size}-reset-order {\n margin-#{$default-float}: 0;\n margin-#{$opposite-direction}: 0;\n left: auto;\n right: auto;\n float: $default-float;\n }\n\n .column.#{$size}-centered,\n .columns.#{$size}-centered {\n @include grid-column($center: true, $collapse: null, $float: false);\n }\n\n .column.#{$size}-uncentered,\n .columns.#{$size}-uncentered {\n margin-#{$default-float}: 0;\n margin-#{$opposite-direction}: 0;\n float: $default-float;\n }\n\n // Fighting [class*=\"column\"] + [class*=\"column\"]:last-child\n .column.#{$size}-centered:last-child,\n .columns.#{$size}-centered:last-child {\n float: none;\n }\n\n // Fighting .column.-centered:last-child\n .column.#{$size}-uncentered:last-child,\n .columns.#{$size}-uncentered:last-child {\n float: $default-float;\n }\n\n .column.#{$size}-uncentered.opposite,\n .columns.#{$size}-uncentered.opposite {\n float: $opposite-direction;\n }\n\n .row {\n &.#{$size}-collapse {\n\n >.column,\n >.columns {\n @include grid-column($collapse: true, $float: false);\n }\n\n .row {\n margin-left: 0;\n margin-right: 0;\n }\n }\n\n &.#{$size}-uncollapse {\n\n >.column,\n >.columns {\n @include grid-column;\n }\n }\n }\n}\n\n@include exports(\"grid\") {\n @if $include-html-grid-classes {\n .row {\n @include grid-row;\n\n &.collapse {\n\n >.column,\n >.columns {\n @include grid-column($collapse: true, $float: false);\n }\n\n .row {\n margin-left: 0;\n margin-right: 0;\n }\n }\n\n .row {\n @include grid-row($behavior: nest);\n\n &.collapse {\n @include grid-row($behavior: nest-collapse);\n }\n }\n }\n\n .column,\n .columns {\n @include grid-column($columns: $total-columns);\n }\n\n [class*=\"column\"]+[class*=\"column\"]:last-child {\n float: $last-child-float;\n }\n\n [class*=\"column\"]+[class*=\"column\"].end {\n float: $default-float;\n }\n\n @media #{$small-up} {\n @include grid-html-classes($size: small);\n }\n\n @media #{$medium-up} {\n @include grid-html-classes($size: medium);\n\n // Old push and pull classes\n @for $i from 0 through $total-columns - 1 {\n .push-#{$i} {\n @include grid-column($push: $i, $collapse: null, $float: false);\n }\n\n .pull-#{$i} {\n @include grid-column($pull: $i, $collapse: null, $float: false);\n }\n }\n }\n\n @media #{$large-up} {\n @include grid-html-classes($size: large);\n\n @for $i from 0 through $total-columns - 1 {\n .push-#{$i} {\n @include grid-column($push: $i, $collapse: null, $float: false);\n }\n\n .pull-#{$i} {\n @include grid-column($pull: $i, $collapse: null, $float: false);\n }\n }\n }\n }\n\n @if $include-xl-html-grid-classes {\n @media #{$xlarge-up} {\n @include grid-html-classes($size: xlarge);\n }\n\n @media #{$xxlarge-up} {\n @include grid-html-classes($size: xxlarge);\n }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"../functions\";\n//\n// Foundation Variables\n//\n\n// Data attribute namespace\n// styles get applied to [data-mysite-plugin], etc\n$namespace: false !default;\n\n// The default font-size is set to 100% of the browser style sheet (usually 16px)\n// for compatibility with browser-based text zoom or user-set defaults.\n\n// Since the typical default browser font-size is 16px, that makes the calculation for grid size.\n// If you want your base font-size to be different and not have it affect the grid breakpoints,\n// set $rem-base to $base-font-size and make sure $base-font-size is a px value.\n$base-font-size: 100% !default;\n\n// $base-line-height is 24px while $base-font-size is 16px\n$base-line-height: 1.5 !default;\n\n//\n// Global Foundation Mixins\n//\n\n// @mixins\n//\n// We use this to control border radius.\n// $radius - Default: $global-radius || 4px\n@mixin radius($radius: $global-radius) {\n @if $radius {\n border-radius: $radius;\n }\n}\n\n// @mixins\n//\n// We use this to create equal side border radius on elements.\n// $side - Options: left, right, top, bottom\n@mixin side-radius($side, $radius: $global-radius) {\n @if ($side ==left or $side ==right) {\n -webkit-border-bottom-#{$side}-radius: $radius;\n -webkit-border-top-#{$side}-radius: $radius;\n border-bottom-#{$side}-radius: $radius;\n border-top-#{$side}-radius: $radius;\n }\n\n @else {\n -webkit-#{$side}-left-radius: $radius;\n -webkit-#{$side}-right-radius: $radius;\n border-#{$side}-left-radius: $radius;\n border-#{$side}-right-radius: $radius;\n }\n}\n\n// @mixins\n//\n// We can control whether or not we have inset shadows edges.\n// $active - Default: true, Options: false\n@mixin inset-shadow($active: true) {\n box-shadow: $shiny-edge-size $shiny-edge-color inset;\n\n @if $active {\n &:active {\n box-shadow: $shiny-edge-size $shiny-edge-active-color inset;\n }\n }\n}\n\n// @mixins\n//\n// We use this to add transitions to elements\n// $property - Default: all, Options: http://www.w3.org/TR/css3-transitions/#animatable-properties\n// $speed - Default: 300ms\n// $ease - Default:ease-out, Options: http://css-tricks.com/almanac/properties/t/transition-timing-function/\n@mixin single-transition($property: all, $speed: 300ms, $ease: ease-out) {\n transition: $property $speed $ease;\n}\n\n// @mixins\n//\n// We use this to add box-sizing across browser prefixes\n@mixin box-sizing($type: border-box) {\n -webkit-box-sizing: $type; // Android < 2.3, iOS < 4\n -moz-box-sizing: $type; // Firefox < 29\n box-sizing: $type; // Chrome, IE 8+, Opera, Safari 5.1\n}\n\n// @mixins\n//\n// We use this to create isosceles triangles\n// $triangle-size - Used to set border-size. No default, set a px or em size.\n// $triangle-color - Used to set border-color which makes up triangle. No default\n// $triangle-direction - Used to determine which direction triangle points. Options: top, bottom, left, right\n@mixin css-triangle($triangle-size, $triangle-color, $triangle-direction) {\n content: \"\";\n display: block;\n width: 0;\n height: 0;\n border: inset $triangle-size;\n\n @if ($triangle-direction ==top) {\n border-color: $triangle-color transparent transparent transparent;\n border-top-style: solid;\n }\n\n @if ($triangle-direction ==bottom) {\n border-color: transparent transparent $triangle-color transparent;\n border-bottom-style: solid;\n }\n\n @if ($triangle-direction ==left) {\n border-color: transparent transparent transparent $triangle-color;\n border-left-style: solid;\n }\n\n @if ($triangle-direction ==right) {\n border-color: transparent $triangle-color transparent transparent;\n border-right-style: solid;\n }\n}\n\n// @mixins\n//\n// We use this to create the icon with three lines aka the hamburger icon, the menu-icon or the navicon\n// $width - Width of hamburger icon in rem\n// $left - If false, icon will be centered horizontally || explicitly set value in rem\n// $top - If false, icon will be centered vertically || explicitly set value in rem\n// $thickness - thickness of lines in hamburger icon, set value in px\n// $gap - spacing between the lines in hamburger icon, set value in px\n// $color - icon color\n// $hover-color - icon color during hover\n// $offcanvas - Set to true of @include in offcanvas\n@mixin hamburger($width, $left, $top, $thickness, $gap, $color, $hover-color, $offcanvas) {\n span::after {\n content: \"\";\n position: absolute;\n display: block;\n height: 0;\n\n @if $offcanvas {\n @if $top {\n top: $top;\n }\n\n @else {\n top: 50%;\n margin-top: (-$width/2);\n }\n\n @if $left {\n left: $left;\n }\n\n @else {\n left: ($tabbar-menu-icon-width - $width)/2;\n }\n }\n\n @else {\n top: 50%;\n margin-top: -(calc($width / 2));\n #{$opposite-direction}: $topbar-link-padding;\n }\n\n box-shadow: 0 0 0 $thickness $color,\n 0 ($gap + $thickness) 0 $thickness $color,\n 0 (2 * $gap + 2*$thickness) 0 $thickness $color;\n width: $width;\n }\n\n span:hover:after {\n box-shadow:\n 0 0 0 $thickness $hover-color,\n 0 $gap + $thickness 0 $thickness $hover-color,\n 0 (2 * $gap + 2*$thickness) 0 $thickness $hover-color;\n }\n}\n\n// We use this to do clear floats\n@mixin clearfix {\n\n &:before,\n &:after {\n content: \" \";\n display: table;\n }\n\n &:after {\n clear: both;\n }\n}\n\n// @mixins\n//\n// We use this to add a glowing effect to block elements\n// $selector - Used for selector state. Default: focus, Options: hover, active, visited\n// $fade-time - Default: 300ms\n// $glowing-effect-color - Default: fade-out($primary-color, .25)\n@mixin block-glowing-effect($selector: focus, $fade-time: 300ms, $glowing-effect-color: fade-out($primary-color, .25)) {\n transition: box-shadow $fade-time, border-color $fade-time ease-in-out;\n\n &:#{$selector} {\n box-shadow: 0 0 5px $glowing-effect-color;\n border-color: $glowing-effect-color;\n }\n}\n\n// @mixins\n//\n// We use this to translate elements in 2D\n// $horizontal: Default: 0\n// $vertical: Default: 0\n@mixin translate2d($horizontal: 0, $vertical: 0) {\n transform: translate($horizontal, $vertical)\n}\n\n// @mixins\n//\n// Makes an element visually hidden, but accessible.\n// @see http://snook.ca/archives/html_and_css/hiding-content-for-accessibility\n@mixin element-invisible {\n position: absolute !important;\n height: 1px;\n width: 1px;\n overflow: hidden;\n clip: rect(1px, 1px, 1px, 1px);\n}\n\n// @mixins\n//\n// Turns off the element-invisible effect.\n@mixin element-invisible-off {\n position: static !important;\n height: auto;\n width: auto;\n overflow: visible;\n clip: auto;\n}\n\n$white : #FFFFFF !default;\n$ghost : #FAFAFA !default;\n$snow : #F9F9F9 !default;\n$vapor : #F6F6F6 !default;\n$white-smoke : #F5F5F5 !default;\n$silver : #EFEFEF !default;\n$smoke : #EEEEEE !default;\n$gainsboro : #DDDDDD !default;\n$iron : #CCCCCC !default;\n$base : #AAAAAA !default;\n$aluminum : #999999 !default;\n$jumbo : #888888 !default;\n$monsoon : #777777 !default;\n$steel : #666666 !default;\n$charcoal : #555555 !default;\n$tuatara : #444444 !default;\n$oil : #333333 !default;\n$jet : #222222 !default;\n$black : #000000 !default;\n\n// We use these as default colors throughout\n$primary-color: #008CBA !default; // bondi-blue\n$secondary-color: #e7e7e7 !default; // white-lilac\n$alert-color: #f04124 !default; // cinnabar\n$success-color: #43AC6A !default; // sea-green\n$warning-color: #f08a24 !default; // carrot\n$info-color: #a0d3e8 !default; // cornflower\n\n// We use these to define default font stacks\n$font-family-sans-serif: \"Helvetica Neue\", Helvetica, Roboto, Arial, sans-serif !default;\n$font-family-serif: Georgia, Cambria, \"Times New Roman\", Times, serif !default;\n$font-family-monospace: Consolas, \"Liberation Mono\", Courier, monospace !default;\n\n// We use these to define default font weights\n$font-weight-normal: normal !default;\n$font-weight-bold: bold !default;\n\n// We use these to control various global styles\n$body-bg: #fff !default;\n$body-font-color: #222 !default;\n$body-font-family: $font-family-sans-serif !default;\n$body-font-weight: $font-weight-normal !default;\n$body-font-style: normal !default;\n\n// We use this to control font-smoothing\n$font-smoothing: antialiased !default;\n\n// We use these to control text direction settings\n$text-direction: ltr !default;\n$default-float: left !default;\n$opposite-direction: right !default;\n\n@if $text-direction ==ltr {\n $default-float: left;\n $opposite-direction: right;\n}\n\n@else {\n $default-float: right;\n $opposite-direction: left;\n}\n\n// We use these to make sure border radius matches unless we want it different.\n$global-radius: 3px !default;\n$global-rounded: 1000px !default;\n\n// We use these to control inset shadow shiny edges and depressions.\n$shiny-edge-size: 0 1px 0 !default;\n$shiny-edge-color: rgba(#fff, .5) !default;\n$shiny-edge-active-color: rgba(#000, .2) !default;\n\n// We use this to control whether or not CSS classes come through in the gem files.\n$include-html-classes: true !default;\n$include-print-styles: true !default;\n$include-html-global-classes: $include-html-classes !default;\n\n$column-gutter: rem-calc(30) !default;\n\n// Media Query Ranges\n$small-range: (\n 0,\n 40em) !default;\n$medium-range: (\n 40.063em,\n 64em) !default;\n$large-range: (\n 64.063em,\n 90em) !default;\n$xlarge-range: (\n 90.063em,\n 120em) !default;\n$xxlarge-range: (\n 120.063em,\n 99999999em) !default;\n\n\n$screen: \"only screen\" !default;\n\n$landscape: \"#{$screen} and (orientation: landscape)\" !default;\n$portrait: \"#{$screen} and (orientation: portrait)\" !default;\n\n$small-up: $screen !default;\n$small-only: \"#{$screen} and (max-width: #{upper-bound($small-range)})\" !default;\n\n$medium-up: \"#{$screen} and (min-width:#{lower-bound($medium-range)})\" !default;\n$medium-only: \"#{$screen} and (min-width:#{lower-bound($medium-range)}) and (max-width:#{upper-bound($medium-range)})\" !default;\n\n$large-up: \"#{$screen} and (min-width:#{lower-bound($large-range)})\" !default;\n$large-only: \"#{$screen} and (min-width:#{lower-bound($large-range)}) and (max-width:#{upper-bound($large-range)})\" !default;\n\n$xlarge-up: \"#{$screen} and (min-width:#{lower-bound($xlarge-range)})\" !default;\n$xlarge-only: \"#{$screen} and (min-width:#{lower-bound($xlarge-range)}) and (max-width:#{upper-bound($xlarge-range)})\" !default;\n\n$xxlarge-up: \"#{$screen} and (min-width:#{lower-bound($xxlarge-range)})\" !default;\n$xxlarge-only: \"#{$screen} and (min-width:#{lower-bound($xxlarge-range)}) and (max-width:#{upper-bound($xxlarge-range)})\" !default;\n\n// Legacy\n$small: $medium-up;\n$medium: $medium-up;\n$large: $large-up;\n\n\n//We use this as cursors values for enabling the option of having custom cursors in the whole site's stylesheet\n$cursor-auto-value: auto !default;\n$cursor-crosshair-value: crosshair !default;\n$cursor-default-value: default !default;\n$cursor-pointer-value: pointer !default;\n$cursor-help-value: help !default;\n$cursor-text-value: text !default;\n\n\n@include exports(\"global\") {\n\n // Meta styles are included in all builds, as they are a dependency of the Javascript.\n // Used to provide media query values for javascript components.\n // Forward slash placed around everything to convince PhantomJS to read the value.\n\n meta.foundation-version {\n font-family: \"/5.5.0/\";\n }\n\n meta.foundation-mq-small {\n font-family: \"/\" + unquote($small-up) + \"/\";\n width: lower-bound($small-range\n );\n}\n\nmeta.foundation-mq-small-only {\n font-family: \"/\" + unquote($small-only) + \"/\";\n width: lower-bound($small-range);\n}\n\nmeta.foundation-mq-medium {\n font-family: \"/\" + unquote($medium-up) + \"/\";\n width: lower-bound($medium-range);\n}\n\nmeta.foundation-mq-medium-only {\n font-family: \"/\" + unquote($medium-only) + \"/\";\n width: lower-bound($medium-range);\n}\n\nmeta.foundation-mq-large {\n font-family: \"/\" + unquote($large-up) + \"/\";\n width: lower-bound($large-range);\n}\n\nmeta.foundation-mq-large-only {\n font-family: \"/\" + unquote($large-only) + \"/\";\n width: lower-bound($large-range);\n}\n\nmeta.foundation-mq-xlarge {\n font-family: \"/\" + unquote($xlarge-up) + \"/\";\n width: lower-bound($xlarge-range);\n}\n\nmeta.foundation-mq-xlarge-only {\n font-family: \"/\" + unquote($xlarge-only) + \"/\";\n width: lower-bound($xlarge-range);\n}\n\nmeta.foundation-mq-xxlarge {\n font-family: \"/\" + unquote($xxlarge-up) + \"/\";\n width: lower-bound($xxlarge-range);\n}\n\nmeta.foundation-data-attribute-namespace {\n font-family: #{$namespace};\n}\n\n@if $include-html-global-classes {\n\n // Must be 100% for off canvas to work\n html,\n body {\n height: 100%;\n }\n\n // Set box-sizing globally to handle padding and border widths\n *,\n *:before,\n *:after {\n @include box-sizing(border-box);\n }\n\n html,\n body {\n font-size: $base-font-size;\n }\n\n // Default body styles\n body {\n background: $body-bg;\n color: $body-font-color;\n padding: 0;\n margin: 0;\n font-family: $body-font-family;\n font-weight: $body-font-weight;\n font-style: $body-font-style;\n line-height: $base-line-height; // Set to $base-line-height to take on browser default of 150%\n position: relative;\n cursor: $cursor-auto-value;\n }\n\n a:hover {\n cursor: $cursor-pointer-value;\n }\n\n // Grid Defaults to get images and embeds to work properly\n img {\n max-width: 100%;\n height: auto;\n }\n\n img {\n -ms-interpolation-mode: bicubic;\n }\n\n #map_canvas,\n .map_canvas {\n\n img,\n embed,\n object {\n max-width: none !important;\n }\n }\n\n // Miscellaneous useful HTML classes\n .left {\n float: left !important;\n }\n\n .right {\n float: right !important;\n }\n\n .clearfix {\n @include clearfix;\n }\n\n // Hide visually and from screen readers\n .hide {\n display: none !important;\n visibility: hidden;\n }\n\n // Hide visually and from screen readers, but maintain layout\n .invisible {\n visibility: hidden;\n }\n\n // Font smoothing\n // Antialiased font smoothing works best for light text on a dark background.\n // Apply to single elements instead of globally to body.\n // Note this only applies to webkit-based desktop browsers and Firefox 25 (and later) on the Mac.\n .antialiased {\n -webkit-font-smoothing: antialiased;\n -moz-osx-font-smoothing: grayscale;\n }\n\n // Get rid of gap under images by making them display: inline-block; by default\n img {\n display: inline-block;\n vertical-align: middle;\n }\n\n //\n // Global resets for forms\n //\n\n // Make sure textarea takes on height automatically\n textarea {\n height: auto;\n min-height: 50px;\n }\n\n // Make select elements 100% width by default\n select {\n width: 100%;\n }\n}\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n$include-html-button-classes: $include-html-classes !default;\n\n// We use these to build padding for buttons.\n$button-tny: rem-calc(10) !default;\n$button-sml: rem-calc(14) !default;\n$button-med: rem-calc(16) !default;\n$button-lrg: rem-calc(18) !default;\n\n// We use this to control the display property.\n$button-display: inline-block !default;\n$button-margin-bottom: rem-calc(20) !default;\n\n// We use these to control button text styles.\n$button-font-family: $body-font-family !default;\n$button-font-color: $white !default;\n$button-font-color-alt: $oil !default;\n$button-font-tny: rem-calc(11) !default;\n$button-font-sml: rem-calc(13) !default;\n$button-font-med: rem-calc(16) !default;\n$button-font-lrg: rem-calc(20) !default;\n$button-font-weight: $font-weight-normal !default;\n$button-font-align: center !default;\n\n// We use these to control various hover effects.\n$button-function-factor: -20% !default;\n\n// We use these to control button border styles.\n$button-border-width: 0 !default;\n$button-border-style: solid !default;\n$button-bg-color: $primary-color !default;\n$button-bg-hover: scale-color($button-bg-color, $lightness: $button-function-factor) !default;\n$button-border-color: $button-bg-hover !default;\n$secondary-button-bg-hover: scale-color($secondary-color, $lightness: $button-function-factor) !default;\n$secondary-button-border-color: $secondary-button-bg-hover !default;\n$success-button-bg-hover: scale-color($success-color, $lightness: $button-function-factor) !default;\n$success-button-border-color: $success-button-bg-hover !default;\n$alert-button-bg-hover: scale-color($alert-color, $lightness: $button-function-factor) !default;\n$alert-button-border-color: $alert-button-bg-hover !default;\n$warning-button-bg-hover: scale-color($warning-color, $lightness: $button-function-factor) !default;\n$warning-button-border-color: $warning-button-bg-hover !default;\n$info-button-bg-hover: scale-color($info-color, $lightness: $button-function-factor) !default;\n$info-button-border-color: $info-button-bg-hover !default;\n\n// We use this to set the default radius used throughout the core.\n$button-radius: $global-radius !default;\n$button-round: $global-rounded !default;\n\n// We use this to set default opacity and cursor for disabled buttons.\n$button-disabled-opacity: 0.7 !default;\n$button-disabled-cursor: $cursor-default-value !default;\n\n\n//\n// @MIXIN\n//\n// We use this mixin to create a default button base.\n//\n// $style - Sets base styles. Can be set to false. Default: true.\n// $display - Used to control display property. Default: $button-display || inline-block\n\n@mixin button-base($style:true, $display:$button-display) {\n @if $style {\n border-style: $button-border-style;\n border-width: $button-border-width;\n cursor: $cursor-pointer-value;\n font-family: $button-font-family;\n font-weight: $button-font-weight;\n line-height: normal;\n margin: 0 0 $button-margin-bottom;\n position: relative;\n text-decoration: none;\n text-align: $button-font-align;\n -webkit-appearance: none;\n border-radius:0;\n }\n @if $display { display: $display; }\n}\n\n// @MIXIN\n//\n// We use this mixin to add button size styles\n//\n// $padding - Used to build padding for buttons Default: $button-med ||= rem-calc(12)\n// $full-width - We can set $full-width:true to remove side padding extend width - Default: false\n\n@mixin button-size($padding:$button-med, $full-width:false) {\n\n // We control which padding styles come through,\n // these can be turned off by setting $padding:false\n @if $padding {\n padding-top: $padding;\n padding-#{$opposite-direction}: $padding * 2;\n padding-bottom: $padding + rem-calc(1);\n padding-#{$default-float}: $padding * 2;\n\n // We control the font-size based on mixin input.\n @if $padding == $button-med { font-size: $button-font-med; }\n @else if $padding == $button-tny { font-size: $button-font-tny; }\n @else if $padding == $button-sml { font-size: $button-font-sml; }\n @else if $padding == $button-lrg { font-size: $button-font-lrg; }\n }\n\n // We can set $full-width:true to remove side padding extend width.\n @if $full-width {\n // We still need to check if $padding is set.\n @if $padding {\n padding-top: $padding;\n padding-bottom: $padding + rem-calc(1);\n } @else if $padding == false {\n padding-top:0;\n padding-bottom:0;\n }\n padding-right: 0;\n padding-left: 0;\n width: 100%;\n }\n}\n\n// @MIXIN\n//\n// we use this mixin to create the button hover and border colors\n\n// @MIXIN\n//\n// We use this mixin to add button color styles\n//\n// $bg - Background color. We can set $bg:false for a transparent background. Default: $primary-color.\n// $radius - If true, set to button radius which is $global-radius || explicitly set radius amount in px (ex. $radius:10px). Default: true\n// $disabled - We can set $disabled:true to create a disabled transparent button. Default: false\n// $bg-hover - Button Hover Background Color. Default: $button-bg-hover\n// $border-color - Button Border Color. Default: $button-border-color\n@mixin button-style($bg:$button-bg-color, $radius:false, $disabled:false, $bg-hover:null, $border-color:null) {\n\n // We control which background styles are used,\n // these can be removed by setting $bg:false\n @if $bg {\n\n @if $bg-hover == null {\n $bg-hover: if($bg == $button-bg-color, $button-bg-hover, scale-color($bg, $lightness: $button-function-factor));\n }\n\n @if $border-color == null {\n $border-color: if($bg == $button-bg-color, $button-border-color, scale-color($bg, $lightness: $button-function-factor));\n }\n\n // This find the lightness percentage of the background color.\n $bg-lightness: lightness($bg);\n $bg-hover-lightness: lightness($bg-hover);\n\n background-color: $bg;\n border-color: $border-color;\n &:hover,\n &:focus { background-color: $bg-hover; }\n\n // We control the text color for you based on the background color.\n color: if($bg-lightness > 70%, $button-font-color-alt, $button-font-color);\n\n &:hover,\n &:focus {\n color: if($bg-hover-lightness > 70%, $button-font-color-alt, $button-font-color);\n }\n }\n\n // We can set $disabled:true to create a disabled transparent button.\n @if $disabled {\n cursor: $button-disabled-cursor;\n opacity: $button-disabled-opacity;\n box-shadow: none;\n &:hover,\n &:focus { background-color: $bg; }\n }\n\n // We can control how much button radius is used.\n @if $radius == true { @include radius($button-radius); }\n @else if $radius { @include radius($radius); }\n\n}\n\n// @MIXIN\n//\n// We use this to quickly create buttons with a single mixin. As @jaredhardy puts it, \"the kitchen sink mixin\"\n//\n// $padding - Used to build padding for buttons Default: $button-med ||= rem-calc(12)\n// $bg - Primary color set in settings file. Default: $button-bg.\n// $radius - If true, set to button radius which is $global-radius || explicitly set radius amount in px (ex. $radius:10px). Default:false.\n// $full-width - We can set $full-width:true to remove side padding extend width. Default:false.\n// $disabled - We can set $disabled:true to create a disabled transparent button. Default:false.\n// $is-prefix - Not used? Default:false.\n// $bg-hover - Button Hover Color - Default null - see button-style mixin\n// $border-color - Button Border Color - Default null - see button-style mixin\n// $transition - We can control whether or not to include the background-color transition property - Default:true.\n@mixin button($padding:$button-med, $bg:$button-bg-color, $radius:false, $full-width:false, $disabled:false, $is-prefix:false, $bg-hover:null, $border-color:null, $transition: true) {\n @include button-base;\n @include button-size($padding, $full-width);\n @include button-style($bg, $radius, $disabled, $bg-hover, $border-color);\n\n @if $transition {\n @include single-transition(background-color);\n }\n}\n\n\n@include exports(\"button\") {\n @if $include-html-button-classes {\n\n // Default styles applied outside of media query\n button, .button {\n @include button-base;\n @include button-size;\n @include button-style;\n\n @include single-transition(background-color);\n\n &.secondary { @include button-style($bg:$secondary-color, $bg-hover:$secondary-button-bg-hover, $border-color:$secondary-button-border-color); }\n &.success { @include button-style($bg:$success-color, $bg-hover:$success-button-bg-hover, $border-color:$success-button-border-color); }\n &.alert { @include button-style($bg:$alert-color, $bg-hover:$alert-button-bg-hover, $border-color:$alert-button-border-color); }\n &.warning { @include button-style($bg:$warning-color, $bg-hover:$warning-button-bg-hover, $border-color:$warning-button-border-color); }\n &.info { @include button-style($bg:$info-color, $bg-hover:$info-button-bg-hover, $border-color:$info-button-border-color); }\n\n &.large { @include button-size($padding:$button-lrg); }\n &.small { @include button-size($padding:$button-sml); }\n &.tiny { @include button-size($padding:$button-tny); }\n &.expand { @include button-size($padding:null,$full-width:true); }\n\n &.left-align { text-align: left; text-indent: rem-calc(12); }\n &.right-align { text-align: right; padding-right: rem-calc(12); }\n\n &.radius { @include button-style($bg:false, $radius:true); }\n &.round { @include button-style($bg:false, $radius:$button-round); }\n\n &.disabled, &[disabled] { @include button-style($bg:$button-bg-color, $disabled:true, $bg-hover:$button-bg-hover, $border-color:$button-border-color);\n &.secondary { @include button-style($bg:$secondary-color, $disabled:true, $bg-hover:$secondary-button-bg-hover, $border-color:$secondary-button-border-color); }\n &.success { @include button-style($bg:$success-color, $disabled:true, $bg-hover:$success-button-bg-hover, $border-color:$success-button-border-color); }\n &.alert { @include button-style($bg:$alert-color, $disabled:true, $bg-hover:$alert-button-bg-hover, $border-color:$alert-button-border-color); }\n &.warning { @include button-style($bg:$warning-color, $disabled:true, $bg-hover:$warning-button-bg-hover, $border-color:$warning-button-border-color); }\n &.info { @include button-style($bg:$info-color, $disabled:true, $bg-hover:$info-button-bg-hover, $border-color:$info-button-border-color); }\n }\n }\n\n //firefox 2px fix\n button::-moz-focus-inner {border:0; padding:0;}\n\n @media #{$medium-up} {\n button, .button {\n @include button-base($style:false, $display:inline-block);\n @include button-size($padding:false, $full-width:false);\n }\n }\n }\n}\n","@charset \"utf-8\";\n\n$spacing-unit: 30px;\n\n\n// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n//\n\n// Table of Contents\n// Foundation Settings\n//\n// a. Base\n// b. Grid\n// c. Global\n// d. Media Query Ranges\n// e. Typography\n// 01. Accordion\n// 02. Alert Boxes\n// 03. Block Grid\n// 04. Breadcrumbs\n// 05. Buttons\n// 06. Button Groups\n// 07. Clearing\n// 08. Dropdown\n// 09. Dropdown Buttons\n// 10. Flex Video\n// 11. Forms\n// 12. Icon Bar\n// 13. Inline Lists\n// 14. Joyride\n// 15. Keystrokes\n// 16. Labels\n// 17. Magellan\n// 18. Off-canvas\n// 19. Orbit\n// 20. Pagination\n// 21. Panels\n// 22. Pricing Tables\n// 23. Progress Bar\n// 24. Range Slider\n// 25. Reveal\n// 26. Side Nav\n// 27. Split Buttons\n// 28. Sub Nav\n// 29. Switch\n// 30. Tables\n// 31. Tabs\n// 32. Thumbnails\n// 33. Tooltips\n// 34. Top Bar\n// 36. Visibility Classes\n\n// a. Base\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// This is the default html and body font-size for the base rem value.\n// $rem-base: 16px;\n\n// Allows the use of rem-calc() or lower-bound() in your settings\n@import \"functions\";\n\n// The default font-size is set to 100% of the browser style sheet (usually 16px)\n// for compatibility with browser-based text zoom or user-set defaults.\n\n// Since the typical default browser font-size is 16px, that makes the calculation for grid size.\n// If you want your base font-size to be different and not have it affect the grid breakpoints,\n// set $rem-base to $base-font-size and make sure $base-font-size is a px value.\n// $base-font-size: 100%;\n\n$base-font-size: 16px;\n$rem-base: $base-font-size;\n\n\n// The $base-font-size is 100% while $base-line-height is 150%\n// $base-line-height: 150%;\n\n// We use this to control whether or not CSS classes come through in the gem files.\n$include-html-classes: true;\n// $include-print-styles: true;\n$include-html-global-classes: $include-html-classes;\n\n// b. Grid\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-grid-classes: $include-html-classes;\n// $include-xl-html-grid-classes: false;\n\n// $row-width: rem-calc(1000);\n// $total-columns: 12;\n// $column-gutter: rem-calc(30);\n\n// c. Global\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// We use these to define default font stacks\n// $font-family-sans-serif: \"Lato\", \"Helvetica Neue\", \"Helvetica\", Helvetica, Arial, sans-serif;\n// $font-family-serif: \"Volkhov\", Georgia, Times, serif;\n// $font-family-monospace: \"Lucida Console\", Monaco, monospace;\n\n// We use these to define default font weights\n// $font-weight-normal: normal !default;\n// $font-weight-bold: bold !default;\n\n// $white : #FFFFFF;\n// $ghost : #FAFAFA;\n// $snow : #F9F9F9;\n// $vapor : #F6F6F6;\n// $white-smoke : #F5F5F5;\n// $silver : #EFEFEF;\n// $smoke : #EEEEEE;\n// $gainsboro : #DDDDDD;\n// $iron : #CCCCCC;\n// $base : #AAAAAA;\n// $aluminum : #999999;\n// $jumbo : #888888;\n// $monsoon : #777777;\n// $steel : #666666;\n// $charcoal : #555555;\n// $tuatara : #444444;\n// $oil : #333333;\n// $jet : #222222;\n// $black : #000000;\n\n// We use these as default colors throughout\n// $primary-color: #008CBA;\n// $secondary-color: #e7e7e7;\n// $alert-color: #f04124;\n// $success-color: #43AC6A;\n// $warning-color: #f08a24;\n// $info-color: #a0d3e8;\n\n// We use these to control various global styles\n// $body-bg: $white;\n// $body-font-color: $jet;\n// $body-font-family: $font-family-sans-serif;\n// $body-font-weight: $font-weight-normal;\n// $body-font-style: normal;\n\n// We use this to control font-smoothing\n// $font-smoothing: antialiased;\n\n// We use these to control text direction settings\n// $text-direction: ltr;\n// $opposite-direction: right;\n// $default-float: left;\n// $last-child-float: $opposite-direction;\n\n// We use these to make sure border radius matches unless we want it different.\n$global-radius: 3px;\n// $global-rounded: 1000px;\n\n// We use these to control inset shadow shiny edges and depressions.\n// $shiny-edge-size: 0 1px 0;\n// $shiny-edge-color: rgba($white, .5);\n// $shiny-edge-active-color: rgba($black, .2);\n\n// // d. Media Query Ranges\n// // - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $small-range: (0em, 40em);\n// $medium-range: (40.063em, 64em);\n// $large-range: (64.063em, 90em);\n// $xlarge-range: (90.063em, 120em);\n// $xxlarge-range: (120.063em, 99999999em);\n\n// $screen: \"only screen\";\n\n// // $landscape: \"#{$screen} and (orientation: landscape)\";\n// // $portrait: \"#{$screen} and (orientation: portrait)\";\n\n// $small-up: $screen;\n// $small-only: \"#{$screen} and (max-width: #{upper-bound($small-range)})\";\n\n// $medium-up: \"#{$screen} and (min-width:#{lower-bound($medium-range)})\";\n// $medium-only: \"#{$screen} and (min-width:#{lower-bound($medium-range)}) and (max-width:#{upper-bound($medium-range)})\";\n\n// $large-up: \"#{$screen} and (min-width:#{lower-bound($large-range)})\";\n// $large-only: \"#{$screen} and (min-width:#{lower-bound($large-range)}) and (max-width:#{upper-bound($large-range)})\";\n\n// $xlarge-up: \"#{$screen} and (min-width:#{lower-bound($xlarge-range)})\";\n// $xlarge-only: \"#{$screen} and (min-width:#{lower-bound($xlarge-range)}) and (max-width:#{upper-bound($xlarge-range)})\";\n\n// $xxlarge-up: \"#{$screen} and (min-width:#{lower-bound($xxlarge-range)})\";\n// $xxlarge-only: \"#{$screen} and (min-width:#{lower-bound($xxlarge-range)}) and (max-width:#{upper-bound($xxlarge-range)})\";\n\n// Legacy\n// $small: $medium-up;\n// $medium: $medium-up;\n// $large: $large-up;\n\n// We use this as cursors values for enabling the option of having custom cursors in the whole site's stylesheet\n// $cursor-crosshair-value: crosshair;\n// $cursor-default-value: default;\n// $cursor-pointer-value: pointer;\n// $cursor-help-value: help;\n// $cursor-text-value: text;\n\n// e. Typography\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-type-classes: $include-html-classes;\n\n// We use these to control header font styles\n// $header-font-family: $font-family-serif;\n// $header-font-weight: $font-weight-normal;\n// $header-font-style: normal;\n// $header-font-color: $jet;\n// $header-line-height: 1.4;\n// $header-top-margin: .2rem;\n// $header-bottom-margin: .5rem;\n// $header-text-rendering: optimizeLegibility;\n\n// We use these to control header font sizes\n// $h1-font-size: rem-calc(54);\n// $h2-font-size: rem-calc(36);\n// $h3-font-size: rem-calc(29);\n// $h4-font-size: rem-calc(24);\n// $h5-font-size: rem-calc(19);\n// $h6-font-size: 1rem;\n\n// We use these to control header size reduction on small screens\n// $h1-font-reduction: rem-calc(10) !default;\n// $h2-font-reduction: rem-calc(10) !default;\n// $h3-font-reduction: rem-calc(5) !default;\n// $h4-font-reduction: rem-calc(5) !default;\n// $h5-font-reduction: 0 !default;\n// $h6-font-reduction: 0 !default;\n\n// These control how subheaders are styled.\n// $subheader-line-height: 1.4;\n// $subheader-font-color: scale-color($header-font-color, $lightness: 35%);\n// $subheader-font-weight: $font-weight-normal;\n// $subheader-top-margin: .2rem;\n// $subheader-bottom-margin: .5rem;\n\n// A general styling\n// $small-font-size: 60%;\n// $small-font-color: scale-color($header-font-color, $lightness: 35%);\n\n// We use these to style paragraphs\n// $paragraph-font-family: inherit;\n// $paragraph-font-weight: $font-weight-normal;\n// $paragraph-font-size: 1rem;\n// $paragraph-line-height: 1.6;\n// $paragraph-margin-bottom: rem-calc(20);\n// $paragraph-aside-font-size: rem-calc(14);\n// $paragraph-aside-line-height: 1.35;\n// $paragraph-aside-font-style: italic;\n// $paragraph-text-rendering: optimizeLegibility;\n\n// We use these to style tags\n// $code-color: $oil;\n// $code-font-family: $font-family-monospace;\n// $code-font-weight: $font-weight-normal;\n// $code-background-color: scale-color($secondary-color, $lightness: 70%);\n// $code-border-size: 1px;\n// $code-border-style: solid;\n// $code-border-color: scale-color($code-background-color, $lightness: -10%);\n// $code-padding: rem-calc(2) rem-calc(5) rem-calc(1);\n\n// We use these to style anchors\n// $anchor-text-decoration: none;\n// $anchor-text-decoration-hover: none;\n// $anchor-font-color: $primary-color;\n// $anchor-font-color-hover: scale-color($primary-color, $lightness: -14%);\n\n// We use these to style the
element\n// $hr-border-width: 1px;\n// $hr-border-style: solid;\n$hr-border-color: $grey-3;\n// $hr-margin: rem-calc(20);\n\n// We use these to style lists\n// $list-font-family: $paragraph-font-family;\n// $list-font-size: $paragraph-font-size;\n// $list-line-height: $paragraph-line-height;\n// $list-margin-bottom: $paragraph-margin-bottom;\n// $list-style-position: outside;\n$list-side-margin: 1.3rem;\n// $list-ordered-side-margin: 1.4rem;\n// $list-side-margin-no-bullet: 0;\n// $list-nested-margin: rem-calc(20);\n// $definition-list-header-weight: $font-weight-bold;\n// $definition-list-header-margin-bottom: .3rem;\n// $definition-list-margin-bottom: rem-calc(12);\n\n// We use these to style blockquotes\n// $blockquote-font-color: scale-color($header-font-color, $lightness: 35%);\n// $blockquote-padding: rem-calc(9 20 0 19);\n// $blockquote-border: 1px solid $gainsboro;\n// $blockquote-cite-font-size: rem-calc(13);\n// $blockquote-cite-font-color: scale-color($header-font-color, $lightness: 23%);\n// $blockquote-cite-link-color: $blockquote-cite-font-color;\n\n// Acronym styles\n// $acronym-underline: 1px dotted $gainsboro;\n\n// We use these to control padding and margin\n// $microformat-padding: rem-calc(10 12);\n// $microformat-margin: rem-calc(0 0 20 0);\n\n// We use these to control the border styles\n// $microformat-border-width: 1px;\n// $microformat-border-style: solid;\n// $microformat-border-color: $gainsboro;\n\n// We use these to control full name font styles\n// $microformat-fullname-font-weight: $font-weight-bold;\n// $microformat-fullname-font-size: rem-calc(15);\n\n// We use this to control the summary font styles\n// $microformat-summary-font-weight: $font-weight-bold;\n\n// We use this to control abbr padding\n// $microformat-abbr-padding: rem-calc(0 1);\n\n// We use this to control abbr font styles\n// $microformat-abbr-font-weight: $font-weight-bold;\n// $microformat-abbr-font-decoration: none;\n\n// 01. Accordion\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-accordion-classes: $include-html-classes;\n\n$accordion-navigation-padding: rem-calc(12);\n// $accordion-navigation-bg-color: #ffffff;\n// $accordion-navigation-hover-bg-color: $grey-1;\n// $accordion-navigation-active-bg-color: $grey-1;\n// $accordion-navigation-font-color: $jet;\n// $accordion-navigation-font-size: rem-calc(16);\n// $accordion-navigation-font-family: $body-font-family;\n\n// $accordion-content-padding: $column-gutter/2;\n$accordion-content-active-bg-color: $body-bg;\n\n// 02. Alert Boxes\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-alert-classes: $include-html-classes;\n\n// We use this to control alert padding.\n// $alert-padding-top: rem-calc(14);\n// $alert-padding-default-float: $alert-padding-top;\n// $alert-padding-opposite-direction: $alert-padding-top + rem-calc(10);\n// $alert-padding-bottom: $alert-padding-top;\n\n// We use these to control text style.\n// $alert-font-weight: $font-weight-normal;\n$alert-font-size: rem-calc(15);\n// $alert-font-color: $white;\n// $alert-font-color-alt: scale-color($secondary-color, $lightness: -66%);\n\n// We use this for close hover effect.\n// $alert-function-factor: -14%;\n\n// We use these to control border styles.\n// $alert-border-style: solid;\n// $alert-border-width: 1px;\n// $alert-border-color: scale-color($primary-color, $lightness: $alert-function-factor);\n// $alert-bottom-margin: rem-calc(20);\n\n// We use these to style the close buttons\n// $alert-close-color: $oil;\n// $alert-close-top: 50%;\n// $alert-close-position: rem-calc(4);\n// $alert-close-font-size: rem-calc(22);\n// $alert-close-opacity: 0.3;\n// $alert-close-opacity-hover: 0.5;\n// $alert-close-padding: 9px 6px 4px;\n\n// We use this to control border radius\n// $alert-radius: $global-radius;\n\n// We use this to control transition effects\n// $alert-transition-speed: 300ms;\n// $alert-transition-ease: ease-out;\n\n// 03. Block Grid\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-block-grid-classes: $include-html-classes;\n// $include-xl-html-block-grid-classes: false;\n\n// We use this to control the maximum number of block grid elements per row\n// $block-grid-elements: 12;\n// $block-grid-default-spacing: rem-calc(20);\n// $align-block-grid-to-grid: false;\n\n// Enables media queries for block-grid classes. Set to false if writing semantic HTML.\n// $block-grid-media-queries: true;\n\n// 04. Breadcrumbs\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-nav-classes: $include-html-classes;\n\n// We use this to set the background color for the breadcrumb container.\n$crumb-bg: $grey-1;\n\n// We use these to set the padding around the breadcrumbs.\n// $crumb-padding: rem-calc(9 9 14 0);\n// $crumb-side-padding: rem-calc(12);\n\n// We use these to control border styles.\n// $crumb-function-factor: -10%;\n$crumb-border-size: 0;\n// $crumb-border-style: solid;\n$crumb-border-color: $grey-1;\n$crumb-radius: 0;\n\n// We use these to set various text styles for breadcrumbs.\n// $crumb-font-size: rem-calc(11);\n// $crumb-font-color: $primary-color;\n// $crumb-font-color-current: $oil;\n// $crumb-font-color-unavailable: $aluminum;\n// $crumb-font-transform: uppercase;\n// $crumb-link-decor: underline;\n\n// We use these to control the slash between breadcrumbs\n// $crumb-slash-color: $base;\n$crumb-slash: \"/\";\n\n// 05. Buttons\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-button-classes: $include-html-classes;\n\n// We use these to build padding for buttons.\n// $button-tny: rem-calc(10);\n// $button-sml: rem-calc(14);\n// $button-med: rem-calc(16);\n// $button-lrg: rem-calc(18);\n\n// We use this to control the display property.\n// $button-display: inline-block;\n// $button-margin-bottom: rem-calc(20);\n\n// We use these to control button text styles.\n// $button-font-family: $body-font-family;\n// $button-font-color: $white;\n// $button-font-color-alt: $oil;\n// $button-font-tny: rem-calc(11);\n// $button-font-sml: rem-calc(13);\n// $button-font-med: rem-calc(16);\n// $button-font-lrg: rem-calc(20);\n// $button-font-weight: $font-weight-normal;\n// $button-font-align: center;\n\n// We use these to control various hover effects.\n// $button-function-factor: -20%;\n\n// We use these to control button border and hover styles.\n// $button-border-width: 0px;\n// $button-border-style: solid;\n// $button-bg-color: $primary-color;\n// $button-bg-hover: scale-color($button-bg-color, $lightness: $button-function-factor);\n// $button-border-color: $button-bg-hover;\n// $secondary-button-bg-hover: scale-color($secondary-color, $lightness: $button-function-factor);\n// $secondary-button-border-color: $secondary-button-bg-hover;\n// $success-button-bg-hover: scale-color($success-color, $lightness: $button-function-factor);\n// $success-button-border-color: $success-button-bg-hover;\n// $alert-button-bg-hover: scale-color($alert-color, $lightness: $button-function-factor);\n// $alert-button-border-color: $alert-button-bg-hover;\n\n// We use this to set the default radius used throughout the core.\n// $button-radius: $global-radius;\n// $button-round: $global-rounded;\n\n// We use this to set default opacity and cursor for disabled buttons.\n// $button-disabled-opacity: 0.7;\n// $button-disabled-cursor: $cursor-default-value;\n\n// 06. Button Groups\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-button-classes: $include-html-classes;\n\n// Sets the margin for the right side by default, and the left margin if right-to-left direction is used\n// $button-bar-margin-opposite: rem-calc(10);\n// $button-group-border-width: 1px;\n\n// 07. Clearing\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-clearing-classes: $include-html-classes;\n\n// We use these to set the background colors for parts of Clearing.\n// $clearing-bg: $oil;\n// $clearing-caption-bg: $clearing-bg;\n// $clearing-carousel-bg: rgba(51,51,51,0.8);\n// $clearing-img-bg: $clearing-bg;\n\n// We use these to style the close button\n// $clearing-close-color: $iron;\n// $clearing-close-size: 30px;\n\n// We use these to style the arrows\n// $clearing-arrow-size: 12px;\n// $clearing-arrow-color: $clearing-close-color;\n\n// We use these to style captions\n// $clearing-caption-font-color: $iron;\n// $clearing-caption-font-size: 0.875em;\n// $clearing-caption-padding: 10px 30px 20px;\n\n// We use these to make the image and carousel height and style\n// $clearing-active-img-height: 85%;\n// $clearing-carousel-height: 120px;\n// $clearing-carousel-thumb-width: 120px;\n// $clearing-carousel-thumb-active-border: 1px solid rgb(255,255,255);\n\n// 08. Dropdown\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-dropdown-classes: $include-html-classes;\n\n// We use these to controls height and width styles.\n// $f-dropdown-max-width: 200px;\n// $f-dropdown-height: auto;\n// $f-dropdown-max-height: none;\n\n// Used for bottom position\n// $f-dropdown-margin-top: 2px;\n\n// Used for right position\n// $f-dropdown-margin-left: $f-dropdown-margin-top;\n\n// Used for left position\n// $f-dropdown-margin-right: $f-dropdown-margin-top;\n\n// Used for top position\n// $f-dropdown-margin-bottom: $f-dropdown-margin-top;\n\n// We use this to control the background color\n// $f-dropdown-bg: $white;\n\n// We use this to set the border styles for dropdowns.\n// $f-dropdown-border-style: solid;\n// $f-dropdown-border-width: 1px;\n// $f-dropdown-border-color: scale-color($white, $lightness: -20%);\n\n// We use these to style the triangle pip.\n// $f-dropdown-triangle-size: 6px;\n// $f-dropdown-triangle-color: $white;\n// $f-dropdown-triangle-side-offset: 10px;\n\n// We use these to control styles for the list elements.\n// $f-dropdown-list-style: none;\n// $f-dropdown-font-color: $charcoal;\n// $f-dropdown-font-size: rem-calc(14);\n// $f-dropdown-list-padding: rem-calc(5, 10);\n// $f-dropdown-line-height: rem-calc(18);\n// $f-dropdown-list-hover-bg: $smoke ;\n// $dropdown-mobile-default-float: 0;\n\n// We use this to control the styles for when the dropdown has custom content.\n// $f-dropdown-content-padding: rem-calc(20);\n\n// Default radius for dropdown.\n// $f-dropdown-radius: $global-radius;\n\n\n// 09. Dropdown Buttons\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-button-classes: $include-html-classes;\n\n// We use these to set the color of the pip in dropdown buttons\n// $dropdown-button-pip-color: $white;\n// $dropdown-button-pip-color-alt: $oil;\n\n// $button-pip-tny: rem-calc(6);\n// $button-pip-sml: rem-calc(7);\n// $button-pip-med: rem-calc(9);\n// $button-pip-lrg: rem-calc(11);\n\n// We use these to style tiny dropdown buttons\n// $dropdown-button-padding-tny: $button-pip-tny * 7;\n// $dropdown-button-pip-size-tny: $button-pip-tny;\n// $dropdown-button-pip-opposite-tny: $button-pip-tny * 3;\n// $dropdown-button-pip-top-tny: -$button-pip-tny / 2 + rem-calc(1);\n\n// We use these to style small dropdown buttons\n// $dropdown-button-padding-sml: $button-pip-sml * 7;\n// $dropdown-button-pip-size-sml: $button-pip-sml;\n// $dropdown-button-pip-opposite-sml: $button-pip-sml * 3;\n// $dropdown-button-pip-top-sml: -$button-pip-sml / 2 + rem-calc(1);\n\n// We use these to style medium dropdown buttons\n// $dropdown-button-padding-med: $button-pip-med * 6 + rem-calc(3);\n// $dropdown-button-pip-size-med: $button-pip-med - rem-calc(3);\n// $dropdown-button-pip-opposite-med: $button-pip-med * 2.5;\n// $dropdown-button-pip-top-med: -$button-pip-med / 2 + rem-calc(2);\n\n// We use these to style large dropdown buttons\n// $dropdown-button-padding-lrg: $button-pip-lrg * 5 + rem-calc(3);\n// $dropdown-button-pip-size-lrg: $button-pip-lrg - rem-calc(6);\n// $dropdown-button-pip-opposite-lrg: $button-pip-lrg * 2.5;\n// $dropdown-button-pip-top-lrg: -$button-pip-lrg / 2 + rem-calc(3);\n\n// 10. Flex Video\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-media-classes: $include-html-classes;\n\n// We use these to control video container padding and margins\n// $flex-video-padding-top: rem-calc(25);\n// $flex-video-padding-bottom: 67.5%;\n// $flex-video-margin-bottom: rem-calc(16);\n\n// We use this to control widescreen bottom padding\n// $flex-video-widescreen-padding-bottom: 56.34%;\n\n// 11. Forms\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-form-classes: $include-html-classes;\n\n// We use this to set the base for lots of form spacing and positioning styles\n// $form-spacing: rem-calc(16);\n\n// We use these to style the labels in different ways\n// $form-label-pointer: pointer;\n// $form-label-font-size: rem-calc(14);\n// $form-label-font-weight: $font-weight-normal;\n// $form-label-line-height: 1.5;\n// $form-label-font-color: scale-color($black, $lightness: 30%);\n// $form-label-small-transform: capitalize;\n// $form-label-bottom-margin: 0;\n// $input-font-family: inherit;\n// $input-font-color: rgba(0,0,0,0.75);\n// $input-font-size: rem-calc(14);\n// $input-bg-color: $white;\n// $input-focus-bg-color: scale-color($white, $lightness: -2%);\n// $input-border-color: scale-color($white, $lightness: -20%);\n// $input-focus-border-color: scale-color($white, $lightness: -40%);\n// $input-border-style: solid;\n// $input-border-width: 1px;\n// $input-border-radius: $global-radius;\n// $input-disabled-bg: $gainsboro;\n// $input-disabled-cursor: $cursor-default-value;\n// $input-box-shadow: inset 0 1px 2px rgba(0,0,0,0.1);\n\n// We use these to style the fieldset border and spacing.\n// $fieldset-border-style: solid;\n// $fieldset-border-width: 1px;\n// $fieldset-border-color: $gainsboro;\n// $fieldset-padding: rem-calc(20);\n// $fieldset-margin: rem-calc(18 0);\n\n// We use these to style the legends when you use them\n// $legend-bg: $white;\n// $legend-font-weight: $font-weight-bold;\n// $legend-padding: rem-calc(0 3);\n\n// We use these to style the prefix and postfix input elements\n// $input-prefix-bg: scale-color($white, $lightness: -5%);\n// $input-prefix-border-color: scale-color($white, $lightness: -20%);\n// $input-prefix-border-size: 1px;\n// $input-prefix-border-type: solid;\n// $input-prefix-overflow: hidden;\n// $input-prefix-font-color: $oil;\n// $input-prefix-font-color-alt: $white;\n\n// We use this setting to turn on/off HTML5 number spinners (the up/down arrows)\n// $input-number-spinners: true;\n\n// We use these to style the error states for inputs and labels\n// $input-error-message-padding: rem-calc(6 9 9);\n// $input-error-message-top: -1px;\n// $input-error-message-font-size: rem-calc(12);\n// $input-error-message-font-weight: $font-weight-normal;\n// $input-error-message-font-style: italic;\n// $input-error-message-font-color: $white;\n// $input-error-message-font-color-alt: $oil;\n\n// We use this to style the glowing effect of inputs when focused\n// $input-include-glowing-effect: true;\n// $glowing-effect-fade-time: 0.45s;\n// $glowing-effect-color: $input-focus-border-color;\n\n// Select variables\n// $select-bg-color: $ghost;\n// $select-hover-bg-color: scale-color($select-bg-color, $lightness: -3%);\n\n// 12. Icon Bar\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// We use these to style the icon-bar and items\n// $include-html-icon-bar-classes: $include-html-classes;\n// $icon-bar-bg: $oil;\n// $icon-bar-font-color: $white;\n// $icon-bar-font-size: 1rem;\n// $icon-bar-hover-color: $primary-color;\n// $icon-bar-icon-color: $white;\n// $icon-bar-icon-size: 1.875rem;\n// $icon-bar-image-width: 1.875rem;\n// $icon-bar-image-height: 1.875rem;\n// $icon-bar-active-color: $primary-color;\n// $icon-bar-item-padding: 1.25rem;\n\n// 13. Inline Lists\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-inline-list-classes: $include-html-classes;\n\n// We use this to control the margins and padding of the inline list.\n// $inline-list-top-margin: 0;\n// $inline-list-opposite-margin: 0;\n// $inline-list-bottom-margin: rem-calc(17);\n// $inline-list-default-float-margin: rem-calc(-22);\n// $inline-list-default-float-list-margin: rem-calc(22);\n\n// $inline-list-padding: 0;\n\n// We use this to control the overflow of the inline list.\n// $inline-list-overflow: hidden;\n\n// We use this to control the list items\n// $inline-list-display: block;\n\n// We use this to control any elements within list items\n// $inline-list-children-display: block;\n\n// 14. Joyride\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-joyride-classes: $include-html-classes;\n\n// Controlling default Joyride styles\n// $joyride-tip-bg: $oil;\n// $joyride-tip-default-width: 300px;\n// $joyride-tip-padding: rem-calc(18 20 24);\n// $joyride-tip-border: solid 1px $charcoal;\n// $joyride-tip-radius: 4px;\n// $joyride-tip-position-offset: 22px;\n\n// Here, we're setting the tip font styles\n// $joyride-tip-font-color: $white;\n// $joyride-tip-font-size: rem-calc(14);\n// $joyride-tip-header-weight: $font-weight-bold;\n\n// This changes the nub size\n// $joyride-tip-nub-size: 10px;\n\n// This adjusts the styles for the timer when its enabled\n// $joyride-tip-timer-width: 50px;\n// $joyride-tip-timer-height: 3px;\n// $joyride-tip-timer-color: $steel;\n\n// This changes up the styles for the close button\n// $joyride-tip-close-color: $monsoon;\n// $joyride-tip-close-size: 24px;\n// $joyride-tip-close-weight: $font-weight-normal;\n\n// When Joyride is filling the screen, we use this style for the bg\n// $joyride-screenfill: rgba(0,0,0,0.5);\n\n// 15. Keystrokes\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-keystroke-classes: $include-html-classes;\n\n// We use these to control text styles.\n// $keystroke-font: \"Consolas\", \"Menlo\", \"Courier\", monospace;\n// $keystroke-font-size: inherit;\n// $keystroke-font-color: $jet;\n// $keystroke-font-color-alt: $white;\n// $keystroke-function-factor: -7%;\n\n// We use this to control keystroke padding.\n// $keystroke-padding: rem-calc(2 4 0);\n\n// We use these to control background and border styles.\n// $keystroke-bg: scale-color($white, $lightness: $keystroke-function-factor);\n// $keystroke-border-style: solid;\n// $keystroke-border-width: 1px;\n// $keystroke-border-color: scale-color($keystroke-bg, $lightness: $keystroke-function-factor);\n// $keystroke-radius: $global-radius;\n\n// 16. Labels\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-label-classes: $include-html-classes;\n\n// We use these to style the labels\n// $label-padding: rem-calc(4 8 4);\n// $label-radius: $global-radius;\n\n// We use these to style the label text\n// $label-font-sizing: rem-calc(11);\n// $label-font-weight: $font-weight-normal;\n// $label-font-color: $oil;\n// $label-font-color-alt: $white;\n// $label-font-family: $body-font-family;\n\n// 17. Magellan\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-magellan-classes: $include-html-classes;\n\n// $magellan-bg: $white;\n// $magellan-padding: 0 !important;\n\n// 18. Off-canvas\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-off-canvas-classes: $include-html-classes;\n\n// $tabbar-bg: $oil;\n// $tabbar-height: rem-calc(45);\n// $tabbar-icon-width: $tabbar-height;\n// $tabbar-line-height: $tabbar-height;\n// $tabbar-color: $white;\n// $tabbar-middle-padding: 0 rem-calc(10);\n\n// Off Canvas Divider Styles\n// $tabbar-right-section-border: solid 1px scale-color($tabbar-bg, $lightness: 13%);\n// $tabbar-left-section-border: solid 1px scale-color($tabbar-bg, $lightness: -50%);\n\n// Off Canvas Tab Bar Headers\n// $tabbar-header-color: $white;\n// $tabbar-header-weight: $font-weight-bold;\n// $tabbar-header-line-height: $tabbar-height;\n// $tabbar-header-margin: 0;\n\n// Off Canvas Menu Variables\n// $off-canvas-width: rem-calc(250);\n// $off-canvas-bg: $oil;\n// $off-canvas-bg-hover: scale-color($tabbar-bg, $lightness: -30%);\n\n// Off Canvas Menu List Variables\n// $off-canvas-label-padding: 0.3rem rem-calc(15);\n// $off-canvas-label-color: $aluminum;\n// $off-canvas-label-text-transform: uppercase;\n// $off-canvas-label-font-size: rem-calc(12);\n// $off-canvas-label-font-weight: $font-weight-bold;\n// $off-canvas-label-bg: $tuatara;\n// $off-canvas-label-border-top: 1px solid scale-color($tuatara, $lightness: 14%);\n// $off-canvas-label-border-bottom: none;\n// $off-canvas-label-margin:0;\n// $off-canvas-link-padding: rem-calc(10, 15);\n// $off-canvas-link-color: rgba($white, 0.7);\n// $off-canvas-link-border-bottom: 1px solid scale-color($off-canvas-bg, $lightness: -25%);\n// $off-canvas-back-bg: $tuatara;\n// $off-canvas-back-border-top: $off-canvas-label-border-top;\n// $off-canvas-back-border-bottom: $off-canvas-label-border-bottom;\n// $off-canvas-back-hover-bg: scale-color($off-canvas-back-bg, $lightness: -30%);\n// $off-canvas-back-hover-border-top: 1px solid scale-color($off-canvas-label-bg, $lightness: 14%);\n// $off-canvas-back-hover-border-bottom: none;\n\n// Off Canvas Menu Icon Variables\n// $tabbar-menu-icon-color: $white;\n// $tabbar-menu-icon-hover: scale-color($tabbar-menu-icon-color, $lightness: -30%);\n\n// $tabbar-menu-icon-text-indent: rem-calc(35);\n// $tabbar-menu-icon-width: $tabbar-height;\n// $tabbar-menu-icon-height: $tabbar-height;\n// $tabbar-menu-icon-padding: 0;\n\n// $tabbar-hamburger-icon-width: rem-calc(16);\n// $tabbar-hamburger-icon-left: false;\n// $tabbar-hamburger-icon-top: false;\n// $tabbar-hamburger-icon-thickness: 1px;\n// $tabbar-hamburger-icon-gap: 6px;\n\n// Off Canvas Back-Link Overlay\n// $off-canvas-overlay-transition: background 300ms ease;\n// $off-canvas-overlay-cursor: pointer;\n// $off-canvas-overlay-box-shadow: -4px 0 4px rgba($black, 0.5), 4px 0 4px rgba($black, 0.5);\n// $off-canvas-overlay-background: rgba($white, 0.2);\n// $off-canvas-overlay-background-hover: rgba($white, 0.05);\n\n// Transition Variables\n// $menu-slide: \"transform 500ms ease\";\n\n// 19. Orbit\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-orbit-classes: $include-html-classes;\n\n// We use these to control the caption styles\n// $orbit-container-bg: none;\n// $orbit-caption-bg: rgba(51,51,51, 0.8);\n// $orbit-caption-font-color: $white;\n// $orbit-caption-font-size: rem-calc(14);\n// $orbit-caption-position: \"bottom\"; // Supported values: \"bottom\", \"under\"\n// $orbit-caption-padding: rem-calc(10 14);\n// $orbit-caption-height: auto;\n\n// We use these to control the left/right nav styles\n// $orbit-nav-bg: transparent;\n// $orbit-nav-bg-hover: rgba(0,0,0,0.3);\n// $orbit-nav-arrow-color: $white;\n// $orbit-nav-arrow-color-hover: $white;\n\n// We use these to control the timer styles\n// $orbit-timer-bg: rgba(255,255,255,0.3);\n// $orbit-timer-show-progress-bar: true;\n\n// We use these to control the bullet nav styles\n// $orbit-bullet-nav-color: $iron;\n// $orbit-bullet-nav-color-active: $aluminum;\n// $orbit-bullet-radius: rem-calc(9);\n\n// We use these to controls the style of slide numbers\n// $orbit-slide-number-bg: rgba(0,0,0,0);\n// $orbit-slide-number-font-color: $white;\n// $orbit-slide-number-padding: rem-calc(5);\n\n// Hide controls on small\n// $orbit-nav-hide-for-small: true;\n// $orbit-bullet-hide-for-small: true;\n// $orbit-timer-hide-for-small: true;\n\n// Graceful Loading Wrapper and preloader\n// $wrapper-class: \"slideshow-wrapper\";\n// $preloader-class: \"preloader\";\n\n// 20. Pagination\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-pagination-classes: $include-html-classes;\n\n// We use these to control the pagination container\n// $pagination-height: rem-calc(24);\n// $pagination-margin: rem-calc(-5);\n\n// We use these to set the list-item properties\n// $pagination-li-float: $default-float;\n// $pagination-li-height: rem-calc(24);\n// $pagination-li-font-color: $jet;\n// $pagination-li-font-size: rem-calc(14);\n// $pagination-li-margin: rem-calc(5);\n\n// We use these for the pagination anchor links\n// $pagination-link-pad: rem-calc(1 10 1);\n// $pagination-link-font-color: $aluminum;\n// $pagination-link-active-bg: scale-color($white, $lightness: -10%);\n\n// We use these for disabled anchor links\n// $pagination-link-unavailable-cursor: default;\n// $pagination-link-unavailable-font-color: $aluminum;\n// $pagination-link-unavailable-bg-active: transparent;\n\n// We use these for currently selected anchor links\n// $pagination-link-current-background: $primary-color;\n// $pagination-link-current-font-color: $white;\n// $pagination-link-current-font-weight: $font-weight-bold;\n// $pagination-link-current-cursor: default;\n// $pagination-link-current-active-bg: $primary-color;\n\n// 21. Panels\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-panel-classes: $include-html-classes;\n\n// We use these to control the background and border styles\n$panel-bg: $grey-1;\n// $panel-border-style: solid;\n// $panel-border-size: 1px;\n\n// We use this % to control how much we darken things on hover\n// $panel-function-factor: -11%;\n// $panel-border-color: scale-color($panel-bg, $lightness: $panel-function-factor);\n\n// We use these to set default inner padding and bottom margin\n// $panel-margin-bottom: rem-calc(20);\n// $panel-padding: rem-calc(20);\n\n// We use these to set default font colors\n// $panel-font-color: $oil;\n// $panel-font-color-alt: $white;\n\n// $panel-header-adjust: true;\n// $callout-panel-link-color: $primary-color;\n\n// 22. Pricing Tables\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-pricing-classes: $include-html-classes;\n\n// We use this to control the border color\n// $price-table-border: solid 1px $gainsboro;\n\n// We use this to control the bottom margin of the pricing table\n// $price-table-margin-bottom: rem-calc(20);\n\n// We use these to control the title styles\n// $price-title-bg: $oil;\n// $price-title-padding: rem-calc(15 20);\n// $price-title-align: center;\n// $price-title-color: $smoke;\n// $price-title-weight: $font-weight-normal;\n// $price-title-size: rem-calc(16);\n// $price-title-font-family: $body-font-family;\n\n// We use these to control the price styles\n// $price-money-bg: $vapor ;\n// $price-money-padding: rem-calc(15 20);\n// $price-money-align: center;\n// $price-money-color: $oil;\n// $price-money-weight: $font-weight-normal;\n// $price-money-size: rem-calc(32);\n// $price-money-font-family: $body-font-family;\n\n// We use these to control the description styles\n// $price-bg: $white;\n// $price-desc-color: $monsoon;\n// $price-desc-padding: rem-calc(15);\n// $price-desc-align: center;\n// $price-desc-font-size: rem-calc(12);\n// $price-desc-weight: $font-weight-normal;\n// $price-desc-line-height: 1.4;\n// $price-desc-bottom-border: dotted 1px $gainsboro;\n\n// We use these to control the list item styles\n// $price-item-color: $oil;\n// $price-item-padding: rem-calc(15);\n// $price-item-align: center;\n// $price-item-font-size: rem-calc(14);\n// $price-item-weight: $font-weight-normal;\n// $price-item-bottom-border: dotted 1px $gainsboro;\n\n// We use these to control the CTA area styles\n// $price-cta-bg: $white;\n// $price-cta-align: center;\n// $price-cta-padding: rem-calc(20 20 0);\n\n// 23. Progress Bar\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-media-classes: $include-html-classes;\n\n// We use this to set the progress bar height\n// $progress-bar-height: rem-calc(25);\n// $progress-bar-color: $vapor ;\n\n// We use these to control the border styles\n// $progress-bar-border-color: scale-color($white, $lightness: 20%);\n// $progress-bar-border-size: 1px;\n// $progress-bar-border-style: solid;\n// $progress-bar-border-radius: $global-radius;\n\n// We use these to control the margin & padding\n// $progress-bar-pad: rem-calc(2);\n// $progress-bar-margin-bottom: rem-calc(10);\n\n// We use these to set the meter colors\n// $progress-meter-color: $primary-color;\n// $progress-meter-secondary-color: $secondary-color;\n// $progress-meter-success-color: $success-color;\n// $progress-meter-alert-color: $alert-color;\n\n// 24. Range Slider\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-range-slider-classes: $include-html-classes;\n\n// These variables define the slider bar styles\n// $range-slider-bar-width: 100%;\n// $range-slider-bar-height: rem-calc(16);\n\n// $range-slider-bar-border-width: 1px;\n// $range-slider-bar-border-style: solid;\n// $range-slider-bar-border-color: $gainsboro;\n// $range-slider-radius: $global-radius;\n// $range-slider-round: $global-rounded;\n// $range-slider-bar-bg-color: $ghost;\n\n// Vertical bar styles\n// $range-slider-vertical-bar-width: rem-calc(16);\n// $range-slider-vertical-bar-height: rem-calc(200);\n\n// These variables define the slider handle styles\n// $range-slider-handle-width: rem-calc(32);\n// $range-slider-handle-height: rem-calc(22);\n// $range-slider-handle-position-top: rem-calc(-5);\n// $range-slider-handle-bg-color: $primary-color;\n// $range-slider-handle-border-width: 1px;\n// $range-slider-handle-border-style: solid;\n// $range-slider-handle-border-color: none;\n// $range-slider-handle-radius: $global-radius;\n// $range-slider-handle-round: $global-rounded;\n// $range-slider-handle-bg-hover-color: scale-color($primary-color, $lightness: -12%);\n// $range-slider-handle-cursor: pointer;\n\n// 25. Reveal\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-reveal-classes: $include-html-classes;\n\n// We use these to control the style of the reveal overlay.\n// $reveal-overlay-bg: rgba($black, .45);\n// $reveal-overlay-bg-old: $black;\n\n// We use these to control the style of the modal itself.\n// $reveal-modal-bg: $white;\n// $reveal-position-top: rem-calc(100);\n// $reveal-default-width: 80%;\n// $reveal-max-width: $row-width;\n// $reveal-modal-padding: rem-calc(20);\n// $reveal-box-shadow: 0 0 10px rgba($black,.4);\n\n// We use these to style the reveal close button\n// $reveal-close-font-size: rem-calc(40);\n// $reveal-close-top: rem-calc(8);\n// $reveal-close-side: rem-calc(11);\n// $reveal-close-color: $base;\n// $reveal-close-weight: $font-weight-bold;\n\n// We use this to set the default radius used throughout the core.\n// $reveal-radius: $global-radius;\n// $reveal-round: $global-rounded;\n\n// We use these to control the modal border\n// $reveal-border-style: solid;\n// $reveal-border-width: 1px;\n// $reveal-border-color: $steel;\n\n// $reveal-modal-class: \"reveal-modal\";\n// $close-reveal-modal-class: \"close-reveal-modal\";\n\n// 26. Side Nav\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-nav-classes: $include-html-classes;\n\n// We use this to control padding.\n$side-nav-padding: rem-calc(0 0 0 0);\n\n// We use these to control list styles.\n// $side-nav-list-type: none;\n// $side-nav-list-position: inside;\n$side-nav-list-margin: rem-calc(0 0 0 0);\n\n// We use these to control link styles.\n$side-nav-link-color: $primary-color;\n$side-nav-link-color-active: scale-color($side-nav-link-color, $lightness: -40%);\n$side-nav-link-color-hover: scale-color($side-nav-link-color, $lightness: -40%);\n$side-nav-font-size: rem-calc(16);\n\n// $side-nav-link-bg-hover: hsla(0, 0, 0, 0.025);\n// $side-nav-link-margin: 0;\n// $side-nav-link-padding: rem-calc(7 14);\n// $side-nav-font-size: rem-calc(14);\n// $side-nav-font-weight: $font-weight-normal;\n// $side-nav-font-weight-active: $side-nav-font-weight;\n// $side-nav-font-family: $body-font-family;\n// $side-nav-font-family-active: $side-nav-font-family;\n\n// We use these to control heading styles.\n// $side-nav-heading-color: $side-nav-link-color;\n// $side-nav-heading-font-size: $side-nav-font-size;\n// $side-nav-heading-font-weight: bold;\n// $side-nav-heading-text-transform: uppercase;\n\n// We use these to control border styles\n$side-nav-divider-size: 1px;\n$side-nav-divider-style: solid;\n$side-nav-divider-color: $grey-1;\n\n\n\n// 27. Split Buttons\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-button-classes: $include-html-classes;\n\n// We use these to control different shared styles for Split Buttons\n// $split-button-function-factor: 10%;\n// $split-button-pip-color: $white;\n// $split-button-pip-color-alt: $oil;\n// $split-button-active-bg-tint: rgba(0,0,0,0.1);\n\n// We use these to control tiny split buttons\n// $split-button-padding-tny: $button-pip-tny * 10;\n// $split-button-span-width-tny: $button-pip-tny * 6;\n// $split-button-pip-size-tny: $button-pip-tny;\n// $split-button-pip-top-tny: $button-pip-tny * 2;\n// $split-button-pip-default-float-tny: rem-calc(-6);\n\n// We use these to control small split buttons\n// $split-button-padding-sml: $button-pip-sml * 10;\n// $split-button-span-width-sml: $button-pip-sml * 6;\n// $split-button-pip-size-sml: $button-pip-sml;\n// $split-button-pip-top-sml: $button-pip-sml * 1.5;\n// $split-button-pip-default-float-sml: rem-calc(-6);\n\n// We use these to control medium split buttons\n// $split-button-padding-med: $button-pip-med * 9;\n// $split-button-span-width-med: $button-pip-med * 5.5;\n// $split-button-pip-size-med: $button-pip-med - rem-calc(3);\n// $split-button-pip-top-med: $button-pip-med * 1.5;\n// $split-button-pip-default-float-med: rem-calc(-6);\n\n// We use these to control large split buttons\n// $split-button-padding-lrg: $button-pip-lrg * 8;\n// $split-button-span-width-lrg: $button-pip-lrg * 5;\n// $split-button-pip-size-lrg: $button-pip-lrg - rem-calc(6);\n// $split-button-pip-top-lrg: $button-pip-lrg + rem-calc(5);\n// $split-button-pip-default-float-lrg: rem-calc(-6);\n\n// 28. Sub Nav\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-nav-classes: $include-html-classes;\n\n// We use these to control margin and padding\n// $sub-nav-list-margin: rem-calc(-4 0 18);\n// $sub-nav-list-padding-top: rem-calc(4);\n\n// We use this to control the definition\n// $sub-nav-font-family: $body-font-family;\n// $sub-nav-font-size: rem-calc(14);\n// $sub-nav-font-color: $aluminum;\n// $sub-nav-font-weight: $font-weight-normal;\n// $sub-nav-text-decoration: none;\n// $sub-nav-padding: rem-calc(3 16);\n// $sub-nav-border-radius: 3px;\n// $sub-nav-font-color-hover: scale-color($sub-nav-font-color, $lightness: -25%);\n\n// We use these to control the active item styles\n// $sub-nav-active-font-weight: $font-weight-normal;\n// $sub-nav-active-bg: $primary-color;\n// $sub-nav-active-bg-hover: scale-color($sub-nav-active-bg, $lightness: -14%);\n// $sub-nav-active-color: $white;\n// $sub-nav-active-padding: $sub-nav-padding;\n// $sub-nav-active-cursor: default;\n\n// $sub-nav-item-divider: \"\";\n// $sub-nav-item-divider-margin: rem-calc(12);\n\n// 29. Switch\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-form-classes: $include-html-classes;\n\n// Controlling border styles and background colors for the switch container\n// $switch-border-color: scale-color($white, $lightness: -20%);\n// $switch-border-style: solid;\n// $switch-border-width: 1px;\n// $switch-bg: $white;\n\n// We use these to control the switch heights for our default classes\n// $switch-height-tny: rem-calc(22);\n// $switch-height-sml: rem-calc(28);\n// $switch-height-med: rem-calc(36);\n// $switch-height-lrg: rem-calc(44);\n// $switch-bottom-margin: rem-calc(20);\n\n// We use these to control default font sizes for our classes.\n// $switch-font-size-tny: 11px;\n// $switch-font-size-sml: 12px;\n// $switch-font-size-med: 14px;\n// $switch-font-size-lrg: 17px;\n// $switch-label-side-padding: 6px;\n\n// We use these to style the switch-paddle\n// $switch-paddle-bg: $white;\n// $switch-paddle-fade-to-color: scale-color($switch-paddle-bg, $lightness: -10%);\n// $switch-paddle-border-color: scale-color($switch-paddle-bg, $lightness: -35%);\n// $switch-paddle-border-width: 1px;\n// $switch-paddle-border-style: solid;\n// $switch-paddle-transition-speed: .1s;\n// $switch-paddle-transition-ease: ease-out;\n// $switch-positive-color: scale-color($success-color, $lightness: 94%);\n// $switch-negative-color: $white-smoke;\n\n// Outline Style for tabbing through switches\n// $switch-label-outline: 1px dotted $jumbo;\n\n// 30. Tables\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-table-classes: $include-html-classes;\n\n// These control the background color for the table and even rows\n// $table-bg: $white;\n$table-even-row-bg: $grey-1;\n\n// These control the table cell border style\n// $table-border-style: solid;\n// $table-border-size: 1px;\n// $table-border-color: $gainsboro;\n\n// These control the table head styles\n$table-head-bg: $grey-2;\n// $table-head-font-size: rem-calc(14);\n// $table-head-font-color: $jet;\n// $table-head-font-weight: $font-weight-bold;\n// $table-head-padding: rem-calc(8 10 10);\n\n// These control the row padding and font styles\n// $table-row-padding: rem-calc(9 10);\n// $table-row-font-size: rem-calc(14);\n// $table-row-font-color: $jet;\n// $table-line-height: rem-calc(18);\n\n// These are for controlling the layout, display and margin of tables\n// $table-layout: auto;\n// $table-display: table-cell;\n// $table-margin-bottom: rem-calc(20);\n\n// 31. Tabs\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-tabs-classes: $include-html-classes;\n\n// $tabs-navigation-padding: rem-calc(16);\n// $tabs-navigation-bg-color: $silver ;\n// $tabs-navigation-active-bg-color: $white;\n// $tabs-navigation-hover-bg-color: scale-color($tabs-navigation-bg-color, $lightness: -6%);\n// $tabs-navigation-font-color: $jet;\n// $tabs-navigation-active-font-color: $tabs-navigation-font-color;\n// $tabs-navigation-font-size: rem-calc(16);\n// $tabs-navigation-font-family: $body-font-family;\n\n// $tabs-content-margin-bottom: rem-calc(24);\n// $tabs-content-padding: $column-gutter/2;\n\n// $tabs-vertical-navigation-margin-bottom: 1.25rem;\n\n// 32. Thumbnails\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-media-classes: $include-html-classes;\n\n// We use these to control border styles\n// $thumb-border-style: solid;\n// $thumb-border-width: 4px;\n// $thumb-border-color: $white;\n// $thumb-box-shadow: 0 0 0 1px rgba($black,.2);\n// $thumb-box-shadow-hover: 0 0 6px 1px rgba($primary-color,0.5);\n\n// Radius and transition speed for thumbs\n// $thumb-radius: $global-radius;\n// $thumb-transition-speed: 200ms;\n\n// 33. Tooltips\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-tooltip-classes: $include-html-classes;\n\n// $has-tip-border-bottom: dotted 1px $iron;\n// $has-tip-font-weight: $font-weight-bold;\n// $has-tip-font-color: $oil;\n// $has-tip-border-bottom-hover: dotted 1px scale-color($primary-color, $lightness: -55%);\n// $has-tip-font-color-hover: $primary-color;\n// $has-tip-cursor-type: help;\n\n// $tooltip-padding: rem-calc(12);\n// $tooltip-bg: $oil;\n// $tooltip-font-size: rem-calc(14);\n// $tooltip-font-weight: $font-weight-normal;\n// $tooltip-font-color: $white;\n// $tooltip-line-height: 1.3;\n// $tooltip-close-font-size: rem-calc(10);\n// $tooltip-close-font-weight: $font-weight-normal;\n// $tooltip-close-font-color: $monsoon;\n// $tooltip-font-size-sml: rem-calc(14);\n// $tooltip-radius: $global-radius;\n// $tooltip-rounded: $global-rounded;\n// $tooltip-pip-size: 5px;\n// $tooltip-max-width: 300px;\n\n// 34. Top Bar\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-top-bar-classes: $include-html-classes;\n\n// Height and margin\n$topbar-height: rem-calc(50);\n// $topbar-margin-bottom: 0;\n\n// Controlling the styles for the title in the top bar\n$topbar-title-weight: $font-weight-bold;\n$topbar-title-font-size: rem-calc(19);\n\n// Style the top bar dropdown elements\n// $topbar-dropdown-bg: $oil;\n// $topbar-dropdown-link-color: $white;\n// $topbar-dropdown-link-bg: $ci-2;\n// $topbar-dropdown-link-weight: $font-weight-normal;\n// $topbar-dropdown-toggle-size: 5px;\n// $topbar-dropdown-toggle-color: $ci-2;\n// $topbar-dropdown-toggle-alpha: 0.4;\n\n// Set the link colors and styles for top-level nav\n// $topbar-link-color: #000;\n// $topbar-link-color-hover: #000;\n// $topbar-link-color-active: #000;\n// $topbar-link-color-active-hover: #000;\n// $topbar-link-weight: $font-weight-normal;\n$topbar-link-font-size: rem-calc(15);\n// $topbar-link-hover-lightness: -10%; // Darken by 10%\n// $topbar-link-bg: $topbar-bg;\n// $topbar-link-bg-color-hover: #ff0;\n// $topbar-link-bg-hover: #f00;\n// $topbar-link-bg-active: $primary-color;\n// $topbar-link-bg-active-hover: scale-color($primary-color, $lightness: -14%);\n// $topbar-link-font-family: $body-font-family;\n$topbar-link-text-transform: uppercase;\n// $topbar-link-padding: $topbar-height / 3;\n// $topbar-back-link-size: $h5-font-size;\n// $topbar-link-dropdown-padding: 20px;\n\n// $topbar-button-font-size: 0.75rem;\n// $topbar-button-top: 7px;\n\n// $topbar-dropdown-label-color: #f77;\n// $topbar-dropdown-label-text-transform: uppercase;\n// $topbar-dropdown-label-font-weight: $font-weight-bold;\n// $topbar-dropdown-label-font-size: rem-calc(10);\n// $topbar-dropdown-label-bg: $oil;\n\n// Top menu icon styles\n$topbar-menu-link-transform: uppercase;\n// $topbar-menu-link-font-size: rem-calc(13);\n// $topbar-menu-link-weight: $font-weight-bold;\n// $topbar-menu-link-color: $white;\n// $topbar-menu-icon-color: $white;\n// $topbar-menu-link-color-toggled: $ci-6;\n// $topbar-menu-icon-color-toggled: $ci-6;\n\n// Transitions and breakpoint styles\n// $topbar-transition-speed: 300ms;\n// Using rem-calc for the below breakpoint causes issues with top bar\n$topbar-breakpoint: #{lower-bound($large-range)}; // Change to 9999px for always mobile layout\n$topbar-media-query: \"only screen and (min-width: #{$topbar-breakpoint})\" !default;\n\n// Divider Styles\n$topbar-divider-border-bottom: solid 0px scale-color($topbar-bg-color, $lightness: 23%);\n$topbar-divider-border-top: solid 0px scale-color($topbar-bg-color, $lightness: -50%);\n\n// Sticky Class\n// $topbar-sticky-class: \".sticky\";\n// $topbar-arrows: true; //Set false to remove the triangle icon from the menu item\n\n// 36. Visibility Classes\n// - - - - - - - - - - - - - - - - - - - - - - - - -\n\n// $include-html-visibility-classes: $include-html-classes;\n// $include-table-visibility-classes: true;\n// $include-legacy-visibility-classes: true;\n// $include-accessibility-classes: true;\n","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n@import \"buttons\";\n\n//\n// @variables\n//\n$include-html-form-classes: $include-html-classes !default;\n\n// We use this to set the base for lots of form spacing and positioning styles\n$form-spacing: rem-calc(16) !default;\n\n// We use these to style the labels in different ways\n$form-label-pointer: pointer !default;\n$form-label-font-size: rem-calc(14) !default;\n$form-label-font-weight: $font-weight-normal !default;\n$form-label-line-height: 1.5 !default;\n$form-label-font-color: scale-color($black, $lightness: 30%) !default;\n$form-label-small-transform: capitalize !default;\n$form-label-bottom-margin: 0 !default;\n$input-font-family: inherit !default;\n$input-font-color: rgba(0, 0, 0, 0.75) !default;\n$input-font-size: rem-calc(14) !default;\n$input-bg-color: $white !default;\n$input-focus-bg-color: scale-color($white, $lightness: -2%) !default;\n$input-border-color: scale-color($white, $lightness: -20%) !default;\n$input-focus-border-color: scale-color($white, $lightness: -40%) !default;\n$input-border-style: solid !default;\n$input-border-width: 1px !default;\n$input-border-radius: $global-radius !default;\n$input-disabled-bg: $gainsboro !default;\n$input-disabled-cursor: $cursor-default-value !default;\n$input-box-shadow: inset 0 1px 2px rgba(0, 0, 0, 0.1) !default;\n$input-include-glowing-effect: true !default;\n\n// We use these to style the fieldset border and spacing.\n$fieldset-border-style: solid !default;\n$fieldset-border-width: 1px !default;\n$fieldset-border-color: $gainsboro !default;\n$fieldset-padding: rem-calc(20) !default;\n$fieldset-margin: rem-calc(18 0) !default;\n\n// We use these to style the legends when you use them\n$legend-bg: $white !default;\n$legend-font-weight: $font-weight-bold !default;\n$legend-padding: rem-calc(0 3) !default;\n\n// We use these to style the prefix and postfix input elements\n$input-prefix-bg: scale-color($white, $lightness: -5%) !default;\n$input-prefix-border-color: scale-color($white, $lightness: -20%) !default;\n$input-prefix-border-size: 1px !default;\n$input-prefix-border-type: solid !default;\n$input-prefix-overflow: hidden !default;\n$input-prefix-font-color: $oil !default;\n$input-prefix-font-color-alt: $white !default;\n\n// We use this setting to turn on/off HTML5 number spinners (the up/down arrows)\n$input-number-spinners: true !default;\n\n// We use these to style the error states for inputs and labels\n$input-error-message-padding: rem-calc(6 9 9) !default;\n$input-error-message-top: -1px !default;\n$input-error-message-font-size: rem-calc(12) !default;\n$input-error-message-font-weight: $font-weight-normal !default;\n$input-error-message-font-style: italic !default;\n$input-error-message-font-color: $white !default;\n$input-error-message-bg-color: $alert-color !default;\n$input-error-message-font-color-alt: $oil !default;\n\n// We use this to style the glowing effect of inputs when focused\n$glowing-effect-fade-time: 0.45s !default;\n$glowing-effect-color: $input-focus-border-color !default;\n\n// Select variables\n$select-bg-color: $ghost !default;\n$select-hover-bg-color: scale-color($select-bg-color, $lightness: -3%) !default;\n\n//\n// @MIXINS\n//\n\n// We use this mixin to give us form styles for rows inside of forms\n@mixin form-row-base {\n .row {\n margin: 0 calc((-1 * $form-spacing) / 2);\n\n .column,\n .columns {\n padding: 0 calc($form-spacing / 2);\n }\n\n // Use this to collapse the margins of a form row\n &.collapse {\n margin: 0;\n\n .column,\n .columns {\n padding: 0;\n }\n\n input {\n @include side-radius($opposite-direction, 0);\n }\n\n }\n }\n\n input.column,\n input.columns,\n textarea.column,\n textarea.columns {\n padding-#{$default-float}: calc($form-spacing / 2);\n }\n}\n\n// @MIXIN\n//\n// We use this mixin to give all basic form elements their style\n@mixin form-element {\n background-color: $input-bg-color;\n font-family: $input-font-family;\n\n border: {\n style: $input-border-style;\n width: $input-border-width;\n color: $input-border-color;\n }\n\n box-shadow: $input-box-shadow;\n color: $input-font-color;\n display: block;\n font-size: $input-font-size;\n margin: 0 0 $form-spacing 0;\n padding: calc($form-spacing / 2);\n height: ($input-font-size + ($form-spacing * 1.5) - rem-calc(1));\n width: 100%;\n @include box-sizing(border-box);\n\n @if $input-include-glowing-effect {\n @include block-glowing-effect(focus, $glowing-effect-fade-time, $glowing-effect-color);\n }\n\n // Basic focus styles\n &:focus {\n background: $input-focus-bg-color;\n border-color: $input-focus-border-color;\n outline: none;\n }\n\n // Disabled Styles\n &:disabled {\n background-color: $input-disabled-bg;\n cursor: $input-disabled-cursor;\n }\n\n // Disabled background input background color\n &[disabled],\n &[readonly],\n fieldset[disabled] & {\n background-color: $input-disabled-bg;\n cursor: $input-disabled-cursor;\n }\n}\n\n// @MIXIN\n//\n// We use this mixin to create form labels\n//\n// $alignment - Alignment options. Default: false. Options: [right, inline, false]\n// $base-style - Control whether or not the base styles come through. Default: true.\n@mixin form-label($alignment: false, $base-style: true) {\n\n // Control whether or not the base styles come through.\n @if $base-style {\n font-size: $form-label-font-size;\n color: $form-label-font-color;\n cursor: $form-label-pointer;\n display: block;\n font-weight: $form-label-font-weight;\n line-height: $form-label-line-height;\n margin-bottom: $form-label-bottom-margin;\n }\n\n // Alignment options\n @if $alignment ==right {\n float: none !important;\n text-align: right;\n }\n\n @else if $alignment ==inline {\n margin: 0 0 $form-spacing 0;\n padding: calc($form-spacing / 2) + rem-calc($input-border-width) 0;\n }\n}\n\n// We use this mixin to create postfix/prefix form Labels\n@mixin prefix-postfix-base {\n display: block;\n position: relative;\n z-index: 2;\n text-align: center;\n width: 100%;\n padding-top: 0;\n padding-bottom: 0;\n border-style: $input-prefix-border-type;\n border-width: $input-prefix-border-size;\n overflow: $input-prefix-overflow;\n font-size: $form-label-font-size;\n height: ($input-font-size + ($form-spacing * 1.5) - rem-calc(1));\n line-height: ($input-font-size + ($form-spacing * 1.5) - rem-calc(1));\n}\n\n// @MIXIN\n//\n// We use this mixin to create prefix label styles\n// $bg - Default:$input-prefix-bg || scale-color($white, $lightness: -5%) !default;\n// $is-button - Toggle position settings if prefix is a button. Default:false\n//\n@mixin prefix($bg: $input-prefix-bg, $border: $input-prefix-border-color, $is-button: false) {\n\n @if $bg {\n $bg-lightness: lightness($bg);\n background: $bg;\n border-#{$opposite-direction}: none;\n\n // Control the font color based on background brightness\n @if $bg-lightness >70% or $bg ==yellow {\n color: $input-prefix-font-color;\n }\n\n @else {\n color: $input-prefix-font-color-alt;\n }\n }\n\n @if $border {\n border-color: $border;\n }\n\n @if $is-button {\n padding-#{$default-float}: 0;\n padding-#{$opposite-direction}: 0;\n padding-top: 0;\n padding-bottom: 0;\n text-align: center;\n border: none;\n }\n\n}\n\n// @MIXIN\n//\n// We use this mixin to create postfix label styles\n// $bg - Default:$input-prefix-bg || scale-color($white, $lightness: -5%) !default;\n// $is-button - Toggle position settings if prefix is a button. Default: false\n@mixin postfix($bg: $input-prefix-bg, $border: $input-prefix-border-color, $is-button: false) {\n\n @if $bg {\n $bg-lightness: lightness($bg);\n background: $bg;\n border-#{$default-float}: none;\n\n // Control the font color based on background brightness\n @if $bg-lightness >70% or $bg ==yellow {\n color: $input-prefix-font-color;\n }\n\n @else {\n color: $input-prefix-font-color-alt;\n }\n }\n\n @if $border {\n border-color: $border;\n }\n\n @if $is-button {\n padding-#{$default-float}: 0;\n padding-#{$opposite-direction}: 0;\n padding-top: 0;\n padding-bottom: 0;\n text-align: center;\n border: none;\n }\n\n}\n\n// We use this mixin to style fieldsets\n@mixin fieldset {\n border: $fieldset-border-width $fieldset-border-style $fieldset-border-color;\n padding: $fieldset-padding;\n margin: $fieldset-margin;\n\n // and legend styles\n legend {\n font-weight: $legend-font-weight;\n background: $legend-bg;\n padding: $legend-padding;\n margin: 0;\n margin-#{$default-float}: rem-calc(-3);\n }\n}\n\n// @MIXIN\n//\n// We use this mixin to control border and background color of error inputs\n// $color - Default: $alert-color (found in settings file)\n@mixin form-error-color($color: $alert-color) {\n border-color: $color;\n background-color: rgba($color, 0.1);\n\n // Go back to normal on focus\n &:focus {\n background: $input-focus-bg-color;\n border-color: $input-focus-border-color;\n }\n}\n\n// @MIXIN\n//\n// We use this simple mixin to style labels for error inputs\n// $color - Default:$alert-color. Found in settings file\n@mixin form-label-error-color($color: $alert-color) {\n color: $color;\n}\n\n// @MIXIN\n//\n// We use this mixin to create error message styles\n// $bg - Default: $alert-color (Found in settings file)\n@mixin form-error-message($bg: $input-error-message-bg-color) {\n display: block;\n padding: $input-error-message-padding;\n margin-top: $input-error-message-top;\n margin-bottom: $form-spacing;\n font-size: $input-error-message-font-size;\n font-weight: $input-error-message-font-weight;\n font-style: $input-error-message-font-style;\n\n // We can control the text color based on the brightness of the background.\n $bg-lightness: lightness($bg);\n background: $bg;\n\n @if $bg-lightness < 70% or $bg ==yellow {\n color: $input-error-message-font-color;\n }\n\n @else {\n color: $input-error-message-font-color-alt;\n }\n}\n\n// We use this mixin to style select elements\n@mixin form-select {\n -webkit-appearance: none !important;\n border-radius: 0;\n background-color: $select-bg-color;\n\n // Hide the dropdown arrow shown in newer IE versions\n &::-ms-expand {\n display: none;\n }\n\n // The custom arrow has some fake horizontal padding so we can align it\n // from the right side of the element without relying on CSS3\n background-image: url(data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHZlcnNpb249IjEuMSIgeD0iMTJweCIgeT0iMHB4IiB3aWR0aD0iMjRweCIgaGVpZ2h0PSIzcHgiIHZpZXdCb3g9IjAgMCA2IDMiIGVuYWJsZS1iYWNrZ3JvdW5kPSJuZXcgMCAwIDYgMyIgeG1sOnNwYWNlPSJwcmVzZXJ2ZSI+PHBvbHlnb24gcG9pbnRzPSI1Ljk5MiwwIDIuOTkyLDMgLTAuMDA4LDAgIi8+PC9zdmc+);\n\n // We can safely use leftmost and rightmost now\n background-position: if($text-direction =='rtl', 0%, 100%) center;\n\n background-repeat: no-repeat;\n\n border: {\n style: $input-border-style;\n width: $input-border-width;\n color: $input-border-color;\n }\n\n padding: calc($form-spacing / 2);\n font-size: $input-font-size;\n font-family: $body-font-family;\n color: $input-font-color;\n line-height: normal;\n @include radius(0);\n\n &.radius {\n @include radius($global-radius);\n }\n\n &:hover {\n background-color: $select-hover-bg-color;\n border-color: $input-focus-border-color;\n }\n\n // Disabled Styles\n &:disabled {\n background-color: $input-disabled-bg;\n cursor: $input-disabled-cursor;\n }\n}\n\n// We use this mixin to turn on/off HTML5 number spinners\n@mixin html5number($browser, $on: true) {\n @if $on==false {\n @if $browser==webkit {\n -webkit-appearance: none;\n margin: 0;\n }\n\n @else if $browser==moz {\n -moz-appearance: textfield;\n }\n }\n}\n\n@include exports(\"form\") {\n @if $include-html-form-classes {\n\n /* Standard Forms */\n form {\n margin: 0 0 $form-spacing;\n }\n\n /* Using forms within rows, we need to set some defaults */\n form .row {\n @include form-row-base;\n }\n\n /* Label Styles */\n label {\n @include form-label;\n\n &.right {\n @include form-label(right, false);\n }\n\n &.inline {\n @include form-label(inline, false);\n }\n\n /* Styles for required inputs */\n small {\n text-transform: $form-label-small-transform;\n color: scale-color($form-label-font-color, $lightness: 15%);\n }\n }\n\n /* Attach elements to the beginning or end of an input */\n .prefix,\n .postfix {\n @include prefix-postfix-base;\n }\n\n /* Adjust padding, alignment and radius if pre/post element is a button */\n .postfix.button {\n @include button-size(false, false);\n @include postfix(false, false, true);\n }\n\n .prefix.button {\n @include button-size(false, false);\n @include prefix(false, false, true);\n }\n\n .prefix.button.radius {\n @include radius(0);\n @include side-radius($default-float, $button-radius);\n }\n\n .postfix.button.radius {\n @include radius(0);\n @include side-radius($opposite-direction, $button-radius);\n }\n\n .prefix.button.round {\n @include radius(0);\n @include side-radius($default-float, $button-round);\n }\n\n .postfix.button.round {\n @include radius(0);\n @include side-radius($opposite-direction, $button-round);\n }\n\n /* Separate prefix and postfix styles when on span or label so buttons keep their own */\n span.prefix,\n label.prefix {\n @include prefix();\n }\n\n span.postfix,\n label.postfix {\n @include postfix();\n }\n\n /* We use this to get basic styling on all basic form elements */\n #{text-inputs(all, 'input')} {\n -webkit-appearance: none;\n border-radius: 0;\n @include form-element;\n\n @if $input-include-glowing-effect ==false {\n @include single-transition(all, 0.15s, linear);\n }\n\n &.radius {\n @include radius($input-border-radius);\n }\n }\n\n form {\n .row {\n .prefix-radius.row.collapse {\n\n input,\n textarea,\n select {\n @include radius(0);\n @include side-radius($opposite-direction, $button-radius);\n }\n\n .prefix {\n @include radius(0);\n @include side-radius($default-float, $button-radius);\n }\n }\n\n .postfix-radius.row.collapse {\n\n input,\n textarea,\n select {\n @include radius(0);\n @include side-radius($default-float, $button-radius);\n }\n\n .postfix {\n @include radius(0);\n @include side-radius($opposite-direction, $button-radius);\n }\n }\n\n .prefix-round.row.collapse {\n\n input,\n textarea,\n select {\n @include radius(0);\n @include side-radius($opposite-direction, $button-round);\n }\n\n .prefix {\n @include radius(0);\n @include side-radius($default-float, $button-round);\n }\n }\n\n .postfix-round.row.collapse {\n\n input,\n textarea,\n select {\n @include radius(0);\n @include side-radius($default-float, $button-round);\n }\n\n .postfix {\n @include radius(0);\n @include side-radius($opposite-direction, $button-round);\n }\n }\n }\n }\n\n input[type=\"submit\"] {\n -webkit-appearance: none;\n border-radius: 0;\n }\n\n /* Respect enforced amount of rows for textarea */\n textarea[rows] {\n height: auto;\n }\n\n /* Not allow resize out of parent */\n textarea {\n max-width: 100%;\n }\n\n /* Add height value for select elements to match text input height */\n select {\n @include form-select;\n height: ($input-font-size + ($form-spacing * 1.5) - rem-calc(1));\n }\n\n /* Adjust margin for form elements below */\n input[type=\"file\"],\n input[type=\"checkbox\"],\n input[type=\"radio\"],\n select {\n margin: 0 0 $form-spacing 0;\n }\n\n input[type=\"checkbox\"]+label,\n input[type=\"radio\"]+label {\n display: inline-block;\n margin-#{$default-float}: $form-spacing * .5;\n margin-#{$opposite-direction}: $form-spacing;\n margin-bottom: 0;\n vertical-align: baseline;\n }\n\n /* Normalize file input width */\n input[type=\"file\"] {\n width: 100%;\n }\n\n /* HTML5 Number spinners settings */\n input[type=number] {\n @include html5number(moz, $input-number-spinners)\n }\n\n input[type=\"number\"]::-webkit-inner-spin-button,\n input[type=\"number\"]::-webkit-outer-spin-button {\n @include html5number(webkit, $input-number-spinners);\n }\n\n /* We add basic fieldset styling */\n fieldset {\n @include fieldset;\n }\n\n /* Error Handling */\n\n #{data('abide')} {\n\n .error small.error,\n .error span.error,\n span.error,\n small.error {\n @include form-error-message;\n }\n\n span.error,\n small.error {\n display: none;\n }\n }\n\n span.error,\n small.error {\n @include form-error-message;\n }\n\n .error {\n\n input,\n textarea,\n select {\n margin-bottom: 0;\n }\n\n input[type=\"checkbox\"],\n input[type=\"radio\"] {\n margin-bottom: $form-spacing\n }\n\n label,\n label.error {\n @include form-label-error-color;\n }\n\n small.error {\n @include form-error-message;\n }\n\n >label {\n >small {\n color: scale-color($form-label-font-color, $lightness: 15%);\n background: transparent;\n padding: 0;\n text-transform: $form-label-small-transform;\n font-style: normal;\n font-size: 60%;\n margin: 0;\n display: inline;\n }\n }\n\n span.error-message {\n display: block;\n }\n }\n\n input.error,\n textarea.error,\n select.error {\n margin-bottom: 0;\n }\n\n label.error {\n @include form-label-error-color;\n }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n@import \"grid\";\n@import \"buttons\";\n@import \"forms\";\n\n//\n// Top Bar Variables\n//\n$include-html-top-bar-classes: $include-html-classes !default;\n\n// Background color for the top bar\n$topbar-bg-color: $oil !default;\n$topbar-bg: $topbar-bg-color !default;\n\n// Height and margin\n$topbar-height: rem-calc(45) !default;\n$topbar-margin-bottom: 0 !default;\n\n// Controlling the styles for the title in the top bar\n$topbar-title-weight: $font-weight-normal !default;\n$topbar-title-font-size: rem-calc(17) !default;\n\n// Set the link colors and styles for top-level nav\n$topbar-link-color: $white !default;\n$topbar-link-color-hover: $white !default;\n$topbar-link-color-active: $white !default;\n$topbar-link-color-active-hover: $white !default;\n$topbar-link-weight: $font-weight-normal !default;\n$topbar-link-font-size: rem-calc(13) !default;\n$topbar-link-hover-lightness: -10% !default; // Darken by 10%\n$topbar-link-bg: $topbar-bg !default;\n$topbar-link-bg-hover: $oil !default;\n$topbar-link-bg-color-hover: $charcoal !default;\n$topbar-link-bg-active: $primary-color !default;\n$topbar-link-bg-active-hover: scale-color($primary-color, $lightness: -14%) !default;\n$topbar-link-font-family: $body-font-family !default;\n$topbar-link-text-transform: none !default;\n$topbar-link-padding: calc($topbar-height / 3) !default;\n$topbar-back-link-size: rem-calc(18) !default;\n$topbar-link-dropdown-padding: rem-calc(20) !default;\n$topbar-button-font-size: 0.75rem !default;\n$topbar-button-top: 7px !default;\n\n// Style the top bar dropdown elements\n$topbar-dropdown-bg: $oil !default;\n$topbar-dropdown-link-color: $white !default;\n$topbar-dropdown-link-color-hover: $topbar-link-color-hover !default;\n$topbar-dropdown-link-bg: $oil !default;\n$topbar-dropdown-link-bg-hover: $oil !default;\n$topbar-dropdown-link-weight: $font-weight-normal !default;\n$topbar-dropdown-toggle-size: 5px !default;\n$topbar-dropdown-toggle-color: $white !default;\n$topbar-dropdown-toggle-alpha: 0.4 !default;\n\n$topbar-dropdown-label-color: $monsoon !default;\n$topbar-dropdown-label-text-transform: uppercase !default;\n$topbar-dropdown-label-font-weight: $font-weight-bold !default;\n$topbar-dropdown-label-font-size: rem-calc(10) !default;\n$topbar-dropdown-label-bg: $oil !default;\n\n// Top menu icon styles\n$topbar-menu-link-transform: uppercase !default;\n$topbar-menu-link-font-size: rem-calc(13) !default;\n$topbar-menu-link-weight: $font-weight-bold !default;\n$topbar-menu-link-color: $white !default;\n$topbar-menu-icon-color: $white !default;\n$topbar-menu-link-color-toggled: $jumbo !default;\n$topbar-menu-icon-color-toggled: $jumbo !default;\n\n// Transitions and breakpoint styles\n$topbar-transition-speed: 300ms !default;\n// Using rem-calc for the below breakpoint causes issues with top bar\n$topbar-breakpoint: #{lower-bound($medium-range)} !default; // Change to 9999px for always mobile layout\n$topbar-media-query: $medium-up !default;\n\n// Top-bar input styles\n$topbar-input-height: rem-calc(28) !default;\n\n// Divider Styles\n$topbar-divider-border-bottom: solid 1px scale-color($topbar-bg-color, $lightness: 13%) !default;\n$topbar-divider-border-top: solid 1px scale-color($topbar-bg-color, $lightness: -50%) !default;\n\n// Sticky Class\n$topbar-sticky-class: \".sticky\" !default;\n$topbar-arrows: true !default; //Set false to remove the triangle icon from the menu item\n$topbar-dropdown-arrows: true !default; //Set false to remove the \\00bb >> text from dropdown subnavigation li\n\n// Accessibility mixins for hiding and showing the menu dropdown items\n@mixin topbar-hide-dropdown {\n // Makes an element visually hidden by default, but visible when focused.\n display: block;\n @include element-invisible();\n}\n\n@mixin topbar-show-dropdown {\n display: block;\n @include element-invisible-off();\n position: absolute !important; // Reset the position from static to absolute\n}\n\n@include exports(\"top-bar\") {\n\n @if $include-html-top-bar-classes {\n\n // Used to provide media query values for javascript components.\n // This class is generated despite the value of $include-html-top-bar-classes\n // to ensure width calculations work correctly.\n meta.foundation-mq-topbar {\n font-family: \"/\" + unquote($topbar-media-query) + \"/\";\n width: $topbar-breakpoint;\n }\n\n /* Wrapped around .top-bar to contain to grid width */\n .contain-to-grid {\n width: 100%;\n background: $topbar-bg;\n\n .top-bar {\n margin-bottom: $topbar-margin-bottom;\n }\n }\n\n // Wrapped around .top-bar to make it stick to the top\n .fixed {\n width: 100%;\n #{$default-float}: 0;\n position: fixed;\n top: 0;\n z-index: 99;\n\n &.expanded:not(.top-bar) {\n overflow-y: auto;\n height: auto;\n width: 100%;\n max-height: 100%;\n\n .title-area {\n position: fixed;\n width: 100%;\n z-index: 99;\n }\n\n // Ensure you can scroll the menu on small screens\n .top-bar-section {\n z-index: 98;\n margin-top: $topbar-height;\n }\n }\n }\n\n .top-bar {\n overflow: hidden;\n height: $topbar-height;\n line-height: $topbar-height;\n position: relative;\n background: $topbar-bg;\n margin-bottom: $topbar-margin-bottom;\n\n // Topbar Global list Styles\n ul {\n margin-bottom: 0;\n list-style: none;\n }\n\n .row {\n max-width: none;\n }\n\n form,\n input {\n margin-bottom: 0;\n }\n\n input {\n height: $topbar-input-height;\n padding-top: .35rem;\n padding-bottom: .35rem;\n font-size: $topbar-button-font-size;\n }\n\n .button,\n button {\n padding-top: .35rem + rem-calc(1);\n padding-bottom: .35rem + rem-calc(1);\n margin-bottom: 0;\n font-size: $topbar-button-font-size;\n // position: relative;\n // top: -1px;\n\n // Corrects a slight misalignment when put next to an input field\n @media #{$small-only} {\n position: relative;\n top: -1px;\n }\n }\n\n // Title Area\n .title-area {\n position: relative;\n margin: 0;\n }\n\n .name {\n height: $topbar-height;\n margin: 0;\n font-size: $rem-base;\n\n h1,\n h2,\n h3,\n h4,\n p,\n span {\n line-height: $topbar-height;\n font-size: $topbar-title-font-size;\n margin: 0;\n\n a {\n font-weight: $topbar-title-weight;\n color: $topbar-link-color;\n width: 75%;\n display: block;\n padding: 0 $topbar-link-padding;\n }\n }\n }\n\n // Menu toggle button on small devices\n .toggle-topbar {\n position: absolute;\n #{$opposite-direction}: 0;\n top: 0;\n\n a {\n color: $topbar-link-color;\n text-transform: $topbar-menu-link-transform;\n font-size: $topbar-menu-link-font-size;\n font-weight: $topbar-menu-link-weight;\n position: relative;\n display: block;\n padding: 0 $topbar-link-padding;\n height: $topbar-height;\n line-height: $topbar-height;\n }\n\n // Adding the class \"menu-icon\" will add the 3-line icon people love and adore.\n &.menu-icon {\n top: 50%;\n margin-top: -16px;\n\n a {\n @if $text-direction ==rtl {\n text-indent: -58px;\n }\n\n height: 34px;\n line-height: 33px;\n padding: 0 $topbar-link-padding+rem-calc(25) 0 $topbar-link-padding;\n color: $topbar-menu-link-color;\n position: relative;\n\n & {\n // @include hamburger icon\n //\n // We use this to create the icon with three lines aka the hamburger icon, the menu-icon or the navicon\n // $width - Width of hamburger icon\n // $left - If false, icon will be centered horizontally || explicitly set value in rem\n // $top - If false, icon will be centered vertically || explicitly set value in rem\n // $thickness - thickness of lines in hamburger icon, set value in px\n // $gap - spacing between the lines in hamburger icon, set value in px\n // $color - icon color\n // $hover-color - icon color during hover, here it isn't set b/c it would override $topbar-menu-icon-color-toggled\n // $offcanvas - Set to false of @include in topbar\n @include hamburger(16px, false, 0, 1px, 6px, $topbar-menu-icon-color, \"\", false);\n }\n }\n }\n }\n\n // Change things up when the top-bar is expanded\n &.expanded {\n height: auto;\n background: transparent;\n\n .title-area {\n background: $topbar-bg;\n }\n\n .toggle-topbar {\n a {\n color: $topbar-menu-link-color-toggled;\n\n span::after {\n // Shh, don't tell, but box-shadows create the menu icon :)\n // Change the color of the bars when the menu is expanded, using given thickness from hamburger() above\n box-shadow: 0 0 0 1px $topbar-menu-icon-color-toggled,\n 0 7px 0 1px $topbar-menu-icon-color-toggled,\n 0 14px 0 1px $topbar-menu-icon-color-toggled;\n }\n }\n }\n }\n }\n\n // Right and Left Navigation that stacked by default\n .top-bar-section {\n #{$default-float}: 0;\n position: relative;\n width: auto;\n @include single-transition($default-float, $topbar-transition-speed);\n\n ul {\n padding: 0;\n width: 100%;\n height: auto;\n display: block;\n font-size: $rem-base;\n margin: 0;\n }\n\n .divider,\n [role=\"separator\"] {\n border-top: $topbar-divider-border-top;\n clear: both;\n height: 1px;\n width: 100%;\n }\n\n ul li {\n background: $topbar-dropdown-bg;\n\n &>a {\n display: block;\n width: 100%;\n color: $topbar-link-color;\n padding: 12px 0 12px 0;\n padding-#{$default-float}: $topbar-link-padding;\n font-family: $topbar-link-font-family;\n font-size: $topbar-link-font-size;\n font-weight: $topbar-link-weight;\n text-transform: $topbar-link-text-transform;\n\n &.button {\n font-size: $topbar-link-font-size;\n padding-#{$opposite-direction}: $topbar-link-padding;\n padding-#{$default-float}: $topbar-link-padding;\n @include button-style($bg: $primary-color);\n }\n\n &.button.secondary {\n @include button-style($bg: $secondary-color);\n }\n\n &.button.success {\n @include button-style($bg: $success-color);\n }\n\n &.button.alert {\n @include button-style($bg: $alert-color);\n }\n\n &.button.warning {\n @include button-style($bg: $warning-color);\n }\n }\n\n >button {\n font-size: $topbar-link-font-size;\n padding-#{$opposite-direction}: $topbar-link-padding;\n padding-#{$default-float}: $topbar-link-padding;\n @include button-style($bg: $primary-color);\n\n &.secondary {\n @include button-style($bg: $secondary-color);\n }\n\n &.success {\n @include button-style($bg: $success-color);\n }\n\n &.alert {\n @include button-style($bg: $alert-color);\n }\n\n &.warning {\n @include button-style($bg: $warning-color);\n }\n }\n\n // Apply the hover link color when it has that class\n &:hover:not(.has-form)>a {\n background-color: $topbar-link-bg-color-hover;\n\n @if ($topbar-link-bg-hover) {\n background: $topbar-link-bg-hover;\n }\n\n color: $topbar-link-color-hover;\n }\n\n // Apply the active link color when it has that class\n &.active>a {\n background: $topbar-link-bg-active;\n color: $topbar-link-color-active;\n\n &:hover {\n background: $topbar-link-bg-active-hover;\n color: $topbar-link-color-active-hover;\n }\n }\n }\n\n // Add some extra padding for list items contains buttons\n .has-form {\n padding: $topbar-link-padding;\n }\n\n // Styling for list items that have a dropdown within them.\n .has-dropdown {\n position: relative;\n\n &>a {\n &:after {\n @if ($topbar-arrows) {\n @include css-triangle($topbar-dropdown-toggle-size, rgba($topbar-dropdown-toggle-color, $topbar-dropdown-toggle-alpha), $default-float);\n }\n\n margin-#{$opposite-direction}: $topbar-link-padding;\n margin-top: -(calc($topbar-dropdown-toggle-size / 2)) - 2;\n position: absolute;\n top: 50%;\n #{$opposite-direction}: 0;\n }\n }\n\n &.moved {\n position: static;\n\n &>.dropdown {\n @include topbar-show-dropdown();\n width: 100%;\n }\n\n &>a:after {\n display: none;\n }\n }\n }\n\n // Styling elements inside of dropdowns\n .dropdown {\n padding: 0;\n position: absolute;\n #{$default-float}: 100%;\n top: 0;\n z-index: 99;\n @include topbar-hide-dropdown();\n\n li {\n width: 100%;\n height: auto;\n\n a {\n font-weight: $topbar-dropdown-link-weight;\n padding: 8px $topbar-link-padding;\n\n &.parent-link {\n font-weight: $topbar-link-weight;\n }\n }\n\n &.title h5,\n &.parent-link {\n // Back Button\n margin-bottom: 0;\n margin-top: 0;\n font-size: $topbar-back-link-size;\n\n a {\n color: $topbar-link-color;\n // line-height: ($topbar-height / 2);\n display: block;\n\n &:hover {\n background: none;\n }\n }\n }\n\n &.has-form {\n padding: 8px $topbar-link-padding;\n }\n\n .button,\n button {\n top: auto;\n }\n }\n\n label {\n padding: 8px $topbar-link-padding 2px;\n margin-bottom: 0;\n text-transform: $topbar-dropdown-label-text-transform;\n color: $topbar-dropdown-label-color;\n font-weight: $topbar-dropdown-label-font-weight;\n font-size: $topbar-dropdown-label-font-size;\n }\n }\n }\n\n .js-generated {\n display: block;\n }\n\n\n // Top Bar styles intended for screen sizes above the breakpoint.\n @media #{$topbar-media-query} {\n .top-bar {\n background: $topbar-bg;\n @include clearfix;\n overflow: visible;\n\n .toggle-topbar {\n display: none;\n }\n\n .title-area {\n float: $default-float;\n }\n\n .name h1 a {\n width: auto;\n }\n\n input,\n .button,\n button {\n font-size: rem-calc(14);\n position: relative;\n height: $topbar-input-height;\n top: calc(($topbar-height - $topbar-input-height) / 2);\n }\n\n &.expanded {\n background: $topbar-bg;\n }\n }\n\n .contain-to-grid .top-bar {\n max-width: $row-width;\n margin: 0 auto;\n margin-bottom: $topbar-margin-bottom;\n }\n\n .top-bar-section {\n @include single-transition(none, 0, 0);\n #{$default-float}: 0 !important;\n\n ul {\n width: auto;\n height: auto !important;\n display: inline;\n\n li {\n float: $default-float;\n\n .js-generated {\n display: none;\n }\n }\n }\n\n li {\n &.hover {\n >a:not(.button) {\n background-color: $topbar-link-bg-color-hover;\n\n @if ($topbar-link-bg-hover) {\n background: $topbar-link-bg-hover;\n }\n\n color: $topbar-link-color-hover;\n }\n }\n\n &:not(.has-form) {\n a:not(.button) {\n padding: 0 $topbar-link-padding;\n line-height: $topbar-height;\n background: $topbar-link-bg;\n\n &:hover {\n background-color: $topbar-link-bg-color-hover;\n\n @if ($topbar-link-bg-hover) {\n background: $topbar-link-bg-hover;\n }\n }\n }\n }\n\n &.active:not(.has-form) {\n a:not(.button) {\n padding: 0 $topbar-link-padding;\n line-height: $topbar-height;\n color: $topbar-link-color-active;\n background: $topbar-link-bg-active;\n\n &:hover {\n background: $topbar-link-bg-active-hover;\n color: $topbar-link-color-active-hover;\n }\n }\n }\n }\n\n .has-dropdown {\n @if($topbar-arrows) {\n &>a {\n padding-#{$opposite-direction}: $topbar-link-padding + $topbar-link-dropdown-padding !important;\n\n &:after {\n @include css-triangle($topbar-dropdown-toggle-size, rgba($topbar-dropdown-toggle-color, $topbar-dropdown-toggle-alpha), top);\n margin-top: -(calc($topbar-dropdown-toggle-size / 2));\n top: calc($topbar-height / 2);\n }\n }\n }\n\n &.moved {\n position: relative;\n\n &>.dropdown {\n @include topbar-hide-dropdown();\n }\n }\n\n &.hover,\n &.not-click:hover {\n &>.dropdown {\n @include topbar-show-dropdown();\n }\n }\n\n >a:focus+.dropdown {\n @include topbar-show-dropdown();\n }\n\n .dropdown li.has-dropdown {\n &>a {\n @if ($topbar-dropdown-arrows) {\n &:after {\n border: none;\n content: \"\\00bb\";\n top: 1rem;\n margin-top: -1px;\n #{$opposite-direction}: 5px;\n line-height: 1.2;\n }\n }\n }\n }\n }\n\n .dropdown {\n #{$default-float}: 0;\n top: auto;\n background: transparent;\n min-width: 100%;\n\n li {\n a {\n color: $topbar-dropdown-link-color;\n line-height: $topbar-height;\n white-space: nowrap;\n padding: 12px $topbar-link-padding;\n background: $topbar-dropdown-link-bg;\n }\n\n &:not(.has-form):not(.active) {\n &>a:not(.button) {\n color: $topbar-dropdown-link-color;\n background: $topbar-dropdown-link-bg;\n }\n\n &:hover>a:not(.button) {\n color: $topbar-dropdown-link-color-hover;\n background-color: $topbar-link-bg-color-hover;\n\n @if ($topbar-dropdown-link-bg-hover) {\n background: $topbar-dropdown-link-bg-hover;\n }\n }\n }\n\n label {\n white-space: nowrap;\n background: $topbar-dropdown-label-bg;\n }\n\n // Second Level Dropdowns\n .dropdown {\n #{$default-float}: 100%;\n top: 0;\n }\n }\n }\n\n &>ul>.divider,\n &>ul>[role=\"separator\"] {\n border-bottom: none;\n border-top: none;\n border-#{$opposite-direction}: $topbar-divider-border-bottom;\n clear: none;\n height: $topbar-height;\n width: 0;\n }\n\n .has-form {\n background: $topbar-link-bg;\n padding: 0 calc($topbar-height / 3);\n height: $topbar-height;\n }\n\n // Position overrides for ul.right and ul.left\n .#{$opposite-direction} {\n li .dropdown {\n #{$default-float}: auto;\n #{$opposite-direction}: 0;\n\n li .dropdown {\n #{$opposite-direction}: 100%;\n }\n }\n }\n\n .#{$default-float} {\n li .dropdown {\n #{$opposite-direction}: auto;\n #{$default-float}: 0;\n\n li .dropdown {\n #{$default-float}: 100%;\n }\n }\n }\n }\n\n // Degrade gracefully when Javascript is disabled. Displays dropdown and changes\n // background & text color on hover.\n .no-js .top-bar-section {\n ul li {\n\n // Apply the hover link color when it has that class\n &:hover>a {\n background-color: $topbar-link-bg-color-hover;\n\n @if ($topbar-link-bg-hover) {\n background: $topbar-link-bg-hover;\n }\n\n color: $topbar-link-color-hover;\n }\n\n // Apply the active link color when it has that class\n &:active>a {\n background: $topbar-link-bg-active;\n color: $topbar-link-color-active;\n }\n }\n\n .has-dropdown {\n &:hover {\n &>.dropdown {\n @include topbar-show-dropdown();\n }\n }\n\n >a:focus+.dropdown {\n @include topbar-show-dropdown();\n }\n }\n }\n }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n\n$include-html-accordion-classes: $include-html-classes !default;\n\n$accordion-navigation-padding: rem-calc(16) !default;\n$accordion-navigation-bg-color: $silver !default;\n$accordion-navigation-hover-bg-color: scale-color($accordion-navigation-bg-color, $lightness: -5%) !default;\n$accordion-navigation-active-bg-color: scale-color($accordion-navigation-bg-color, $lightness: -3%) !default;\n$accordion-navigation-font-color: $jet !default;\n$accordion-navigation-font-size: rem-calc(16) !default;\n$accordion-navigation-font-family: $body-font-family !default;\n\n$accordion-content-padding: calc($column-gutter / 2) !default;\n$accordion-content-active-bg-color: $white !default;\n\n\n// Mixin: accordion-container()\n// Description: Responsible for the container component of accordions, generating styles relating to a margin of zero and a clearfix\n// Explicit Dependencies: a clearfix mixin *is* defined.\n// Implicit Dependencies: None\n\n@mixin accordion-container() {\n @include clearfix;\n margin-bottom: 0;\n}\n\n// Mixin: accordion-navigation( $bg, $hover-bg, $active-bg, $padding, $active_class, $font-color, $font-size, $font-family){\n// @params $bg-color: [ color or string ]: Specify the background color for the navigation element\n// @params $hover-bg-color [ color or string ]: Specify the background color for the navigation element when hovered\n// @params $active-bg [ color or string ]: Specify the background color for the navigation element when clicked and not released.\n// @params $active_class [ string ]: Specify the class name used to keep track of which accordion tab should be visible\n// @params $font-color [ color or string ]: Color of the font for accordion\n// @params $font-size [ number ]: Specify the font-size of the text inside the navigation element\n// @params $font-family [ string ]: Specify the font family for the text of the navigation of the accordion\n\n@mixin accordion-navigation($bg: $accordion-navigation-bg-color, $hover-bg: $accordion-navigation-hover-bg-color, $active-bg: $accordion-navigation-active-bg-color, $padding: $accordion-navigation-padding, $active_class: 'active', $font-color: $accordion-navigation-font-color, $font-size: $accordion-navigation-font-size, $font-family: $accordion-navigation-font-family ) {\n display: block;\n margin-bottom: 0 !important;\n\n @if type-of($active_class) !=\"string\" {\n @warn \"`#{$active_class}` isn't a valid string. A valid string is needed to correctly be interpolated as a CSS class. CSS classes cannot start with a number or consist of only numbers. CSS will not be generated for the active state of this navigation component.\"\n }\n\n @else {\n &.#{ $active_class }>a {\n background: $active-bg;\n }\n }\n\n >a {\n background: $bg;\n color: $font-color;\n\n @if type-of($padding) !=number {\n @warn \"`#{$padding}` was read as #{type-of($padding)}\";\n\n @if $accordion-navigation-padding !=null {\n @warn \"#{$padding} was read as a #{type-of($padding)}\";\n @warn \"`#{$padding}` isn't a valid number. $accordion-navigation-padding (#{$accordion-navigation-padding}) will be used instead.)\";\n padding: $accordion-navigation-padding;\n }\n\n @else {\n @warn \"`#{$padding}` isn't a valid number and $accordion-navigation-padding is missing. A value of `null` is returned to not output an invalid value for padding\";\n padding: null;\n }\n }\n\n @else {\n padding: $padding;\n }\n\n display: block;\n font-family: $font-family;\n\n @if type-of($font-size) !=number {\n @warn \"`#{$font-size}` was read as a #{type-of($font-size)}\";\n\n @if $accordion-navigation-font-size !=null {\n @warn \"`#{$font-size}` is not a valid number. The value of $accordion-navigation-font-size will be used instead (#{$accordion-navigation-font-size}).\";\n font-size: $accordion-navigation-font-size;\n }\n\n @else {\n @warn \"`#{$font-size}` is not a valid number and the default value of $accordion-navigation-font-size is not defined. A value of `null` will be returned to not generate an invalid value for font-size.\";\n font-size: null;\n\n }\n }\n\n @else {\n font-size: $font-size;\n }\n\n &:hover {\n background: $hover-bg;\n }\n }\n}\n\n// Mixin: accordion-content($bg, $padding, $active-class)\n// @params $padding [ number ]: Padding for the content of the container\n// @params $bg [ color ]: Background color for the content when it's visible\n// @params $active_class [ string ]: Class name used to keep track of which accordion tab should be visible.\n\n@mixin accordion-content($bg: $accordion-content-active-bg-color, $padding: $accordion-content-padding, $active_class: 'active') {\n display: none;\n\n @if type-of($padding) !=\"number\" {\n @warn \"#{$padding} was read as a #{type-of($padding)}\";\n\n @if $accordion-content-padding !=null {\n @warn \"`#{$padding}` isn't a valid number. $accordion-content-padding used instead\";\n padding: $accordion-content-padding;\n }\n\n @else {\n @warn \"`#{$padding}` isn't a valid number and the default value of $accordion-content-padding is not defined. A value of `null` is returned to not output an invalid value for padding.\";\n padding: null;\n }\n }\n\n @else {\n padding: $padding;\n }\n\n @if type-of($active_class) !=\"string\" {\n @warn \"`#{$active_class}` isn't a valid string. A valid string is needed to correctly be interpolated as a CSS class. CSS classes cannot start with a number or consist of only numbers. CSS will not be generated for the active state of the content. \"\n }\n\n @else {\n &.#{$active_class} {\n display: block;\n background: $bg;\n }\n }\n}\n\n@include exports(\"accordion\") {\n @if $include-html-accordion-classes {\n .accordion {\n @include clearfix;\n margin-bottom: 0;\n\n .accordion-navigation,\n dd {\n display: block;\n margin-bottom: 0 !important;\n\n &.active>a {\n background: $accordion-navigation-active-bg-color;\n }\n\n >a {\n background: $accordion-navigation-bg-color;\n color: $accordion-navigation-font-color;\n padding: $accordion-navigation-padding;\n display: block;\n font-family: $accordion-navigation-font-family;\n font-size: $accordion-navigation-font-size;\n\n &:hover {\n background: $accordion-navigation-hover-bg-color;\n }\n }\n\n >.content {\n display: none;\n padding: $accordion-content-padding;\n\n &.active {\n display: block;\n background: $accordion-content-active-bg-color;\n }\n }\n }\n }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// Alert Box Variables\n//\n$include-html-alert-classes: $include-html-classes !default;\n\n// We use this to control alert padding.\n$alert-padding-top: rem-calc(14) !default;\n$alert-padding-default-float: $alert-padding-top !default;\n$alert-padding-opposite-direction: $alert-padding-top + rem-calc(10) !default;\n$alert-padding-bottom: $alert-padding-top !default;\n\n// We use these to control text style.\n$alert-font-weight: $font-weight-normal !default;\n$alert-font-size: rem-calc(13) !default;\n$alert-font-color: $white !default;\n$alert-font-color-alt: scale-color($secondary-color, $lightness: -66%) !default;\n\n// We use this for close hover effect.\n$alert-function-factor: -14% !default;\n\n// We use these to control border styles.\n$alert-border-style: solid !default;\n$alert-border-width: 1px !default;\n$alert-border-color: scale-color($primary-color, $lightness: $alert-function-factor) !default;\n$alert-bottom-margin: rem-calc(20) !default;\n\n// We use these to style the close buttons\n$alert-close-color: $oil !default;\n$alert-close-top: 50% !default;\n$alert-close-position: rem-calc(4) !default;\n$alert-close-font-size: rem-calc(22) !default;\n$alert-close-opacity: 0.3 !default;\n$alert-close-opacity-hover: 0.5 !default;\n$alert-close-padding: 9px 6px 4px !default;\n$alert-close-background: inherit !default;\n\n// We use this to control border radius\n$alert-radius: $global-radius !default;\n\n$alert-transition-speed: 300ms !default;\n$alert-transition-ease: ease-out !default;\n\n//\n// Alert Mixins\n//\n\n// We use this mixin to create a default alert base.\n@mixin alert-base {\n border-style: $alert-border-style;\n border-width: $alert-border-width;\n display: block;\n font-weight: $alert-font-weight;\n margin-bottom: $alert-bottom-margin;\n position: relative;\n padding: $alert-padding-top $alert-padding-opposite-direction $alert-padding-bottom $alert-padding-default-float;\n font-size: $alert-font-size;\n @include single-transition(opacity, $alert-transition-speed, $alert-transition-ease)\n}\n\n// We use this mixin to add alert styles\n//\n// $bg - The background of the alert. Default: $primary-color.\n@mixin alert-style($bg: $primary-color) {\n\n // This finds the lightness percentage of the background color.\n $bg-lightness: lightness($bg);\n\n // We control which background color and border come through.\n background-color: $bg;\n border-color: scale-color($bg, $lightness: $alert-function-factor);\n\n // We control the text color for you based on the background color.\n @if $bg-lightness >70% {\n color: $alert-font-color-alt;\n }\n\n @else {\n color: $alert-font-color;\n }\n\n}\n\n// We use this to create the close button.\n@mixin alert-close {\n font-size: $alert-close-font-size;\n padding: $alert-close-padding;\n line-height: 0;\n position: absolute;\n top: $alert-close-top;\n margin-top: -(calc($alert-close-font-size / 2));\n #{$opposite-direction}: $alert-close-position;\n color: $alert-close-color;\n opacity: $alert-close-opacity;\n background: $alert-close-background;\n\n &:hover,\n &:focus {\n opacity: $alert-close-opacity-hover;\n }\n}\n\n// We use this to quickly create alerts with a single mixin.\n//\n// $bg - Background of alert. Default: $primary-color.\n// $radius - Radius of alert box. Default: false.\n@mixin alert($bg: $primary-color, $radius: false) {\n @include alert-base;\n @include alert-style($bg);\n @include radius($radius);\n}\n\n@include exports(\"alert-box\") {\n @if $include-html-alert-classes {\n .alert-box {\n @include alert;\n\n .close {\n @include alert-close;\n }\n\n &.radius {\n @include radius($alert-radius);\n }\n\n &.round {\n @include radius($global-rounded);\n }\n\n &.success {\n @include alert-style($success-color);\n }\n\n &.alert {\n @include alert-style($alert-color);\n }\n\n &.secondary {\n @include alert-style($secondary-color);\n }\n\n &.warning {\n @include alert-style($warning-color);\n }\n\n &.info {\n @include alert-style($info-color);\n }\n\n &.alert-close {\n opacity: 0\n }\n }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// Breadcrumb Variables\n//\n$include-html-nav-classes: $include-html-classes !default;\n\n// We use this to set the background color for the breadcrumb container.\n$crumb-bg: scale-color($secondary-color, $lightness: 55%) !default;\n\n// We use these to set the padding around the breadcrumbs.\n$crumb-padding: rem-calc(9 14 9) !default;\n$crumb-side-padding: rem-calc(12) !default;\n\n// We use these to control border styles.\n$crumb-function-factor: -10% !default;\n$crumb-border-size: 1px !default;\n$crumb-border-style: solid !default;\n$crumb-border-color: scale-color($crumb-bg, $lightness: $crumb-function-factor) !default;\n$crumb-radius: $global-radius !default;\n\n// We use these to set various text styles for breadcrumbs.\n$crumb-font-size: rem-calc(11) !default;\n$crumb-font-color: $primary-color !default;\n$crumb-font-color-current: $oil !default;\n$crumb-font-color-unavailable: $aluminum !default;\n$crumb-font-transform: uppercase !default;\n$crumb-link-decor: underline !default;\n\n// We use these to control the slash between breadcrumbs\n$crumb-slash-color: $base !default;\n$crumb-slash: \"/\" !default;\n\n//\n// Breadcrumb Mixins\n//\n\n// We use this mixin to create a container around our breadcrumbs\n@mixin crumb-container {\n display: block;\n padding: $crumb-padding;\n overflow: hidden;\n margin-#{$default-float}: 0;\n list-style: none;\n border-style: $crumb-border-style;\n border-width: $crumb-border-size;\n\n // We control which background color and border come through.\n background-color: $crumb-bg;\n border-color: $crumb-border-color;\n}\n\n// We use this mixin to create breadcrumb styles from list items.\n@mixin crumbs {\n\n // A normal state will make the links look and act like clickable breadcrumbs.\n margin: 0;\n float: $default-float;\n font-size: $crumb-font-size;\n line-height: $crumb-font-size;\n text-transform: $crumb-font-transform;\n color: $crumb-font-color;\n\n &:hover a, &:focus a { text-decoration: $crumb-link-decor; }\n\n a {\n color: $crumb-font-color;\n }\n\n // Current is for the link of the current page\n &.current {\n cursor: $cursor-default-value;\n color: $crumb-font-color-current;\n a {\n cursor: $cursor-default-value;\n color: $crumb-font-color-current;\n }\n\n &:hover, &:hover a,\n &:focus, &:focus a { text-decoration: none; }\n }\n\n // Unavailable removed color and link styles so it looks inactive.\n &.unavailable {\n color: $crumb-font-color-unavailable;\n a { color: $crumb-font-color-unavailable; }\n\n &:hover,\n &:hover a,\n &:focus,\n a:focus {\n text-decoration: none;\n color: $crumb-font-color-unavailable;\n cursor: $cursor-default-value;\n }\n }\n\n &:before {\n content: \"#{$crumb-slash}\";\n color: $crumb-slash-color;\n margin: 0 $crumb-side-padding;\n position: relative;\n top: 1px;\n }\n\n &:first-child:before {\n content: \" \";\n margin: 0;\n }\n}\n\n@include exports(\"breadcrumbs\") {\n @if $include-html-nav-classes {\n .breadcrumbs {\n @include crumb-container;\n @include radius($crumb-radius);\n\n &>* {\n @include crumbs;\n }\n }\n }\n}\n\n/* Accessibility - hides the forward slash */\n[aria-label=\"breadcrumbs\"] [aria-hidden=\"true\"]:after {\n content: \"/\";\n }\n","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// Block Grid Variables\n//\n$include-html-block-grid-classes: $include-html-classes !default;\n$include-xl-html-block-grid-classes: false !default;\n\n// We use this to control the maximum number of block grid elements per row\n$block-grid-elements: 12 !default;\n$block-grid-default-spacing: rem-calc(20) !default;\n\n$align-block-grid-to-grid: false !default;\n\n@if $align-block-grid-to-grid {\n $block-grid-default-spacing: $column-gutter;\n}\n\n// Enables media queries for block-grid classes. Set to false if writing semantic HTML.\n$block-grid-media-queries: true !default;\n\n//\n// Block Grid Mixins\n//\n\n// Create a custom block grid\n//\n// $per-row - # of items to display per row. Default: false.\n// $spacing - # of ems to use as padding on each block item. Default: rem-calc(20).\n// $base-style - Apply a base style to block grid. Default: true.\n@mixin block-grid($per-row: false,\n $spacing: $block-grid-default-spacing,\n $include-spacing: true,\n $base-style: true) {\n\n @if $base-style {\n display: block;\n padding: 0;\n\n @if $align-block-grid-to-grid {\n margin: 0;\n }\n\n @else {\n margin: 0 calc(-1 * $spacing / 2);\n }\n\n @include clearfix;\n\n &>li {\n display: block;\n height: auto;\n float: $default-float;\n\n @if $include-spacing {\n padding: 0 calc($spacing / 2) $spacing;\n }\n }\n }\n\n @if $per-row {\n &>li {\n width: calc(100% / $per-row);\n\n @if $include-spacing {\n padding: 0 ($spacing/2) $spacing;\n }\n\n list-style: none;\n\n &:nth-of-type(1n) {\n clear: none;\n }\n\n &:nth-of-type(#{$per-row}n+1) {\n clear: both;\n }\n\n @if $align-block-grid-to-grid {\n @include block-grid-aligned($per-row, $spacing);\n }\n }\n }\n}\n\n@mixin block-grid-aligned($per-row, $spacing) {\n @for $i from 1 through $block-grid-elements {\n @if $per-row >=$i {\n $grid-column: '+'+$i;\n\n @if $per-row ==$i {\n $grid-column: '';\n }\n\n &:nth-of-type(#{$per-row}n#{unquote($grid-column)}) {\n padding-left: ($spacing - (($spacing / $per-row) * ($per-row - ($i - 1))));\n padding-right: ($spacing - (($spacing / $per-row) * $i));\n }\n }\n }\n}\n\n// Generate presentational markup for block grid.\n//\n// $size - Name of class to use, i.e. \"large\" will generate .large-block-grid-1, .large-block-grid-2, etc.\n@mixin block-grid-html-classes($size, $include-spacing) {\n @for $i from 1 through $block-grid-elements {\n .#{$size}-block-grid-#{($i)} {\n @include block-grid($i, $block-grid-default-spacing, $include-spacing, false);\n }\n }\n}\n\n@include exports(\"block-grid\") {\n @if $include-html-block-grid-classes {\n\n [class*=\"block-grid-\"] {\n @include block-grid;\n }\n\n @if $block-grid-media-queries {\n @media #{$small-up} {\n @include block-grid-html-classes($size: small, $include-spacing: false);\n }\n\n @media #{$medium-up} {\n @include block-grid-html-classes($size: medium, $include-spacing: false);\n }\n\n @media #{$large-up} {\n @include block-grid-html-classes($size: large, $include-spacing: false);\n }\n\n @if $include-xl-html-block-grid-classes {\n @media #{$xlarge-up} {\n @include block-grid-html-classes($size: xlarge, $include-spacing: false);\n }\n\n @media #{$xxlarge-up} {\n @include block-grid-html-classes($size: xxlarge, $include-spacing: false);\n }\n }\n }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n@import \"buttons\";\n\n//\n// Button Group Variables\n//\n$include-html-button-classes: $include-html-classes !default;\n\n// Sets the margin for the right side by default, and the left margin if right-to-left direction is used\n$button-bar-margin-opposite: rem-calc(10) !default;\n$button-group-border-width: 1px !default;\n\n//\n// Button Group Mixins\n//\n\n// We use this to add styles for a button group container\n@mixin button-group-container($styles: true, $float: false) {\n @if $styles {\n list-style: none;\n margin: 0;\n #{$default-float}: 0;\n @include clearfix();\n }\n\n @if $float {\n float: #{$default-float};\n margin-#{$opposite-direction}: $button-bar-margin-opposite;\n\n & div {\n overflow: hidden;\n }\n }\n}\n\n// We use this to control styles for button groups\n@mixin button-group-style($radius: false, $even: false, $float: false, $orientation: horizontal) {\n\n >button,\n .button {\n border-#{$default-float}: $button-group-border-width solid;\n border-color: rgba(255, 255, 255, 0.5);\n }\n\n &:first-child {\n\n button,\n .button {\n border-#{$default-float}: 0;\n }\n }\n\n // We use this to control the flow, or remove those styles completely.\n @if $float {\n margin: 0;\n float: $float;\n display: list-item;\n\n // Make sure the first child doesn't get the negative margin.\n &:first-child {\n margin-#{$default-float}: 0;\n }\n }\n\n @else {\n margin: 0 -2px;\n display: inline-block;\n }\n\n @if $orientation ==vertical {\n display: block;\n margin: 0;\n\n >button,\n .button {\n border-top: $button-group-border-width solid;\n border-color: rgba(255, 255, 255, 0.5);\n border-left-width: 0;\n margin: 0;\n display: block;\n }\n\n &:first-child {\n\n button,\n .button {\n border-top: 0;\n }\n }\n }\n\n // We use these to control left and right radius on first/last buttons in the group.\n @if $radius ==true {\n\n &,\n &>a,\n &>button,\n &>.button {\n @include radius(0);\n }\n\n &:first-child,\n &:first-child>a,\n &:first-child>button,\n &:first-child>.button {\n @if $orientation ==vertical {\n @include side-radius(top, $button-radius);\n }\n\n @else {\n @include side-radius($default-float, $button-radius);\n }\n }\n\n &:last-child,\n &:last-child>a,\n &:last-child>button,\n &:last-child>.button {\n @if $orientation ==vertical {\n @include side-radius(bottom, $button-radius);\n }\n\n @else {\n @include side-radius($opposite-direction, $button-radius);\n }\n }\n }\n\n @else if $radius {\n\n &,\n &>a,\n &>button,\n &>.button {\n @include radius(0);\n }\n\n &:first-child,\n &:first-child>a,\n &:first-child>button,\n &:first-child>.button {\n @if $orientation ==vertical {\n @include side-radius(top, $radius);\n }\n\n @else {\n @include side-radius($default-float, $radius);\n }\n }\n\n &:last-child,\n &:last-child>a,\n &:last-child>button,\n &:last-child>.button {\n @if $orientation ==vertical {\n @include side-radius(bottom, $radius);\n }\n\n @else {\n @include side-radius($opposite-direction, $radius);\n }\n }\n }\n\n // We use this to make the buttons even width across their container\n @if $even {\n width: percentage(calc((100/$even) / 100));\n\n button,\n .button {\n width: 100%;\n }\n }\n}\n\n@include exports(\"button-group\") {\n @if $include-html-button-classes {\n .button-group {\n @include button-group-container;\n\n &>li {\n @include button-group-style();\n }\n\n &.stack {\n &>li {\n @include button-group-style($orientation: vertical);\n float: none;\n }\n }\n\n &.stack-for-small {\n &>li {\n @include button-group-style($orientation: horizontal);\n\n @media #{$small-only} {\n @include button-group-style($orientation: vertical);\n }\n }\n }\n\n &.radius>* {\n @include button-group-style($radius: $button-radius, $float: null);\n }\n\n &.radius.stack>* {\n @include button-group-style($radius: $button-radius, $float: null, $orientation: vertical);\n }\n\n &.radius.stack-for-small>* {\n @media #{$medium-up} {\n @include button-group-style($radius: $button-radius, $orientation: horizontal);\n }\n\n @media #{$small-only} {\n @include button-group-style($radius: $button-radius, $orientation: vertical);\n }\n }\n\n &.round>* {\n @include button-group-style($radius: $button-round, $float: null);\n }\n\n &.round.stack>* {\n @include button-group-style($radius: $button-med, $float: null, $orientation: vertical);\n }\n\n &.round.stack-for-small>* {\n @media #{$medium-up} {\n @include button-group-style($radius: $button-round, $orientation: horizontal);\n }\n\n @media #{$small-only} {\n @include button-group-style($radius: $button-med, $orientation: vertical);\n }\n }\n\n @for $i from 2 through 8 {\n &.even-#{$i} li {\n @include button-group-style($even: $i, $float: null);\n }\n }\n }\n\n .button-bar {\n @include clearfix;\n\n .button-group {\n @include button-group-container($styles: false, $float: true);\n }\n }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n$include-html-clearing-classes: $include-html-classes !default;\n\n// We use these to set the background colors for parts of Clearing.\n$clearing-bg: $oil !default;\n$clearing-caption-bg: $clearing-bg !default;\n$clearing-carousel-bg: rgba(51,51,51,0.8) !default;\n$clearing-img-bg: $clearing-bg !default;\n\n// We use these to style the close button\n$clearing-close-color: $iron !default;\n$clearing-close-size: 30px !default;\n\n// We use these to style the arrows\n$clearing-arrow-size: 12px !default;\n$clearing-arrow-color: $clearing-close-color !default;\n\n// We use these to style captions\n$clearing-caption-font-color: $iron !default;\n$clearing-caption-font-size: 0.875em !default;\n$clearing-caption-padding: 10px 30px 20px !default;\n\n// We use these to make the image and carousel height and style\n$clearing-active-img-height: 85% !default;\n$clearing-carousel-height: 120px !default;\n$clearing-carousel-thumb-width: 120px !default;\n$clearing-carousel-thumb-active-border: 1px solid rgb(255,255,255) !default;\n\n@include exports(\"clearing\") {\n @if $include-html-clearing-classes {\n // We decided to not create a mixin for Clearing because it relies\n // on predefined classes and structure to work properly.\n // The variables above should give enough control.\n\n /* Clearing Styles */\n .clearing-thumbs, #{data('clearing')} {\n @include clearfix;\n margin-bottom: 0;\n margin-#{$default-float}: 0;\n list-style: none;\n\n li {\n float: $default-float;\n margin-#{$opposite-direction}: 10px;\n }\n\n &[class*=\"block-grid-\"] li {\n margin-#{$opposite-direction}: 0;\n }\n }\n\n .clearing-blackout {\n background: $clearing-bg;\n position: fixed;\n width: 100%;\n height: 100%;\n top: 0;\n #{$default-float}: 0;\n z-index: 998;\n\n .clearing-close { display: block; }\n }\n\n .clearing-container {\n position: relative;\n z-index: 998;\n height: 100%;\n overflow: hidden;\n margin: 0;\n }\n\n .clearing-touch-label {\n position: absolute;\n top: 50%;\n left: 50%;\n color: $base;\n font-size: 0.6em;\n }\n\n .visible-img {\n height: 95%;\n position: relative;\n\n img {\n position: absolute;\n #{$default-float}: 50%;\n top: 50%;\n margin-#{$default-float}: -50%;\n max-height: 100%;\n max-width: 100%;\n }\n }\n\n .clearing-caption {\n color: $clearing-caption-font-color;\n font-size: $clearing-caption-font-size;\n line-height: 1.3;\n margin-bottom: 0;\n text-align: center;\n bottom: 0;\n background: $clearing-caption-bg;\n width: 100%;\n padding: $clearing-caption-padding;\n position: absolute;\n #{$default-float}: 0;\n }\n\n .clearing-close {\n z-index: 999;\n padding-#{$default-float}: 20px;\n padding-top: 10px;\n font-size: $clearing-close-size;\n line-height: 1;\n color: $clearing-close-color;\n display: none;\n\n &:hover,\n &:focus { color: $iron; }\n }\n\n .clearing-assembled .clearing-container { height: 100%;\n .carousel > ul { display: none; }\n }\n\n // If you want to show a lightbox, but only have a single image come through as the thumbnail\n .clearing-feature li {\n display: none;\n &.clearing-featured-img {\n display: block;\n }\n }\n\n // Large screen overrides\n @media #{$medium-up} {\n .clearing-main-prev,\n .clearing-main-next {\n position: absolute;\n height: 100%;\n width: 40px;\n top: 0;\n & > span {\n position: absolute;\n top: 50%;\n display: block;\n width: 0;\n height: 0;\n border: solid $clearing-arrow-size;\n &:hover { opacity: 0.8; }\n }\n }\n .clearing-main-prev {\n #{$default-float}: 0;\n & > span {\n #{$default-float}: 5px;\n border-color: transparent;\n border-#{$opposite-direction}-color: $clearing-arrow-color;\n }\n }\n .clearing-main-next {\n #{$opposite-direction}: 0;\n & > span {\n border-color: transparent;\n border-#{$default-float}-color: $clearing-arrow-color;\n }\n }\n \n .clearing-main-prev.disabled,\n .clearing-main-next.disabled { opacity: 0.3; }\n\n .clearing-assembled .clearing-container {\n\n .carousel {\n background: $clearing-carousel-bg;\n height: $clearing-carousel-height;\n margin-top: 10px;\n text-align: center;\n\n & > ul {\n display: inline-block;\n z-index: 999;\n height: 100%;\n position: relative;\n float: none;\n\n li {\n display: block;\n width: $clearing-carousel-thumb-width;\n min-height: inherit;\n float: $default-float;\n overflow: hidden;\n margin-#{$opposite-direction}: 0;\n padding: 0;\n position: relative;\n cursor: $cursor-pointer-value;\n opacity: 0.4;\n clear: none;\n\n &.fix-height {\n img {\n height: 100%;\n max-width: none;\n }\n }\n\n a.th {\n border: none;\n box-shadow: none;\n display: block;\n }\n\n img {\n cursor: $cursor-pointer-value !important;\n width: 100% !important;\n }\n\n &.visible { opacity: 1; }\n &:hover { opacity: 0.8; }\n }\n }\n }\n\n .visible-img {\n background: $clearing-img-bg;\n overflow: hidden;\n height: $clearing-active-img-height;\n }\n }\n\n .clearing-close {\n position: absolute;\n top: 10px;\n #{$opposite-direction}: 20px;\n padding-#{$default-float}: 0;\n padding-top: 0;\n }\n }\n\n }\n}\n","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n$include-html-dropdown-classes: $include-html-classes !default;\n\n// We use these to controls height and width styles.\n$f-dropdown-max-width: 200px !default;\n$f-dropdown-height: auto !default;\n$f-dropdown-max-height: none !default;\n\n// Used for bottom position\n$f-dropdown-margin-top: 2px !default;\n\n// Used for right position\n$f-dropdown-margin-left: $f-dropdown-margin-top !default;\n\n// Used for left position\n$f-dropdown-margin-right: $f-dropdown-margin-top !default;\n\n// Used for top position\n$f-dropdown-margin-bottom: $f-dropdown-margin-top !default;\n\n// We use this to control the background color\n$f-dropdown-bg: $white !default;\n\n// We use this to set the border styles for dropdowns.\n$f-dropdown-border-style: solid !default;\n$f-dropdown-border-width: 1px !default;\n$f-dropdown-border-color: scale-color($white, $lightness: -20%) !default;\n\n// We use these to style the triangle pip.\n$f-dropdown-triangle-size: 6px !default;\n$f-dropdown-triangle-color: $white !default;\n$f-dropdown-triangle-side-offset: 10px !default;\n\n// We use these to control styles for the list elements.\n$f-dropdown-list-style: none !default;\n$f-dropdown-font-color: $charcoal !default;\n$f-dropdown-font-size: rem-calc(14) !default;\n$f-dropdown-list-padding: rem-calc(5, 10) !default;\n$f-dropdown-line-height: rem-calc(18) !default;\n$f-dropdown-list-hover-bg: $smoke !default;\n$dropdown-mobile-default-float: 0 !default;\n\n// We use this to control the styles for when the dropdown has custom content.\n$f-dropdown-content-padding: rem-calc(20) !default;\n\n// Default radius for dropdown.\n$f-dropdown-radius: $global-radius !default;\n\n//\n// @mixins\n//\n//\n// NOTE: Make default max-width change between list and content types. Can add more width with classes, maybe .small, .medium, .large, etc.;\n// We use this to style the dropdown container element.\n// $content-list - Sets list-style. Default: list. Options: [list, content]\n// $triangle - Sets if dropdown has triangle. Default:true.\n// $max-width - Default: $f-dropdown-max-width || 200px.\n@mixin dropdown-container($content:list, $triangle:true, $max-width:$f-dropdown-max-width) {\n position: absolute;\n left: -9999px;\n list-style: $f-dropdown-list-style;\n margin-#{$default-float}: 0;\n outline: none;\n\n > *:first-child { margin-top: 0; }\n > *:last-child { margin-bottom: 0; }\n\n @if $content == list {\n width: 100%;\n max-height: $f-dropdown-max-height;\n height: $f-dropdown-height;\n background: $f-dropdown-bg;\n border: $f-dropdown-border-style $f-dropdown-border-width $f-dropdown-border-color;\n font-size: $f-dropdown-font-size;\n z-index: 89;\n }\n @else if $content == content {\n padding: $f-dropdown-content-padding;\n width: 100%;\n height: $f-dropdown-height;\n max-height: $f-dropdown-max-height;\n background: $f-dropdown-bg;\n border: $f-dropdown-border-style $f-dropdown-border-width $f-dropdown-border-color;\n font-size: $f-dropdown-font-size;\n z-index: 89;\n }\n\n @if $triangle == bottom {\n margin-top: $f-dropdown-margin-top;\n\n &:before {\n @include css-triangle($f-dropdown-triangle-size, $f-dropdown-triangle-color, bottom);\n position: absolute;\n top: -($f-dropdown-triangle-size * 2);\n #{$default-float}: $f-dropdown-triangle-side-offset;\n z-index: 89;\n }\n &:after {\n @include css-triangle($f-dropdown-triangle-size + 1, $f-dropdown-border-color, bottom);\n position: absolute;\n top: -(($f-dropdown-triangle-size + 1) * 2);\n #{$default-float}: $f-dropdown-triangle-side-offset - 1;\n z-index: 88;\n }\n\n &.right:before {\n #{$default-float}: auto;\n #{$opposite-direction}: $f-dropdown-triangle-side-offset;\n }\n &.right:after {\n #{$default-float}: auto;\n #{$opposite-direction}: $f-dropdown-triangle-side-offset - 1;\n }\n }\n\n @if $triangle == $default-float {\n margin-top: 0;\n margin-#{$default-float}: $f-dropdown-margin-right;\n\n &:before {\n @include css-triangle($f-dropdown-triangle-size, $f-dropdown-triangle-color, #{$opposite-direction});\n position: absolute;\n top: $f-dropdown-triangle-side-offset;\n #{$default-float}: -($f-dropdown-triangle-size * 2);\n z-index: 89;\n }\n &:after {\n @include css-triangle($f-dropdown-triangle-size + 1, $f-dropdown-border-color, #{$opposite-direction});\n position: absolute;\n top: $f-dropdown-triangle-side-offset - 1;\n #{$default-float}: -($f-dropdown-triangle-size * 2) - 2;\n z-index: 88;\n }\n\n }\n\n @if $triangle == $opposite-direction {\n margin-top: 0;\n margin-#{$default-float}: -$f-dropdown-margin-right;\n\n &:before {\n @include css-triangle($f-dropdown-triangle-size, $f-dropdown-triangle-color, #{$default-float});\n position: absolute;\n top: $f-dropdown-triangle-side-offset;\n #{$opposite-direction}: -($f-dropdown-triangle-size * 2);\n #{$default-float}: auto;\n z-index: 89;\n }\n &:after {\n @include css-triangle($f-dropdown-triangle-size + 1, $f-dropdown-border-color, #{$default-float});\n position: absolute;\n top: $f-dropdown-triangle-side-offset - 1;\n #{$opposite-direction}: -($f-dropdown-triangle-size * 2) - 2;\n #{$default-float}: auto;\n z-index: 88;\n }\n\n }\n\n @if $triangle == top {\n margin-top: -$f-dropdown-margin-bottom;\n margin-left: 0;\n\n &:before {\n @include css-triangle($f-dropdown-triangle-size, $f-dropdown-triangle-color, top);\n position: absolute;\n top: auto;\n bottom: -($f-dropdown-triangle-size * 2);\n #{$default-float}: $f-dropdown-triangle-side-offset;\n #{$opposite-direction}: auto;\n z-index: 89;\n }\n &:after {\n @include css-triangle($f-dropdown-triangle-size + 1, $f-dropdown-border-color, top);\n position: absolute;\n top: auto;\n bottom: -($f-dropdown-triangle-size * 2) - 2;\n #{$default-float}: $f-dropdown-triangle-side-offset - 1;\n #{$opposite-direction}: auto;\n z-index: 88;\n }\n\n }\n\n @if $max-width { max-width: $max-width; }\n @else { max-width: $f-dropdown-max-width; }\n\n}\n\n// @MIXIN\n//\n// We use this to style the list elements or content inside the dropdown.\n\n@mixin dropdown-style {\n font-size: $f-dropdown-font-size;\n cursor: $cursor-pointer-value;\n\n line-height: $f-dropdown-line-height;\n margin: 0;\n\n &:hover,\n &:focus { background: $f-dropdown-list-hover-bg; }\n\n &.radius { @include radius($f-dropdown-radius); }\n\n a {\n display: block;\n padding: $f-dropdown-list-padding;\n color: $f-dropdown-font-color;\n }\n}\n\n@include exports(\"dropdown\") {\n @if $include-html-dropdown-classes {\n\n /* Foundation Dropdowns */\n .f-dropdown {\n @include dropdown-container(list, bottom);\n\n &.drop-#{$opposite-direction} {\n @include dropdown-container(list, #{$default-float});\n }\n\n &.drop-#{$default-float} {\n @include dropdown-container(list, #{$opposite-direction});\n }\n\n &.drop-top {\n @include dropdown-container(list, top);\n }\n // max-width: none;\n\n li { @include dropdown-style; }\n\n // You can also put custom content in these dropdowns\n &.content { @include dropdown-container(content, $triangle:false); }\n\n // Sizes\n &.tiny { max-width: 200px; }\n &.small { max-width: 300px; }\n &.medium { max-width: 500px; }\n &.large { max-width: 800px; }\n &.mega {\n width:100%!important;\n max-width:100%!important;\n\n &.open{\n left:0!important;\n }\n }\n }\n\n }\n}\n","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n$include-html-button-classes: $include-html-classes !default;\n\n// We use these to set the color of the pip in dropdown buttons\n$dropdown-button-pip-color: $white !default;\n$dropdown-button-pip-color-alt: $oil !default;\n\n$button-pip-tny: rem-calc(6) !default;\n$button-pip-sml: rem-calc(7) !default;\n$button-pip-med: rem-calc(9) !default;\n$button-pip-lrg: rem-calc(11) !default;\n\n// We use these to style tiny dropdown buttons\n$dropdown-button-padding-tny: $button-pip-tny * 7 !default;\n$dropdown-button-pip-size-tny: $button-pip-tny !default;\n$dropdown-button-pip-opposite-tny: $button-pip-tny * 3 !default;\n$dropdown-button-pip-top-tny: calc(-1 * $button-pip-tny / 2) + rem-calc(1) !default;\n\n// We use these to style small dropdown buttons\n$dropdown-button-padding-sml: $button-pip-sml * 7 !default;\n$dropdown-button-pip-size-sml: $button-pip-sml !default;\n$dropdown-button-pip-opposite-sml: $button-pip-sml * 3 !default;\n$dropdown-button-pip-top-sml: calc(-1 * $button-pip-sml / 2) + rem-calc(1) !default;\n\n// We use these to style medium dropdown buttons\n$dropdown-button-padding-med: $button-pip-med * 6 + rem-calc(3) !default;\n$dropdown-button-pip-size-med: $button-pip-med - rem-calc(3) !default;\n$dropdown-button-pip-opposite-med: $button-pip-med * 2.5 !default;\n$dropdown-button-pip-top-med: calc(-1 * $button-pip-med / 2) + rem-calc(2) !default;\n\n// We use these to style large dropdown buttons\n$dropdown-button-padding-lrg: $button-pip-lrg * 5 + rem-calc(3) !default;\n$dropdown-button-pip-size-lrg: $button-pip-lrg - rem-calc(6) !default;\n$dropdown-button-pip-opposite-lrg: $button-pip-lrg * 2.5 !default;\n$dropdown-button-pip-top-lrg: calc(-1 * $button-pip-lrg / 2) + rem-calc(3) !default;\n\n// @mixins\n//\n// Dropdown Button Mixin\n//\n// We use this mixin to build off of the button mixin and add dropdown button styles\n//\n// $padding - Determines the size of button you're working with. Default: medium. Options [tiny, small, medium, large]\n// $pip-color - Color of the little triangle that points to the dropdown. Default: $white.\n// $base-style - Add in base-styles. This can be set to false. Default:true\n\n@mixin dropdown-button($padding: medium, $pip-color: $white, $base-style: true) {\n\n // We add in base styles, but they can be negated by setting to 'false'.\n @if $base-style {\n position: relative;\n outline: none;\n\n // This creates the base styles for the triangle pip\n &::after {\n position: absolute;\n content: \"\";\n width: 0;\n height: 0;\n display: block;\n border-style: solid;\n border-color: $dropdown-button-pip-color transparent transparent transparent;\n top: 50%;\n }\n }\n\n // If we're dealing with tiny buttons, use these styles\n @if $padding ==tiny {\n padding-#{$opposite-direction}: $dropdown-button-padding-tny;\n\n &:after {\n border-width: $dropdown-button-pip-size-tny;\n #{$opposite-direction}: $dropdown-button-pip-opposite-tny;\n margin-top: $dropdown-button-pip-top-tny;\n }\n }\n\n // If we're dealing with small buttons, use these styles\n @if $padding ==small {\n padding-#{$opposite-direction}: $dropdown-button-padding-sml;\n\n &::after {\n border-width: $dropdown-button-pip-size-sml;\n #{$opposite-direction}: $dropdown-button-pip-opposite-sml;\n margin-top: $dropdown-button-pip-top-sml;\n }\n }\n\n // If we're dealing with default (medium) buttons, use these styles\n @if $padding ==medium {\n padding-#{$opposite-direction}: $dropdown-button-padding-med;\n\n &::after {\n border-width: $dropdown-button-pip-size-med;\n #{$opposite-direction}: $dropdown-button-pip-opposite-med;\n margin-top: $dropdown-button-pip-top-med;\n }\n }\n\n // If we're dealing with large buttons, use these styles\n @if $padding ==large {\n padding-#{$opposite-direction}: $dropdown-button-padding-lrg;\n\n &::after {\n border-width: $dropdown-button-pip-size-lrg;\n #{$opposite-direction}: $dropdown-button-pip-opposite-lrg;\n margin-top: $dropdown-button-pip-top-lrg;\n }\n }\n\n // We can control the pip color. We didn't use logic in this case, just set it and forget it.\n @if $pip-color {\n &::after {\n border-color: $pip-color transparent transparent transparent;\n }\n }\n}\n\n@include exports(\"dropdown-button\") {\n @if $include-html-button-classes {\n\n .dropdown.button,\n button.dropdown {\n @include dropdown-button;\n\n &.tiny {\n @include dropdown-button(tiny, $base-style: false);\n }\n\n &.small {\n @include dropdown-button(small, $base-style: false);\n }\n\n &.large {\n @include dropdown-button(large, $base-style: false);\n }\n\n &.secondary:after {\n border-color: $dropdown-button-pip-color-alt transparent transparent transparent;\n }\n }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n$include-html-media-classes: $include-html-classes !default;\n\n// We use these to control video container padding and margins\n$flex-video-padding-top: rem-calc(25) !default;\n$flex-video-padding-bottom: 67.5% !default;\n$flex-video-margin-bottom: rem-calc(16) !default;\n\n// We use this to control widescreen bottom padding\n$flex-video-widescreen-padding-bottom: 56.34% !default;\n\n//\n// @mixins\n//\n\n@mixin flex-video-container {\n position: relative;\n padding-top: $flex-video-padding-top;\n padding-bottom: $flex-video-padding-bottom;\n height: 0;\n margin-bottom: $flex-video-margin-bottom;\n overflow: hidden;\n\n &.widescreen { padding-bottom: $flex-video-widescreen-padding-bottom; }\n &.vimeo { padding-top: 0; }\n\n iframe,\n object,\n embed,\n video {\n position: absolute;\n top: 0;\n #{$default-float}: 0;\n width: 100%;\n height: 100%;\n }\n}\n\n@include exports(\"flex-video\") {\n @if $include-html-media-classes {\n .flex-video { @include flex-video-container; }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n$include-html-inline-list-classes: $include-html-classes !default;\n\n// We use this to control the margins and padding of the inline list.\n$inline-list-top-margin: 0 !default;\n$inline-list-opposite-margin: 0 !default;\n$inline-list-bottom-margin: rem-calc(17) !default;\n$inline-list-default-float-margin: rem-calc(-22) !default;\n$inline-list-default-float-list-margin: rem-calc(22) !default;\n\n$inline-list-padding: 0 !default;\n\n// We use this to control the overflow of the inline list.\n$inline-list-overflow: hidden !default;\n\n// We use this to control the list items\n$inline-list-display: block !default;\n\n// We use this to control any elements within list items\n$inline-list-children-display: block !default;\n\n//\n// @mixins\n//\n// We use this mixin to create inline lists\n@mixin inline-list {\n margin: $inline-list-top-margin auto $inline-list-bottom-margin auto;\n margin-#{$default-float}: $inline-list-default-float-margin;\n margin-#{$opposite-direction}: $inline-list-opposite-margin;\n padding: $inline-list-padding;\n list-style: none;\n overflow: $inline-list-overflow;\n\n & > li {\n list-style: none;\n float: $default-float;\n margin-#{$default-float}: $inline-list-default-float-list-margin;\n display: $inline-list-display;\n &>* { display: $inline-list-children-display; }\n }\n}\n\n@include exports(\"inline-list\") {\n @if $include-html-inline-list-classes {\n .inline-list {\n @include inline-list();\n }\n }\n}\n","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n$include-html-keystroke-classes: $include-html-classes !default;\n\n// We use these to control text styles.\n$keystroke-font: \"Consolas\", \"Menlo\", \"Courier\", monospace !default;\n$keystroke-font-size: inherit !default;\n$keystroke-font-color: $jet !default;\n$keystroke-font-color-alt: $white !default;\n$keystroke-function-factor: -7% !default;\n\n// We use this to control keystroke padding.\n$keystroke-padding: rem-calc(2 4 0) !default;\n\n// We use these to control background and border styles.\n$keystroke-bg: scale-color($white, $lightness: $keystroke-function-factor) !default;\n$keystroke-border-style: solid !default;\n$keystroke-border-width: 1px !default;\n$keystroke-border-color: scale-color($keystroke-bg, $lightness: $keystroke-function-factor) !default;\n$keystroke-radius: $global-radius !default;\n\n//\n// @mixins\n//\n// We use this mixin to create keystroke styles.\n// $bg - Default: $keystroke-bg || scale-color($white, $lightness: $keystroke-function-factor) !default;\n@mixin keystroke($bg:$keystroke-bg) {\n // This find the lightness percentage of the background color.\n $bg-lightness: lightness($bg);\n\n background-color: $bg;\n border-color: scale-color($bg, $lightness: $keystroke-function-factor);\n\n // We adjust the font color based on the brightness of the background.\n @if $bg-lightness > 70% { color: $keystroke-font-color; }\n @else { color: $keystroke-font-color-alt; }\n\n border-style: $keystroke-border-style;\n border-width: $keystroke-border-width;\n margin: 0;\n font-family: $keystroke-font;\n font-size: $keystroke-font-size;\n padding: $keystroke-padding;\n}\n\n@include exports(\"keystroke\") {\n @if $include-html-keystroke-classes {\n .keystroke,\n kbd {\n @include keystroke;\n @include radius($keystroke-radius);\n }\n }\n}\n","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n$include-html-panel-classes: $include-html-classes !default;\n\n// We use these to control the background and border styles\n$panel-bg: scale-color($white, $lightness: -5%) !default;\n$panel-border-style: solid !default;\n$panel-border-size: 1px !default;\n\n// We use this % to control how much we darken things on hover\n$panel-function-factor: -11% !default;\n$panel-border-color: scale-color($panel-bg, $lightness: $panel-function-factor) !default;\n\n// We use these to set default inner padding and bottom margin\n$panel-margin-bottom: rem-calc(20) !default;\n$panel-padding: rem-calc(20) !default;\n\n// We use these to set default font colors\n$panel-font-color: $oil !default;\n$panel-font-color-alt: $white !default;\n\n$panel-header-adjust: true !default;\n$callout-panel-link-color: $primary-color !default;\n$callout-panel-link-color-hover: scale-color($callout-panel-link-color, $lightness: -14%) !default;\n\n//\n// @mixins\n//\n// We use this mixin to create panels.\n// $bg - Sets the panel background color. Default: $panel-pg || scale-color($white, $lightness: -5%) !default\n// $padding - Sets the panel padding amount. Default: $panel-padding || rem-calc(20)\n// $adjust - Sets the font color based on the darkness of the bg & resets header line-heights for panels. Default: $panel-header-adjust || true\n@mixin panel($bg: $panel-bg, $padding: $panel-padding, $adjust: $panel-header-adjust) {\n\n @if $bg {\n $bg-lightness: lightness($bg);\n\n border-style: $panel-border-style;\n border-width: $panel-border-size;\n border-color: scale-color($bg, $lightness: $panel-function-factor);\n margin-bottom: $panel-margin-bottom;\n padding: $padding;\n\n background: $bg;\n\n @if $bg-lightness >=50% {\n color: $panel-font-color;\n }\n\n @else {\n color: $panel-font-color-alt;\n }\n\n // Respect the padding, fool.\n &>:first-child {\n margin-top: 0;\n }\n\n &>:last-child {\n margin-bottom: 0;\n }\n\n @if $adjust {\n\n // We set the font color based on the darkness of the bg.\n @if $bg-lightness >=50% {\n\n h1,\n h2,\n h3,\n h4,\n h5,\n h6,\n p,\n li,\n dl {\n color: $panel-font-color;\n }\n }\n\n @else {\n\n h1,\n h2,\n h3,\n h4,\n h5,\n h6,\n p,\n li,\n dl {\n color: $panel-font-color-alt;\n }\n }\n\n // reset header line-heights for panels\n h1,\n h2,\n h3,\n h4,\n h5,\n h6 {\n line-height: 1;\n margin-bottom: calc(rem-calc(20) / 2);\n\n &.subheader {\n line-height: 1.4;\n }\n }\n }\n }\n}\n\n@include exports(\"panel\") {\n @if $include-html-panel-classes {\n\n /* Panels */\n .panel {\n @include panel;\n\n &.callout {\n @include panel(scale-color($primary-color, $lightness: 94%));\n\n a:not(.button) {\n color: $callout-panel-link-color;\n\n &:hover,\n &:focus {\n color: $callout-panel-link-color-hover;\n }\n }\n }\n\n &.radius {\n @include radius;\n }\n\n }\n\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n@import \"grid\";\n\n//\n// @name _reveal.scss\n// @dependencies _global.scss\n//\n\n$include-html-reveal-classes: $include-html-classes !default;\n\n// We use these to control the style of the reveal overlay.\n$reveal-overlay-bg: rgba($black, .45) !default;\n$reveal-overlay-bg-old: $black !default;\n\n// We use these to control the style of the modal itself.\n$reveal-modal-bg: $white !default;\n$reveal-position-top: rem-calc(100) !default;\n$reveal-default-width: 80% !default;\n$reveal-max-width: $row-width !default;\n$reveal-modal-padding: rem-calc(20) !default;\n$reveal-box-shadow: 0 0 10px rgba($black,.4) !default;\n\n// We use these to style the reveal close button\n$reveal-close-font-size: rem-calc(40) !default;\n$reveal-close-top: rem-calc(10) !default;\n$reveal-close-side: rem-calc(22) !default;\n$reveal-close-color: $base !default;\n$reveal-close-weight: $font-weight-bold !default;\n\n// We use this to set the default radius used throughout the core.\n$reveal-radius: $global-radius !default;\n$reveal-round: $global-rounded !default;\n\n// We use these to control the modal border\n$reveal-border-style: solid !default;\n$reveal-border-width: 1px !default;\n$reveal-border-color: $steel !default;\n\n$reveal-modal-class: \"reveal-modal\" !default;\n$close-reveal-modal-class: \"close-reveal-modal\" !default;\n\n//\n// @mixins\n//\n\n// We use this to create the reveal background overlay styles\n@mixin reveal-bg( $include-z-index-value: true ) {\n //position: fixed;\n position: absolute; // allows modal background to extend beyond window position\n top: 0;\n bottom: 0;\n left: 0;\n right: 0;\n background: $reveal-overlay-bg-old; // Autoprefixer should be used to avoid such variables needed when Foundation for Sites can do so in the near future.\n background: $reveal-overlay-bg;\n z-index: if( $include-z-index-value, 1004, auto );\n display: none;\n #{$default-float}: 0;\n}\n\n// We use this mixin to create the structure of a reveal modal\n//\n// $base-style - Provides reveal base styles, can be set to false to override. Default: true, Options: false\n// $width - Sets reveal width Default: $reveal-default-width || 80%\n//\n@mixin reveal-modal-base( $base-style: true, $width:$reveal-default-width, $max-width:$reveal-max-width, $border-radius: $reveal-radius) {\n @if $base-style {\n visibility: hidden;\n display: none;\n position: absolute;\n z-index: 1005;\n width: 100vw;\n top:0;\n border-radius: $border-radius;\n #{$default-float}: 0;\n\n @media #{$small-only} {\n min-height:100vh;\n }\n\n // Make sure rows don't have a min-width on them\n .column, .columns { min-width: 0; }\n\n // Get rid of margin from first and last element inside modal\n & > :first-child { margin-top: 0; }\n\n & > :last-child { margin-bottom: 0; }\n }\n\n @if $width {\n @media #{$medium-up} {\n width: $width;\n max-width: $max-width;\n left: 0;\n right: 0;\n margin: 0 auto;\n }\n }\n}\n\n// We use this to style the reveal modal defaults\n//\n// $bg - Sets background color of reveal modal. Default: $reveal-modal-bg || $white\n// $padding - Padding to apply to reveal modal. Default: $reveal-modal-padding.\n// $border - Choose whether reveal uses a border. Default: true, Options: false\n// $border-style - Set reveal border style. Default: $reveal-border-style || solid\n// $border-width - Width of border (i.e. 1px). Default: $reveal-border-width.\n// $border-color - Color of border. Default: $reveal-border-color.\n// $box-shadow - Choose whether or not to include the default box-shadow. Default: true, Options: false\n// $radius - If true, set to modal radius which is $global-radius || explicitly set radius amount in px (ex. $radius:10px). Default: false\n// $top-offset - Default: $reveal-position-top || 50px\n@mixin reveal-modal-style(\n $bg:false,\n $padding:false,\n $border:false,\n $border-style:$reveal-border-style,\n $border-width:$reveal-border-width,\n $border-color:$reveal-border-color,\n $box-shadow:false,\n $radius:false,\n $top-offset:false) {\n\n @if $bg { background-color: $bg; }\n @if $padding != false { padding: $padding; }\n\n @if $border { border: $border-style $border-width $border-color; }\n\n // We can choose whether or not to include the default box-shadow.\n @if $box-shadow {\n box-shadow: $reveal-box-shadow;\n }\n\n // We can control how much radius is used on the modal\n @if $radius == true { @include radius($reveal-radius); }\n @else if $radius { @include radius($radius); }\n\n @if $top-offset {\n @media #{$medium-up} {\n top: $top-offset;\n }\n }\n}\n\n// We use this to create a close button for the reveal modal\n//\n// $color - Default: $reveal-close-color || $base\n@mixin reveal-close($color:$reveal-close-color) {\n font-size: $reveal-close-font-size;\n line-height: 1;\n position: absolute;\n top: $reveal-close-top;\n #{$opposite-direction}: $reveal-close-side;\n color: $color;\n font-weight: $reveal-close-weight;\n cursor: $cursor-pointer-value;\n}\n\n@include exports(\"reveal\") {\n @if $include-html-reveal-classes {\n\n // Reveal Modals\n .reveal-modal-bg { @include reveal-bg; }\n\n .#{$reveal-modal-class} {\n @include reveal-modal-base;\n @include reveal-modal-style(\n $bg:$reveal-modal-bg,\n $padding:$reveal-modal-padding,\n $border:true,\n $box-shadow:true,\n $radius:false,\n $top-offset:$reveal-position-top\n );\n @include reveal-modal-style($padding:$reveal-modal-padding * 1.5);\n\n &.radius { @include reveal-modal-style($radius:true); }\n &.round { @include reveal-modal-style($radius:$reveal-round); }\n &.collapse { @include reveal-modal-style($padding:0); }\n &.tiny { @include reveal-modal-base(false, 30%); }\n &.small { @include reveal-modal-base(false, 40%); }\n &.medium { @include reveal-modal-base(false, 60%); }\n &.large { @include reveal-modal-base(false, 70%); }\n &.xlarge { @include reveal-modal-base(false, 95%); }\n &.full {\n @include reveal-modal-base(false, 100vw);\n top:0;\n left:0;\n height:100%;\n height: 100vh;\n min-height:100vh;\n max-width: none !important;\n margin-left: 0 !important;\n }\n\n .#{$close-reveal-modal-class} { @include reveal-close; }\n }\n\n dialog {\n @extend .#{$reveal-modal-class};\n display: none;\n\n &::backdrop, & + .backdrop {\n @include reveal-bg(false);\n }\n\n &[open]{\n display: block;\n }\n }\n\n // Reveal Print Styles: It should be invisible, adds no value being printed.\n @media print {\n dialog, .#{$reveal-modal-class} { \n display: none;\n background: $white !important;\n }\n }\n }\n}\n","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @variables\n//\n\n$include-html-nav-classes: $include-html-classes !default;\n\n// We use this to control padding.\n$side-nav-padding: rem-calc(14 0) !default;\n\n// We use these to control list styles.\n$side-nav-list-type: none !default;\n$side-nav-list-position: outside !default;\n$side-nav-list-margin: rem-calc(0 0 7 0) !default;\n\n// We use these to control link styles.\n$side-nav-link-color: $primary-color !default;\n$side-nav-link-color-active: scale-color($side-nav-link-color, $lightness: 30%) !default;\n$side-nav-link-color-hover: scale-color($side-nav-link-color, $lightness: 30%) !default;\n$side-nav-link-bg-hover: hsla(0deg, 0%, 0%, 0.025) !default;\n$side-nav-link-margin: 0 !default;\n$side-nav-link-padding: rem-calc(7 14) !default;\n$side-nav-font-size: rem-calc(14) !default;\n$side-nav-font-weight: $font-weight-normal !default;\n$side-nav-font-weight-active: $side-nav-font-weight !default;\n$side-nav-font-family: $body-font-family !default;\n$side-nav-font-family-active: $side-nav-font-family !default;\n\n// We use these to control heading styles.\n$side-nav-heading-color: $side-nav-link-color !default;\n$side-nav-heading-font-size: $side-nav-font-size !default;\n$side-nav-heading-font-weight: bold !default;\n$side-nav-heading-text-transform: uppercase !default;\n\n// We use these to control border styles\n$side-nav-divider-size: 1px !default;\n$side-nav-divider-style: solid !default;\n$side-nav-divider-color: scale-color($white, $lightness: 10%) !default;\n\n\n//\n// @mixins\n//\n\n\n// We use this to style the side-nav\n//\n// $divider-color - Border color of divider. Default: $side-nav-divider-color.\n// $font-size - Font size of nav items. Default: $side-nav-font-size.\n// $link-color - Color of navigation links. Default: $side-nav-link-color.\n// $link-color-hover - Color of navigation links when hovered. Default: $side-nav-link-color-hover.\n@mixin side-nav($divider-color: $side-nav-divider-color,\n $font-size: $side-nav-font-size,\n $link-color: $side-nav-link-color,\n $link-color-hover: $side-nav-link-color-hover,\n $link-bg-hover: $side-nav-link-bg-hover) {\n display: block;\n margin: 0;\n padding: $side-nav-padding;\n list-style-type: $side-nav-list-type;\n list-style-position: $side-nav-list-position;\n font-family: $side-nav-font-family;\n\n li {\n margin: $side-nav-list-margin;\n font-size: $font-size;\n font-weight: $side-nav-font-weight;\n\n a:not(.button) {\n display: block;\n color: $link-color;\n margin: $side-nav-link-margin;\n padding: $side-nav-link-padding;\n\n &:hover,\n &:focus {\n background: $link-bg-hover;\n color: $link-color-hover;\n }\n }\n\n &.active>a:first-child:not(.button) {\n color: $side-nav-link-color-active;\n font-weight: $side-nav-font-weight-active;\n font-family: $side-nav-font-family-active;\n }\n\n &.divider {\n border-top: $side-nav-divider-size $side-nav-divider-style;\n height: 0;\n padding: 0;\n list-style: none;\n border-top-color: $divider-color;\n }\n\n &.heading {\n color: $side-nav-heading-color;\n\n font: {\n size: $side-nav-heading-font-size;\n weight: $side-nav-heading-font-weight;\n }\n\n text-transform: $side-nav-heading-text-transform;\n }\n }\n}\n\n@include exports(\"side-nav\") {\n @if $include-html-nav-classes {\n .side-nav {\n @include side-nav;\n }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @name _sub-nav.scss\n// @dependencies _global.scss\n//\n\n//\n// @variables\n//\n\n$include-html-nav-classes: $include-html-classes !default;\n\n// We use these to control margin and padding\n$sub-nav-list-margin: rem-calc(-4 0 18) !default;\n$sub-nav-list-padding-top: rem-calc(4) !default;\n\n// We use this to control the definition\n$sub-nav-font-family: $body-font-family !default;\n$sub-nav-font-size: rem-calc(14) !default;\n$sub-nav-font-color: $aluminum !default;\n$sub-nav-font-weight: $font-weight-normal !default;\n$sub-nav-text-decoration: none !default;\n$sub-nav-padding: rem-calc(3 16) !default;\n$sub-nav-border-radius: 3px !default;\n$sub-nav-font-color-hover: scale-color($sub-nav-font-color, $lightness: -25%) !default;\n\n\n// We use these to control the active item styles\n\n$sub-nav-active-font-weight: $font-weight-normal !default;\n$sub-nav-active-bg: $primary-color !default;\n$sub-nav-active-bg-hover: scale-color($sub-nav-active-bg, $lightness: -14%) !default;\n$sub-nav-active-color: $white !default;\n$sub-nav-active-padding: $sub-nav-padding !default;\n$sub-nav-active-cursor: default !default;\n\n$sub-nav-item-divider: \"\" !default;\n$sub-nav-item-divider-margin: rem-calc(12) !default;\n\n//\n// @mixins\n//\n\n\n// Create a sub-nav item\n//\n// $font-color - Font color. Default: $sub-nav-font-color.\n// $font-size - Font size. Default: $sub-nav-font-size.\n// $active-bg - Background of active nav item. Default: $sub-nav-active-bg.\n// $active-bg-hover - Background of active nav item, when hovered. Default: $sub-nav-active-bg-hover.\n@mixin sub-nav(\n $font-color: $sub-nav-font-color,\n $font-size: $sub-nav-font-size,\n $active-bg: $sub-nav-active-bg,\n $active-bg-hover: $sub-nav-active-bg-hover) {\n display: block;\n width: auto;\n overflow: hidden;\n margin: $sub-nav-list-margin;\n padding-top: $sub-nav-list-padding-top;\n\n dt {\n text-transform: uppercase;\n }\n\n dt,\n dd,\n li {\n float: $default-float;\n display: inline;\n margin-#{$default-float}: rem-calc(16);\n margin-bottom: 0;\n font-family: $sub-nav-font-family;\n font-weight: $sub-nav-font-weight;\n font-size: $font-size;\n color: $font-color;\n\n a {\n text-decoration: $sub-nav-text-decoration;\n color: $sub-nav-font-color;\n padding: $sub-nav-padding;\n &:hover {\n color: $sub-nav-font-color-hover;\n }\n }\n\n &.active a {\n @include radius($sub-nav-border-radius);\n font-weight: $sub-nav-active-font-weight;\n background: $active-bg;\n padding: $sub-nav-active-padding;\n cursor: $sub-nav-active-cursor;\n color: $sub-nav-active-color;\n &:hover {\n background: $active-bg-hover;\n }\n }\n @if $sub-nav-item-divider != \"\" {\n margin-#{$default-float}: 0;\n\n &:before {\n content: \"#{$sub-nav-item-divider}\";\n margin: 0 $sub-nav-item-divider-margin;\n }\n\n &:first-child:before {\n content: \"\";\n margin: 0;\n }\n }\n }\n}\n\n@include exports(\"sub-nav\") {\n @if $include-html-nav-classes {\n .sub-nav { @include sub-nav; }\n }\n}\n","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @name _tables.scss\n// @dependencies _global.scss\n//\n\n//\n// @variables\n//\n\n$include-html-table-classes: $include-html-classes !default;\n\n// These control the background color for the table and even rows\n$table-bg: $white !default;\n$table-even-row-bg: $snow !default;\n\n// These control the table cell border style\n$table-border-style: solid !default;\n$table-border-size: 1px !default;\n$table-border-color: $gainsboro !default;\n\n// These control the table head styles\n$table-head-bg: $white-smoke !default;\n$table-head-font-size: rem-calc(14) !default;\n$table-head-font-color: $jet !default;\n$table-head-font-weight: $font-weight-bold !default;\n$table-head-padding: rem-calc(8 10 10) !default;\n\n// These control the table foot styles\n$table-foot-bg: $table-head-bg !default;\n$table-foot-font-size: $table-head-font-size !default;\n$table-foot-font-color: $table-head-font-color !default;\n$table-foot-font-weight: $table-head-font-weight !default;\n$table-foot-padding: $table-head-padding !default;\n\n// These control the caption\n$table-caption-bg: transparent !default;\n$table-caption-font-color: $table-head-font-color !default;\n$table-caption-font-size: rem-calc(16) !default;\n$table-caption-font-weight: bold !default;\n\n// These control the row padding and font styles\n$table-row-padding: rem-calc(9 10) !default;\n$table-row-font-size: rem-calc(14) !default;\n$table-row-font-color: $jet !default;\n$table-line-height: rem-calc(18) !default;\n\n// These are for controlling the layout, display and margin of tables\n$table-layout: auto !default;\n$table-display: table-cell !default;\n$table-margin-bottom: rem-calc(20) !default;\n\n\n//\n// @mixins\n//\n\n@mixin table {\n background: $table-bg;\n margin-bottom: $table-margin-bottom;\n border: $table-border-style $table-border-size $table-border-color;\n table-layout: $table-layout;\n\n caption {\n background: $table-caption-bg;\n color: $table-caption-font-color;\n font: {\n size: $table-caption-font-size;\n weight: $table-caption-font-weight;\n }\n }\n\n thead {\n background: $table-head-bg;\n\n tr {\n th,\n td {\n padding: $table-head-padding;\n font-size: $table-head-font-size;\n font-weight: $table-head-font-weight;\n color: $table-head-font-color;\n }\n }\n }\n\n tfoot {\n background: $table-foot-bg;\n\n tr {\n th,\n td {\n padding: $table-foot-padding;\n font-size: $table-foot-font-size;\n font-weight: $table-foot-font-weight;\n color: $table-foot-font-color;\n }\n }\n }\n\n tr {\n th,\n td {\n padding: $table-row-padding;\n font-size: $table-row-font-size;\n color: $table-row-font-color;\n text-align: $default-float;\n }\n\n &.even,\n &.alt,\n &:nth-of-type(even) { background: $table-even-row-bg; }\n }\n\n thead tr th,\n tfoot tr th,\n tfoot tr td,\n tbody tr th,\n tbody tr td,\n tr td { display: $table-display; line-height: $table-line-height; }\n}\n\n\n@include exports(\"table\") {\n @if $include-html-table-classes {\n table {\n @include table;\n }\n }\n}\n","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// @name _thumbs.scss\n// @dependencies _globals.scss\n//\n\n//\n// @variables\n//\n\n$include-html-media-classes: $include-html-classes !default;\n\n// We use these to control border styles\n$thumb-border-style: solid !default;\n$thumb-border-width: 4px !default;\n$thumb-border-color: $white !default;\n$thumb-box-shadow: 0 0 0 1px rgba($black,.2) !default;\n$thumb-box-shadow-hover: 0 0 6px 1px rgba($primary-color,0.5) !default;\n\n// Radius and transition speed for thumbs\n$thumb-radius: $global-radius !default;\n$thumb-transition-speed: 200ms !default;\n\n//\n// @mixins\n//\n\n// We use this to create image thumbnail styles.\n//\n// $border-width - Width of border around thumbnail. Default: $thumb-border-width.\n// $box-shadow - Box shadow to apply to thumbnail. Default: $thumb-box-shadow.\n// $box-shadow-hover - Box shadow to apply on hover. Default: $thumb-box-shadow-hover.\n@mixin thumb(\n $border-width:$thumb-border-width, \n $box-shadow:$thumb-box-shadow, \n $box-shadow-hover:$thumb-box-shadow-hover) {\n line-height: 0;\n display: inline-block;\n border: $thumb-border-style $border-width $thumb-border-color;\n max-width: 100%;\n box-shadow: $box-shadow;\n\n &:hover,\n &:focus {\n box-shadow: $box-shadow-hover;\n }\n}\n\n\n@include exports(\"thumb\") {\n @if $include-html-media-classes {\n\n /* Image Thumbnails */\n .th {\n @include thumb;\n @include single-transition(all,$thumb-transition-speed,ease-out);\n\n &.radius { @include radius($thumb-radius); }\n }\n }\n}","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n$include-html-type-classes: $include-html-classes !default;\n\n// We use these to control header font styles\n$header-font-family: $body-font-family !default;\n$header-font-weight: $font-weight-normal !default;\n$header-font-style: $font-weight-normal !default;\n$header-font-color: $jet !default;\n$header-line-height: 1.4 !default;\n$header-top-margin: .2rem !default;\n$header-bottom-margin: .5rem !default;\n$header-text-rendering: optimizeLegibility !default;\n\n// We use these to control header font sizes\n$h1-font-size: rem-calc(44) !default;\n$h2-font-size: rem-calc(37) !default;\n$h3-font-size: rem-calc(27) !default;\n$h4-font-size: rem-calc(23) !default;\n$h5-font-size: rem-calc(18) !default;\n$h6-font-size: 1rem !default;\n\n// We use these to control header size reduction on small screens\n$h1-font-reduction: rem-calc(10) !default;\n$h2-font-reduction: rem-calc(10) !default;\n$h3-font-reduction: rem-calc(5) !default;\n$h4-font-reduction: rem-calc(5) !default;\n$h5-font-reduction: 0 !default;\n$h6-font-reduction: 0 !default;\n\n// These control how subheaders are styled.\n$subheader-line-height: 1.4 !default;\n$subheader-font-color: scale-color($header-font-color, $lightness: 35%) !default;\n$subheader-font-weight: $font-weight-normal !default;\n$subheader-top-margin: .2rem !default;\n$subheader-bottom-margin: .5rem !default;\n\n// A general styling\n$small-font-size: 60% !default;\n$small-font-color: scale-color($header-font-color, $lightness: 35%) !default;\n\n// We use these to style paragraphs\n$paragraph-font-family: inherit !default;\n$paragraph-font-weight: $font-weight-normal !default;\n$paragraph-font-size: 1rem !default;\n$paragraph-line-height: 1.6 !default;\n$paragraph-margin-bottom: rem-calc(20) !default;\n$paragraph-aside-font-size: rem-calc(14) !default;\n$paragraph-aside-line-height: 1.35 !default;\n$paragraph-aside-font-style: italic !default;\n$paragraph-text-rendering: optimizeLegibility !default;\n\n// We use these to style tags\n$code-color: $oil !default;\n$code-font-family: $font-family-monospace !default;\n$code-font-weight: $font-weight-normal !default;\n$code-background-color: scale-color($secondary-color, $lightness: 70%) !default;\n$code-border-size: 0px !default;\n$code-border-style: solid !default;\n$code-border-color: scale-color($code-background-color, $lightness: -10%) !default;\n$code-padding: rem-calc(2) rem-calc(5) rem-calc(1) !default;\n\n// We use these to style anchors\n$anchor-text-decoration: none !default;\n$anchor-text-decoration-hover: none !default;\n$anchor-font-color: $primary-color !default;\n$anchor-font-color-hover: scale-color($anchor-font-color, $lightness: -14%) !default;\n\n// We use these to style the
element\n$hr-border-width: 1px !default;\n$hr-border-style: solid !default;\n$hr-border-color: $gainsboro !default;\n$hr-margin: rem-calc(20) !default;\n\n// We use these to style lists\n$list-font-family: $paragraph-font-family !default;\n$list-font-size: $paragraph-font-size !default;\n$list-line-height: $paragraph-line-height !default;\n$list-margin-bottom: $paragraph-margin-bottom !default;\n$list-style-position: outside !default;\n$list-side-margin: 1.1rem !default;\n$list-ordered-side-margin: 1.4rem !default;\n$list-side-margin-no-bullet: 0 !default;\n$list-nested-margin: rem-calc(20) !default;\n$definition-list-header-weight: $font-weight-bold !default;\n$definition-list-header-margin-bottom: .3rem !default;\n$definition-list-margin-bottom: rem-calc(12) !default;\n\n// We use these to style blockquotes\n$blockquote-font-color: scale-color($header-font-color, $lightness: 35%) !default;\n$blockquote-padding: rem-calc(9 20 0 19) !default;\n$blockquote-border: 1px solid $gainsboro !default;\n$blockquote-cite-font-size: rem-calc(13) !default;\n$blockquote-cite-font-color: scale-color($header-font-color, $lightness: 23%) !default;\n$blockquote-cite-link-color: $blockquote-cite-font-color !default;\n\n// Acronym styles\n$acronym-underline: 1px dotted $gainsboro !default;\n\n// We use these to control padding and margin\n$microformat-padding: rem-calc(10 12) !default;\n$microformat-margin: rem-calc(0 0 20 0) !default;\n\n// We use these to control the border styles\n$microformat-border-width: 1px !default;\n$microformat-border-style: solid !default;\n$microformat-border-color: $gainsboro !default;\n\n// We use these to control full name font styles\n$microformat-fullname-font-weight: $font-weight-bold !default;\n$microformat-fullname-font-size: rem-calc(15) !default;\n\n// We use this to control the summary font styles\n$microformat-summary-font-weight: $font-weight-bold !default;\n\n// We use this to control abbr padding\n$microformat-abbr-padding: rem-calc(0 1) !default;\n\n// We use this to control abbr font styles\n$microformat-abbr-font-weight: $font-weight-bold !default;\n$microformat-abbr-font-decoration: none !default;\n\n// Text alignment class names\n$align-class-names:\n small-only,\n small,\n medium-only,\n medium,\n large-only,\n large,\n xlarge-only,\n xlarge,\n xxlarge-only,\n xxlarge;\n\n// Text alignment breakpoints\n$align-class-breakpoints:\n $small-only,\n $small-up,\n $medium-only,\n $medium-up,\n $large-only,\n $large-up,\n $xlarge-only,\n $xlarge-up,\n $xxlarge-only,\n $xxlarge-up;\n\n// Generates text align and justify classes\n@mixin align-classes{\n .text-left { text-align: left !important; }\n .text-right { text-align: right !important; }\n .text-center { text-align: center !important; }\n .text-justify { text-align: justify !important; }\n\n @for $i from 1 through length($align-class-names) {\n @media #{(nth($align-class-breakpoints, $i))} {\n .#{(nth($align-class-names, $i))}-text-left { text-align: left !important; }\n .#{(nth($align-class-names, $i))}-text-right { text-align: right !important; }\n .#{(nth($align-class-names, $i))}-text-center { text-align: center !important; }\n .#{(nth($align-class-names, $i))}-text-justify { text-align: justify !important; }\n }\n }\n}\n\n//\n// Typography Placeholders\n//\n\n// These will throw a deprecation warning if used within a media query.\n@mixin lead {\n font-size: $paragraph-font-size + rem-calc(3.5);\n line-height: 1.6;\n}\n\n@mixin subheader {\n line-height: $subheader-line-height;\n color: $subheader-font-color;\n font-weight: $subheader-font-weight;\n margin-top: $subheader-top-margin;\n margin-bottom: $subheader-bottom-margin;\n}\n@include exports(\"type\") {\n @if $include-html-type-classes {\n // Responsive Text alignment\n @include align-classes;\n\n /* Typography resets */\n div,\n dl,\n dt,\n dd,\n ul,\n ol,\n li,\n h1,\n h2,\n h3,\n h4,\n h5,\n h6,\n pre,\n form,\n p,\n blockquote,\n th,\n td {\n margin:0;\n padding:0;\n }\n\n /* Default Link Styles */\n a {\n color: $anchor-font-color;\n text-decoration: $anchor-text-decoration;\n line-height: inherit;\n\n &:hover,\n &:focus {\n color: $anchor-font-color-hover;\n @if $anchor-text-decoration-hover != $anchor-text-decoration {\n \ttext-decoration: $anchor-text-decoration-hover;\n }\n }\n\n img { border:none; }\n }\n\n /* Default paragraph styles */\n p {\n font-family: $paragraph-font-family;\n font-weight: $paragraph-font-weight;\n font-size: $paragraph-font-size;\n line-height: $paragraph-line-height;\n margin-bottom: $paragraph-margin-bottom;\n text-rendering: $paragraph-text-rendering;\n\n &.lead { @include lead; }\n\n & aside {\n font-size: $paragraph-aside-font-size;\n line-height: $paragraph-aside-line-height;\n font-style: $paragraph-aside-font-style;\n }\n }\n\n /* Default header styles */\n h1, h2, h3, h4, h5, h6 {\n font-family: $header-font-family;\n font-weight: $header-font-weight;\n font-style: $header-font-style;\n color: $header-font-color;\n text-rendering: $header-text-rendering;\n margin-top: $header-top-margin;\n margin-bottom: $header-bottom-margin;\n line-height: $header-line-height;\n\n small {\n font-size: $small-font-size;\n color: $small-font-color;\n line-height: 0;\n }\n }\n\n h1 { font-size: $h1-font-size - $h1-font-reduction; }\n h2 { font-size: $h2-font-size - $h2-font-reduction; }\n h3 { font-size: $h3-font-size - $h3-font-reduction; }\n h4 { font-size: $h4-font-size - $h4-font-reduction; }\n h5 { font-size: $h5-font-size - $h5-font-reduction; }\n h6 { font-size: $h6-font-size - $h6-font-reduction; }\n\n .subheader { @include subheader; }\n\n hr {\n border: $hr-border-style $hr-border-color;\n border-width: $hr-border-width 0 0;\n clear: both;\n margin: $hr-margin 0 ($hr-margin - rem-calc($hr-border-width));\n height: 0;\n }\n\n /* Helpful Typography Defaults */\n em,\n i {\n font-style: italic;\n line-height: inherit;\n }\n\n strong,\n b {\n font-weight: $font-weight-bold;\n line-height: inherit;\n }\n\n small {\n font-size: $small-font-size;\n line-height: inherit;\n }\n\n code {\n font-family: $code-font-family;\n font-weight: $code-font-weight;\n color: $code-color;\n background-color: $code-background-color;\n border-width: $code-border-size;\n border-style: $code-border-style;\n border-color: $code-border-color;\n padding: $code-padding;\n }\n\n /* Lists */\n ul,\n ol,\n dl {\n font-size: $list-font-size;\n line-height: $list-line-height;\n margin-bottom: $list-margin-bottom;\n list-style-position: $list-style-position;\n font-family: $list-font-family;\n }\n\n ul {\n margin-#{$default-float}: $list-side-margin;\n &.no-bullet {\n margin-#{$default-float}: $list-side-margin-no-bullet;\n li {\n ul,\n ol {\n margin-#{$default-float}: $list-nested-margin;\n margin-bottom: 0;\n list-style: none;\n }\n }\n }\n }\n\n /* Unordered Lists */\n ul {\n li {\n ul,\n ol {\n margin-#{$default-float}: $list-nested-margin;\n margin-bottom: 0;\n }\n }\n &.square,\n &.circle,\n &.disc {\n li ul { list-style: inherit; }\n }\n\n &.square { list-style-type: square; margin-#{$default-float}: $list-side-margin;}\n &.circle { list-style-type: circle; margin-#{$default-float}: $list-side-margin;}\n &.disc { list-style-type: disc; margin-#{$default-float}: $list-side-margin;}\n &.no-bullet { list-style: none; }\n }\n\n /* Ordered Lists */\n ol {\n margin-#{$default-float}: $list-ordered-side-margin;\n li {\n ul,\n ol {\n margin-#{$default-float}: $list-nested-margin;\n margin-bottom: 0;\n }\n }\n }\n\n /* Definition Lists */\n dl {\n dt {\n margin-bottom: $definition-list-header-margin-bottom;\n font-weight: $definition-list-header-weight;\n }\n dd { margin-bottom: $definition-list-margin-bottom; }\n }\n\n /* Abbreviations */\n abbr,\n acronym {\n text-transform: uppercase;\n font-size: 90%;\n color: $body-font-color;\n cursor: $cursor-help-value;\n }\n abbr {\n text-transform: none;\n &[title] {\n border-bottom: $acronym-underline;\n }\n }\n\n /* Blockquotes */\n blockquote {\n margin: 0 0 $paragraph-margin-bottom;\n padding: $blockquote-padding;\n border-#{$default-float}: $blockquote-border;\n\n cite {\n display: block;\n font-size: $blockquote-cite-font-size;\n color: $blockquote-cite-font-color;\n &:before {\n content: \"\\2014 \\0020\";\n }\n\n a,\n a:visited {\n color: $blockquote-cite-link-color;\n }\n }\n }\n blockquote,\n blockquote p {\n line-height: $paragraph-line-height;\n color: $blockquote-font-color;\n }\n\n /* Microformats */\n .vcard {\n display: inline-block;\n margin: $microformat-margin;\n border: $microformat-border-width $microformat-border-style $microformat-border-color;\n padding: $microformat-padding;\n\n li {\n margin: 0;\n display: block;\n }\n .fn {\n font-weight: $microformat-fullname-font-weight;\n font-size: $microformat-fullname-font-size;\n }\n }\n\n .vevent {\n .summary { font-weight: $microformat-summary-font-weight; }\n\n abbr {\n cursor: $cursor-default-value;\n text-decoration: $microformat-abbr-font-decoration;\n font-weight: $microformat-abbr-font-weight;\n border: none;\n padding: $microformat-abbr-padding;\n }\n }\n\n\n @media #{$medium-up} {\n h1,h2,h3,h4,h5,h6 { line-height: $header-line-height; }\n h1 { font-size: $h1-font-size; }\n h2 { font-size: $h2-font-size; }\n h3 { font-size: $h3-font-size; }\n h4 { font-size: $h4-font-size; }\n h5 { font-size: $h5-font-size; }\n h6 { font-size: $h6-font-size; }\n }\n\n // Only include these styles if you want them.\n @if $include-print-styles {\n /*\n * Print styles.\n *\n * Inlined to avoid required HTTP connection: www.phpied.com/delay-loading-your-print-css/\n * Credit to Paul Irish and HTML5 Boilerplate (html5boilerplate.com)\n */\n .print-only { display: none !important; }\n @media print {\n * {\n background: transparent !important;\n color: $black !important; /* Black prints faster: h5bp.com/s */\n box-shadow: none !important;\n text-shadow: none !important;\n }\n\n a,\n a:visited { text-decoration: underline;}\n a[href]:after { content: \" (\" attr(href) \")\"; }\n\n abbr[title]:after { content: \" (\" attr(title) \")\"; }\n\n // Don't show links for images, or javascript/internal links\n .ir a:after,\n a[href^=\"javascript:\"]:after,\n a[href^=\"#\"]:after { content: \"\"; }\n\n pre,\n blockquote {\n border: 1px solid $aluminum;\n page-break-inside: avoid;\n }\n\n thead { display: table-header-group; /* h5bp.com/t */ }\n\n tr,\n img { page-break-inside: avoid; }\n\n img { max-width: 100% !important; }\n\n @page { margin: 0.5cm; }\n\n p,\n h2,\n h3 {\n orphans: 3;\n widows: 3;\n }\n\n h2,\n h3 { page-break-after: avoid; }\n\n .hide-on-print { display: none !important; }\n .print-only { display: block !important; }\n .hide-for-print { display: none !important; }\n .show-for-print { display: inherit !important; }\n }\n }\n\n }\n}\n","// Foundation by ZURB\n// foundation.zurb.com\n// Licensed under MIT Open Source\n\n@import \"global\";\n\n//\n// Foundation Visibility Classes\n//\n$include-html-visibility-classes: $include-html-classes !default;\n$include-accessibility-classes: true !default;\n$include-table-visibility-classes: true !default;\n$include-legacy-visibility-classes: true !default;\n\n//\n// Media Class Names\n//\n// Visibility Breakpoints\n$visibility-breakpoint-sizes:\n small,\n medium,\n large,\n xlarge,\n xxlarge;\n\n$visibility-breakpoint-queries:\n unquote($small-up),\n unquote($medium-up),\n unquote($large-up),\n unquote($xlarge-up),\n unquote($xxlarge-up);\n\n@mixin visibility-loop {\n @each $current-visibility-breakpoint in $visibility-breakpoint-sizes {\n $visibility-inherit-list: ();\n $visibility-none-list: ();\n\n $visibility-visible-list: ();\n $visibility-hidden-list: ();\n\n $visibility-table-list: ();\n $visibility-table-header-group-list: ();\n $visibility-table-row-group-list: ();\n $visibility-table-row-list: ();\n $visibility-table-cell-list: ();\n\n @each $visibility-comparison-breakpoint in $visibility-breakpoint-sizes {\n @if index($visibility-breakpoint-sizes, $visibility-comparison-breakpoint) < index($visibility-breakpoint-sizes, $current-visibility-breakpoint) {\n // Smaller than current breakpoint\n\n $visibility-inherit-list: append($visibility-inherit-list, unquote(\n '.hide-for-#{$visibility-comparison-breakpoint}-only, .show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-none-list: append($visibility-none-list, unquote(\n '.show-for-#{$visibility-comparison-breakpoint}-only, .hide-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-visible-list: append($visibility-visible-list, unquote(\n '.hidden-for-#{$visibility-comparison-breakpoint}-only, .visible-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-hidden-list: append($visibility-hidden-list, unquote(\n '.visible-for-#{$visibility-comparison-breakpoint}-only, .hidden-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-list: append($visibility-table-list, unquote(\n 'table.hide-for-#{$visibility-comparison-breakpoint}-only, table.show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-header-group-list: append($visibility-table-header-group-list, unquote(\n 'thead.hide-for-#{$visibility-comparison-breakpoint}-only, thead.show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-row-group-list: append($visibility-table-row-group-list, unquote(\n 'tbody.hide-for-#{$visibility-comparison-breakpoint}-only, tbody.show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-row-list: append($visibility-table-row-list, unquote(\n 'tr.hide-for-#{$visibility-comparison-breakpoint}-only, tr.show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-cell-list: append($visibility-table-cell-list, unquote(\n 'th.hide-for-#{$visibility-comparison-breakpoint}-only, td.hide-for-#{$visibility-comparison-breakpoint}-only, th.show-for-#{$visibility-comparison-breakpoint}-up, td.show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n\n // Foundation 4 compatibility:\n // Include .show/hide-for-[size] and .show/hide-for-[size]-down classes\n // for small, medium, and large breakpoints only\n @if $include-legacy-visibility-classes and index((small, medium, large), $visibility-comparison-breakpoint) != false {\n $visibility-inherit-list: append($visibility-inherit-list, unquote(\n '.hide-for-#{$visibility-comparison-breakpoint}, .hide-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-none-list: append($visibility-none-list, unquote(\n '.show-for-#{$visibility-comparison-breakpoint}, .show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-visible-list: append($visibility-visible-list, unquote(\n '.hidden-for-#{$visibility-comparison-breakpoint}, .hidden-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-hidden-list: append($visibility-hidden-list, unquote(\n '.visible-for-#{$visibility-comparison-breakpoint}, .visible-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-list: append($visibility-table-list, unquote(\n 'table.hide-for-#{$visibility-comparison-breakpoint}, table.hide-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-header-group-list: append($visibility-table-header-group-list, unquote(\n 'thead.hide-for-#{$visibility-comparison-breakpoint}, thead.hide-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-row-group-list: append($visibility-table-row-group-list, unquote(\n 'tbody.hide-for-#{$visibility-comparison-breakpoint}, tbody.hide-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-row-list: append($visibility-table-row-list, unquote(\n 'tr.hide-for-#{$visibility-comparison-breakpoint}, tr.hide-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-cell-list: append($visibility-table-cell-list, unquote(\n 'th.hide-for-#{$visibility-comparison-breakpoint}, td.hide-for-#{$visibility-comparison-breakpoint}, th.hide-for-#{$visibility-comparison-breakpoint}-down, td.hide-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n }\n\n } @else if index($visibility-breakpoint-sizes, $visibility-comparison-breakpoint) > index($visibility-breakpoint-sizes, $current-visibility-breakpoint) {\n // Larger than current breakpoint\n\n $visibility-inherit-list: append($visibility-inherit-list, unquote(\n '.hide-for-#{$visibility-comparison-breakpoint}-only, .hide-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-none-list: append($visibility-none-list, unquote(\n '.show-for-#{$visibility-comparison-breakpoint}-only, .show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-visible-list: append($visibility-visible-list, unquote(\n '.hidden-for-#{$visibility-comparison-breakpoint}-only, .hidden-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-hidden-list: append($visibility-hidden-list, unquote(\n '.visible-for-#{$visibility-comparison-breakpoint}-only, .visible-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-list: append($visibility-table-list, unquote(\n 'table.hide-for-#{$visibility-comparison-breakpoint}-only, table.hide-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-header-group-list: append($visibility-table-header-group-list, unquote(\n 'thead.hide-for-#{$visibility-comparison-breakpoint}-only, thead.hide-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-row-group-list: append($visibility-table-row-group-list, unquote(\n 'tbody.hide-for-#{$visibility-comparison-breakpoint}-only, tbody.hide-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-row-list: append($visibility-table-row-list, unquote(\n 'tr.hide-for-#{$visibility-comparison-breakpoint}-only, tr.hide-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-cell-list: append($visibility-table-cell-list, unquote(\n 'th.hide-for-#{$visibility-comparison-breakpoint}-only, td.hide-for-#{$visibility-comparison-breakpoint}-only, th.hide-for-#{$visibility-comparison-breakpoint}-up, td.hide-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n\n // Foundation 4 compatibility:\n // Include .show/hide-for-[size] and .show/hide-for-[size]-down classes\n // for small, medium, and large breakpoints only\n @if $include-legacy-visibility-classes and index((small, medium, large), $visibility-comparison-breakpoint) != false {\n $visibility-inherit-list: append($visibility-inherit-list, unquote(\n '.hide-for-#{$visibility-comparison-breakpoint}, .show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-none-list: append($visibility-none-list, unquote(\n '.show-for-#{$visibility-comparison-breakpoint}, .hide-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-visible-list: append($visibility-visible-list, unquote(\n '.hidden-for-#{$visibility-comparison-breakpoint}, .visible-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-hidden-list: append($visibility-hidden-list, unquote(\n '.visible-for-#{$visibility-comparison-breakpoint}, .hidden-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-list: append($visibility-table-list, unquote(\n 'table.hide-for-#{$visibility-comparison-breakpoint}, table.show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-header-group-list: append($visibility-table-header-group-list, unquote(\n 'thead.hide-for-#{$visibility-comparison-breakpoint}, thead.show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-row-group-list: append($visibility-table-row-group-list, unquote(\n 'tbody.hide-for-#{$visibility-comparison-breakpoint}, tbody.show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-row-list: append($visibility-table-row-list, unquote(\n 'tr.hide-for-#{$visibility-comparison-breakpoint}, tr.show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-cell-list: append($visibility-table-cell-list, unquote(\n 'th.hide-for-#{$visibility-comparison-breakpoint}, td.hide-for-#{$visibility-comparison-breakpoint}, th.show-for-#{$visibility-comparison-breakpoint}-down, td.show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n }\n\n } @else {\n // Current breakpoint\n\n $visibility-inherit-list: append($visibility-inherit-list, unquote(\n '.show-for-#{$visibility-comparison-breakpoint}-only, .show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-none-list: append($visibility-none-list, unquote(\n '.hide-for-#{$visibility-comparison-breakpoint}-only, .hide-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-visible-list: append($visibility-visible-list, unquote(\n '.visible-for-#{$visibility-comparison-breakpoint}-only, .visible-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-hidden-list: append($visibility-hidden-list, unquote(\n '.hidden-for-#{$visibility-comparison-breakpoint}-only, .hidden-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-list: append($visibility-table-list, unquote(\n 'table.show-for-#{$visibility-comparison-breakpoint}-only, table.show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-header-group-list: append($visibility-table-header-group-list, unquote(\n 'thead.show-for-#{$visibility-comparison-breakpoint}-only, thead.show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-row-group-list: append($visibility-table-row-group-list, unquote(\n 'tbody.show-for-#{$visibility-comparison-breakpoint}-only, tbody.show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-row-list: append($visibility-table-row-list, unquote(\n 'tr.show-for-#{$visibility-comparison-breakpoint}-only, tr.show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n $visibility-table-cell-list: append($visibility-table-cell-list, unquote(\n 'th.show-for-#{$visibility-comparison-breakpoint}-only, td.show-for-#{$visibility-comparison-breakpoint}-only, th.show-for-#{$visibility-comparison-breakpoint}-up, td.show-for-#{$visibility-comparison-breakpoint}-up'\n ), comma);\n\n // Foundation 4 compatibility:\n // Include .show/hide-for-[size] and .show/hide-for-[size]-down classes\n // for small, medium, and large breakpoints only\n @if $include-legacy-visibility-classes and index((small, medium, large), $visibility-comparison-breakpoint) != false {\n $visibility-inherit-list: append($visibility-inherit-list, unquote(\n '.show-for-#{$visibility-comparison-breakpoint}, .show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-none-list: append($visibility-none-list, unquote(\n '.hide-for-#{$visibility-comparison-breakpoint}, .hide-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-visible-list: append($visibility-visible-list, unquote(\n '.visible-for-#{$visibility-comparison-breakpoint}, .visible-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-hidden-list: append($visibility-hidden-list, unquote(\n '.hidden-for-#{$visibility-comparison-breakpoint}, .hidden-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-list: append($visibility-table-list, unquote(\n 'table.show-for-#{$visibility-comparison-breakpoint}, table.show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-header-group-list: append($visibility-table-header-group-list, unquote(\n 'thead.show-for-#{$visibility-comparison-breakpoint}, thead.show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-row-group-list: append($visibility-table-row-group-list, unquote(\n 'tbody.show-for-#{$visibility-comparison-breakpoint}, tbody.show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-row-list: append($visibility-table-row-list, unquote(\n 'tr.show-for-#{$visibility-comparison-breakpoint}, tr.show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n $visibility-table-cell-list: append($visibility-table-cell-list, unquote(\n 'th.show-for-#{$visibility-comparison-breakpoint}, td.show-for-#{$visibility-comparison-breakpoint}, th.show-for-#{$visibility-comparison-breakpoint}-down, td.show-for-#{$visibility-comparison-breakpoint}-down'\n ), comma);\n }\n }\n }\n\n /* #{$current-visibility-breakpoint} displays */\n @media #{nth($visibility-breakpoint-queries, index($visibility-breakpoint-sizes, $current-visibility-breakpoint))} {\n #{$visibility-inherit-list} {\n display: inherit !important;\n }\n #{$visibility-none-list} {\n display: none !important;\n }\n @if $include-accessibility-classes != false {\n #{$visibility-visible-list} {\n @include element-invisible-off;\n }\n #{$visibility-hidden-list} {\n @include element-invisible;\n }\n }\n @if $include-table-visibility-classes != false {\n #{$visibility-table-list} {\n display: table !important;\n }\n #{$visibility-table-header-group-list} {\n display: table-header-group !important;\n }\n #{$visibility-table-row-group-list} {\n display: table-row-group !important;\n }\n #{$visibility-table-row-list} {\n display: table-row !important;\n }\n #{$visibility-table-cell-list} {\n display: table-cell !important;\n }\n }\n }\n }\n}\n\n\n@if $include-html-visibility-classes != false {\n\n @include visibility-loop;\n\n /* Orientation targeting */\n .show-for-landscape,\n .hide-for-portrait { display: inherit !important; }\n .hide-for-landscape,\n .show-for-portrait { display: none !important; }\n\n /* Specific visibility for tables */\n table {\n &.hide-for-landscape,\n &.show-for-portrait { display: table !important; }\n }\n thead {\n &.hide-for-landscape,\n &.show-for-portrait { display: table-header-group !important; }\n }\n tbody {\n &.hide-for-landscape,\n &.show-for-portrait { display: table-row-group !important; }\n }\n tr {\n &.hide-for-landscape,\n &.show-for-portrait { display: table-row !important; }\n }\n td,\n th {\n &.hide-for-landscape,\n &.show-for-portrait { display: table-cell !important; }\n }\n\n @media #{$landscape} {\n .show-for-landscape,\n .hide-for-portrait { display: inherit !important; }\n .hide-for-landscape,\n .show-for-portrait { display: none !important; }\n\n /* Specific visibility for tables */\n table {\n &.show-for-landscape,\n &.hide-for-portrait { display: table !important; }\n }\n thead {\n &.show-for-landscape,\n &.hide-for-portrait { display: table-header-group !important; }\n }\n tbody {\n &.show-for-landscape,\n &.hide-for-portrait { display: table-row-group !important; }\n }\n tr {\n &.show-for-landscape,\n &.hide-for-portrait { display: table-row !important; }\n }\n td,\n th {\n &.show-for-landscape,\n &.hide-for-portrait { display: table-cell !important; }\n }\n }\n\n @media #{$portrait} {\n .show-for-portrait,\n .hide-for-landscape { display: inherit !important; }\n .hide-for-portrait,\n .show-for-landscape { display: none !important; }\n\n /* Specific visibility for tables */\n table {\n &.show-for-portrait,\n &.hide-for-landscape { display: table !important; }\n }\n thead {\n &.show-for-portrait,\n &.hide-for-landscape { display: table-header-group !important; }\n }\n tbody {\n &.show-for-portrait,\n &.hide-for-landscape { display: table-row-group !important; }\n }\n tr {\n &.show-for-portrait,\n &.hide-for-landscape { display: table-row !important; }\n }\n td,\n th {\n &.show-for-portrait,\n &.hide-for-landscape { display: table-cell !important; }\n }\n }\n\n /* Touch-enabled device targeting */\n .show-for-touch { display: none !important; }\n .hide-for-touch { display: inherit !important; }\n .touch .show-for-touch { display: inherit !important; }\n .touch .hide-for-touch { display: none !important; }\n\n /* Specific visibility for tables */\n table.hide-for-touch { display: table !important; }\n .touch table.show-for-touch { display: table !important; }\n thead.hide-for-touch { display: table-header-group !important; }\n .touch thead.show-for-touch { display: table-header-group !important; }\n tbody.hide-for-touch { display: table-row-group !important; }\n .touch tbody.show-for-touch { display: table-row-group !important; }\n tr.hide-for-touch { display: table-row !important; }\n .touch tr.show-for-touch { display: table-row !important; }\n td.hide-for-touch { display: table-cell !important; }\n .touch td.show-for-touch { display: table-cell !important; }\n th.hide-for-touch { display: table-cell !important; }\n .touch th.show-for-touch { display: table-cell !important; }\n\n\n /* Print visibility */\n @media print {\n .show-for-print { display: block; }\n .hide-for-print { display: none; }\n\n table.show-for-print { display: table !important; }\n thead.show-for-print { display: table-header-group !important; }\n tbody.show-for-print { display: table-row-group !important; }\n tr.show-for-print { display: table-row !important; }\n td.show-for-print { display: table-cell !important; }\n th.show-for-print { display: table-cell !important; }\n\n }\n\n}\n","@charset \"utf-8\";\n/* TOC – Typography\n\nCheck typography variables › _3_typography_settings.scss\n\n- Links\n- Customize Foundation Typography\n- Headlines\n- Images\n- Lists\n- Tables\n- Code\n- Quotes\n- Typography for Articles\n- Smaller Fontsize for Bigteaser on small devices\n- Additional typographical elements\n- Footnotes\n- Icon Font\n\n*/\n\n\n\n/* Links\n------------------------------------------------------------------- */\n\na,\na:link {\n transition: all .4s;\n}\n\na:visited {\n border-bottom: $grey-2;\n}\n\na:hover {\n color: darken( $ci-1, 10% );\n}\n\na:focus {\n color: lighten( $ci-1, 20% );\n}\n\na:active {\n color: darken( $ci-1, 20% );\n}\n\n\n\n/* Customize Foundation Typography\n------------------------------------------------------------------- */\n\np {\n -webkit-hyphens: auto;\n -moz-hyphens: auto;\n -ms-hyphens: auto;\n hyphens: auto;\n -ms-word-break: normal;\n /* Non standard for webkit */\n word-break: normal;\n}\np a,\narticle a {\n font-weight: bold;\n border-bottom: 1px dotted;\n}\np a:hover,\narticle a:hover {\n border-bottom: 2px solid;\n}\np a.button,\n.button,\n.button:hover {\n border: 0;\n color: #fff;\n}\np.button a {\n border: 0;\n color: #fff;\n text-shadow: 0 1px 3px rgba(0, 0, 0, 0.5);\n}\n\n\n\n/* Headlines\n The hK::before logic is to accomodate a vert. offset for persistent\n top of page menu. The logic is copied from\n https://css-tricks.com/hash-tag-links-padding/\n------------------------------------------------------------------- */\n\nh1, h2, h3, h4, h5, h6 {\n font-family: $header-font-family;\n font-weight: normal;\n padding: 0;\n}\nh1 {\n font-size: $font-size-h1;\n margin-top: 0;\n}\nh2 {\n font-size: $font-size-h2;\n margin: 1.563em 0 0 0;\n}\n .blog-index h2 {\n margin-top: 0;\n }\nh3 {\n font-size: $font-size-h3;\n margin: 1.152em 0 0 0;\n}\nh4 {\n font-size: $font-size-h4;\n margin: 1.152em 0 0 0;\n}\nh5 {\n font-size: $font-size-h5;\n margin: 1em 0 0 0;\n}\n\n\n\n/* Images\n------------------------------------------------------------------- */\n\nimg { border-radius: $global-radius;}\n img.alignleft,\n img.left { float: left; margin:5px 15px 5px 0; }\n img.alignright,\n img.right { float: right; margin:5px 0 5px 15px; }\n img.aligncenter,\n img.center { display: block; margin:0 auto 10px; }\n\nfigure {\n margin: 0 0 rem-calc(30) 0;\n}\n#masthead-with-background-color figure,\n#masthead-with-pattern figure {\n margin: 0;\n}\nfigcaption,\n.masthead-caption {\n color: $grey-10;\n font-family: $font-family-sans-serif;\n font-size: rem-calc(13);\n padding-top: rem-calc(2);\n}\nfigcaption a,\n.masthead-caption a {\n border-bottom: 1px dotted $grey-4;\n color: $grey-10;\n}\nfigcaption a:hover,\n.masthead-caption a:hover {\n border-bottom: 2px solid $primary-color;\n color: $primary-color;\n}\n.masthead-caption {\n padding-right: 10px;\n text-align: right;\n}\n\n\n\n/* Tables\n------------------------------------------------------------------- */\n\ntd {\n vertical-align: top;\n}\n\n\n\n/* Code\n------------------------------------------------------------------- */\n\npre {\n overflow: auto;\n margin-bottom: rem-calc(20);\n padding: 5px;\n background-color: $code-background-color;\n border-radius: $global-radius;\n}\npre code {\n padding: rem-calc(2) rem-calc(5) rem-calc(1) rem-calc(0);\n border: 0;\n}\n\ncode {\n font-size: rem-calc(14);\n line-height: 1.5;\n}\n\n\n\n/* Lists\n------------------------------------------------------------------- */\n\nul, ol {\n margin-left: 20px;\n padding: 0;\n}\nli {\n margin-left: 0;\n}\n\n.no-bullet {\n list-style: none;\n margin-left: 0;\n}\n\nli {\n > ul,\n > ol {\n margin-bottom: 0;\n }\n}\n\ndl {\n\n}\ndt:first-child {\n padding-top: 0px;\n}\ndt {\n font-weight: bold;\n padding-top: 30px;\n}\ndd {\n}\narticle dl dt { line-height: 1.3; }\narticle dl dd { line-height: 1.6; margin-bottom: rem-calc(12); margin-left: rem-calc(24); }\n\n\n\n/* Quotes\n------------------------------------------------------------------- */\n\nblockquote {\n font-style: italic;\n position: relative;\n border: none;\n margin: 0 30px 30px 30px;\n color: $grey-11;\n}\n\n blockquote p {font-style: italic; color: $grey-10; }\n\n blockquote:before {\n display:block;content:\"\\00BB\";\n font-size:80px;\n line-height: 0;\n position:absolute;\n left:-25px;\n top: auto;\n color: $grey-11;\n }\n blockquote:after {\n display:block;\n content:\"\\00AB\";\n font-size:80px;\n line-height: 0;\n position:absolute;\n right:-10px;\n bottom: 20px;\n color: $grey-11;\n }\n blockquote cite:before {\n content:\"\\2014 \\0020\"\n }\n blockquote cite a,blockquote cite a:visited {\n color: $grey-10;\n }\ncite {\n padding-top: 5px;\n}\n\nbutton, .button {\n letter-spacing: 1px;\n}\n\nmark {\n background-color: scale-color($warning-color, $lightness: 60%);\n}\n\n\n\n/* Typography for Articles\n------------------------------------------------------------------- */\n\n.subheadline {\n font-size: rem-calc(16);\n margin: 0;\n text-transform: uppercase;\n}\n.teaser {\n font-size: rem-calc(20);\n}\n.big-teaser {\n font-style: italic; font-weight: 300;\n}\n.big-teaser a {\n font-style: italic; font-weight: 400;\n}\n\n/* Smaller Fontsize for Bigteaser on small devices */\n@media only screen {\n .big-teaser {\n font-size: rem-calc(20);\n }\n}\n@media only screen and (min-width: 40.063em) {\n .big-teaser {\n font-size: rem-calc(29);\n }\n}\n\n\n\n/* Additional typographical elements\n------------------------------------------------------------------- */\n\n.sans { font-family: $font-family-sans-serif; }\n.serif { font-family: $font-family-serif; }\n\n.font-size-h1 { font-size: $font-size-h1; }\n.font-size-h2 { font-size: $font-size-h2; }\n.font-size-h3 { font-size: $font-size-h3; }\n.font-size-h4 { font-size: $font-size-h4; }\n.font-size-h5 { font-size: $font-size-h5; }\n.font-size-p { font-size: $font-size-p; }\n\n\n\n/* Footnotes\n------------------------------------------------------------------- */\n\n.footnotes:before {\n content: \"\";\n position: absolute;\n height: 1px;\n width: 60px;\n margin-top: -10px;\n border-bottom: 1px solid $grey-2;\n}\n.footnotes {\n margin-top: 60px;\n}\n.footnotes ol {\n font-size: $font-size-small;\n}\n.footnotes p {\n font-size: inherit;\n margin-bottom: 0;\n}\n\n\n\n\n/* Icon Font\n See the icon-set/preview in /assets/fonts/iconfont-preview.html\n------------------------------------------------------------------- */\n\n@font-face {\n font-family: 'iconfont';\n src: url('../fonts/iconfont.eot'); /* IE9 Compat Modes */\n src: url('../fonts/iconfont.eot?#iefix') format('embedded-opentype'), /* IE6-IE8 */\n url('../fonts/iconfont.woff') format('woff'), /* Pretty Modern Browsers */\n url('../fonts/iconfont.ttf') format('truetype'), /* Safari, Android, iOS */\n url('../fonts/iconfont.svg#svgFontName') format('svg'); /* Legacy iOS */\n}\n\n.iconfont { font-family: iconfont; }\n.iconfont-48 { font-size: 48px; }\n\n\n[data-icon]:before { content: attr(data-icon); }\n\n[data-icon]:before,\n.icon-archive:before,\n.icon-browser:before,\n.icon-calendar:before,\n.icon-camera:before,\n.icon-chat:before,\n.icon-check:before,\n.icon-chevron-down:before,\n.icon-chevron-left:before,\n.icon-chevron-right:before,\n.icon-chevron-up:before,\n.icon-circle-with-cross:before,\n.icon-circle-with-minus:before,\n.icon-circle-with-plus:before,\n.icon-cloud:before,\n.icon-code:before,\n.icon-cog:before,\n.icon-dropbox:before,\n.icon-edit:before,\n.icon-export:before,\n.icon-eye:before,\n.icon-facebook:before,\n.icon-feather:before,\n.icon-github:before,\n.icon-globe:before,\n.icon-googleplus:before,\n.icon-heart:before,\n.icon-heart-outlined:before,\n.icon-home:before,\n.icon-instagram:before,\n.icon-lab-flask:before,\n.icon-leaf:before,\n.icon-linkedin:before,\n.icon-mail:before,\n.icon-message:before,\n.icon-mic:before,\n.icon-network:before,\n.icon-paper-plane:before,\n.icon-pinterest:before,\n.icon-price-tag:before,\n.icon-rocket:before,\n.icon-rss:before,\n.icon-soundcloud:before,\n.icon-star:before,\n.icon-star-outlined:before,\n.icon-thumbs-down:before,\n.icon-thumbs-up:before,\n.icon-tree:before,\n.icon-tumblr:before,\n.icon-twitter:before,\n.icon-upload-to-cloud:before,\n.icon-video:before,\n.icon-vimeo:before,\n.icon-warning:before,\n.icon-xing:before,\n.icon-youtube:before {\n display: inline-block;\nfont-family: \"iconfont\";\nfont-style: normal;\nfont-weight: normal;\nfont-variant: normal;\nline-height: 1;\ntext-decoration: inherit;\ntext-rendering: optimizeLegibility;\ntext-transform: none;\n-moz-osx-font-smoothing: grayscale;\n-webkit-font-smoothing: antialiased;\nfont-smoothing: antialiased;\n}\n\n.icon-archive:before { content: \"\\f100\"; }\n.icon-browser:before { content: \"\\f101\"; }\n.icon-calendar:before { content: \"\\f133\"; }\n.icon-camera:before { content: \"\\f102\"; }\n.icon-chat:before { content: \"\\f103\"; }\n.icon-check:before { content: \"\\f104\"; }\n.icon-chevron-down:before { content: \"\\f105\"; }\n.icon-chevron-left:before { content: \"\\f106\"; }\n.icon-chevron-right:before { content: \"\\f107\"; }\n.icon-chevron-up:before { content: \"\\f108\"; }\n.icon-circle-with-cross:before { content: \"\\f109\"; }\n.icon-circle-with-minus:before { content: \"\\f10a\"; }\n.icon-circle-with-plus:before { content: \"\\f10b\"; }\n.icon-cloud:before { content: \"\\f10c\"; }\n.icon-code:before { content: \"\\f10d\"; }\n.icon-cog:before { content: \"\\f10e\"; }\n.icon-dropbox:before { content: \"\\f10f\"; }\n.icon-edit:before { content: \"\\f110\"; }\n.icon-export:before { content: \"\\f111\"; }\n.icon-eye:before { content: \"\\f112\"; }\n.icon-facebook:before { content: \"\\f113\"; }\n.icon-feather:before { content: \"\\f114\"; }\n.icon-github:before { content: \"\\f115\"; }\n.icon-globe:before { content: \"\\f116\"; }\n.icon-googleplus:before { content: \"\\f136\"; }\n.icon-heart:before { content: \"\\f117\"; }\n.icon-heart-outlined:before { content: \"\\f118\"; }\n.icon-home:before { content: \"\\f119\"; }\n.icon-instagram:before { content: \"\\f11a\"; }\n.icon-lab-flask:before { content: \"\\f11b\"; }\n.icon-leaf:before { content: \"\\f11c\"; }\n.icon-linkedin:before { content: \"\\f11d\"; }\n.icon-mail:before { content: \"\\f11e\"; }\n.icon-message:before { content: \"\\f11f\"; }\n.icon-mic:before { content: \"\\f120\"; }\n.icon-network:before { content: \"\\f121\"; }\n.icon-paper-plane:before { content: \"\\f122\"; }\n.icon-pinterest:before { content: \"\\f123\"; }\n.icon-price-tag:before { content: \"\\f124\"; }\n.icon-rocket:before { content: \"\\f125\"; }\n.icon-rss:before { content: \"\\f126\"; }\n.icon-soundcloud:before { content: \"\\f127\"; }\n.icon-star:before { content: \"\\f128\"; }\n.icon-star-outlined:before { content: \"\\f129\"; }\n.icon-thumbs-down:before { content: \"\\f12a\"; }\n.icon-thumbs-up:before { content: \"\\f12b\"; }\n.icon-tree:before { content: \"\\f134\"; }\n.icon-tumblr:before { content: \"\\f12c\"; }\n.icon-twitter:before { content: \"\\f12d\"; }\n.icon-upload-to-cloud:before { content: \"\\f12e\"; }\n.icon-video:before { content: \"\\f12f\"; }\n.icon-vimeo:before { content: \"\\f130\"; }\n.icon-warning:before { content: \"\\f131\"; }\n.icon-xing:before { content: \"\\f135\"; }\n.icon-youtube:before { content: \"\\f132\"; }\n","@charset \"utf-8\";\n/* TOC\n\n- Adjustments: Video Layout\n- Navigation\n- Search\n- Masthead\n- Masthead › small-only\n- Masthead › medium-only\n- Masthead › large-only\n- Masthead › xlarge-up\n- Breadcrumb\n- Meta\n- Jump to top\n- Footer\n- Subfooter\n- CSS-Classes to add margin at top or bottom\n\n*/\n\n\n\n/* Adjustments: Video Layout\n------------------------------------------------------------------- */\n\nbody.video,\nbody.video #masthead-no-image-header { background: #000; }\nbody.video #masthead-no-image-header { margin-bottom: 60px; }\nbody.video h1,\nbody.video h2,\nbody.video h3,\nbody.video h4,\nbody.video h5,\nbody.video h6,\nbody.video p,\nbody.video a,\nbody.video blockquote:before,\nbody.video blockquote:after,\nbody.video cite a, { color: #fff; }\nbody.video cite a:visited, { color: #fff; }\nbody.video cite { color: #fff; }\n\n\n\n/* Navigation\n------------------------------------------------------------------- */\n\n#navigation {\n -webkit-box-shadow: 0 2px 2px 0 rgba(0,0,0,.2);\n box-shadow: 0 2px 3px 0 rgba(0,0,0,.2);\n\n [class^='icon-']:before, [class*=' icon-']:before {\n margin-right: rem-calc(8);\n }\n}\n\n\n\n/* Search\n------------------------------------------------------------------- */\n\n.no-js form#search {\n display: none;\n}\n\n\n\n/* Masthead\n------------------------------------------------------------------- */\n\n#masthead {\n background-color: $primary-color;\n}\n#masthead-no-image-header {\n background-color: $primary-color;\n}\n#masthead-with-text {\n text-align: center;\n font-size: rem-calc(54);\n font-family: $header-font-family;\n color: #fff;\n text-transform: uppercase;\n text-shadow: 0 2px 3px rgba(0,0,0,.4);\n}\n#masthead-no-image-header {\n height: 175px;\n}\n#masthead-no-image-header #logo img {\n margin-top: 60px;\n}\n\n/* Masthead › small-only\n------------------------------------------------------------------- */\n\n@media #{$small-only} {\n #logo img {\n display: none;\n }\n #masthead {\n height: 200px;\n }\n #masthead-with-pattern {\n padding: 15px 0;\n }\n #masthead-with-background-color {\n padding: 15px 0;\n }\n #masthead-with-text {\n height: 220px;\n padding: 30px 0;\n font-size: rem-calc(36);\n }\n #masthead-no-image-header {\n display: none;\n }\n}\n\n\n/* Masthead › medium-only\n------------------------------------------------------------------- */\n\n@media #{$medium-only} {\n #logo img {\n margin-top: 60px;\n }\n #masthead {\n height: 280px;\n }\n #masthead-with-pattern {\n padding: 20px 0;\n }\n #masthead-with-background-color {\n padding: 20px 0;\n }\n #masthead-with-text {\n padding: 60px 0;\n height: 300px;\n }\n}\n\n\n/* Masthead › large-only\n------------------------------------------------------------------- */\n\n@media #{$large-only} {\n #logo img {\n margin-top: 80px;\n }\n #masthead {\n height: 310px;\n }\n #masthead-with-pattern {\n padding: 30px 0;\n }\n #masthead-with-background-color {\n padding: 30px 0;\n }\n #masthead-with-text {\n height: 330px;\n padding: 60px 0;\n }\n}\n\n\n/* Masthead › xlarge-up\n------------------------------------------------------------------- */\n\n@media #{$xlarge-up} {\n #logo img {\n margin-top: 110px;\n }\n #masthead {\n height: 380px;\n }\n #masthead-with-pattern {\n padding: 45px 0;\n }\n #masthead-with-background-color {\n padding: 45px 0;\n }\n #masthead-with-text {\n padding: 95px 0;\n height: 400px;\n }\n}\n\n\n#title-image-small {\n height: 240px;\n}\n#title-image-large {\n height: 520px;\n}\n#title-image-index-small {\n height: 120px;\n}\n#title-image-index-large {\n height: 260px;\n}\n\n\n\n/* Breadcrumb\n------------------------------------------------------------------- */\n\n#breadcrumb {\n background: scale-color($grey-1, $lightness: 55%);\n border-top: 1px solid scale-color($grey-1, $lightness: 45%);\n border-bottom: 1px solid scale-color($grey-1, $lightness: 45%);\n}\n.breadcrumbs>.current {\n font-weight: bold;\n}\n\n\n/* Meta\n------------------------------------------------------------------- */\n\n#page-meta, #page-meta a {\n color: $grey-5;\n}\n\n#page-meta .button {\n background: $grey-5;\n border: 0;\n}\n#page-meta .button {\n color: #fff;\n}\n#page-meta .button:hover {\n background: $primary-color;\n}\n.meta-info p {\n font-size: rem-calc(13);\n color: scale-color($grey-1, $lightness: 40%);\n}\n .meta-info a {\n text-decoration: underline;\n color: scale-color($grey-1, $lightness: 40%);\n }\n .meta-info a:hover {\n text-decoration: none;\n color: $secondary-color;\n }\n\n\n\n/* Jump to top\n------------------------------------------------------------------- */\n\n#up-to-top {\n padding: 160px 0 10px 0;\n}\n#up-to-top a {\n font-size: 24px;\n padding: 5px;\n border-radius: 3px;\n}\n#up-to-top a:hover {\n background: $grey-2;\n}\n\n\n\n/* Footer\n------------------------------------------------------------------- */\n\n#footer-content p,\n#footer-content li {\n font-size: rem-calc(13);\n font-weight: 300;\n}\n\n#footer {\n padding-top: 30px;\n padding-bottom: 20px;\n background: $footer-bg;\n color: $footer-color;\n }\n\n #footer a {\n color: $footer-link-color;\n }\n #footer h4,\n #footer h5 {\n letter-spacing: 1px;\n color: #fff;\n text-transform: uppercase;\n }\n\n\n\n/* Subfooter\n------------------------------------------------------------------- */\n\n#subfooter {\n background: $subfooter-bg;\n color: $subfooter-color;\n padding-top: 30px;\n}\n\n#subfooter-left ul.inline-list {\n float: left;\n}\n\n.credits a {\n color: $subfooter-link-color;\n border: 0;\n text-transform: uppercase;\n &:hover {\n color: #fff;\n }\n}\n\n.social-icons {\n margin-bottom: 10px !important;\n\n// Beware of SCSS-Syntax here\n li {\n padding: 0 0 20px 0;\n }\n a {\n font-size: rem-calc(23);\n display: block;\n width: 36px;\n border-radius: 50%;\n color: $subfooter-bg;\n background: $subfooter-color;\n text-align: center;\n &:hover {\n background: $subfooter-bg;\n color: #fff;\n }\n }\n}\n\n\n\n/* CSS-Classes to add margin at top or bottom\n------------------------------------------------------------------- */\n\n.t10 { margin-top: 10px !important; }\n.t15 { margin-top: 15px !important; }\n.t20 { margin-top: 20px !important; }\n.t30 { margin-top: 30px !important; }\n.t50 { margin-top: 50px !important; }\n.t60 { margin-top: 60px !important; }\n.t70 { margin-top: 70px !important; }\n.t80 { margin-top: 80px !important; }\n.t90 { margin-top: 90px !important; }\n\n.b15 { margin-bottom: 15px !important; }\n.b20 { margin-bottom: 20px !important; }\n.b30 { margin-bottom: 30px !important; }\n.b60 { margin-bottom: 60px !important; }\n\n.l15 { margin-left: 15px !important; }\n.r15 { margin-right: 15px !important; }\n\n.pl20 { padding-left: 20px !important; }\n.pr5 { padding-right: 5px !important; }\n.pr10 { padding-right: 10px !important; }\n.pr20 { padding-right: 20px !important; }\n","@charset \"utf-8\";\n/* TOC\n\n- Table of Contents (Index)\n- Panel\n- Shadows\n- Alerts\n- Breadcrumb\n- Button\n- Side-Nav\n- Accordion\n- Lazy Load XT\n- Frontpage Widget\n\n*/\n\n\n\n/* Table of Contents (Index)\n------------------------------------------------------------------- */\n\n#toc ul,\n#toc ul ul,\n#toc ul ul ul, {\n list-style: none;\n margin-left: 30px;\n}\n#toc ul {\n margin-left: 0;\n margin-top: $spacing-unit;\n}\n\n\n\n/* Panel\n------------------------------------------------------------------- */\n\n.border-dotted {\n border: 1px dotted $grey-5;\n padding: rem-calc(20);\n border-radius: $global-radius;\n}\n\n\n\n/* Shadows\n------------------------------------------------------------------- */\n\n.shadow-no {text-shadow: rgba(0, 0, 0, 0) 0 0 0;}\n.shadow-black {text-shadow: rgba(0, 0, 0, 0.498039) 0px 1px 2px;}\n.shadow-white {text-shadow: rgba(255, 255, 255, 0.498039) 0px 1px 2px;}\n\n\n\n/* Alerts\n------------------------------------------------------------------- */\n\n.alert-box {\n font-family: $font-family-sans-serif;\n text-shadow: 0px 1px 1px rgba(0,0,0,0.9);\n}\n .alert-box p {\n margin-bottom: 0;\n }\n .alert-box a {\n text-shadow: 1px 1px 0px rgba(0, 0, 0, 1);\n color: #fff;\n border-bottom: 1px dotted #fff;\n }\n .alert-box a:hover {\n border-bottom: 1px solid #fff;\n }\n .alert-box.terminal {\n background: $grey-12; \n color: #fff; \n border-color: scale-color($grey-12, $lightness: -14%);\n font-family: $font-family-monospace;\n }\n .alert-box.terminal::before {\n content: \"$ \";\n color: $ci-6;\n float: left;\n margin: .25em .5em 0 0;\n }\n .alert-box.text {\n background-color: $grey-2;\n text-shadow: 0px 0px 0px rgba(0,0,0,0.9);\n border-color: scale-color($grey-2, $lightness: -14%);\n color: $grey-12;\n }\n\n\n\n/* Button\n------------------------------------------------------------------- */\n\nbutton, .button { letter-spacing: 1px; }\n button.grey, .button.grey { background: $grey-10; }\n button.grey:hover,\n button.grey:focus,\n .button.grey:hover,\n .button.grey:focus { background-color: $grey-16; }\n\n\n\n/* Side-Nav\n------------------------------------------------------------------- */\n\n.side-nav li.title { text-transform: uppercase;}\n.side-nav li { border-top: 1px solid $grey-3;}\n.side-nav li a:not(.button) { border-bottom: 0; padding: 0.4375rem 0rem; }\n.side-nav li a:not(.button):hover, .side-nav li a:not(.button):focus { background: $grey-1; }\n\n.homepage p { margin: 0; padding: 0; color: $grey-10; }\n\n\n\n/* Accordion\n------------------------------------------------------------------- */\n\ndl.accordion { border-top: 1px solid $grey-2; }\n.accordion dd { border-bottom: 1px solid $grey-2; }\ndd.accordion-navigation span { padding-right: 12px; }\ndd.accordion-navigation span:before { content: \"\\F107\" }\ndd.accordion-navigation.active span:before { content: \"\\F105\" }\ndd.accordion-navigation.active span:before { content: \"\\F105\" }\n\n\n\n/* Lazy Load XT\n------------------------------------------------------------------- */\n\n/*! Lazy Load XT v1.0.6 2014-11-19\n * http://ressio.github.io/lazy-load-xt\n * (C) 2014 RESS.io\n * Licensed under MIT */\nimg.lazy {\n display: none;\n}\n.lazy-hidden {\n opacity: 0;\n}\n.lazy-loaded {\n -webkit-transition: opacity 0.7s;\n -moz-transition: opacity 0.7s;\n -ms-transition: opacity 0.7s;\n -o-transition: opacity 0.7s;\n transition: opacity 0.7s;\n opacity: 1;\n}\n\n*:target:not([id^='fn:']):not([id^='fnref:']) {\n &::before {\n content: \" \";\n width: 0;\n height: 0;\n\n display: block;\n padding-top: 50px;\n margin-top: -50px;\n }\n}\n","@charset \"utf-8\";\n/* Syntax highlighting styles\n------------------------------------------------------------------- */\n\n.highlight {\n background: #fff;\n [data-lang]::before {\n content: attr(data-lang);\n display: block;\n text-align: right;\n margin-right: 5px;\n text-transform: uppercase;\n }\n .c { color: #998; font-style: italic } // Comment\n .err { color: #a61717; background-color: #e3d2d2 } // Error\n .k { font-weight: bold } // Keyword\n .o { font-weight: bold } // Operator\n .cm { color: #998; font-style: italic } // Comment.Multiline\n .cp { color: #999; font-weight: bold } // Comment.Preproc\n .c1 { color: #998; font-style: italic } // Comment.Single\n .cs { color: #999; font-weight: bold; font-style: italic } // Comment.Special\n .gd { color: #000; background-color: #fdd } // Generic.Deleted\n .gd .x { color: #000; background-color: #faa } // Generic.Deleted.Specific\n .ge { font-style: italic } // Generic.Emph\n .gr { color: #a00 } // Generic.Error\n .gh { color: #999 } // Generic.Heading\n .gi { color: #000; background-color: #dfd } // Generic.Inserted\n .gi .x { color: #000; background-color: #afa } // Generic.Inserted.Specific\n .go { color: #888 } // Generic.Output\n .gp { color: #555 } // Generic.Prompt\n .gs { font-weight: bold } // Generic.Strong\n .gu { color: #aaa } // Generic.Subheading\n .gt { color: #a00 } // Generic.Traceback\n .kc { font-weight: bold } // Keyword.Constant\n .kd { font-weight: bold } // Keyword.Declaration\n .kp { font-weight: bold } // Keyword.Pseudo\n .kr { font-weight: bold } // Keyword.Reserved\n .kt { color: #458; font-weight: bold } // Keyword.Type\n .m { color: #099 } // Literal.Number\n .s { color: #d14 } // Literal.String\n .na { color: #008080 } // Name.Attribute\n .nb { color: #0086B3 } // Name.Builtin\n .nc { color: #458; font-weight: bold } // Name.Class\n .no { color: #008080 } // Name.Constant\n .ni { color: #800080 } // Name.Entity\n .ne { color: #900; font-weight: bold } // Name.Exception\n .nf { color: #900; font-weight: bold } // Name.Function\n .nn { color: #555 } // Name.Namespace\n .nt { color: #000080 } // Name.Tag\n .nv { color: #008080 } // Name.Variable\n .ow { font-weight: bold } // Operator.Word\n .w { color: #bbb } // Text.Whitespace\n .mf { color: #099 } // Literal.Number.Float\n .mh { color: #099 } // Literal.Number.Hex\n .mi { color: #099 } // Literal.Number.Integer\n .mo { color: #099 } // Literal.Number.Oct\n .sb { color: #d14 } // Literal.String.Backtick\n .sc { color: #d14 } // Literal.String.Char\n .sd { color: #d14 } // Literal.String.Doc\n .s2 { color: #d14 } // Literal.String.Double\n .se { color: #d14 } // Literal.String.Escape\n .sh { color: #d14 } // Literal.String.Heredoc\n .si { color: #d14 } // Literal.String.Interpol\n .sx { color: #d14 } // Literal.String.Other\n .sr { color: #009926 } // Literal.String.Regex\n .s1 { color: #d14 } // Literal.String.Single\n .ss { color: #990073 } // Literal.String.Symbol\n .bp { color: #999 } // Name.Builtin.Pseudo\n .vc { color: #008080 } // Name.Variable.Class\n .vg { color: #008080 } // Name.Variable.Global\n .vi { color: #008080 } // Name.Variable.Instance\n .il { color: #099 } // Literal.Number.Integer.Long\n}\n"],"file":"styles_feeling_responsive.css"} \ No newline at end of file diff --git a/nightly/.buildinfo b/nightly/.buildinfo index 9fc1f3e7b3..d734355657 100644 --- a/nightly/.buildinfo +++ b/nightly/.buildinfo @@ -1,4 +1,4 @@ # Sphinx build info version 1 # This file records the configuration used when building these files. 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z`Q}H{4m}UxN6qZG*E+0^ecF85)VKEnnqxnH9*xI~A5Ay4XW)Hj0P~QvZ*@=GuzV-| zsz(eEisVoxl$cXP!3dpt^j)w>S5Z2kRXIfF=Kjq@Pg9TG)v?vT`)8m3;x}#0vWLyJ z@6yBj8x(DB^)(OQ%B{6~eD~J`J4L`={rJ|}-^D9&&J6&?A2$c7)E(D3-3~rKhoj>E E2fHMW82|tP diff --git a/nightly/.doctrees/nbsphinx/demos/00_CIL_geometry.ipynb b/nightly/.doctrees/nbsphinx/demos/00_CIL_geometry.ipynb index 1338fd05ac..f574aa5f39 100644 --- a/nightly/.doctrees/nbsphinx/demos/00_CIL_geometry.ipynb +++ b/nightly/.doctrees/nbsphinx/demos/00_CIL_geometry.ipynb @@ -5,10 +5,10 @@ "execution_count": 1, "metadata": { "execution": { - "iopub.execute_input": "2024-10-16T12:25:41.710162Z", - "iopub.status.busy": "2024-10-16T12:25:41.710000Z", - "iopub.status.idle": "2024-10-16T12:25:41.713055Z", - "shell.execute_reply": "2024-10-16T12:25:41.712659Z" + "iopub.execute_input": "2024-10-22T10:02:22.807841Z", + "iopub.status.busy": "2024-10-22T10:02:22.807682Z", + "iopub.status.idle": "2024-10-22T10:02:22.810602Z", + "shell.execute_reply": "2024-10-22T10:02:22.810154Z" } }, "outputs": [], @@ -142,10 +142,10 @@ "execution_count": 2, "metadata": { "execution": { - "iopub.execute_input": "2024-10-16T12:25:41.714846Z", - "iopub.status.busy": "2024-10-16T12:25:41.714451Z", - "iopub.status.idle": "2024-10-16T12:25:43.073566Z", - "shell.execute_reply": "2024-10-16T12:25:43.072966Z" + "iopub.execute_input": "2024-10-22T10:02:22.812225Z", + "iopub.status.busy": "2024-10-22T10:02:22.811871Z", + "iopub.status.idle": "2024-10-22T10:02:23.641570Z", + "shell.execute_reply": "2024-10-22T10:02:23.641110Z" } }, "outputs": [ @@ -209,10 +209,10 @@ "execution_count": 3, "metadata": { "execution": { - "iopub.execute_input": "2024-10-16T12:25:43.102767Z", - "iopub.status.busy": "2024-10-16T12:25:43.102330Z", - "iopub.status.idle": "2024-10-16T12:25:43.342876Z", - "shell.execute_reply": "2024-10-16T12:25:43.342319Z" + "iopub.execute_input": "2024-10-22T10:02:23.670256Z", + "iopub.status.busy": "2024-10-22T10:02:23.669778Z", + "iopub.status.idle": "2024-10-22T10:02:23.907272Z", + "shell.execute_reply": "2024-10-22T10:02:23.906731Z" } }, "outputs": [ @@ -229,7 +229,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 3, @@ -271,10 +271,10 @@ "execution_count": 4, "metadata": { "execution": { - "iopub.execute_input": "2024-10-16T12:25:43.344683Z", - "iopub.status.busy": "2024-10-16T12:25:43.344308Z", - "iopub.status.idle": "2024-10-16T12:25:43.545436Z", - "shell.execute_reply": "2024-10-16T12:25:43.544952Z" + "iopub.execute_input": "2024-10-22T10:02:23.908852Z", + "iopub.status.busy": "2024-10-22T10:02:23.908680Z", + "iopub.status.idle": "2024-10-22T10:02:24.101378Z", + "shell.execute_reply": "2024-10-22T10:02:24.100907Z" } }, "outputs": [ @@ -291,7 +291,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 4, @@ -333,10 +333,10 @@ "execution_count": 5, "metadata": { "execution": { - "iopub.execute_input": "2024-10-16T12:25:43.547236Z", - "iopub.status.busy": "2024-10-16T12:25:43.546877Z", - "iopub.status.idle": "2024-10-16T12:25:43.776639Z", - "shell.execute_reply": "2024-10-16T12:25:43.776082Z" + "iopub.execute_input": "2024-10-22T10:02:24.103249Z", + "iopub.status.busy": "2024-10-22T10:02:24.102820Z", + "iopub.status.idle": "2024-10-22T10:02:24.323020Z", + "shell.execute_reply": "2024-10-22T10:02:24.322489Z" } }, "outputs": [ @@ -353,7 +353,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 5, @@ -394,10 +394,10 @@ "execution_count": 6, "metadata": { "execution": { - "iopub.execute_input": "2024-10-16T12:25:43.778329Z", - "iopub.status.busy": "2024-10-16T12:25:43.778154Z", - "iopub.status.idle": "2024-10-16T12:25:43.979482Z", - "shell.execute_reply": "2024-10-16T12:25:43.978977Z" + "iopub.execute_input": "2024-10-22T10:02:24.324817Z", + "iopub.status.busy": "2024-10-22T10:02:24.324410Z", + "iopub.status.idle": "2024-10-22T10:02:24.519438Z", + "shell.execute_reply": "2024-10-22T10:02:24.518964Z" } }, "outputs": [ @@ -414,7 +414,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 6, @@ -447,10 +447,10 @@ "execution_count": 7, "metadata": { "execution": { - "iopub.execute_input": "2024-10-16T12:25:43.981161Z", - "iopub.status.busy": "2024-10-16T12:25:43.980964Z", - "iopub.status.idle": "2024-10-16T12:25:44.233608Z", - "shell.execute_reply": "2024-10-16T12:25:44.233083Z" + "iopub.execute_input": "2024-10-22T10:02:24.521006Z", + "iopub.status.busy": "2024-10-22T10:02:24.520828Z", + "iopub.status.idle": "2024-10-22T10:02:24.756359Z", + "shell.execute_reply": "2024-10-22T10:02:24.755888Z" } }, "outputs": [ @@ -467,7 +467,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 7, @@ -499,10 +499,10 @@ "execution_count": 8, "metadata": { "execution": { - "iopub.execute_input": "2024-10-16T12:25:44.235185Z", - "iopub.status.busy": "2024-10-16T12:25:44.235007Z", - "iopub.status.idle": "2024-10-16T12:25:44.465087Z", - "shell.execute_reply": "2024-10-16T12:25:44.464505Z" + "iopub.execute_input": "2024-10-22T10:02:24.758055Z", + "iopub.status.busy": "2024-10-22T10:02:24.757738Z", + "iopub.status.idle": "2024-10-22T10:02:24.980100Z", + "shell.execute_reply": "2024-10-22T10:02:24.979618Z" } }, "outputs": [ @@ -519,7 +519,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 8, @@ -549,10 +549,10 @@ "execution_count": 9, "metadata": { "execution": { - "iopub.execute_input": "2024-10-16T12:25:44.466662Z", - "iopub.status.busy": "2024-10-16T12:25:44.466494Z", - "iopub.status.idle": "2024-10-16T12:25:44.693807Z", - "shell.execute_reply": "2024-10-16T12:25:44.693308Z" + "iopub.execute_input": "2024-10-22T10:02:24.981666Z", + "iopub.status.busy": "2024-10-22T10:02:24.981495Z", + "iopub.status.idle": "2024-10-22T10:02:25.219747Z", + "shell.execute_reply": "2024-10-22T10:02:25.219254Z" } }, "outputs": [ @@ -569,7 +569,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 9, @@ -638,10 +638,10 @@ "execution_count": 10, "metadata": { "execution": { - "iopub.execute_input": "2024-10-16T12:25:44.695587Z", - "iopub.status.busy": "2024-10-16T12:25:44.695396Z", - "iopub.status.idle": "2024-10-16T12:25:44.700160Z", - "shell.execute_reply": "2024-10-16T12:25:44.699764Z" + "iopub.execute_input": "2024-10-22T10:02:25.221394Z", + "iopub.status.busy": "2024-10-22T10:02:25.221221Z", + "iopub.status.idle": "2024-10-22T10:02:25.226380Z", + "shell.execute_reply": "2024-10-22T10:02:25.225953Z" } }, "outputs": [ @@ -711,10 +711,10 @@ "execution_count": 11, "metadata": { "execution": { - "iopub.execute_input": "2024-10-16T12:25:44.701854Z", - "iopub.status.busy": "2024-10-16T12:25:44.701506Z", - "iopub.status.idle": "2024-10-16T12:25:45.358034Z", - "shell.execute_reply": "2024-10-16T12:25:45.357614Z" + "iopub.execute_input": "2024-10-22T10:02:25.227975Z", + "iopub.status.busy": "2024-10-22T10:02:25.227551Z", + "iopub.status.idle": "2024-10-22T10:02:25.876593Z", + "shell.execute_reply": "2024-10-22T10:02:25.876076Z" } }, "outputs": [ @@ -772,7 +772,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 11, @@ -815,10 +815,10 @@ "execution_count": 12, "metadata": { "execution": { - "iopub.execute_input": "2024-10-16T12:25:45.359772Z", - "iopub.status.busy": "2024-10-16T12:25:45.359407Z", - "iopub.status.idle": "2024-10-16T12:25:45.361996Z", - "shell.execute_reply": "2024-10-16T12:25:45.361594Z" + "iopub.execute_input": "2024-10-22T10:02:25.878158Z", + "iopub.status.busy": "2024-10-22T10:02:25.877969Z", + "iopub.status.idle": "2024-10-22T10:02:25.880658Z", + "shell.execute_reply": "2024-10-22T10:02:25.880268Z" } }, "outputs": [], diff --git a/nightly/.doctrees/nbsphinx/demos/callback_demonstration.ipynb b/nightly/.doctrees/nbsphinx/demos/callback_demonstration.ipynb index 0fd142943d..4de726b0b9 100644 --- a/nightly/.doctrees/nbsphinx/demos/callback_demonstration.ipynb +++ b/nightly/.doctrees/nbsphinx/demos/callback_demonstration.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 15, + "execution_count": 1, "metadata": {}, "outputs": [], "source": [ @@ -22,178 +22,104 @@ "# See the License for the specific language governing permissions and\n", "# limitations under the License.\n", "#\n", - "# Authored by: CIL contributors " + "# Authored by: Margaret Duff (STFC - UKRI)\n", + "# Laura Murgatroyd (STFC - UKRI)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "# CIL Callback demonstration\n", + "# CIL Callbacks How To\n", "\n", - "This notebook runs on CIL Master (built on 14/03/2024) and demonstrates the new callback functionality " + "Callbacks are an essential tool in many optimization frameworks, providing a flexible way to monitor and control the execution of algorithms. Similar to popular packages such as [`keras`](https://keras.io/api/callbacks/), [`scipy`](https://docs.scipy.org/doc/scipy/reference/generated/scipy.optimize.minimize.html#scipy.optimize.minimize), and [`pytorch`](https://pytorch.org/tnt/stable/framework/callbacks.html), CIL utilizes callbacks that can be passed to the `run` method of an algorithm. These callbacks have access to the entire state of the algorithm, allowing them to perform a wide range of tasks—from logging and saving progress to implementing early stopping conditions. By integrating callbacks, users can enhance the flexibility, efficiency, and functionality of their algorithms.\n", + "\n", + "In this demo, we explore the default behavior of callbacks in CIL and present a variety of example callbacks that can be customized to suit your needs. New callbacks are regularly added to CIL based on user requests, so be sure to check out the [documentation](https://tomographicimaging.github.io/CIL/nightly/optimisation/#callbacks) for the latest updates." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Install CIL and set some defaults" ] }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 2, "metadata": {}, "outputs": [], "source": [ - "from cil.utilities import dataexample\n", + "\n", "from cil.utilities.display import show2D\n", "from cil.recon import FDK\n", "from cil.processors import TransmissionAbsorptionConverter, Slicer\n", - "from cil.utilities.quality_measures import psnr\n", "import numpy as np\n", "import matplotlib.pyplot as plt \n", "from cil.plugins.tigre import ProjectionOperator\n", - "from cil.optimisation.algorithms import FISTA, Algorithm\n", - "from cil.optimisation.functions import LeastSquares, IndicatorBox, ZeroFunction, TotalVariation\n", - "from cil.optimisation.operators import GradientOperator\n", + "from cil.optimisation.algorithms import FISTA\n", + "from cil.optimisation.functions import LeastSquares, TotalVariation\n", "from cil.optimisation.utilities import callbacks\n", "from cil.framework import DataContainer\n", "\n", - "from cil.utilities.quality_measures import mse, mae, psnr\n", "\n", "# set up default colour map for visualisation\n", "cmap = \"gray\"\n", "\n", "# set the backend for FBP and the ProjectionOperator\n", - "device = 'gpu'\n", - "\n" + "device = 'gpu'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Load Data " + "## Load Data\n", + "\n", + "In this example, we utilize CIL's simulated sphere data. To accelerate computations in this notebook, we extract a 2D slice from the 3D dataset. Additionally, we select a subset of angles to create a limited-angle reconstruction scenario. We will then compare the ground truth data with a filtered back projection (FBP) reconstruction under these limited-angle conditions.\n" ] }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "FDK recon\n", - "\n", - "Input Data:\n", - "\tangle: 60\n", - "\thorizontal: 128\n", - "\n", - "Reconstruction Volume:\n", - "\thorizontal_y: 128\n", - "\thorizontal_x: 128\n", - "\n", - "Reconstruction Options:\n", - "\tBackend: tigre\n", - "\tFilter: ram-lak\n", - "\tFilter cut-off frequency: 1.0\n", - "\tFFT order: 8\n", - "\tFilter_inplace: False\n", - "\n" - ] - }, - { - "data": { - "image/png": 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    " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 17, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ - "\n", - "#%% Load data\n", + "from cil.utilities import dataexample\n", + "# Load data\n", "ground_truth = dataexample.SIMULATED_SPHERE_VOLUME.get()\n", "\n", "data = dataexample.SIMULATED_CONE_BEAM_DATA.get()\n", - "twoD = True\n", - "if twoD:\n", - " data = data.get_slice(vertical='centre')\n", - " ground_truth = ground_truth.get_slice(vertical='centre')\n", + "\n", + "# Consider just a single 2D slice \n", + "data = data.get_slice(vertical='centre')\n", + "ground_truth = ground_truth.get_slice(vertical='centre')\n", "\n", "absorption = TransmissionAbsorptionConverter()(data)\n", "absorption = Slicer(roi={'angle':(0, -1, 5)})(absorption)\n", "\n", "ig = ground_truth.geometry\n", "\n", - "#%%\n", "recon = FDK(absorption, image_geometry=ig).run()\n", - "#%%\n", - "show2D([ground_truth, recon], title = ['Ground Truth', 'FDK Reconstruction'], origin = 'upper', num_cols = 2)\n", "\n", - "# %%\n" + "show2D([ground_truth, recon], title = ['Ground Truth', 'FDK Reconstruction'], origin = 'upper', num_cols = 2)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Default behaviour " + "## Default Behavior\n", + "\n", + "When no callback is passed to the `run` method, a progress bar is automatically displayed. This progress bar provides useful information, including the time elapsed, estimated time remaining, iterations per second, and the current objective value. Keep in mind that the current objective value updates at intervals determined by the `update_objective_interval` parameter set in the algorithm.\n" ] }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "6355b4a0be0c4297a02f41b49e6f7e3d", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - " 0%| | 0/500 [00:00" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 18, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ - "\n", - "\n", "alpha=0.1\n", "A = ProjectionOperator(image_geometry=ig, \n", " acquisition_geometry=absorption.geometry)\n", @@ -201,274 +127,122 @@ "F = LeastSquares(A = A, b = absorption)\n", "G = alpha*TotalVariation(lower=0)\n", "\n", - "algo=FISTA(initial=ig.allocate(0), f=F, g=G)\n", + "algo=FISTA(initial=ig.allocate(0), f=F, g=G, update_objective_interval=1)\n", "algo.run(500)\n", - "show2D([ground_truth, recon, algo.solution], title = ['Ground Truth', 'FDK Reconstruction', 'TV solution'], origin = 'upper', num_cols = 3)\n" + "show2D([ground_truth, recon, algo.solution], title = ['Ground Truth', ' Limited Angle FDK Reconstruction', 'TV solution'], origin = 'upper', num_cols = 3)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Other provided CIL callbacks " + "## Available CIL Callbacks\n", + "\n", + "Callbacks in CIL are provided as a list to the `run` method of an algorithm. In this example, we use two built-in CIL callbacks: `callbacks.ProgressCallback()` and `callbacks.TextProgressCallback()`. The first is the default callback that displays a progress bar, as demonstrated earlier. The second, `callbacks.TextProgressCallback()`, prints progress updates at intervals specified by `update_objective_interval`.\n", + "\n", + "It's important to note that if you don't pass any callbacks, the default behavior is to display the progress bar. However, if you choose to include other callbacks and still want the progress bar, you must explicitly include `callbacks.ProgressCallback()` in your list.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Each callback is run at each iteration, after any `update` step is taken. In the following example, due to the design of the callback, the display is only updated and/or printed every `update_objective_interval` but the callback is still called at each iteration. " ] }, { "cell_type": "code", - "execution_count": 19, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "43acfefb45534d8093aa0174846f19eb", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - " 0%| | 0/500 [00:00" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 19, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "algo=FISTA(initial=ig.allocate(0), f=F, g=G, update_objective_interval=10)\n", - "algo.run(500, callbacks=[callbacks.ProgressCallback(), callbacks.TextProgressCallback()])\n", - "show2D([ground_truth, recon, algo.solution], title = ['Ground Truth', 'FDK Reconstruction', 'TV solution'], origin = 'upper', num_cols = 3)\n" + "cb1=callbacks.ProgressCallback()\n", + "cb2=callbacks.TextProgressCallback()\n", + "algo.run(500, callbacks=[cb1, cb2])\n", + "show2D([ground_truth, recon, algo.solution], title = ['Ground Truth', 'FDK Reconstruction', 'TV solution'], origin = 'upper', num_cols = 3)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "When you call the algorithm's `run` method again, it resumes from where it left off. To start fresh, you should redefine both the algorithm and the callbacks.\n" ] }, { "cell_type": "code", - "execution_count": 20, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "6d4cfa5b60cf48b7acfd008e3c40655f", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - " 84%|########3 | 501/600 [00:00" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 21, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ - "class EarlyStopping(callbacks.Callback):\n", + "class EarlyStoppingObjective(callbacks.Callback):\n", + " \n", " def __call__(self, algorithm):\n", " if algorithm.objective[-1] <= 2e-1: # arbitrary stopping criterion\n", " raise StopIteration\n", "\n", "algo=FISTA(initial=ig.allocate(0), f=F, g=G, update_objective_interval=10) \n", - "algo.run(500, callbacks=[callbacks.TextProgressCallback(), EarlyStopping()])\n", + "algo.run(500, callbacks=[callbacks.TextProgressCallback(), EarlyStoppingObjective()])\n", "show2D([ground_truth, recon, algo.solution], title = ['Ground Truth', 'FDK Reconstruction', 'TV solution'], origin = 'upper', num_cols = 3)\n" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "In another early stopping example, the algorithm terminates when the current solution approaches a given reference image. This example demonstrates a callback that accepts arguments upon initialization, allowing for more flexible and customized stopping criteria. It terminates when the mean square difference between the current solution and a provided reference image is equal to or less than a provided tolerance.\n" + ] + }, { "cell_type": "code", - "execution_count": 22, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - " 0/500 ?it/s\n", - " 10/500 23.79it/s, objective=+8.586e+01\n", - " 20/500 26.96it/s, objective=+9.047e+00\n", - " 23/500 26.89it/s\n", - "\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 22, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ - "class EarlyStopping(callbacks.Callback):\n", - " def __call__(self, algorithm):\n", - " if np.mean((algorithm.x.array-ground_truth.array)**2) <= 3e-8: # arbitrary stopping criterion\n", + "class EarlyStoppingReference(callbacks.Callback):\n", + " \"\"\" \n", + " Terminates the algorithm when the mean square difference between the current solution and a provided reference image is equal to or less than a provided tolerance.\n", + " \n", + " Parameters\n", + " ----------\n", + "\n", + " ref_img: ImageData\n", + " The image to compare the iterates to. The algorithm will terminate if the current solution satisfies :math:`\\frac{1}{N}||x-ref_img||_2^2" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "image/png": 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", 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", 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    " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ - "class DataDiscrepancyCallback(callbacks.Callback):\n", + "class LeastSquaresCallback(callbacks.Callback):\n", + " \"\"\"\n", + " Parameters\n", + " ----------\n", + "\n", + " A : Operator\n", + " The forward operator for the least squares calculation \n", + " data: DataContainer\n", + " Acquisition data for the least squares calculation \n", + " \n", + " Properties\n", + " ----------\n", + " save_values: list of floats \n", + " The saved least squares calculation, one per iteration\n", + " \n", + " \"\"\"\n", + " \n", " def __init__(self, A, data):\n", " self.f = LeastSquares(A, data)\n", " self.save_values=[]\n", - "\n", + " \n", " def __call__(self, algorithm):\n", " self.save_values.append(self.f(algorithm.get_output()))\n", "\n", - "mycallback_FISTA_lower_bound= DataDiscrepancyCallback(A, absorption)\n", + "mycallback_FISTA_lower_bound= LeastSquaresCallback(A, absorption)\n", "algo1=FISTA(initial=ig.allocate(0), f=F, g=alpha*TotalVariation(lower=0), update_objective_interval=10) \n", "algo1.run(500, callbacks=[mycallback_FISTA_lower_bound])\n", "\n", " \n", - "mycallback_FISTA_no_lower_bound= DataDiscrepancyCallback(A, absorption)\n", + "mycallback_FISTA_no_lower_bound= LeastSquaresCallback(A, absorption)\n", "algo2=FISTA(initial=ig.allocate(0), f=F, g=alpha*TotalVariation(), update_objective_interval=10) \n", "algo2.run(500, callbacks=[mycallback_FISTA_no_lower_bound])\n", "\n", "\n", - "show2D([ground_truth, algo1.get_output(), algo2.get_output()], title=['ground_truth', 'FISTA_lower_bound', 'FISTA_no_lower_bound'], num_cols=3)\n", - "show2D([absorption, A.direct(algo1.get_output())-absorption, A.direct(algo2.get_output())-absorption], title=['ground_truth', 'Data error FISTA_lower_bound', 'Data error FISTA_no_lower_bound'], fix_range=[[0,3], [-0.02, 0.02], [-0.02, 0.02]], cmap=['gray', 'seismic', 'seismic'], num_cols=3)\n", - "plt.plot(range(10,501), mycallback_FISTA_lower_bound.save_values[10:], label='FISTA TV with lower bound ')\n", - "plt.plot(range(10, 501), mycallback_FISTA_no_lower_bound.save_values[10:], label='FISTA TV without lower bound ')\n", + "show2D([ground_truth, algo1.get_output(), algo2.get_output()], title=['ground_truth', 'FISTA TV with non-negativity ', 'FISTA TV without non-negativity '], num_cols=3)\n", + "show2D([absorption, A.direct(algo1.get_output())-absorption, A.direct(algo2.get_output())-absorption], title=['ground_truth', 'Data error FISTA TV with non-negativity', 'Data error FISTA TV without non-negativity'], fix_range=[[0,3], [-0.02, 0.02], [-0.02, 0.02]], cmap=['gray', 'seismic', 'seismic'], num_cols=3)\n", + "plt.plot(range(10,501), mycallback_FISTA_lower_bound.save_values[10:], label='FISTA TV with non-negativity ')\n", + "plt.plot(range(10, 501), mycallback_FISTA_no_lower_bound.save_values[10:], label='FISTA TV without with non-negativity')\n", "plt.yscale('log')\n", - "plt.ylabel('Data discrepancy $\\|Ax-y\\|_2^2$')\n", + "plt.ylabel('Data discrepancy')\n", "plt.xlabel('Iteration')\n", "plt.legend()" ] @@ -558,76 +309,35 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "We see that the without the lower bound, the reconstruction overfits to the noisy absorption data " + "We see that the without the non-negativity, the reconstruction overfits to the noisy absorption data. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Calculating a noise approximation for each iteration (A custom callback example) " + "## Calculating a Noise Approximation for Each Iteration (Custom Callback Example)\n", + "\n", + "In this example, we define a custom callback that saves the values of a wavelet-based estimator of Gaussian noise standard deviation, provided by `skimage`, at each iteration. Using TV regularization and a FISTA optimization algorithm with non-negativity, we compare how the noise level in the solution changes for two different regularization parameters: a small value (0.1) and a larger value (1).\n" ] }, { "cell_type": "code", - "execution_count": 24, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/bih17925/miniconda3/envs/cil_testing2/lib/python3.10/site-packages/numpy/core/fromnumeric.py:3432: RuntimeWarning: Mean of empty slice.\n", - " return _methods._mean(a, axis=axis, dtype=dtype,\n", - "/home/bih17925/miniconda3/envs/cil_testing2/lib/python3.10/site-packages/numpy/core/_methods.py:190: RuntimeWarning: invalid value encountered in divide\n", - " ret = ret.dtype.type(ret / rcount)\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "import skimage\n", "\n", "class SigmaEstimateCallback(callbacks.Callback):\n", + " \"\"\"\n", + " Properties\n", + " ----------\n", + " save_values: list of floats \n", + " The saved sigma calculation, one per iteration\n", + " \n", + " \"\"\"\n", + " \n", " def __init__(self):\n", "\n", " self.save_values=[]\n", @@ -667,134 +377,41 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## Image metric callbacks (custom callback example) \n" + "## Image metric callbacks (complex custom callback example) \n", + "We now move on to some more complex callbacks. In this callback, a dictionary of metrics are calculated and printed each `print_interval`. " ] }, { "cell_type": "code", - "execution_count": 25, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " MSE MAE PSNR\n", - " 1.07888e-06 5.48145e-04 9.48530e+00\n", - " 5.85316e-07 6.22034e-04 1.21411e+01\n", - " 5.05844e-07 5.72563e-04 1.27749e+01\n", - " 4.31374e-07 5.19819e-04 1.34665e+01\n", - " 3.64704e-07 4.67054e-04 1.41956e+01\n", - " 3.06416e-07 4.16492e-04 1.49519e+01\n", - " 2.56388e-07 3.70092e-04 1.57261e+01\n", - " 2.14156e-07 3.28810e-04 1.65077e+01\n", - " 1.78987e-07 2.92725e-04 1.72868e+01\n", - " 1.50022e-07 2.60981e-04 1.80535e+01\n", - " 1.26383e-07 2.33361e-04 1.87981e+01\n", - " 1.07187e-07 2.09652e-04 1.95136e+01\n", - " 9.16141e-08 1.89309e-04 2.01954e+01\n", - " 7.89449e-08 1.72049e-04 2.08418e+01\n", - " 6.85910e-08 1.57283e-04 2.14524e+01\n", - " 6.00884e-08 1.44610e-04 2.20271e+01\n", - " 5.30737e-08 1.33746e-04 2.25662e+01\n", - " 4.72670e-08 1.24414e-04 2.30695e+01\n", - " 4.24393e-08 1.16364e-04 2.35374e+01\n", - " 3.84176e-08 1.09416e-04 2.39697e+01\n", - " 3.50543e-08 1.03451e-04 2.43676e+01\n", - " 3.22300e-08 9.82989e-05 2.47324e+01\n", - " 2.98493e-08 9.39156e-05 2.50657e+01\n", - " 2.78304e-08 9.01341e-05 2.53698e+01\n", - " 2.61075e-08 8.68679e-05 2.56474e+01\n", - " 2.46249e-08 8.40164e-05 2.59013e+01\n", - " 2.33423e-08 8.14809e-05 2.61336e+01\n", - " 2.22266e-08 7.92211e-05 2.63463e+01\n", - " 2.12462e-08 7.72332e-05 2.65422e+01\n", - " 2.03792e-08 7.54337e-05 2.67232e+01\n", - " 1.96080e-08 7.38151e-05 2.68907e+01\n", - " 1.89173e-08 7.23520e-05 2.70464e+01\n", - " 1.82934e-08 7.10307e-05 2.71921e+01\n", - " 1.77264e-08 6.98001e-05 2.73288e+01\n", - " 1.72101e-08 6.86725e-05 2.74572e+01\n", - " 1.67384e-08 6.76756e-05 2.75779e+01\n", - " 1.63068e-08 6.67997e-05 2.76913e+01\n", - " 1.59109e-08 6.59966e-05 2.77981e+01\n", - " 1.55498e-08 6.52429e-05 2.78978e+01\n", - " 1.52207e-08 6.45565e-05 2.79907e+01\n", - " 1.49199e-08 6.39012e-05 2.80774e+01\n", - " 1.46448e-08 6.32729e-05 2.81582e+01\n", - " 1.43935e-08 6.26837e-05 2.82334e+01\n", - " 1.41640e-08 6.21308e-05 2.83032e+01\n", - " 1.39533e-08 6.16084e-05 2.83683e+01\n", - " 1.37602e-08 6.11234e-05 2.84288e+01\n", - " 1.35827e-08 6.06739e-05 2.84852e+01\n", - " 1.34200e-08 6.02613e-05 2.85375e+01\n", - " 1.32710e-08 5.98831e-05 2.85860e+01\n", - " 1.31342e-08 5.95365e-05 2.86310e+01\n", - " 1.30086e-08 5.92132e-05 2.86727e+01\n", - " 1.28935e-08 5.89066e-05 2.87113e+01\n", - " 1.27882e-08 5.86154e-05 2.87469e+01\n", - " 1.26929e-08 5.83402e-05 2.87794e+01\n", - " 1.26069e-08 5.81077e-05 2.88090e+01\n", - " 1.25294e-08 5.79025e-05 2.88357e+01\n", - " 1.24593e-08 5.77139e-05 2.88601e+01\n", - " 1.23964e-08 5.75408e-05 2.88821e+01\n", - " 1.23400e-08 5.73717e-05 2.89019e+01\n", - " 1.22899e-08 5.72179e-05 2.89196e+01\n", - " 1.22457e-08 5.70800e-05 2.89352e+01\n", - " 1.22065e-08 5.69476e-05 2.89491e+01\n", - " 1.21716e-08 5.68219e-05 2.89616e+01\n", - " 1.21399e-08 5.67079e-05 2.89729e+01\n", - " 1.21121e-08 5.66082e-05 2.89828e+01\n", - " 1.20881e-08 5.65168e-05 2.89914e+01\n", - " 1.20672e-08 5.64386e-05 2.89990e+01\n", - " 1.20490e-08 5.63735e-05 2.90055e+01\n", - " 1.20338e-08 5.63197e-05 2.90110e+01\n", - " 1.20213e-08 5.62742e-05 2.90155e+01\n", - " 1.20117e-08 5.62335e-05 2.90190e+01\n", - " 1.20049e-08 5.61994e-05 2.90215e+01\n", - " 1.20006e-08 5.61720e-05 2.90230e+01\n", - " 1.19991e-08 5.61517e-05 2.90236e+01\n", - " 1.19998e-08 5.61385e-05 2.90233e+01\n", - " 1.20029e-08 5.61309e-05 2.90222e+01\n", - " 1.20088e-08 5.61240e-05 2.90201e+01\n", - " 1.20170e-08 5.61242e-05 2.90171e+01\n", - " 1.20275e-08 5.61325e-05 2.90133e+01\n", - " 1.20408e-08 5.61499e-05 2.90085e+01\n", - " 1.20565e-08 5.61750e-05 2.90028e+01\n", - " 1.20747e-08 5.62071e-05 2.89963e+01\n", - " 1.20954e-08 5.62405e-05 2.89888e+01\n", - " 1.21182e-08 5.62744e-05 2.89806e+01\n", - " 1.21432e-08 5.63137e-05 2.89717e+01\n", - " 1.21702e-08 5.63569e-05 2.89620e+01\n", - " 1.21990e-08 5.64026e-05 2.89518e+01\n", - " 1.22295e-08 5.64532e-05 2.89410e+01\n", - " 1.22611e-08 5.65052e-05 2.89297e+01\n", - " 1.22934e-08 5.65577e-05 2.89183e+01\n", - " 1.23272e-08 5.66137e-05 2.89064e+01\n", - " 1.23621e-08 5.66716e-05 2.88941e+01\n", - " 1.23983e-08 5.67352e-05 2.88814e+01\n", - " 1.24357e-08 5.68040e-05 2.88683e+01\n", - " 1.24743e-08 5.68758e-05 2.88549e+01\n", - " 1.25140e-08 5.69482e-05 2.88411e+01\n", - " 1.25548e-08 5.70229e-05 2.88269e+01\n", - " 1.25965e-08 5.71005e-05 2.88125e+01\n", - " 1.26388e-08 5.71802e-05 2.87980e+01\n", - " 1.26821e-08 5.72615e-05 2.87831e+01\n", - " 1.27264e-08 5.73452e-05 2.87680e+01\n" - ] - } - ], + "outputs": [], "source": [ "\n", "class MetricsDiagnostics(callbacks.Callback):\n", - " \n", + " \"\"\"\n", + " Parameters\n", + " ----------\n", + "\n", + " reference_image: CIL or STIR ImageData\n", + " containing the reference image used to calculate the metrics\n", + " \n", + " metrics_dict : dictionary of lambda functions f(x,y) mapping\n", + " two 1-dimensional numpy arrays x and y to a scalar value or a\n", + " numpy.ndarray.\n", + " x and y are the voxel values of the whole image. \n", + " E.g. f(x,y) could be MSE(x,y), PSNR(x,y), MAE(x,y)\n", + " \n", + " print_interval: positive integer\n", + " The results are calculated and printed every `print_interval` number of iterations \n", + "\n", + "\n", + " \"\"\"\n", + "\n", " def __init__(self, reference_image, metrics_dict, print_interval=1):\n", "\n", - " # reference image as numpy (level) array\n", " self.reference_image = reference_image \n", " self.metrics_dict = metrics_dict\n", - " # if data_range is None:\n", - " # self.data_range = np.abs(self.reference_image.max() - self.reference_image.min())\n", " self.computed_metrics = [] \n", " self.print_interval=print_interval\n", "\n", @@ -819,8 +436,6 @@ " print (self.callback_header())\n", " \n", " print(self.callback_iteration()) \n", - " \n", - " \n", " \n", " \n", " def callback_header(self):\n", @@ -845,258 +460,126 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## More complex example, image metric callbacks with region of interests \n", + "## Image metric callbacks with region of interest (complex custom callback example) \n", "\n", - "Warning - this is a complex example! But the code may be useful to adapt and reuse " + "For another complex example. This callback takes a reference image, region of interest mask and a dictionary of metrics and a dictionary of statistics to evaluate at each iteration. We define some regions of interest and then can plot the metrics for the different regions of interest. For more information on the metrics in CIL see the documentation: https://tomographicimaging.github.io/CIL/nightly/utilities/#module-cil.utilities.quality_measures. " ] }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "class ImageQualityCallback(callbacks.Callback):\n", " \"\"\"\n", - " Parameters\n", + " Parameters\n", " ----------\n", "\n", " reference_image: CIL or STIR ImageData\n", " containing the reference image used to calculate the metrics\n", "\n", - " roi_mask_dict : dictionary of ImageData objects\n", + " roi_mask_dict : dictionary of ImageData objects. Optional - default is None \n", " list containing one binary ImageData object for every ROI to be\n", " evaluated. Voxels with values 1 are considered part of the ROI\n", " and voxels with value 0 are not.\n", " Dimension of the ROI mask images must be the same as the dimension of\n", " the reference image.\n", - " \n", - " metrics_dict : dictionary of lambda functions f(x,y) mapping\n", - " two 1-dimensional numpy arrays x and y to a scalar value or a\n", - " numpy.ndarray.\n", - " x and y can be the voxel values of the whole images or the values of\n", - " voxels in a ROI such that the metric can be computed on the whole\n", - " images and optionally in the ROIs separately.\n", "\n", - " E.g. f(x,y) could be MSE(x,y), PSNR(x,y), MAE(x,y)\n", + " metrics_dict : dictionary of lambda functions f(x,y) mapping \n", + " two 1-dimensional numpy arrays x and y to a scalar value or a\n", + " numpy.ndarray. Optional - default is None.\n", + " x and y can be the voxel values of the whole images or the values of\n", + " voxels in a ROI such that the metric can be computed on the whole\n", + " images and optionally in the ROIs separately. \n", + " E.g. f(x,y) could be MSE(x,y), PSNR(x,y), MAE(x,y)\n", "\n", " statistics_dict : dictionary of lambda functions f(x) mapping a \n", - " 1-dimensional numpy array x to a scalar value or a numpy.ndarray.\n", - " E.g. mean(x), std_deviation(x) that calculate global and / or\n", - " ROI mean and standard deviations.\n", - "\n", - " E.g. f(x) could be x.mean()\n", - "\n", - "\n", + " 1-dimensional numpy array x to a scalar value or a numpy.ndarray. Optional - default is None \n", + " E.g. mean(x), std_deviation(x) that calculate global and / or\n", + " ROI mean and standard deviations. \n", "\n", + " Properties\n", + " ----------\n", + " metric_store: dictionary\n", + " The keys of the dictionary are \"global_\"+metric keys or roi key +'_'+ metric key. Stored under these keys is a list of calculations of the metric for that roi, one per iteration. \n", + " \n", + " stat_store: dictionary\n", + " The keys of the dictionary are \"global_\"+statistic keys or roi key +'_'+ statistic key. Stored under these keys is a list of calculations of the statistic for that roi, one per iteration. \n", "\n", " \"\"\"\n", - " \n", - " def __init__(self, reference_image, \n", - " roi_mask_dict = None,\n", - " metrics_dict = None,\n", - " statistics_dict = None,\n", - " ):\n", + "\n", + " def __init__(self, reference_image,\n", + " roi_mask_dict=None,\n", + " metrics_dict=None,\n", + " statistics_dict=None\n", + " ):\n", "\n", " # the reference image\n", " self.reference_image = reference_image\n", "\n", - "\n", " self.roi_indices_dict = {}\n", - " self.roi_store=[]\n", - "\n", + " self.roi_store = []\n", "\n", + " self.roi_mask_dict = roi_mask_dict\n", "\n", - " self.roi_mask_dict=roi_mask_dict\n", - " \n", - " \n", " self.metrics_dict = metrics_dict\n", - " self.metrics_store={}\n", - " for key, value in self.metrics_dict.items():\n", - " self.metrics_store['global_'+key] = []\n", - " if roi_mask_dict is not None:\n", - " for roi_name, value in roi_mask_dict.items():\n", + " self.metrics_store = {}\n", + " for key in self.metrics_dict:\n", + " self.metrics_store['global_'+key] = []\n", + " if roi_mask_dict is not None:\n", + " for roi_name in roi_mask_dict:\n", " self.metrics_store[roi_name+'_'+key] = []\n", "\n", " self.statistics_dict = statistics_dict\n", - " self.stat_store={}\n", - " for key, value in self.statistics_dict.items():\n", - " self.stat_store['global_'+key] = []\n", - " if roi_mask_dict is not None:\n", - " for roi_name, value in roi_mask_dict.items():\n", + " self.stat_store = {}\n", + " for key in self.statistics_dict:\n", + " self.stat_store['global_'+key] = []\n", + " if roi_mask_dict is not None:\n", + " for roi_name in roi_mask_dict:\n", " self.stat_store[roi_name+'_'+key] = []\n", - " \n", + "\n", " def __call__(self, algorithm):\n", - " if self.metrics_dict is not None:\n", - " for metric_name, metric in self.metrics_dict.items():\n", - " ans = metric(self.reference_image, algorithm.x)\n", - " self.metrics_store['global_'+metric_name].append(ans)\n", - " \n", - " \n", - " for roi_name, roi in self.roi_mask_dict.items():\n", - " ans = metric(self.reference_image, algorithm.x, mask=roi)\n", - " self.metrics_store[roi_name+'_'+metric_name].append(ans)\n", - " \n", - " \n", - " \n", - " if self.statistics_dict is not None:\n", - " for statistic_name, stat in self.statistics_dict.items():\n", - " ans = stat( algorithm.x.array, np._NoValue)\n", - " self.stat_store['global_'+statistic_name].append(ans)\n", - " \n", - " \n", - " for roi_name, roi in self.roi_mask_dict.items():\n", - " ans = stat( algorithm.x.array, roi.array.astype('bool'))\n", - " self.stat_store[roi_name+'_'+statistic_name].append(ans)\n", - " \n", - " \n", - " \n", - " \n", - " \n", - "\n" + " if self.metrics_dict is not None:\n", + " for metric_name, metric in self.metrics_dict.items():\n", + " ans = metric(self.reference_image, algorithm.x)\n", + " self.metrics_store['global_'+metric_name].append(ans)\n", + "\n", + " for roi_name, roi in self.roi_mask_dict.items():\n", + " ans = metric(self.reference_image, algorithm.x, mask=roi)\n", + " self.metrics_store[roi_name+'_'+metric_name].append(ans)\n", + "\n", + " if self.statistics_dict is not None:\n", + " for statistic_name, stat in self.statistics_dict.items():\n", + " ans = stat(algorithm.x.array, np._NoValue)\n", + " self.stat_store['global_'+statistic_name].append(ans)\n", + "\n", + " for roi_name, roi in self.roi_mask_dict.items():\n", + " ans = stat(algorithm.x.array, roi.array.astype('bool'))\n", + " self.stat_store[roi_name+'_'+statistic_name].append(ans)" ] }, { - "cell_type": "code", - "execution_count": 27, + "cell_type": "markdown", "metadata": {}, - "outputs": [], "source": [ - "def mse(dc1, dc2, mask=None):\n", - " ''' Calculates the mean squared error of two images\n", - "\n", - " Parameters\n", - " ----------\n", - " dc1: `DataContainer`\n", - " One image to be compared\n", - " dc2: `DataContainer`\n", - " Second image to be compared\n", - " mask: array or `DataContainer` with the same dimensions as the `dc1` and `dc2`\n", - " The pixelwise operation only considers values where the mask is True or NonZero.\n", - "\n", - " Returns\n", - " -------\n", - " A number, the mean squared error of the two images\n", - " '''\n", - " dc1 = dc1.as_array()\n", - " dc2 = dc2.as_array()\n", - "\n", - " if mask is not None:\n", - "\n", - " if isinstance(mask, DataContainer):\n", - " mask = mask.as_array()\n", - "\n", - " mask = mask.astype('bool')\n", - " dc1 = np.extract(mask, dc1)\n", - " dc2 = np.extract(mask, dc2)\n", - " return np.mean(((dc1 - dc2)**2))\n", - "\n", - "\n", - "def mae(dc1, dc2, mask=None):\n", - " ''' Calculates the Mean Absolute error of two images.\n", - "\n", - " Parameters\n", - " ----------\n", - " dc1: `DataContainer`\n", - " One image to be compared\n", - " dc2: `DataContainer`\n", - " Second image to be compared\n", - " mask: array or `DataContainer` with the same dimensions as the `dc1` and `dc2`\n", - " The pixelwise operation only considers values where the mask is True or NonZero.\n", - "\n", - "\n", - " Returns\n", - " -------\n", - " A number with the mean absolute error between the two images.\n", - " '''\n", - " dc1 = dc1.as_array()\n", - " dc2 = dc2.as_array()\n", - "\n", - " if mask is not None:\n", - "\n", - " if isinstance(mask, DataContainer):\n", - " mask = mask.as_array()\n", - "\n", - " mask = mask.astype('bool')\n", - " dc1 = np.extract(mask, dc1)\n", - " dc2 = np.extract(mask, dc2)\n", - "\n", - " return np.mean(np.abs((dc1-dc2)))\n", - "\n", - "\n", - "def psnr(ground_truth, corrupted, mask=None):\n", - " ''' Calculates the Peak signal to noise ratio (PSNR) between the two images.\n", - "\n", - " Parameters\n", - " ----------\n", - " ground_truth: `DataContainer`\n", - " The reference image\n", - " corrupted: `DataContainer`\n", - " The image to be evaluated\n", - " data_range: scalar value, default=None\n", - " PSNR scaling factor, the dynamic range of the images (i.e., the difference between the maximum the and minimum allowed values). We take the maximum value in the ground truth array.\n", - " mask: array or `DataContainer` with the same dimensions as the `dc1` and `dc2`\n", - " The pixelwise operation only considers values where the mask is True or NonZero..\n", - "\n", - " Returns\n", - " -------\n", - " A number, the peak signal to noise ration between the two images.\n", - " '''\n", - " \n", - "\n", - " if mask is None:\n", - " data_range = ground_truth.as_array().max()\n", - "\n", - "\n", - " else:\n", - "\n", - " if isinstance(mask, DataContainer):\n", - " mask = mask.as_array()\n", - " data_range = np.max(ground_truth.as_array(),\n", - " where=mask.astype('bool'), initial=-1e-8)\n", - "\n", - " \n", - " tmp_mse = mse(ground_truth, corrupted, mask=mask)\n", - "\n", - " return 10 * np.log10((data_range ** 2) / tmp_mse)" + "For this data we take one region of interest to be the brightest spheres, another region of interest the darkest spheres. We define the masks for this in the next cell: " ] }, { "cell_type": "code", - "execution_count": 28, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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NuVwO4XAY8XgcqVQK0WgUqVSq1F1lGGYEJjIyXQ0BvJzh+M4wDMMMBcf3yoXjO8MwDDMU1RLfDblK6u0UEQqF4Ha7S90NZhJwOp2or6+HqqrweDyoqalBNptFb28vAoEAdF1HX18fdF0vdVcZpuoJBoNFPS7pO3nv3r1wOp3jajscDuOQQw4ZchtMdcDxnWEYZvrh+M5MNRzfGYZhph+O7wcpaUY6w0wGJpMJVqsVZrMZXq8Xc+fOhc1mg9PphNvtRjabhaZpqKmpQTgcRi6XQygUQiqVQiKRqKiRr0rHYDDAYDAAyB9x5HPAFKNaRrQZhhkZt9uNWbNmQdO0op9HIhF0dnYiGo1Oc88YhhkrHN8ZhiE4vjPMzKFa4jsL6UzFo2kaDjnkENTU1GD+/Pk44YQT4PF4oKoqVFVFLpdDLBZDIpFAV1cXXnnlFRw4cAADAwP4+OOPkUwmS70LZU8x8XssGI1G4VlPv8u+9ZlMpqK+OJnpoVoCMcMwI3PEEUdg7dq1mDNnTtHP33//ffzmN7/B22+/Pc09YxhmrHB8ZxiG4PjOMDOHaonvLKQzFY/FYkFNTQ0aGxsxb948HHHEEfD5fDCZTLBYLMjlckgkEshkMvB6vdi3bx+SySRSqRR78Y0COYscGPsXHK1PQrrJZBJ/k5hOPxlGploCMcMwI1NfX48TTzwRixcvLvq5x+PBH//4x2nuFcMw44HjO8MwBMd3hpk5VEt8ZyGdqWgMBgNUVUVjYyNaWlrQ0NAAVVVhMplgNBrFciSY22w2NDU1AQDS6TT27t1bkn6XK5QtTsVaTSYTTCYTzGazEL6z2SwymQx0XUc6nUYmk0E6nR70xUfZ5yaTCZqmDdtWIpFAOp1GNptFKpWqqC9RhmEYhmEYhmEYZnS4XC4cddRRqK+vx/Lly+FwOIZc1uv14uSTT4bP50N7ezveeecdxGKxaewtwzBMPiykMxULCbUOhwOHHXYYjj32WDidTjgcDiHWAhDCsNlsRk1NDY444gg0Nzcjl8th586dCIfDJd6T8oCOk9FozCvaqmkabDYbgIODD+l0WhRtJcucSCSCTCaT15bFYoHFYoGqqnC73VAUBWazGYqiwGAwIJPJIJvNIp1OIxwOQ9d1JJNJ8R7DVMuINsMwDMNUExzfGaa6mTVrFr7+9a/jxBNPhMPhQF1d3ZDLzpkzB//f//f/IRaL4amnnsItt9zCQjrDlCnVEt9ZSGcqHpPJBIfDAbfbLYqOylYkwCce32azGU6nE0ajEXa7PS9rvdoh6xWz2QyLxQKr1QpN02C1WmG322EwGJBKpZBOp2E2mxEOh0VGeuHxBiCy0Uk81zRtkJCeTqdhNBqhKIrISC/WFlOdVEsgZhiGYZhqguM7w1Q3qqpizpw5Q9q5yGiahubmZgDA66+/DovFMtXdYxhmnFRLfGchnalYZO9tuZDlaNYhCxPmIJRB7vP5YLfbYbPZ4PV6oSgKLBaLEL/NZjOy2SwURUE2m0UikUAwGEQ6nRY+9Ol0GiaTCTabTYjxDocDqqoKIR2AsHUhWxiz2Yx4PI5EIpH3OcMwDMMwDMMwDMMwDMOUGhbSmYpHFtELC2MWg5ZjMf0gdMwsFgtqa2vh9XqhaRo8Ho8Y8S88TtlsFlarFZlMBqqqIhQKwWAwCGsWk8kEq9UKt9sNVVXhdDqFdz21KXukAxCfR6NRYe/CRUirm2oZ0WYYhmGYaoLjO8MwDMPMPKolvrOQzlQ8lBkdj8dFEUsqLjrUsuTHXaqbVfZvL5ZFn81mART/IhpusGA8X1zUHonciqJAUZRBBVtlyAJGtm8xm81Ip9N5Wf/UhslkGjR4QW1TNjrZvPAgB0NUSyBmGIZhmGqC4zvDMKMllUohGAxC13X4/X6upcUwZUy1xHcW0pmKhbKVo9Eo9u7dC7PZjMbGRthsNiHckhhLy4ZCIXz44Yfo7u7G/v37kUwmp73fJEIbDAZomgZN0/LE40wmg0QiIQp7JhIJZLPZvKx7skkBPhHlU6mUyAin12ggEZyKilKx1uFsckh4NxqN0DQNTqdT7FMqlRLiusViEe1bLBYhqgMHvyjpHNEytBx5rzPVTbUEYoZhGIapJji+MwwzWj7++GP87//+L95//320trYiEAiUuksMwwxBtcR3FtKZioVuUl3X0dnZKYTcBQsWwGaz5WU153I5ZDIZ6LqOjo4OtLW1obu7G6lUatr7TSI02Z/IwrXRaEQqlUIkEkEqlRKZ87QeCdGqqkJVVfE+ACG4ZzKZUX8JFWaiq6oKTdNGlRFOQruqqrBarcLahfZDFsdpf2X7HRLSAYg+FC7LMAzDMAzDMAzDVCd9fX145pln8NJLL01IpGMYhpksWEhnKp50Og2/3w+LxQJN07B//34EAgFRKBOAEKS7u7vR3d2Nvr4+hEKhac16JmFYURTY7XaYzWZR2JM+IxE5l8sJUTqTySCTyQgRnYR0TdMA5PuX07IASuIvTtvL5XJC1KcCpZQhbzQaxT9B9KLPC38fCtkaZzibm2I/mcqhWka0GYYZGb/fj127dsHv9xf9fPfu3QiFQtPcK4ZhxgPHd4apbmKxGN577z243W7xntFoRGNjI5qampDNZtHe3o7e3l7s3r0bwWBw1LOtGYYpHdUS31lIZyqeaDSK9957D62trWhtbUVnZyccDgecTic8Hg+y2Sz6+/sRCoUQDAbx3nvvYWBgAIlEYtqsXaiYp8lkgsvlQkNDAzRNg8ViEZYntFwmkxEidCQSgaqqSKVSIpvbZDLB4XAIIZ3W1XUdqqoinU4jFAqNuljnRIVmeT3K/AcgrGlMJtMggZ9+0vK0rPwa6p8l2UedZiHIXvOyQE/HcjTiPFN+VEsgZhhmZN5++23cfPPNsNlsRT8PhUJobW2d5l4xDDMeOL4zTHXT2dmJ//7v/8amTZvEexaLBRdccAH+7d/+DYlEAo888gieffZZBAIBju8MUyFUS3xnIZ2peNLpNAYGBoQ/N2V6e71e+Hw+ZDIZdHV1we/3IxKJoLOzc9qz1mRbFkVR4HQ6YbVaRYZ5IbKIrOu6EIwBCD9zsmCRSafTSCaTeQLzdH4hFcsylwcGqBgsZaXLAjeJ7XIbhciiuVzMlAYYgE8E+sI2OIuh8qiWQMwwzMj09/ejv7+/1N1gGGYS4PjOMNVNNBrF22+/nfeeqqpYunQp0uk04vE43n//fbz44ov8DMcwFUS1xHcW0pkZA9mhhMNhJJNJpNNp6LqObDYrRPRYLCYEXVpnOqCinJqmCQF9ND7kFosFdrtdZG2TCE3e4/L6sje57EU+nJhOYjYVKo3H44jFYsImZzjbFHrRevF4HMlkUrSZSCTE8VZVVdi8UP9kgT0Wi0HXdei6LvbTYrFAVVVRXFVRFBiNRiiKIgYg5KKochFT+oeL2qIBBtpX8pNPJBJIpVJinUr68mYYhmEYhmEYhpkJZDIZvPPOO/jjH/8IXdexd+9efjabAbhcLhx33HFoamoa03rt7e3YtWsXwuHwFPWMYcYPC+nMjELXdfT09IjMb0VRhNgr24ZMd6a2yWSC0+mEw+GAzWYTovBQBTXlQp41NTXI5XJC5KZ9I/93ErtJsJbFdGDkUcFUKiVE7lgshkgkImxnhiv4SQK0rusIhUKIxWKIx+NCICcRnQR5TdNgNpuFOC6L3KFQSAjxqVQK2WwWVqsVTqcTiqLA4/HA7XaL2QZUmLRw0ID2l44HZbyT2J/JZBAMBhEKhZBMJuH3+xEOh8Uy/M9aeVEtI9oMwzAMU01wfGcYppB0Oo0XX3wRb775JrLZLAKBAN/vM4D6+npcfPHFOP3008e03jPPPIOPP/6YhfQKo1riOwvpTMVDVh/0k27edDotlpGnhJHQTNnQoylqCUzsxpY9vSkbfTiRWl7PbDYjl8sJKxO5T0NljA9XhLMQ2WKFhGy5QGixdmTbllQqJV7y8aQs+lQqJQYwgE88zgu90Un4pv2krHgqzkoCusPhEAMRFoslL/Oe9od+kl0M7RNtJ51Ow2g0QlVVJBKJPA93rgZfPlRLIGYYhmGYaoLjO8MwBCWJ0Yxl2cbNbreLWcRs8VL+mM1mKIqSpx+43W7MmjUL8+fPH1NbTU1NcLvdsNvtRT/n66I8qZb4zkI6U7GQKG2xWODxeIR1isvlgtlsFoU8SVQnQZWsX2KxGILBYJ4QTO0W2qTIorssCo+F0dq5DAUFC5PJhGQyOUiITyaTSCQSQrwmYXo0X0i5XA6pVAoDAwPQdR0OhwOpVAqqqsJisUBRFACfZHmnUikEAgEkk0kEg0HEYjEhSMvt0XEDIIqtUia9XJgUOHjcbTYbZs2aJTLPnU4nTCYTbDYbNE0T68vnqBA6viSukw2MyWRCNpuFoihwOBzIZDKora1FPB5HIpEQBWjj8TjC4XCeXztTGqolEDMMwzBMNcHxnWEYYtGiRTjjjDNQW1tb9POPP/4Ymzdvxv79+6e5Z8xYMBgMOOaYY3DqqafC6XSK9+vq6rBw4cIxt7d48WKsXbsWAwMDRT9vb2/H5s2b0dbWNu4+M5NPtcR3FtKZioQytRVFgc1mQ2NjI9xuNxwOB2pra4WtCwnAJCzrui7E4v7+fmSzWei6jlgsJsRx8t42m83Cz5zEaVp+pEz2Yv2lPhd6m48WskFJp9N51i3UVjKZFC+yTRmL73cymUR/fz8CgQBcLhcACE93u90uirlSAZju7m5Eo9FBx4+gwQkS+CnTnPaf+mYymeByuYSVy7x582C326GqKmw2W162uSycj+UYkqUMADgcDgAHv6hJ/I9Go+jo6EAkEoHf74eu6+ybzjAMwzAMwzAMM4UsWrQI3/jGN7Bo0aKin2/fvh3vvvsuC+lljsFgwNFHH41169ahsbEx733SZMbC4sWLMX/+/CGfxf/xj3/g3XffZSGdKQkspDMVB9mkqKoqRF6HwwGn0yksQMhDnLKfyaqEsrnNZjMSiQTsdrvIVE6lUqKwJWU9k693Op0Wy5E1yHiE1rGK28AnmdtyJjz1h44HWaXQ1CZqf6xe8LR+KpUSYjJhNBqFkK7rOhKJRJ5oP1z/5X2m/spFU61WK6xWq/CPVxRFDBbQfk4EWXSXi5KSD7yiKLBarWKgxG63w2w2i4EJzkwvDdUyos0wDMMw1QTHd4apbhRFgdfrhaZpaGpqgsvlgs1mK7qs2+3GnDlzMH/+fESjUfj9/nHNDmcmD7PZDK/Xm3fOTCYTGhsb4XQ6hzyXY8FkMsFqtQ75ucfj4euiDKmW+M5COlNRUEazxWLBrFmzUF9fD7vdjrlz58LtdkNVVTgcjkHWHyTkptNpeDwepFIpeL1e2O126LqOrq4udHd3w2AwiOxoyna3WCwiszqdTqO/vx8DAwPIZDKIx+PCEmY4SKClbOyhvL6KrUd2LZQtTYU6NU0T+2gymYSwTXYpNHhA7YwECfa5XA6xWEwUbSWxG/jE2kXe95EGBqhdEvXJ793n88Hr9UJRFNTV1cHtdgsPdBK4R+MjP17I9sVoNMJut6OpqQmpVAo+nw8ejwfJZBI9PT3o7u4WAxnswTa9VEsgZhiGYZhqguM7w1Q3jY2NuOiii3D00Udjzpw5Q9q6AEBzczO++c1v4pxzzsGrr76Khx56CH19fdPYW6YQr9eLr3zlK1i+fLl4z2AwYMGCBXm2LlPJ3Llz866Lhx9+mK+LMqBa4jsL6UxFQVnMiqLA4/GgqakJdrsds2bNgtvtFlnkhbYnwCeZ0eSPrWkaAEDXdaTTaUSjURiNRtTU1Agxl0T5dDqNRCIhBHUSkROJxKj6TRnvuq5DUZRRf0nQerRuNBrNK6pKnuFyUU8Sw6kw6VjEXzpGtK/F+iMX8xxLu/KLzpPX64XVakVjYyM8Hg8ATMhHfqxQdrps/WKz2UQR0mQyCb/fLwYMWEhnGIZhGIZhGIYZPx6PB6eeeipWr1494rJerxenn366ePb885//zIJpiXE6nfjMZz6DCy64YNqe2wvx+Xw444wzhH7x5JNPlqQfTHXCQjpTUVgsFlF40uFwwOFwCDsQKj4qF5uUkS1FAIiik2azGS6XC16vFwBgtVrzimxSNjZlUquqKny+RpsxTcU3jUYjdF2HrusAPilASlBhUxKck8mkEPqBgyKv0WiEzWYTv1OV81QqBYvFIoRwyk7XdV0IwalUashRQjo+ha9i+zIeMR0AVFWF3W6HxWKB2+2G0+kcdDxLFYxpuyaTCaqqitkJPp8PyWQSgUAAsVgMwOgy/JnJoZJGphmGYRiGGR0c3xmmurBYLJg3bx6ampqwYMEC+Hy+Ma1vMBhQX1+P5cuXY968eeJ9XdfR2tqKnp4euN1ukRXd1dWF1tZWJJPJyd6VqsRkMqG5uRlz5sxBc3Mz6uvrS/bcLmMwGNDY2IhPf/rTmDt3Ltrb29He3s7P6yWkGuI7C+lMxWAwGGCz2YSdS1NTE2bPng1FUeB0OqFp2rACMLVBwrjD4RACtNlshs1my8u4pvdMJhMURRHWLg6HQxTZDIfDo+p7JpNBJBJBPB5HJpOBoijQNA2apolCnpQ9ns1mkUwmkc1mhZ1LJpOB2WxGXV0dzGYznE6nKIRKfu5kuUJFNEmAD4VCwtM8FAoNyq6WjxkNRMgDDjKyxztZyIzmi5LadLvdaG5uhqZpqKurQ319vbDqmQwv9MlAURS43W7hqe9yuRCNRrF3715h70IDEszUUi1TwxiGYRimmuD4zjDVh91ux7nnnosvf/nLcDqdmDt37pjbOO6447B+/fq8WeGdnZ3YuHEjnnvuObS0tODb3/42Dj/8cPz5z3/GXXfdhd7e3sncjapFVVV87nOfw0UXXSSe6cuF4447Dtdeey0CgQDuv/9+PPDAAyJxkZleqiW+s5DOVBSFhSmpKKSiKKMSYmWR3WKxQNM0YeGi67oQsdPptMhwp4KluVwOBoNBZKqn0+kxZ6Sn02khypNNTTabzWuHRGry5ab+WCwWWK1WcQxkkd9kMuVZp1DBTtomtUsZ30Nl65OAXjggIRcKpax58jwfTUFTWo8GPWw2mygqUy4COmEymcTxdDgc4pxrmpZX4LWSvugrlWoJxAzDMAxTTXB8Z5jqw2w2Y968eTj++ONFYttY8Xq9YhY5sW/fPpHd7nA4sGTJEixduhRvv/22eI4vB4ZL9iuk3LKpjUYjLBYLmpubsWzZsmGLgJYCn88Hn8+HSCSCv//976JeXrkdx2qgWuI7C+lMRSALsWTpQgVBZTuXsbZJQZwyxEm8Jq8tyj6m98mvnMTtsX45k11LKBRCLBYTr8LAStsEDtq5GAwGOJ1OOJ1OWCwW2O12YT9ChTmp/VwuJ4Rf8jnXNE0MFFC2ejweFyK+LKJTW/Q+ieUErSPbuwz3pWexWES/vV4vPB6PyMafymKikwENXgBAbW2tsMrp6+tDIpGoqC97hmEYhmEYhmGYmUpPTw+eeuop7N69G6+88oqw5Sw1drsdS5cuxYIFC0ZcNhwOY/v27di3b9/Ud2wULFy4EEuXLoXX68XRRx897kGQ6cBiseC4447Dv/3bv6G/vx/btm0rm+PIzCzK9y5gmP8/ssBrtVrh8XiEmE5i7Hiymmlk1WQywWq1wuFwCE9yEtIp65wKi2YyGeE/ThYpo4VEV/IsJyHfYrHkZYLLArXL5UJdXR1UVYXb7YbH44HFYoGqqmKktVCEp4x2+mm1WpFKpRCJRMT2g8Gg8IujNugYD5eRTudDtsAZ6RgoioLa2lo4HA7U19ejoaEBqqqW1A99NBgMBuGRrygKZs+eDafTCb/fj2g0Ko4fi+lTR7WMaDMMwzBMNcHxnWGYqWDfvn248847YbFYEI/HEQqFSt0lAAeLq15wwQU477zzRkwk27dvH37xi1+UhQBsMBhw7LHH4nvf+x7mzJkDh8NRVln+hSiKgs9+9rM44YQTsH//ftx4441lcRyriWqJ7yykM5PGUEU+J3IzFbZP4rNcWHS8YiytJwvJJGRnMhmReW00GpFOp5HJZIRVClmvjGe/crmcsFuhrHd5+9QngqxkVFWFqqowmUxCgJf3Q0a2X1FVFcBBXzNN00TGOmWVy8dQbqvY78Uy1IeDfNcVRckr4mo2m8taRCeo/9lsFqqqwmq1Ih6Pi+uPfOmZqaFaAjHDMAzDVBMc3xmGmQqSyST6+vpK3Q0BPX/X1NSgoaEBs2fPHvEZWNd11NXVwePxIJVKQdf1aX/epERDi8UCn8+HxsZGNDY2TmsfxoM8iz+RSMDn85X0OFYj1RLfWUhnJgx5SpPNSKHoKtulkEA9VuRimCRiDuX3PR4ymQySySQSiQT8fj/6+/tFxrrBYEA6nRZWKAMDAwgGg8LmZSJQ1nuhdzvZ1rhcLmGFQnYulIE/3H7LxULl7PVEIiEsbKLRqLCQyWQyeeetmLAu+6TLAnyxfsjZ3E6nE42NjaipqYHdbh+3FU8pMRqNwo8/l8vB6/XCZDIhFoshEomw/9oUUS2BmGEYhmGqCY7vDMPMdCwWC0488USccsopqKurw5FHHjmqZ2Cv14svf/nLOOKII7Bnzx489dRTOHDgwDT0+BPmzJmDs88+Gy0tLViyZAncbve0bn8yqKmpwXnnnYfDDjsMe/fuxVNPPYWPP/641N2a8VRLfGchnZkQsrhtNptFxrRMMplEMpkUdiATEdLl7cnvTSQrnfpEI5XBYBC9vb1525FHMQOBAEKh0KRkI9PggoxcUNXtdsPtdovRbPJFH+2+0YADFRpNp9OwWq1IJpPC3kUenR0qI53+HiojvbD4plyg0+l0ora2FrW1tWLQpdIwmUyw2+2wWq3I5XKoqakRxyMWi7GQzjAMwzAMwzAMwwA4KKSfcMIJWLduHZxO56i9xd1uN84++2x87nOfw9/+9jf885//nHYhfdasWVizZg0+/elPC02k0nC73TjrrLOwatUqvPjii9i+fTsL6cykUXl3BFM2FMsSL/yizeVy4r1MJpNnXzKWESd5ZEu2VZHfH4+YTuuTKE6Z6clkUuwbZaSTRzoVGZ2KETP5mFJGN2Wgj9dTXLaLobbofFH7xHC2LWPZX8pIJ/FfnkVQydDx0zQNNpsN8Xi84rLrK4lqGdFmGIZhmGqC4zvDMBMhl8thYGAAAwMDaG9vLxsvdABwOp2oq6uDy+VCY2OjmGk+WighDTjo+V2KZ02amU8WsZUKJXuW6jhWI9US31lIZ8aFLMpqmgZN04T4S2Ip+XRbLBZhIQJ8cnON1mOchG45M9xsNucV+xxPlrMsxFO7sVgMwWAQ/f39ednz5GVOVizyvkwWdEwVRYHNZoPT6YTNZhNi9EQyuUmc1zQNFosFdrtdFFdNpVKIx+ODBibomBN0POTlCtchTCYTvF4vamtr4XK5YLVa8wqZViLUb03T0NDQIKa49fb2imujkr78K4FqCcQMwzAMU01wfGcYZiIkk0k8//zzePzxxzEwMIB33nmn1F0SHHPMMfi3f/s3NDU1YeHChRUvRjPMWKiW+M5COjMuyINbHq0kEbhQ8CVh3WQyQdf1cRVplLPGyZucMsNpGxPJSJc90mXfa/J2nw7kwQlVVUWBUSrOOdFsbjo/mUxGZIvT+/I+FnqhFzKcgC5vy2azoaamBjabTWSkzwTI913TNPT39+cVva2kL3+GYRiGYRiGYZhKI5PJ4L333sOTTz6JaDRa6u7kMXv2bJx55pk45JBDSt0VhmGmCBbSmXEhC+mFr0JBm8Rh8ukm4XaswmMul0MymRTBUtd1JBIJITKPVWgmX/RMJoN4PI5oNIpYLJbn5z7dyJ7vhT7wk9m+LNrLVjvZbFYcRzkjXc5SL5aZLrdvNBrFFCpN04oOrlQy8rkhH/hsNiuuG2byqJYRbYZhGIapJji+MwzDjIzX68WKFStQV1eH9vZ27N27F8lkckq2paoqFi1ahKamJhx++OHweDxTsp1SUFNTg09/+tOoqalBR0cH9uzZM2XHsdqplvhe2YbFTMkoLDJK4in9lF/ycvJ7Y4FuyFgsht7eXnR3d2NgYAChUAiRSERkjo/l5kun0yL73O/3o7u7G729vYjFYsK+pVh7xQYRJip0U5uyz7zZbIbFYhHtT8Y26LyZTCaR6W4wGPIEcvKKH+4lW93Ix4jsfTRNg8fjQW1tLTwej/B5mwnIHulOpxMulwsul4un7U0BQ9kIjfY1HjZu3IiWlhZomoalS5fipZdeGnb5LVu2YOnSpdA0DYcccgjuvPPOQcts2rQJhx9+OFRVxeGHH47HHnss7/Mbb7wRxx9/PJxOJ+rr63Huuefi/fffz1vm0ksvHVRg+dOf/vS49pFhGIZhSkkp4jvDMEylsWjRIlx99dW46aabcP7558PhcEzZtjweD9asWYObbroJ3/rWtzB//vwp29Z0c8ghh+DKK6/ETTfdhH/5l3+By+UqdZdmLNUS31lIZ8ZFoaBDwnixrPDCZcebZZ3L5ZBOp6HrushGJ4/v0fqty22RdUsqlUIikUA8Hoeu68OK8mPJxB8P8vGcCj9xalMW52lmgPySM86L+aKPlJFOQr2iKDNKRAeQd34sFot4VXoh1XJkugPxww8/jKuuugrXXXcd3njjDZx00kk466yz0NbWVnT51tZWnH322TjppJPwxhtv4Nprr8WVV16JTZs2iWW2bt2KNWvW4OKLL8auXbtw8cUX48ILL8Q//vEPscyWLVvwrW99C6+99ho2b96MdDqNVatWDZqq+rnPfQ6dnZ3i9fTTT495HxmGYRim1FTLgzbDMPnI9cbGcy+THiDXX5vJOBwOLFq0CEcffTTmzJkDs3nqDCUURcG8efNwzDHHYOHChbDZbFO2remGjuMxxxyD5ubmGadPlBPVEt/Z2oUZF7KgSlnM5H1O4q8s0MoZzBMpzJhMJhEOh5FKpdDb2wur1Sq8vtPpdF7B00KxnrZH247H4wgGg9B1HYFAAIFAALquI5VKiXWoDVVVYbVaYTKZ8rYp9ysejyOdTgtRfjz7SMeLsr4n+8ukmDVLoSg+nN+33Kdin1ssFthsNlitVlgsFiE4z0SRmYR0h8MBo9GIWCzGPukVzi233IK1a9fiG9/4BgBgw4YN+Mtf/oI77rgDN95446Dl77zzTsydOxcbNmwAACxZsgTbt2/Hf/3Xf+H8888XbZx55plYv349AGD9+vXYsmULNmzYgAcffBAA8Oyzz+a1+9vf/hb19fXYsWMHTj75ZPG+qqpobGyc9P1mGIZhGIZhmKlE13W8/PLLAICGhgasXLkSzc3NY2pjz5492Lp1K/r6+rB9+/a853aGYZjpYuapW8y0UCiOk/gr/5RtQiZDRAcOBmC/34/+/n50dHRg3759+Pjjj9Hb2wu/349wOIxkMilGumWhP5PJIJ1OI5lMCq/1gYEB9PX1obe3F/39/fD7/UgkEgDys8/tdjvq6+vR1NSEQw45BEuWLMHhhx8uXosWLcLs2bPR0NAAl8s15ozywgGHQjF9MkboZAG80KZF3j4dp2Iveb3C/hgMBiiKArvdDofDAU3ThJg+2Zn1pYb2R1VVuN1ueDyeQYMrzMSZjBHtUCiU96L7u5BkMokdO3Zg1apVee+vWrUKr776atF1tm7dOmj51atX5/1jP9QyQ7UJAMFgEMBBX0SZF154AfX19Vi8eDG++c1voqenZ8g2GIZhGKZcKUXG2lit2x544AEcc8wxsNlsmDVrFr72ta+hv79/XNtmGAaIRqN45pln8POf/xx33HEHPvroozG38dZbb+FXv/oVbrjhBmzZsoV9rhmmzKiW+M5COjNu5AteFtEBCEGYliuWAT3ebdKUsGQyiVgslveKx+NIJBJ5ti+pVEqIwPJP+VWsP1RUkixKKNPabrfD6XTC6XTC4XCIl81mg81mEwIyecZP9HhOZoYzHT8AgwY1JuPLjTzyZfF8ponoMnSNjPVcM6NjMgJxc3Mz3G63eBXLLAeAvr4+ZDIZNDQ05L3f0NCArq6uout0dXUVXT6dTqOvr2/YZYZqM5fL4ZprrsGJJ56II488Urx/1lln4YEHHsDf/vY3/N//+3+xbds2fPaznx1yYIBhGIZhypXpftAeq3Xbyy+/jK9+9atYu3Ytdu/ejUceeQTbtm0TM9YYhhk7uVwOkUgEfX19IpGNfi98DQwMFP0fN5FIYGBgAP39/YjFYsNuT1VVeL1e1NbWjvhyOByT9sw6lj6ORCqVQiAQQG9vLyKRiHiOZ5hypVriO1u7MOOCxOxsNgtd1wEcLMKYyx30LZORxWzKFpcFXNmCRf69UOAt3DYFWKvVikQiAYfDAbvdjpqaGuFbTTYviqIITzFqKxKJIJlMIpPJQNM0+Hw+JJNJDAwMIJfLQVVVuFwuKIqCxsZGzJs3D1arFTU1NXC73Xk2HrFYDB6PB8lkEgcOHIDBYICu6wgGg4hEIqM+pnS8dF1HLBaD2WxGMpkUgu1Yi7QWtp9IJJDJZET7ZGVT7EtrPF9klJFO1i4zGYPBIKxs6He2dplcJjIyTeu1t7fnFZQZqShs4T/RuVxu2H+siy1f+P5Y2vz2t7+NN998U0x9JdasWSN+P/LII7Fs2TLMmzcPTz31FL785S8Ps0cMwzAMU15MRnwfC2O1bnvttdcwf/58XHnllQCAlpYWXHbZZbj55pvH1WeGYfLp6urCAw88MGTmqNvtxuc//3ksX758XAK3wWDAcccdh89//vNwu93DLpvNZvHKK6/gmWeeGfVz+3C8/fbbuPXWW1FXV4dTTz0VZ5555ojPH0PR2tqKxx9/HG1tbdi9e/eg+kkMU25US3xnIZ0ZF5TNbDQakUql8gqOytnIuVxOWKlkMhkhqNNnhFz40mg0DhLOCzOnM5kMQqEQIpEIFEVBPB6H1WqFw+FAbW0tVFWFoihQVRVmsxl2ux2apuUJ9bFYTBQqUVUVHo8Huq6LrHZVVVFTUwOr1SqEdJvNBrfbDZfLlRfUo9EoHA4H4vE4DAYDotEoYrEYEokEotHoqL4UaL8ymQySySR0XYfVahXvycd4vOeMzoFcsHWojPyxQmK/1WoVfvIzORsdOHita5qGXC43pcVfmPHjcrlGVZm9trYWJpNpUKZ4T0/PoIxyorGxsejyZrMZPp9v2GWKtXnFFVfgiSeewIsvvog5c+YM299Zs2Zh3rx5+PDDD0fcN4ZhGIaZaYRCoby/VVUtKlaRddsPf/jDvPeHs25buXIlrrvuOjz99NM466yz0NPTgz/+8Y/4/Oc/P3k7wDBVTH9/P/785z8P+azY1NSEBQsW4IQTThi3kH7YYYfh4osvxuzZs4ddNp1Ow2Aw4IUXXpgUIf2jjz7Cvn37YLPZ4HA4cOqpp45bSP/444/xyCOPYOfOnXkz/hlmJlMJ8Z2VH2ZEZJG7MGOcMnDJgoQKjtJ6lKFOXtwkBpP3OAnnZrM5z5Oc2gc+EYBlv3N5+kc2mxVivtFoRDgchq7rsFgs0DQNZrNZLEvbIrGe+kNFSnO5XF42u6qq0DRNFBilF2W6E9lsFvF4HACE/YvBYIDVaoWqqoOmrMhWNwT1J5vNIplMCnuaZDIpjhUdw7H8QyHbxaRSKWF5Q7Y2kxmQ5XM400V04JP9Hes5YUbHdI5oK4qCpUuXYvPmzTjvvPPE+5s3b8Y555xTdJ0VK1bgySefzHvvueeew7Jly8SMjBUrVmDz5s24+uqr85ZZuXJlXl+vuOIKPPbYY3jhhRfQ0tIyYn/7+/vR3t6OWbNmjWk/GYZhGKbUTEZ8LyxS+JOf/ATXX3/9oOXHY922cuVKPPDAA1izZg10XUc6ncaXvvQl3HrrrePqM8MwgyFL2GLE43G0tbXhrbfeytMG2traRu2LTs/5IyU7GQwG1NfX4/DDD0dvby+6u7snVA+B9A/SQMZKMplEV1cXgsEgPvroI0QikUEz/hmmXKmW+M5COjMsZFlBArSqqjAajXlZ4qlUColEAgaDQdiQyJD4TW2Qh7jdbhdtUra4bF9CgjMJy2QjE4/HkclkhDUJAITDYQAHi/T19/eLbZEg3tDQAK/XC7PZLOxacrmcyCYGDmYXUxHSXC4Hp9OJ+vp6OBwO1NXVoba2FlarFS6XC06nM29AwWq1wmAwIJFIiONBnmhGozGvsGcymRT7QO8RFHgjkYgoVmi324V1DQ1CjDbbm84PHa9AIABd1xEIBBAKhYSoPlnQgISiKFUhLBuNRlgsFqiqKs4J27tMHtM9Neyaa67BxRdfjGXLlmHFihX4zW9+g7a2Nlx++eUAgPXr16OjowP33XcfAODyyy/HbbfdhmuuuQbf/OY3sXXrVtx999148MEHRZvf+c53cPLJJ+Omm27COeecgz/96U94/vnn86xbvvWtb+EPf/gD/vSnP8HpdIrA73a7YbVaEYlEcP311+P888/HrFmzsG/fPlx77bWora3NE/0ZhmEYphIod+u2d955B1deeSX+4z/+A6tXr0ZnZyf+/d//HZdffjnuvvvucfWbYZjREwqF8MgjjwzKKu3s7ITf75/UbRmNRqxcuRINDQ3o7e3FAw88gKeeempcIvhk0NfXh/vuuw+vvPIK+vr60NHRUZJ+MMx4qJb4zkI6MyxyxjhleBcKw7Jdy1BQtrqqqqIdh8MhRHSbzSZGjGnUuNAzPJvNIhqNwmg0ilFeEonJOkaG2qLMchI8ZYsX2paiKCLbW9M0Yatit9uF9zoVG6WfhR7IiUQCJpMJDocDHo8HiqIgEAggHA6L40QWLclkMi87XSaTySCRSCCbzcJqtYrBAlVVxbKjzfiWM9HpOMbjcWHrQn2aLEjkJ8F/pkOZDoWzNUa7LgvuwzPdQvqaNWvQ39+Pn/3sZ+js7MSRRx6Jp59+GvPmzQNw8J93uXBJS0sLnn76aVx99dW4/fbb0dTUhF//+tc4//zzxTIrV67EQw89hB/96Ef48Y9/jAULFuDhhx/G8uXLxTJ33HEHAODUU0/N689vf/tbXHrppTCZTHjrrbdw3333IRAIYNasWTjttNPw8MMPw+l0jnk/GYZhGKaUTEZ8n0rrthtvvBGf+cxn8O///u8AgKOPPhp2ux0nnXQSfvGLX/BsMIaZYhKJBN5++228/fbbU74tg8GAuXPnYu7cuejv78fLL78s9I5SEIvFsHPnTjz77LMl2T7DTIRqie8lFdJffPFF/PKXv8SOHTvQ2dmJxx57DOeee674PJfL4ac//Sl+85vfwO/3Y/ny5bj99ttxxBFHiGUSiQS+973v4cEHH0Q8Hsfpp5+OjRs3jugvywwPZYZbLBaRwa2qqvC+JhGdvMrj8TjS6bT4KRcPpQxls9kMp9MpClG63W5ho6JpWlEBloRgEpFJCE+n01AUBVarVWRwk5gue35PRjXgYuJoocUNCchUfNLj8UDTNIRCITFlhGxUYrGY8JaPx+OIxWJFs9JzuRx0XUcoFBJVy2mGAB1PGugoRLbBiUaj4hhRf3RdF+eQxdzxQ9fAcIMGtAwN6siiuzzAQtc6U1rWrVuHdevWFf3s3nvvHfTeKaecgtdff33YNi+44AJccMEFQ34+0j1otVrxl7/8Zdhlyg2O7wzDMEw5MB7rtlgsNsgOQp4xW81wfK9efD4fjjjiCNTU1Ixr/UQigffeew/79++vivsok8nggw8+wFNPPQVN00a9XmdnJ2ehM8woKGV8L6mQHo1Gccwxx+BrX/taXgYfcfPNN+OWW27Bvffei8WLF+MXv/gFzjzzTLz//vsiC++qq67Ck08+iYceegg+nw/f/e538YUvfAE7duyYUGHGasZgMORlis+ePVuI6Xa7XVi7kGg9MDCAUCiEWCyGrq4uIaSTV7bb7RYZ2rW1tXA6nTCbzbDZbMKvfCSrEhLA5Sz0cDiMaDQKXdfR3d0tfg+Hw0KYJEFZ9iSnl5wRPJTITgIp7Yvs/y0PFlC2vclkgtfrFVnt5LlOWeFksTIwMABd1zEwMCBEcjlDnaxy6H2LxSIEebPZDIfDIWYHyJ7vtDxloKdSKXFuYrEYuru7RTa6nBU/2dcPe4YfRL4P7HY7nE6nGDAiK6FIJCKKvtI1wxxkujPSmcmD4zvDMAwzFOVu3fbFL34R3/zmN3HHHXeIqd9XXXUVTjjhBDQ1NY2r3zMFju/VS0tLC6644gocddRR41p/YGAAt956K9rb26sieSiZTOKvf/0rXn/99TFd16lUCj09PVPYM4aZOqolvpdUSD/rrLNw1llnFf0sl8thw4YNuO666/DlL38ZAPC73/0ODQ0N+MMf/oDLLrsMwWAQd999N+6//36cccYZAIDf//73aG5uxvPPP4/Vq1dP277MJEgYpsxnsjihjHSz2ZwnpJPAm81m82wu5CxtKrppt9uFNzpltw+VVV2IXAhU9hY3Go3QNE0I1ST0F65bTEyXC5oO9zm1UWjFIn9OgqlsgWO1WmG1WpHJZGA2m4XAT6PS5D9fmBlO20in00gkEshkMsKWhc6LPPggF2EhIZ38zykDnQR0snSZChGdGQzdD+QfTxZGdL3I9w/bvQyGj0dlwvGdYRiGGY7pjO9jtW679NJLEQ6Hcdttt+G73/0uPB4PPvvZz+Kmm26atj6XKxzfyx+yLx3q+ZqS0wqfl2WKFemsqalBS0sLDj300HH1q6+vDw0NDeK5faQ+lAq5LhyRzWbzZr2Phlwuh/7+/gkVLmWYSqQa4nvZeqS3traiq6sLq1atEu+pqopTTjkFr776Ki677DLs2LEDqVQqb5mmpiYceeSRePXVV4cMxCQmEqFQaOp2pAKh7NmamhrYbDa43W44nU4h4MrCbyaTgcvlEsE2GAwCgLCCMZvNqK2thc/ng6IowtpFzkIfbeayLEgaDAaR0a5pGrLZLBwOByKRCAAIsTiZTArLGSquabFYkEql8v5BiMViiMfjSCQSiEQiiEQiMBgMCAaDyGQycDgcItNdzkoH8n3Iyd+cRGzK7ichnY4becKHw2FYLBYAKFrZm/pO+0wZ6eFwGJqmCbsQykinVzKZFFnO4XAYuq6LIqepVGrKLF3on4zxVimvNGhAiQZIis1ooJkKlJFO3v1ms1kU0bVYLIjH4+JvhpnJcHxnGIZhppuxWrddccUVuOKKK6a4VzMLju/lQV1dHU455RTMnz+/6OfhcBgvv/zykP7jFosFJ5xwAo4//njxnAoAhxxyyJC+w6NB0zSccsopUFUVXV1d2LJlC/bt2zfu9qYCq9WKU045RdRPIz788EO8+OKLGBgYKGHvGIYpRinie9kK6WQYX/hl3dDQgP3794tlFEUZ5NPV0NAwyHBe5sYbb8RPf/rTSe7xzICyw+12O2pra2Gz2VBTUwOHwyEEZBmySNE0DRaLBcFgUPxNHugkpFN2Ok1tGo/1h9wH8iNPp9NQVRXJZBJ+vz9POKdCndFoFMDB4KgoCtLptLBFoc9jsRgSiQSCwaD454zas9vtCIVCSKVSeceqmDVMOp0WAj55xMs2M8DBfwYpU19RFACfiLIyJEgbDAZhW0Pnh0bKyS9dzpjXdV0I+9FoVAi0cib/VCAL6dWAPDOjmJhuMpnEveFwOFBTUyNEdLJ2yWazwjs9HA5zVroEW7vMTDi+MwzDVDcc32cmHN/Lg8bGRlx00UU47bTTin7e0dGBYDCI3bt3F72fFEXBySefjCuuuAI2m028bzKZYLVax90vu92O1atX47TTTsNbb72Ftra2shTSV61ahVNPPTXv/aeffhrvvPMOC+kMMwLVEt/LVkgnCsVWEm6HY6Rl1q9fj2uuuUb8HQqF0NzcPLGOlhmyT7WcPU3INiaFwipNB5OLf1IbhUJ6NpvNs3CxWCzCX11VVfGebGUxWd7Z8v6RIE6Z8JTlS9ujoo5kpUF9IcFXtj2haWYkiMfjcWGrQhnmJHwWE9IpG7yYaC1bsYz2OMjniTLpk8kkgE8KI9BUM3k5ufiq7Bk/lcgDBpX0RTgRig2AFKPQhke+fuW/mU+olkBcrXB8ZxiGqU44vs9sOL6XFkq6crvdRT+PxWJoaGjArFmzkEgkRLKYpmlwuVxwuVyoq6uDx+OZkHBeiMFgELanXq9X9EHXdYRCoUmdzZzL5RCPx9Hb2wuLxQK73Q6Hw4FMJpOXbFeI0WiE0+kcdOxsNtuorGgZptqplvhetkJ6Y2MjgIOj1rNmzRLv9/T0iFHuxsZGkYUsj2r39PRg5cqVQ7atqipUVZ2inpceGi2mn4XZ5NlsVlh8kJUJCcqFfs6UQT5c4CARXdM01NXViUKYDodDeKFbLJYpEwop65cEXNovo9EohPFkMpln60IiO+2XLH5Ho1Gk02nEYjH09PSIqV3kxV5TUwOPx5MnpJO1i2x5A+R7s1P/ZHG7sBjqcJAYTuvpul50oEReRrYemWrImz0WiwFAVWSl03VCMwCKIZ8HWXSna0A+V+xbn0+1BOJqg+M7wzBMdcPxfWbC8b0ycLvdOO+883DkkUfio48+wiOPPII9e/bgmGOOwZe//GU0NDTg6KOPzrN1mWwaGxtxySWX4PTTT8fOnTvxxz/+Ed3d3ZPWfi6Xw+uvv45f/vKXqK2txdlnn40zzjgD/f392LRpE954442i3yVOpxNf/OIXccopp3DhW4YZB9US38tWSG9paUFjYyM2b96M4447DsBBsXPLli3CCH7p0qWwWCzYvHkzLrzwQgAHzeTffvtt3HzzzSXre6kxmUwia9rtdsPn8+VlhKdSKQSDQei6jmg0ing8LmxI5CKhlJU+0ugrLa+qKtxuN2w2GxRFEQI+tTNVkH0Kkc1mkUwmEYvFMDAwAKPRKGxbTCYTdF0XnuPUL8rgloXvRCIBv98vlqXBgng8LrLT6Wanop5yhj75Y8vWLYWCOomoo/nSkAX6chWpqfisyWQSwv9MzbKWbXx0XRf7W7iMfE2Rxz7da3QNjOU6YJhKh+M7wzAMw8w8OL5XBjabDSeddBJOPPFEvPbaa3jppZfw0Ucf4ZBDDsG//Mu/YN68eVM+U9br9WL16tXI5XJ4/PHHsXnz5kkV0gHggw8+wJ49e+B2u9Hc3IzTTjsNwWAQzz//PP70pz8VXae2thYLFizASSedxEI6wzBDUlIhPRKJYM+ePeLv1tZW7Ny5E16vF3PnzsVVV12FG264AYsWLcKiRYtwww03wGaz4aKLLgJwcDR17dq1+O53vwufzwev14vvfe97OOqoo0QV8GpBtmOxWq3weDzCl5kKW5JwbLFYhPUJ2YTIxTnl4plms3lEQZTEP+oDgLyM7+kUUqkPuVwOiqJA0zSRmU7CN9mbFGaUF46eycsmEgmEw2HRDnmsE+l0GolEQhxXRVHyvOBlAZ2EVzrmM0lEpRkB8n5N9zUwnZCVD+1vsc/p/UQiAV3XkU6nhW1S4bUwE66ByaRaRrRnIhzfGYZhmKHg+F65cHyfGpxOJ5qbm/M8yYciEAigo6MD8Xh83NsjodzpdGLJkiXQdR0LFy6E1WqdNgsT6oPP58NRRx0Fp9OJ7u5udHZ2Ttpsanr2bmtrw7Zt29Dd3Y2BgYEh7U4TiQT279+P7du3C10DAPbs2TOkHQzDMJ9QLfG9pEL69u3b84pgkO/ZJZdcgnvvvRff//73EY/HsW7dOvj9fixfvhzPPfccnE6nWOf//b//B7PZjAsvvBDxeBynn3467r333qobQTSZTCIb3OVyobm5WVirFNqq5HI5+Hw+ZLNZRKNR1NTUQNd19Pb2isBFxTozmQxcLpcokEiZ7RR8ZG9wo9EIq9WKXC4nBPvp9n0mD7RMJoOamhrhb55KpRCPx0UWMYBBdijFhHTK1Pf7/YjH48LepXBqIXmq53I5OJ1O1NTUwGKxwO12w+FwiGVyuRzC4TB6e3uFHxx5mVfSF0cxKIs/HA4jk8nkZfjPVDGditOSvUshdC/RP6SZTEaI6DQgE41GhQXRdFjwVBLVEohnIhzfGYZhmKHg+F65cHyfGhYsWIB169Zh8eLFIy772muv4c4775yUQp3z5s3DunXrEAwG0dDQMKgI7HRw5JFH4gc/+AECgQA2bdqE3//+94hGo5PWvq7rePrpp7Fz507ouo7W1tYhl41Go3j88cfxz3/+M+/Zta+vDz09PZPWJ4aZqVRLfC+pkH7qqacOe7AMBgOuv/56XH/99UMuo2kabr31Vtx6661T0MPKgYpg2mw2OBwO+Hw+OByOEcVL8v/WdR2RSERkT1NGeiqVEgIxieeFIjr9Lmekk73JdEMWLOSbTgVSzGbzoIz00UD7mEgkRIFPar+w2CiJoJlMRhRZpRfwiZCu67p4kYg+1UVApwsS0C0WiyjaOpMLs2QyGZFpPlxGOi1HszRITCePdfLXnynXwWRRLYF4JsLxnWEYhhkKju+VC8f3qaGmpgZLly7Fpz71qRGXjUajIlFrorhcLhx77LGT0tZ48fl88Pl8SCQSeOONN/IywSeDTCaDvXv3Yu/evSMum06nsWfPnrxZF9WCnFg4ExPgmOmhWuJ72XqkM6OHBGyn04na2lqRiT6aL0Cz2QybzQaz2Qy73Q6r1SpE9GAwiFQqBbvdLixLNE2DyWTKK5JJLypQWspsAtpnOiYkpCuKArPZLLzJx3OTUlApJnaSbY5ssUM/qU9GoxG5XA5ms1lktCcSCSiKkueTXcnQtUN2QfF4HGazWVw3MwHZpieRSIg6A0MVG6XrhgYZqA6B0WgUhWdZRGcYhmEYhmEYZiRmzZqFs846C0uWLMGHH36Id955RyR8AQetX/7+979jYGBgxLZ8Ph+OPfZY1NbWTmWXmQogHo/jtddeg6IoqKurw7HHHgufz1fqbjFMWcJCeoVDgpyqqqivr0dzc3OeUDsSFosFHo8HmUwG4XAYbrdb+DaHw2HhkxYOh6FpGpxOpygkSRm4NOqkqio8Hk+eeFwKSKjUNA1utxuKosBqtcJisUzYj1y2e5GhY06DCRaLRVjh0PEgoVRRFNjtdlgsFlGklDzW5X+CKhEShQ0GA8LhMEKhEFRVFVn8MwHygads8lAoJLLKZfskmVwuJ9YBkLfcREZtZzrVMqLNMAzDMNUEx3eGGT+HHXYYrrzySsTjcdx///3Yt29f3jPkgQMH8Nvf/haapo3Y1nHHHYdrr72WhXQGgUAAf/zjH/HMM89g6dKluPbaa1lIZ8ZMtcR3FtJnACQcK4oiMsJHK2RTJrXRaBQ2JCQ2p1IpmEwm6LqeV0TUbDbn+TmTDzplqpcD1B/Z150ywidD5C92k8tZ6LKITv7gZAVDn1GWP3nJD5XRXEnI2drpdBrJZDLPU3+mQPcIvei6osGCYjUEWDAfO9USiBmGYRimmuD4zjCfWJLS7N3R2mFarVbMmTMHqVQKXq93ULJSMplEV1fXqNpqbGzkIppAXl25kSD725lGJpNBb28vent70dTUNKOuCyo6m0qlkEgkOI5MIdUS31lIr3DoS5+sSyZS4NNiscBqtcJgMCAejyOdTkPXdfT39yMSieRZdJA9islkgsvlgtVqFWJ7qTPSCRocyGQyUFUViqII25HJgGxcjEYjbDYbfD4fNE2Dx+OBz+cThU81TcvzU08mk7BarUilUrBarVBVFYlEQky/IxG6UsVn8gUPBAJQFAVOpxNOp1PMkiiHa2MiUAHRRCIBs9mMxsZGMehEgzWJREJYv4RCIaTTaaTT6Rn5T9dUUi2BmGEYhmGqCY7vDAN4PB6cfvrpOPzww9HS0oKGhoZSd6kqMRqNOPbYY3HKKafAbrcPu2wqlcK2bdvw8ssvzyiheabT3t6OzZs3o6OjA6+//joikUipuzRjqZb4zkJ6hUOWIhO1zyBR2GazAUCef7Ps6ywX2czlclAUBbNnzxZZ6pT5XQ5iKdmsUOa3oigAJk/IpWNmsVjgcDjQ0NAAu90Ot9sNr9cLi8UiBHyZdDoNh8OBdDoNm80GTdPy7F1k25xKJZ1OIxgMitHfxsZG8Y9JpVu8kJCu6zqMRiMaGxsBHMwO0TRNWL4kk0mEw2HkcjkhvFPhXoZhGIZhGIZhqhe3241zzjkH5557Lsxm86BnRmZ6MBqN+NSnPoVvf/vbI1rcJJNJbNy4Edu2bWMhvYJob2/H/fffjx07dgh9i2EmAgvpFQ6JclMhzlGbhTYVcnZ1McG3HER0grLzZXuVyewf2biQUE/COU3Tk61dCLJ3oYx5VVWFx7zFYgHwyUBGKaHphfKxk6HrYqhCmRSk6CVnbZfTNTJa5HuMBow0TYOqqjAYDGJQJJPJwGw2i2ljNptNHEvKVGcxfXRUy4g2wzAMw1QTHN8Z5uBzpKZpcDgcpe5KWWAwGOByudDc3AyHw4FAIIBoNDpl29M0DTU1NbBarWhoaIDL5RrxXCSTSVGXzul0IhAIzMjs5kQiga6uLrS1tcFut4s6eJWKxWKB2+0eVS2AeDwOv9/PM8nHSbXEdxbSKxy58KHs1TzetpLJ5JC2IoXt008ShM1mc1kJpCR20muyRVyTyQSn0ymCi9frhcPhgM1mg91uh9FoFIK5jOwnT8dT13VEIhFRfJSE51JhMplE8VRN02Cz2fIGJDKZjMieTyQSiMViwu6HfNLlApz9/f3IZrOw2WwVG4jpnjAajeI822w2OBwOWCwWIarTvieTSQSDQXg8HkSjUXR2diKTyYhzW+qBkkqgWgIxwzAMw1QTHN8ZhinEbDbj5JNPhs/nQ3d3N/74xz/ixRdfnLJ7fuHChbjoooswf/58LFq0aERbF+rjSSedBK/Xi66uLjz66KN44YUXZtz30v79+3HXXXfh0UcfxYknnogLL7wQXq+31N0aNy0tLVi3bp2w0h2OXbt24cEHH0R7e/s09GzmUS3xnYX0CkcueChnjo9HLCZv7uH8ueWsdHlb5ZppLGek02uyMBqNUFUVDocj70UWH0Nti94nwTmXywl7mFgsJixjSgnZ4pjNZmFXQ+fYZDIhnU4jEokgkUiIgQA505p8wpPJJCwWC0KhkLAFcrlcFSeky7MzjEYjrFYrAKCmpgYNDQ1iNoKqqsL6JZVKIRgMAgCi0ago/EPnnYV0hmEYhmEYhmGYg8/Ihx9+OJYsWSK8rF966aUpE9eamppw1lln4Zhjjhm1hmE0GrFkyRIcdthh6OzsxJtvvoktW7ZUlAA4Gvr6+vDcc8+JZ/8vfOELFS2k19fX43Of+9yozpPX68XTTz/NQjozLCykVzhU2JFsNOLxuBB4RxsQSISnbGjKNB5LHyYy8jSVyBnSk9lHEujNZnPei8TmsbRjMpnyLGIos1+20JkO5OKpVqsVbrcbFoslL8OeXul0GsDBKXFms1kMwui6Dl3X8wR1Et2BgwK9x+MRhWrLXVCXrx2yZTGbzaK4LmWly7Y+2WwWBoNBFLalKYI2m00I8HT8mOGplhFthmEYpjwxmUxobm7G7Nmzoes6WltbR5XRxgwPx3eGOWgh8e677+Kll16Cx+NBS0vLqGxe/H4/WltbEQwGsXfv3hljQZHL5dDR0YH29nZ0d3ejp6dnWu738SQCTrZdbLmSy+XQ3d2Nf/7zn2hvb8ecOXMwe/bsSU1OnCp0Xcf+/fvR29sLt9s96vvL6/Vi6dKlcLvd6OzsRFtbGz+7j4Fqie8spFc4mUwG2WwWuq4jEAiIbGiTyST8toeD7FwymQwikQgCgYAQ04dDFkopu7bcvJ8LxfPJEtMpcJL9CQmkJKZS5vVo2pELy1itVthsNqTTaSFo0/GdDsiqRlVVuFwuzJo1SwjlFotFBEyydqHjGYvFEAgEkEql0Nvbi97e3jybF13X0dHRAUVRoOt6XtY+WcaUKzRIRYMBuq7D6XSivr4eDocDNTU1qK+vzyssS/djKpUSnumxWAzhcBg+n0/Y4MTj8VLvXtlTLYGYYRiGKU9sNhu+8IUv4MILL0RnZyduvfVWvPzyy6XuVsXD8Z1hgP7+ftx333146qmnsGzZMlxxxRU49NBDR1zv3XffxW233YaPPvoI3d3diMVi09DbqSedTuOFF17Avffei/7+fnR0dPD9XmJyuRx27NiBn//856ipqcFXv/pVfOUrX4GqqqXu2ogMDAzg97//PZ5//nkcd9xxuOKKK7BkyZIR1zv00EPx3e9+F8FgEI8++ijuueceMcucGZlqie8spFc4dKGSV7Wu60LoHI2QTkItZc+OJyNdbqdcmeyirLKYTtnkJH5PJCNdbqcUGekkCFutVjidTlitVjGlqxjZbBYmkwmZTAapVArhcHhQNn0mk0E0GoWu63C73UgkEsI6ppyRB4loxoeu67DZbMIT3Wq1iux0TdPyMtLNZjOSySRsNhsAiGKkNFDCjEy1BGKGYRimPDGZTJg7dy6WL1+O1tZW+Hy+UndpRsDxnWEOFnTcs2cP9uzZA5vNhnA4PKrre2BgAG+99Rbefvvtaejl9JHNZnHgwAFs376dhcsyoq+vD319fXA4HPjsZz+LVCoFRVHKLhmu8N6Jx+P48MMP8dprr0FV1VEXhXW73TjqqKOQSqXwxhtv8HP7GKmW+M5XxQwhk8mIgONwOGAymfKypOXpR7lcDslkEtlsVlQlTiQSGBgYyCtaOhJ0k6TTaSQSCSiKIjKRgfFNk5pMqG/0ogKPk3GDylnu9PdEvjDomMtZ88O1J/vRFzvOhX7lw0HXhsVigdPpFBXLZUF/uH6QxUkqlRI2MGTzkkql8vYrHA6jo6MDVqsVdXV1YiCBLG3KAcq2z2azCAQC8Pv9g84R7bc8CCLXCaBisrRfhYMlpb43GIZhGIZhGIYpDzo7O/HnP/95VOL4rl274Pf7p6FXDPMJ6XQar7/+Ov7whz/A5/Nh6dKlmD9/fqm7BQDYu3cvduzYgWg0Kt7r6elBa2trCXvFzGTKQ7liJkwqlUJPTw8GBgbgcrmQy+Vgs9ngcrlQU1OT57tNVhOJRAKBQAD79u1DPB5HLBYTAvtoIWsYXdeFkE4ZuaUWC8m3O5VK5b0ma6Sr0N5G9mMfSxuyKC8XjS2GnAlPme9ytrjcFg0ajDQwQln0qqrC6/Wirq4OZrNZ2NSMhNlshtPpFJnnkUhEXEd0vNPpNAwGgxi0URQFiURCWNu4XK6yEdLpmk6lUujs7MS+ffuEt7vNZkMmkxFCOgnl9LJYLMJHPZfL5b1PL0VRKsJXrhyolhFthmEYhqkmOL4zTD6tra3YuHHjqGbs6rrOGdvMtJNIJPDXv/4V//jHPzB//nysX7++LIT0XC6HXbt24b/+67/Q0dEh3k+n0wiFQiXsWXVSLfG9PJQrZsLkcjmRcU0WLyaTCYlEQhRJJBGWMshpuUQigXg8Pm6RmcTfcvNJJwE3k8nk9W0y+1csm3w8bQz1kjEYDCLjmcRvEtVlKxV5vWKZ84XI7ZHYO1qfd+CgEE8WLyQc0/VWuJ+UqZ7JZMS1R9cuWRGNlAU/FcgDIJlMBslkUgwQxeNxmEwm2O32vOXkPk5Xf4vNQih2vmcK1RKIGYZhmPKEio2HQiGRKMBMHI7vDJNPIpFAb2/vtG83nU4jGo0iFAoJ68pSJ8NNF6lUCpFIBKFQKG8W/0gkk0kkEgmEw+Gqigm5XA6hUEgcr4GBAYRCIWFxOt2JYqR7pVIp9Pf3o7OzM09IZ0pDtcR3FtIrjJGENLJr6erqEgGBCjqSYErFENPpNOLxOMLh8LhtT7LZLBKJBCKRCIxGoxDoR2MLMpWQfU0sFkM8Hoeu66Ko6kRvUNn7W9d1RCIRmEwmMXihaZoozjnU/tMXTCqVEoJyJBJBJBJBNBpFOp1GLpcTXttkvULtKooistLl7VDfaACBzg8NJqRSqUGCP/mVK4qSZ0UyFui6slgssNlsQlQvhLLUM5kMenp6REHO+vp6uN1ukZ1OovpY+zFW5OMVi8WQSqUQDAbR29sLXdfR19eHcDgszqvBYIDD4RDnLJlMimx7Giige5D+MaUXndtoNIpUKjXqPtJ5puK2dM7pnxX5XFN/JnvAqFRUSyBmGIZhyhNd1/G3v/0NwWAQwWAQH374Yam7NCPg+M4w5cGBAwdw//3344UXXsCxxx6L1atXw+PxlLpb00JrayvuueceNDY24tOf/jQ++9nPwuFwDLtOJpPBa6+9hr///e/o6+vDzp07q/I7KRAI4LHHHsM777yDhQsX4uyzz0ZTU9O09qGjowPPPPMMWltb8c477/AsjTKhWuI7C+kVBInhhbYphVnMJBzL4rm8PmXVUmbtRIqEUqYOZTPTqCBtpxRCOh0HWUgn0XOyBEY6hrquC3sSylwmf+zhPMxlf3kSZXVdRywWE4McuVxOCKhGo1EUt5SFb9nmRd43ElTJZoRsbQq902WPckVRhA0JgHGNKlssFlitVtFuIfJ119vbC7/fD03TxICCw+GApml5+zTV1xAJ0OFwGLquCz81XdfFiwYIjEYjotGouJ5kIZ3OOQ2w0PUXjUYRi8XE7zRQMhroONJ5cTgcYsYAHV+5H/LMiLEWDGYYhmEYJp9EIoGXXnoJW7duFQkQDMMwM4XOzk488sgjMJlMWLNmDVasWFE1QnpbWxseeOAB8Ry/cuXKUQnpO3bswJ133gm/3y+ev6qNYDCIp556Cs8++yxOPfVULFu2bNqF9K6uLjzyyCN45ZVXkMlkRv18zTCTAQvpZY4sxhbaegD5IrosUtLfsghZuA79PlHI1oX8yJPJpBBBpxvab8rAJq9rykSfzExdEsJpnxOJhMgapyxhyswvXE/OIKZ16XcSQOlcUxa6bLtC2eOUsV7Yvjz7QA4q9ABIx6eU0PZJRKfiIDRDgsR92b4GGJ/1S6HFDd0rdJ5oZoFcK6DwupEHIej4yv7o8nUnWybJYnoikRDbHA65QKnNZoOqqkJIJ491Ou+ykG6xWMRADFnojOS7X+5U4z+nDMMwTGlxuVzwer0wmUwYGBhAIBDgeDTJ8PFkmNJDyWcGg0FYbk43kUgE/f39CIfD6Ovrm7ZnVHoWz2Qy6O3txUcffYRQKASfzwe32z1kH7u6usRzXbVCA8upVErU3LPb7UWXVRQFPp9vxEGK4bYVCAQwMDCQ90y7b98+BAIB6Lo+rnaHIhaLoa+vD9FoFL29vWO+Hk0mE2pra+F0Ose0nq7r6O3tnRHXVTXEdxbSyxgSSYvZOlA2qiwOUyCQLTxIjJMF+EJfb9kKYqwXvbxdk8kEv9+PbDYLp9MpfMams/AoWZlQcYn+/n7hcz3Z/u2ZTCavsKbNZhNBlTLBZcGbSKfTQvgMhUIYGBhAMplEX18f/H6/EG/Jp87hcAhBlTLSVVXNuzZkj3R5YCOTyUBRFCEMm0wmpFIpkQFfuA5dA+M9X7KYPNKxpgEFXdfR1dWFgYEBaJqGnp4eWCwWUSiXBGSr1SoGFOSBpZG2IfeLZhFQTQC/3y/87eg8kKhPy1M7cpa3qqqwWq1wOBxwu92wWCyIRCJiBkRPTw+CwSACgQDa2toQiURw4MABUWx1qABJ9wrtu6qqaGpqgtfrhaIocDqdQkin7wAayEmn0xgYGBAWQe3t7SJ7PhaLVaSYXi1TwxiGYZjywWAw4Pjjj8dXvvIVKIqCTZs24amnnuJst0mE4zvDMMQ777yD+++/H+3t7dizZ8+kC6Mjkc1msXXrVgQCAdTW1uLCCy/E6tWr82ZXv/vuu7j//vvR1taGjz76CPF4fFr7WM589NFH+PWvfz3kTIbm5mZcfPHFWLZs2bjaT6fTeOGFF7Bp0ybEYjHx/sDAAPbt2zeuNofjgw8+wO9+9zvs27cPe/fuzdvmaHC5XLjgggtw2mmnjWmG/+7du/G73/0Oe/bsGWuXy4pqie8spJc5ctarLJ7SSxbEDQYDUqkUjEajEDJloZV+L7R/IHFwPBcuZWVTsYdYLCYEZNrGdNq7yJnxlGUs27pMJmRrk06nYTabEYlEkM1mYTQaxbkqJl6SNz15aJOQS7YfwCeDKCSmk2UK2YsMJ6TTOaHzQv7qZLtD1w2JuYWzGiZynOSZEaMR0ml5qqhNgrTFYhH/oNAAkpylTfY5o81Ol2cByNcF2cskEgkEAoG8YzJUfwGIa5wEdbPZjHg8LgaxwuEwBgYG4Pf70dvbi0gkAr/fL/zRhxK16T61Wq2oqamBzWZDc3MzGhsboaqq8I8v9EinwZm+vj4xOBMMBsW5qNSiQdUSiBmGYZjywWAwYP78+Tj77LNhtVrx5ptvTnsRtZkOx3eGYYgDBw7gueeewwcffFCS7edyOezduxd79+5FbW0tli5dKhISic7OTmzevBnvvfdeSfpYzvT29uLvf//7kJ8ffvjhOOOMM8bdfiaTwfvvv48nn3xSaAZTSXd3N55//nm8/fbb41rfarXiU5/6FM4777wx/e/g8/nw5JNPjmub5US1xHcW0ssQ2duc7DxIVJWFRCDfqoJEaxLRSWgksZF8p2l5Ethk64fxTKWiC54KNlK/KQuc9mEqxTza/1QqhWg0KvypdV0fVricCLIQnEwmEYlEhF82DX5omgZN0/LWo+OUTqcRDAYRDodFljKdMxLJyQtdzm6Xr4tiXuR0HdBnlEGVy+WEVQqJ/3RcSIyl7GZ58GU0yMefbE3o+iq0ZqGfJGwXWg3RDIloNIqBgQGoqioGGuRBBLkQqzzrQW5LtjahmQNktUK+6JSdLmefF0Lnwmq1QlVVpNNpMXAUDAZhMpkQCAQQCAQQiUTQ3d0tstL7+/uFR/pwAwzkw26xWFBbW4vGxkZYrVZ4PB44HA7xHUDnvfB+okKodM4aGxths9kwMDAgzms5WPowDMMwTLlz4MABvPjii1AUBfv376+ohzuGYZixksvl0NXVhZdeegl79+7FvHnzMH/+/CkbRIxEIvjggw/Q39+PXbt2jTnrd6pIJpN4//338de//jXvGXvnzp0i4Y0ZG5FIBDt37hykiYyWRCKBPXv2TOmssFgshg8//BA9PT14/fXXEYlExrS+0WhEc3MzWlpa0NjYiNmzZ49Z+6qpqcEJJ5wAl8uFAwcO4KOPPpoRNi8zFRbSyxDKMjaZTLBaraL4Iv2UxVPZusJisYiMbFVVB4nHxYT0TCYjMtgLi1GOFhJCE4kEBgYGEA6HkU6nYbPZoGkanE6n2PZUiOlyVnwkEkFPTw/i8bjIziWReCogoTYWi6G7uztPUDWbzbBarbBarXnrpFIpIbpHIhGEQiGR0U/nQ9M0IdySiErXAonqsogsn1fqF/WN7Fx0XUc2mxU+6SSskihsNpsRi8UQiURE+6NBvpbi8TiCwaCwkqFrmSxpqK90vZC4TX2lNoCDPmF+vz9v4ICEdHlwoZjdkSye0/mn40uiMtkakXA/nB2NyWSCy+VCXV0dHA4HkskkQqGQuPYMBgMCgQCCwSCCwSDefvtttLe3Ix6Po7+/X8wGSKVSQ27Dbrdj9uzZsFqtWLBgARYvXgxFUeByufIKuBYOSMgzCqxWKzKZDGpra+FyuRCLxbB3714xEEHWM5VCtYxoMwzDMOVDNpvFP/7xD7S1tcFgMKC7u5ttXSYZju8MU37s3LkTN954IzweDy655BJ89atfHbf4ORIHDhzA//zP/+DVV19FMBhEb2/vlGxnrESjUTz++ON4+eWX83SLQCCAnp6eEvascunu7sY999yDRx99dFzrZ7NZ9Pb2TqnlT09PD+6991688MILCIVC6OrqGtP6ZrMZp512GtauXQuPx4OmpqYx614tLS248sorEYlE8MQTT2Djxo0Vec1VS3xnIb0Mkf3MTSaTEBDJ2qIwU5iymOUik0C+wAZ8ItBTpjAtRwIkCYK07kh9LPblQOIsZSUbDAZYrda8fky2mE7CKYmk8Xgc8XhcZKPLXtdTAYmp8Xg8L/vfZDIV3bacvU7iZqEdislkyitkSS+alUB/y17huVxOWPcAELMNzGaz8FwncZyuJTmrXi7OStdJYbb7UMi+7NQG7bd8HcvXnVxdW7YXot9pcEFug2xP5Ix/uido3+RMdBLS6bqQxfOxQO3Llj3kNR+NRmEwGIQ3eSgUgt/vx8DAAHRdF8VTRwoqNFjidDrhdruFRzoVGh2ub3IbZOmUSqVgtVrR398PRVFEfyuJagnEDMMwTHkxMDCAgYGBUndjxsLxnWGmn2Kzjek5EAD8fj/8fj8cDgcOHDiAZDIpdIjJen6n591oNIo9e/Zg165dk9LuZJHJZNDR0YGOjo5Sd2XGkEgkpsTLfDKg6zEWi+Gjjz7Czp07x7S+7CLR2NiIo48+Gi6Xa1x9cTgcWLRoEbLZLN54441hn//LmWqJ7yyklyGyLzqJn7JFixzMSDQj0ZMEVRLWZbFSFuFJuJWz1GVBthhU+NJsNsPhcIgimBSAKcOahNC+vj4oiiIyfimrnuxFJlKElGxEaLuhUAiJREJYaSQSiSkpMDpcf2hbiUQC4XAYRqMRiURi0NQgEptJKJZFXRLJKQObMq9lex/ZI18+jnTuSPSlcywLzIqiAIBo22g0Dip+SoVTDQaDEI6LfZHT/spiMVXOJm92sqOxWq2ijcJCubL9ynDHlzLG6ZiRWCwPPMnt0rUhi/wjbWe47VNWO72omC593t/fj4GBAYRCIYRCIeGHLhdxLYT8641GI1wuF2bPng2XywWv1ysE9LFOqaTzTzYxPp8Ps2fPFgVPK7XwKMMwDMMwDMMwY8dkMuGoo47CsmXL8p7rurq68Nprr6Gzs1O8l0qlsH37dtxzzz2ora3Fpz/9aSxcuHDCfdB1Hdu2bcPu3bvR1taG9vb2CbfJMOMlmUxix44dePPNN3HgwAHs379/zG3MmzcPK1asQF1dHZYvXy60Fmbmw0J6GWIymfIEVDmTV84QlkXoQtsWCpAkkhYK7QDE8mazGZlMZpDQXphBbrPZhO9yU1MTmpubhWBPBSP37t0rxFSaikKFPhVFgcfjEdugjOqxQtsjiw7aViQSQTgcRm9vrxBbp9MPmsRJyoYfarBAnilAL9lXnSxLaNCB7Fzob9n6pxDZ9kM+N3SuqXAn2f+YTCaRpZxKpdDf349gMAi32y2sZaxW6yDRXvYcD4fD6OzsRDKZRDAYFB53JARTQU6aGkiDL9QWZYyT5UwxCjPnC/d1uPXk9ceLnIFOsy3IW50GbLq6utDb2ysKjdKgxHCDObJVjdfrxbx58+D1eoWdy3gzQMxmM1wulyiuSkVt4/E4ent7J3w8potqGdFmGIZhmGqC4zvDTC9msxknnXQSvvOd78DpdIr3t2/fjgMHDuQJ6clkEi+88AL++c9/Yt68eXA4HJMipMdiMTz99NO47777oOv6mH2oGWYyicfj2Lx5M/77v/9b2NuOlSVLluCKK67AwoULRS21aqda4jsL6WVKYaaxnIFcuBzwSYFJAHkCa6GNC61DYrm8LfpdvoDlbauqCofDAafTCY/Hg5qamrzMZ5PJBKfTKTKsI5GIEFzJn5u8uKmPJN6PJBYWFpCkjHTKDtZ1XQicqVRKZB+XgvF+eRQ754Xe8rKgPVJbhJzBLmduF8tmp+OWTCaRSCTE8vKgB107JKST1zkde/m4y8VGgcHnezwzE+RrYTqRrW8SiYSYbUEWPsUshUa6FujYyIMncib6eGdsyPetxWKBpmlIp9Oi3eEKq5YT1RKIGaac0DRNDOQRqVRKFMlmGIaZKBzfGWZ6UBQFNpsNNpsNdXV1qK+vzxPS6+vrUVtbC6/Xi2QyKWauRqNRRKNR2Gw29PX1ob+/f8J96e/vR29vL7q7u6c12Y1hUqmUcC4gyJu/p6cHyWRyXO2qqgqfz4e6urrJ6qqY1V9TUyPqm02lP/xkUy3xnYX0MqRQ4KT3RlpnNBceLSNnycq/F174ZrMZHo8HmqZh3rx5WLZsGTweDxoaGjBr1izhpZ3L5RAOh1FbW4tQKIT9+/fjzTffFB7g7e3tsFgsCIVCsNlsQpQny5JC+xq5v4We12QdEg6HhaWI3+9HPB5HMpkUAm8l3YgA8sRzOh6UeS4fo9EKz7LNDwnydL6oPSDf0oeKlIbDYXR0dIiMck3T8rYt+4+TlQ3NfqBBncIsciqGK/u4F/r4lyvpdBqBQED42xsMBthsNnFMM5kMent7hS96LBYb1X6ZTCZhk+R2u+FwOGC32ydlWhidA03ThN+60+kUsxJI7C9nqiUQM0y5YDabceKJJ+LMM8/MKzDW2tqKJ554Anv37i1h7xiGmSlwfGeY6WHJkiX4whe+gMbGRnzqU58alDE7Z84cXHrppTjzzDOxY8cO/PnPf4bf7xef+/1+bNq0CW+99daE+xKPx7Ft2za2mGSmnf379+N//ud/0NDQIN5LJBLYtm1b2T0PGwwGfOpTn8JVV12Fvr4+bN68GVu2bKmYZJZqie8spJchsg/6UJnoY6HQ3qPws+HETLPZDLfbDZfLhXnz5uHoo49GbW0tfD4famtr83ypo9EoPB4PIpEIzGYz9u7di1QqJSxXTCYT4vE4bDZbnrhH1h9kb1LMQ5tEv1gshmg0imQyiUAggFAoJLaRSCQqQpQdClnwpizwYtnkY8nglgdkZDGdXnRdyEI6/YzH48LDm/zAaVnKRKcBDvLBL0Q+H7LATgMdlXK+yMImFosJ6xqy3KEM74GBAfj9fqTTaei6Pqr9MhqNsNvtQky32WywWq0ic3+ikM+9x+OBoiiw2+3iXNKgCcMwDGE2m3Hcccdh7dq1ecWSXnvtNWzbto2FdIZhGIapIA455BBcdNFFWLRoUZ4VLNHQ0IBzzz0X2WwWDz30ELZs2ZInpIdCIWzevBl//etfJ6U/9KzJMNPJgQMHsGnTpkHP16RllBuHHXYYFi9ejEAggL6+Prz88ssVI6RXCyyklyGy8E22KWOxPgE+8eumLwdqk6B2C1+F7RiNRmiaJqaEkWe2bD9BYqjZbIbVakU2mxWe2JqmCQ9pAMIuhDzTySaDikcWExDJUiObzYrpLalUCrqui6zoiQbl0Wb+FzvWMxF5H0kop4EOEvRp8EMWw8nvHEDe9UvnVx4EIAueoUT4ckK+f+jaI8jeSPblH21ApuNBA0gTLcI71DYKB2kms/2ppFpGtBmm1LhcLtTX18PtdqOpqUnEePnzBQsWIBgMIhAIoLu7e9i6FgzDMMPB8Z1hpg5N09DY2AiHw4H58+eLWeDFoOcQepYv9ozAyTczD5fLhcbGRpjNZmG5U46C8mRBFraVgmzRWknP7kD1xHcW0ssQuaCi7PU9ktWLnE1M68l2G3LmMYnm9Lm8jnwBK4qCuro6NDY2oqmpCfX19fD5fLBareLGlvH5fLDb7WhsbMTs2bOhaRoSiQR6e3uFf3YkEoHJZMLAwECeP/RQQrostsrWLSSi0/Ea6403lAd9sS8r+QuhcHBism74wi+doTK85f6PdztDbbfY9kkcpuNiMplgtVrR2NgIp9MJk8kk/jnz+/3CAsXv9yMajSKTyeRlxFO/ydOertPxUOw8TRV03qlgpzwwQJ79qVRq0KDVcFDGuNVqhaIog47RZEBBmDzSLRbLkDNUyo1qCcQMU2qOOuooXHrppZg7dy7mz5+fZ+sCAPPmzcO6devQ39+PF154Ab/73e9EQXGGYZixwvGdYaaO2bNn4+tf/zqOO+44NDY2ora2ttRdYsqMo48+Gl/72tfg8/nw6KOP4pFHHkE8Hi91t5gZQLXEdxbSyxAS4khMG01GurwuCeQkgJIITWKxLADTCLMsDsuYTCbY7XZh70L2E5StJvcrm83CZrPBbDbD6XTC6XSK4qIkdtMAgcFgQDQaFaPg1BZZjhRmRJNAKYvqk3GjFRb2lAXfwuNaeHymy5qk1IUhafuUXQ4czML2+Xzwer2wWCwiO5189+LxuPBNz+VyYiaCXPiWipSORXguhlwfYLS1AsaD7Pk+WZmYcrFROWN8MpEHiuj+qpSR7WoJxAxTahobG3HKKadg0aJFRT/3eDxYvnw5crkcAoEA/vd//3eae8gwzEyC4zvDTB1OpxPHH388zjzzzFJ3hSlT6P++pqYmvPXWW8Jal2EmSrXEdxbSyxDZczqVSonpVrLwRWKbLEDKWejkXy0Lz0MJ6bReMTFTXobE9mKCu2wpQ30YbhqYfIPJ1iGF2cmyT/pkZICTcCkLmIXWGrLFhtwPOYuf+iP/Llt6jKePtA150EE+T/TZWERQeV150ER+jaav5JVeW1uL2tpaOJ1ONDU1wePxCA914ODAi6ZpiMViwrqFzimd40I/9rF+2cqZ4PIsi8JjSH+XO4X3YOG9PlGGu64YhmFGg9/vx+7duzEwMIDXX39d1IpgGIZhGKa8CIVCeO2116DrOmbNmoXDDjsMDoej1N1iSoCqqjj00EMxd+7cvOfLZcuWwW63w2Qy4dBDD8XZZ5+NgYEBvPfee/j4449L2GOGqQxYSC9DyBPcZDJB13Uh7gIQQmoxmxYSLqn4pixmFwrpcnbtcGIqtZtIJAZ5QBcT00kwJcsYsl8phpzpLC8znK0K/T1W5IKbqqoKEZ1+p7/lzN3CPhQK6bIvtjx4IVvzjBb5XBQeQzo2hcL3cCPHhcKy3CZdI/QaSVilY6JpGg455BAcdthhcDqdmDNnDpxOZ16WeTweF9nodMyj0Sh6e3vzfMWpb2M5l9SexWIRgx1m8ydfYdQe3QeTbb0zFVB2O2Xnj2ewZDTbkM97pfjSA9Uzos0w5U5bWxvuuusubN++HeFwGIFAoNRdYhimguH4zjBTx4EDB/A///M/cDgcOPPMM3H11VezkF6lOBwOnHfeebjgggvE87rBYIDT6YTP54PZbMZpp52Go48+Gh0dHfjVr36Fjo4O/p5lxk21xHcW0ssQ2epCFmXJa7rY8nKGsSyYyiJpYbuF2xqqL3LGbGFGK/WnUJgvzHge7qaYDnsU2Q9dFs7Jm73QXqbYcZYLv8qDGATZz0zki6MwAx04eN5NJlOeL/topl8VDpjImcnyeyP1V7a+oaBrt9vhcrngdDrFMsBBT33yz3c6nbBareL6nYwCJrJNSeGAEr0qxbaEKCz2O9n3w3jPezlQLYGYYUoNDeolk8min4dCIbS2tuK9996b5p4xDDMT4fjOMFOHrutoa2sDACxZsmTI2M7MfMxmM2bNmoUlS5YMqR/QjHObzQa32z3NPWSKQZoa1TKspLhXLfGdhfQyRBZoqRgjCankbyxnqNNPyl6mzNPCTGNZiJczlocjmUyit7cXmUwGDocDHR0diMfj8Hg8qKmpERnuABCLxdDd3Y1oNIqOjg50dnaiv78fkUikZDcFCa+KosBsNsNsNsNqtQrhXFVVcTzlSuXyiC2Qf04omzeTycBsNovjbTQaxRdeIpHIsy8ZDfKgBWUpUyY4CcRkQTOUj7tsl0PnP5lMCoGEMugpA5quk+H6aDaboWka7HY7nE4n3G43NE0TBUZl0ZoKj6qqCqfTidraWphMJnR1dY3qGAyFLJzLfuJ0zgoHDOgY0DEtVzKZjLBI8Pl8iMViUBRFzJSYDJLJJEKhEKLRKCKRCBKJhCj8yzAMAwAffvgh7rvvPtTV1RX9fP/+/ejo6JjmXjEMwzAMwzBMdfHOO+/glVdeQW9vL15//fWy1jOqFRbSyxQSAEnwNJlMSKVSQkSlrGk5y5SEdLJymAyhLJlMoqenB6FQCJqmYf/+/UKMo+xtEjFDoRDa29sRDAaxb98+fPzxxwgGg4jFYiUR0uXCoaqqQtM0mM1m2O12IaRTRvpYijzKoi0J0eRln06nEY/H80T00X7xyUJ9IpEQ+6DruhCPLRaLGFAhobXQxoXaoBkBJJwmk0nouo50Og1d18XvQ1nvEBaLBTabTWShe73evAx+GTre6XQaXq8X0WhUtDER5Kx4GhCRC8QWZnIbDAYxKFHOZDIZRCIRpFIpca/Q4I6iKBPOrM/lDhZ6DQQCiEQiiEQi0HU9b8ZDOVMtI9oMU2ref/99tLW1DTmAR7GNYRhmMuD4zjAMwzCDyWaz2LlzJ37961/jwIEDQrOpFKolvrOQXubIViKyHQvZqshC+nDFQMcLeU4bDAbEYjEEg0HhM261WvM818k3NRgMIhqNikGAUo2gyQK5bOdS6IdeaAUynKBO54OWI7GefK1lkRf4xNd8NMjnVD6f6XQaRqMxT/iUhf+hLFyKFRaVB1nGcq3IxVdlm5yhlqVjM1k2K/I2i71GWrZcv5QLZyHouo5EIgFFUfIGBcbTrlw7QR44mQr7mKmiWgIxw5QaqpnBMAwzHXB8Z5jpQdd19Pb2CjvOocjlcggEApz5OkUYjUZheypDtcUqIcGJGYyu6+jp6YHb7YbNZoPD4ZgU7SOZTCIYDFZkTaJqie8spJc5si0LZYHLxR0Ls5En2/+YrCcSiQT2798PALDb7airq0NdXR3MZrPYbjQaRXt7O6LRKPr6+hAMBkUBzumEvrzIYsRkMsFut8NqtcJkMomfckYzMLyATpCgTedBURSRIU5Z0NROOp0e0nZkKGg5XdeFqEHbsNvtUFUVZrMZDocDmqaJrPhsNot4PA5d18XsBBLPSZxNpVIIhUIis5CWGSlwk12NbBEDoKhXO+0rXa/RaFT0aaIUE/KHEtKnAnn7hdY/QP6AxmjvQTrXyWQS/f392LdvHwKBAJqamsS5lgdmRgvdt6lUCt3d3WhtbUU4HIbf76+YbHSgNIF448aN+OUvf4nOzk4cccQR2LBhA0466aQhl9+yZQuuueYa7N69G01NTfj+97+Pyy+/PG+ZTZs24cc//jE++ugjLFiwAP/5n/+J8847T3x+44034tFHH8V7770Hq9WKlStX4qabbsKhhx6atz8//elP8Zvf/AZ+vx/Lly/H7bffjiOOOGJc+8kwDMMwpaJaHrQZptTs3r0bv/rVr0blfb1nz56KFO4qAY/Hg3POOQef/vSn86xjt27discff5yPe4Xy7rvv4tZbb4XP58MZZ5yBs846a9BgSbVRLfGdhfQKQBZiS7FtshlJp9OIRCIwm83w+XzC/5r6FovF0NXVhWg0KrJgSyXYGQwGmM1mIUZqmgZN04Q9itl88NIfq0BZuA4J65RNToMG6XQaFosF6XQayWRyTOePhHAS+nVdF9eAoihQFAWapsFmswnfe5o1QFmFJHrncjkhmpO1C/mvj9Ynm7LYU6lUnh/8UF90su0NzUqY6HUgi9j0c7jM+ML3JysrXR7IKtx+sYKeI0H3l8FgQCgUQk9PD+LxOGw2GxoaGvKKq46FTCaDeDyORCIBv9+Pzs5OhMNhhMPhigpQ083DDz+Mq666Chs3bsRnPvMZ3HXXXTjrrLPwzjvvYO7cuYOWb21txdlnn41vfvOb+P3vf49XXnkF69atQ11dHc4//3wAwNatW7FmzRr8/Oc/x3nnnYfHHnsMF154IV5++WUsX74cwEEx/lvf+haOP/54pNNpXHfddVi1ahXeeecd2O12AMDNN9+MW265Bffeey8WL16MX/ziFzjzzDPx/vvvj5hlxDAMwzAMw1Qf+/fvR1tb26gSjUqlN1QDDocDp556Ki666KI8Id1isWDz5s0spFco+/fvR3t7OzRNg9vtxhlnnFH1Qnq1wEI6M2pIHCVxNhwO5wUCynwmf+5S+aLLliuU0SsXqByPeD4ccpa6bCGTTqfF7yR4j1ZclWcYyLYshWJtYTFZudgs+bfLHun0+VhmCeRyOdFmJBKB3++H1WoVHumyfQptNxqNCuGWPOOHyuIu/L3YMSrM9KZ/8uRtD5cRPtZrURbMabZBYZFTWUwvPB9ysd/CczfcMabCvIFAAAMDA1BVVcw+GEpUl48bndt4PI6BgQHE43EEg0GR9c5Vv4fnlltuwdq1a/GNb3wDALBhwwb85S9/wR133IEbb7xx0PJ33nkn5s6diw0bNgAAlixZgu3bt+O//uu/hJC+YcMGnHnmmVi/fj0AYP369diyZQs2bNiABx98EADw7LPP5rX729/+FvX19dixYwdOPvlk5HI5bNiwAddddx2+/OUvAwB+97vfoaGhAX/4wx9w2WWXjXlfGYZhGKZUVEvGGsOUmkqxc5zpyM+V0WgUH3/8McLhMNra2qbUWi+VSmH//v3YsWMHnE4n5syZwwk4kwxpZAcOHMAbb7yBmpoazJ49Gz6fb0ztRCIRcV3s27dPuABUGtUS31lIZ0YN2YQYDAYkk0kEAoE8cZgsQEisK8WNYDQaYbFYhI+7zWaDyWQSmdxjLSw6FsxmsxhZpmzxYmLqaKDlKKubMpcp0FIBWrngaSKRQCQSEZnnVFQyHo+LbPJ4PD7mvlDmei6Xw759+5DL5eByuXDooYfC6/UKYRkAgsEggsEgwuEw9u7di7179woBn4R32Q5GvnZoG8XEXrmvsmUOgEFCujxYMJ56AfRPjtFohM1mg81mE3Y6NMNBURSYzWbxTxEdT1nIpmz8cDgsCsjKswsKiUQiaG9vh8ViEctarVY0NTWhtrYWZrMZVqt10GwKus7S6bQYuAgEAtizZw/C4TD6+vrQ29srzkMlMRmBOBQK5b2vqipUVR20fDKZxI4dO/DDH/4w7/1Vq1bh1VdfLbqNrVu3YtWqVXnvrV69GnfffTdSqRQsFgu2bt2Kq6++etAyJL4XIxgMAgC8Xi+Ag5nvXV1dedtSVRWnnHIKXn31VRbSGYZhmIqiWh60GYZhCtm3bx/uuusu7N69G52dneL//qkgEong0UcfxWuvvYbFixfjsssuw3HHHTdl26tW0uk0XnjhBezbtw8NDQ34+te/jtWrV4/Jcnbv3r2488478d5776Gzs3PQM2ylUC3xnYV0ZtSQSAmgbIuSkVArF/6UX1MFiZrZbFb4xhsMhjwbmbF8kdKXiFxslARTal/OgiaxnjLPSYilwQ8a4CDRfSzQeTcYDAgEAtA0TWSnk8hM/aWCtOFwGKFQCMFgUPRV9qWX2y7MHB9K/JY/Gy4jfaK1AuSMAUVRYLVaoSgKnE4n7HZ7nqAt+6XLvvSRSASJREIMYtBn8gyOQlKplCjma7VaYbVaYbfbxXYVRcmbBUDIMxFisRgikQgCgQB6enoQCAQQCoUQi8UqsnjQZATi5ubmvPd/8pOf4Prrrx+0fF9fHzKZDBoaGvLeb2hoQFdXV9FtdHV1FV0+nU6jr68Ps2bNGnKZodrM5XK45pprcOKJJ+LII48U26H1Ctuh2hUMwzAMUylUy4M2wzBMIYFAANu3b8drr7025dtKJpN4//338f777yMYDOLCCy+c8m1WI7lcDm1tbWhra0NTUxM+97nPCevf0RIIBLBjxw7885//nMKeTj3VEt9ZSGdmFLIFh2zpIou3U5GNLrctZ7ybzWZYLBYAEELyWL5cKEM7nU5D13VRQJL80CkTPZ1OIxAIIBgMiix2ufBoOp0eV3a2TDabRSQSQV9fH3Rdh6Zp6OnpgclkgqZpMBqNiMViiMVi0HUdqqqivr4e2WxWHA86NnJGuTwYIGeTk7+8/D750JNVDA1YFGakjzUbna4bo9EITdPgcDhgsVjgdrvhdrthsVjgcrmgaZrw3ifLFwqQJKJnMhnY7XYkk0nE43GoqopkMikEbrkArHwtyAMBVLA3EonAaDQiFApBURQ4HI68mRUA8qx8/H6/sNUJBAJC0K+koDTZtLe3w+Vyib+LZaPLFP7DM9I/QcWWL3x/LG1++9vfxptvvomXX355wn1jGIZhGIZhGKa0RKNR/OMf/4DFYsEHH3yAvr6+ae/DwMAAXnjhhSG33d/fX/EJOmazGYceeigWL14sNJix0tXVhV27do17pkA8Hse2bdtgt9vH9Jz27rvvor+/f1zbZKYfFtKrjGIFGGeKyEbZ6GS7oSgKVFXNy1KfDoxGIxRFQTabhaIoQgAm33TKHh8NlEVOInYgEIDZbBZCNdm1pNNpBINB9PX1CVGV/OxlQXki5zqTyaC/vx+BQAAWiwUdHR3CJoMytWngwGAwwG63w+VyiQKvsse3LKTLdi40YJDJZERWezqdRigUEoUyaTYEnddCIV0W0Ue7v5QFbrFY4PF40NjYCE3TUFNTA6/XC5PJBKfTCVVVxWwHGpwpLDaazWbzbHUCgQCSySQGBgbQ09ODRCKB/v7+PNufwkEFv9+PcDgMk8mEzs5OkQFPor48w4JmHNA1QFnwdF3IGfyVyES/n1wuV56QPhRUPLkwU7ynp2dQJjjR2NhYdHkqyDzcMsXavOKKK/DEE0/gxRdfxJw5c/K2Axz8x27WrFmj6hvDMAzDlDMz5fmDYRhmJAKBAP73f/8XzzzzDHRdL4mQfuDAAdx9991DFsNMp9Po7++v6O9mRVFwxhln4Bvf+Ma4i36++OKLuOmmm8YtpIdCIWzatAnPPffcmIT0eDw+Y4T0Sr6GRkvZC+npdBrXX389HnjgASEiXHrppfjRj34khNFcLoef/vSn+M1vfgO/34/ly5fj9ttvxxFHHFHi3pcvMy2LkfZHFmtJZKWfpeiPnKEu93EsUNY1ZZ/LhUtJeKafyWRS+KGTDU/hF9lw/RhJfJZFerKx0TRNWM5omiaytq1Wq/hdURRxHooVy5SFdJPJJERmyq4n8Vj2m6djU9jvsfi/EySOWywWMTBAmel2u1343pOQLg/MyEI6idZkxWM0GkVmfSKRgNVqhcFgEMdDXk9GzsDP5Q4W8lUURXjw04wLAHmzD0KhEOLxuMjir/QgNp1TwxRFwdKlS7F582acd9554v3NmzfjnHPOKbrOihUr8OSTT+a999xzz2HZsmUiC2LFihXYvHlznk/6c889h5UrV+b19YorrsBjjz2GF154AS0tLXlttrS0oLGxEZs3bxa+hslkElu2bMFNN900pv0sFzi2MwzDVC/VMvW7GuH4zjCDSafT6OnpQU9PT8n6kEwmceDAgZJtfyqhxD273Y6GhgYsWLBg3EL63r174XQ689aX67CNRCaTQW9vL3p7e8e1/UqnWuJ72QvpN910E+6880787ne/wxFHHIHt27fja1/7GtxuN77zne8AAG6++WbccsstuPfee7F48WL84he/wJlnnon333+fqxIXQFYA5WoJMFSfRrqpZOGaREaydCn0lJ4OZEGfBGDqj2xHMhIkiJLdh+zdTdnulP0ci8WGtXEhCxbKvnY4HDAYDHm2KqFQSIiyxYp+0nGk4puapsFut8Pr9cJiscBisQiRmOxP6DXUjAC5ACmdKxLprVYr0uk0PB6P2D8Si6mAZ2HG/VjsXEiUttlsaGhogM1mQ01NDZqamqCqKpxOJxwOh5hlIPuiF15Tsn0NnTva93Q6LbLIE4mE+J2K9uq6LvpfCA1akGUNHUvZ2oUsZWigZaI2PuXCdAfia665BhdffDGWLVuGFStW4De/+Q3a2tpw+eWXAwDWr1+Pjo4O3HfffQCAyy+/HLfddhuuueYafPOb38TWrVtx991348EHHxRtfuc738HJJ5+Mm266Ceeccw7+9Kc/4fnnn8+zbvnWt76FP/zhD/jTn/4Ep9MpMtjdbrcYfLnqqqtwww03YNGiRVi0aBFuuOEG2Gw2XHTRReM6PqWGYzvDMEz1Ui0P2tUIx3eGYaabJUuW4LTTTkN9fT1WrFgxodp4LS0tuOSSS9Dd3S3ei0ajeOmll/D6669X9Ezv6aBa4nvZC+lbt27FOeecg89//vMAgPnz5+PBBx/E9u3bARw82Bs2bMB1112HL3/5ywCA3/3ud2hoaMAf/vAHXHbZZSXre7kii+nlgpwlPZTncOHvheuTwCkXF5VF2umCvLtlUV8WVcdy3OVCn5FIBMlkUoi6lLlN4mkmk0EymRyyfbPZDLvdDlVVUVNTg/r6eiHykkUMZVQPJcbScbZYLKIIptvtRn19fZ5wTsehcN2RoEECALDZbOIYkKe4ruvo6OgQFia07+MtKkoZ6E6nEw0NDfB4PHnWLmRdM5rBGPlzOgaqqsJmsyGXy8FqtcJmswnRHDg4hYtmEhQLOmRlQ774sVhsyJkE8k9mfKxZswb9/f342c9+hs7OThx55JF4+umnMW/ePABAZ2cn2traxPItLS14+umncfXVV+P2229HU1MTfv3rX+P8888Xy6xcuRIPPfQQfvSjH+HHP/4xFixYgIcffhjLly8Xy9xxxx0AgFNPPTWvP7/97W9x6aWXAgC+//3vIx6PY926dSJ767nnnqvYB06O7QzDMAwz8+D4zjDMdGIwGHD44Yfj8ssvx9y5c6Eoyrj90YGDz3df//rX8wTzvr4+RKNR7Ny5k4V0BkAFCOknnngi7rzzTnzwwQdYvHgxdu3ahZdffhkbNmwAALS2tqKrqwurVq0S66iqilNOOQWvvvpq0WCcSCSQSCTE36FQaMr3Y6YwlC3IWIU8WZik3+VXYdty+4V2HoW+73Ib0+WLXohcCHOovo0F2f+bxFXKJJeLXBY7/rL4bbPZoGkanE4nnE6n8G1PpVJCaCc7lWQyOagdslghCxdN00SwkrPPx0sxMZrsTOh3TdOE8EyiO+3/WLdFQrqqqoP2iWY1yNfQWM+dPIVVHiTQNE0I7LJtzXAjuNUolpdiRHvdunVYt25d0c/uvffeQe+dcsopeP3114dt84ILLsAFF1ww5Oej6avBYMD111+P66+/fsRlK4GpiO0Ax3eGYZhKoFoy1qoRju8MM3lQAhw9QxZSOLu5mlAUBR6PB1arFY2NjXC5XHA4HBNul2aryySTSTQ0NGDOnDnQdb1qj/loqJb4XvZC+g9+8AMEg0EcdthhIgP3P//zP/GVr3wFAMQU+MKCaw0NDUNWHb7xxhvx05/+dGo7XuaM5SIlIVa26KDsb7pRZHsQufBjIbJnuMViycvalu1QCvtKImMmkxHWJbKPNPVT7hv9XmoLm0KfdHoVHh/ZLkQeLCBkoZwylOVjU2x0lPy4qfjhYYcdBrfbjZqaGjQ0NIiMdCpO6XA40N/fD7/fj3379okMaCqWWltbC4/HA03TUFtbC5vNJuxcip27ycJsNotrpampCT6fD+FwGIqiIJFIIBKJIBgMjmqEmK4PKizq9XrhcrnQ2Ngo9s1msw0aFBjvdUT3iaZpwjNd13WYTCZEIhFEo1EYDAbouo5IJDLmAYGZTLUE4mpkKmI7wPGdYRimEuD4PnPh+M4wk8eCBQvwr//6r5g/f37Rzz/++GM8/PDD2LVr1/R2rAyYO3cu1qxZg0MPPRQtLS3weDxTti273Y4vfOELWLx4Mfbt24eHH34Yb7/99pRtr5Kplvhe9kL6ww8/jN///vf4wx/+gCOOOAI7d+7EVVddhaamJlxyySViuWJZzEMJX+vXr8c111wj/g6FQmhubp6aHZgByMK0LH6TaEo2ICT0khBYzBZE9g0nexISYmWxXoZEehLPk8kkstksEonEkNsotXhOFIroQ/VNtqYp9LGfSBFNyromK5bZs2ejtrY2z9qFBiei0ShSqRSsVitMJhM6OjoGWeaQjYumafB6vdA0TWxnqpCvC7pugINZ3TQAkMlkEA6HxySkk897TU0NXC6XsHUh//nCYqLj7TtBAxqZTAYej0fcTy6XS2T/x2IxFtKZqmAqYjvA8Z1hGIZhSgnHd4aZPGbNmoXPf/7zOO6444p+vnv3brz00ktVKaTX1tZi9erVOPHEE6dc+1FVFSeccAKOP/54vPnmm3jppZdYSK9yyl5I//d//3f88Ic/xL/+678CAI466ijs378fN954Iy655BI0NjYCgKgKTvT09Awa6SbIyoEZHjlzl4RHVVWLCukkpst/U3a6LCCTjQXZg5BASj7UZKchQ22TkC4X7CThmbKyp9sPfSSKZYuTMExe53RMSWiVC4ymUqm84p/jsS+hwQoSoVVVFXYsZO1iNBqRSqXyrE2oj3S/KIoirGGoz7SN6ULeFlnVmEwmxGIxUZg0lUoNW1FbHrzRNA1Wq1XsE2W+T/ZMBnlghO4DOhfUBzoP5Va/oJRUy4h2NTIVsR3g+M4wDFMJcHyfuXB8Z6oFi8WCuXPnoqGhAdFoFPv27UMwGJz07Qz3XGq323HEEUcgFAqhv78f+/fvRzwen/Q+lAuKoohjfuSRR8Ltdk+7FlEuCZvlSrXE97IX0mOx2CC7CBJSgYPFABobG7F582YxUpdMJrFlyxbcdNNN097fmYKcOe5wOERWs9VqFYJ3oZBOlhXpdBqJRAKxWAzZbFaI4yaTCXa7XQjGNptNCMgWi0W0W+hvLhe/JKE0k8mIIo1ywU0S/cvxC46+VEwmEzRNg8FgQF1dHerq6qAoCux2O2w2m9i3dDqNQCCArq4ucTxjsdiYbXmo4KXD4YDL5RIvp9MprF0ymQyMRiPcbjey2SyCwaAQzz0eD2pra6GqKurq6lBTUyMGU0pxnOm6sFqtaGhoQCaTgdlsRi6XQyKRQCAQQCQSGXJ9i8UijnVNTQ3q6upgs9lgt9uF/cpU7RcNbNAAAFnu0Db9fn/ewFG1Uy2BuBrh2M4wDFO9cHyfuXB8Z6oFl8uFCy64AF/4whfw/vvvY+PGjSPWTZpsGhsb8fWvfx3nnXceXnnlFWzcuBH79u2b1j5MJ263G//yL/+Cs88+G263e0jLG6Z0VEt8L3sh/Ytf/CL+8z//E3PnzsURRxyBN954A7fccgu+/vWvAzgoTF111VW44YYbsGjRIixatAg33HADbDYbLrroohL3vnKhbG/K3qVsXTkjnbK/CzPQqdAmZYuTIE8Z0ZqmiYx0+X0S74eydqEim5S1DRwUVeUCnOWWkV4MOSPdarWipqYGmqbB7XbDbrcjnU4jFoshlUoBAAKBAAAMKv45lm2ZzWaRBU0DF1QgFEBedjy9aABE0zQ4HA6RkU6zB0oFbZsGc3K5HGw2W94gz3DQNW2xWPIKjFKG/lT3m/oOHPS6t9ls0HV9ykX8SqRaAnE1wrGdYRimeuH4PnPh+M5UA5SstnDhQqxcuVI8yxezLJpKrFYrDjvsMABAf3+/sF2dqaiqisWLF+Mzn/kMPzOXKdUS38elGrW2tqKlpWWy+1KUW2+9FT/+8Y+xbt069PT0oKmpCZdddhn+4z/+Qyzz/e9/H/F4HOvWrYPf78fy5cvx3HPPwel0TksfpxJ5+ghdWFN9gZEYSWIj2U+Q+C37fgOfZIyTwE2ZymRpItu5OBwO0ZbVahXvy5nkhWK4bN0iZ6QbjUYkk0lRcJSsMeTs9lIhZxPLRUKBgwHP4/FAVVU0NTVh/vz5UFUVTqcTNptNZPaTX3kul0M0GhWZ6YVWOsNBAwzJZDIvq11RFMTjcWHtkslkEI/HEY1GEYlEkEgkhHBut9vhdDrFTIJygQZ7stksrFYrvF4vdF1HPB4XsyEKjz1dF1arVdjUkJXNVBVKLYY8SCVb5iiKIgZQOCOdKQXTFd+rPbYzDMMw08vGjRvxy1/+Ep2dnTjiiCOwYcMGnHTSSUMun0gk8LOf/Qy///3v0dXVhTlz5uC6664TgnClwfGdYSaO0WjEkiVLcPTRR6O+vh6LFi2CwWCAz+fD6tWrMXfuXLFsOp3G7t278fbbbw9rOzoRAoEAduzYgY8//hg7d+5EKBSaku0wTDlTivg+LlVs4cKFOPnkk7F27VpccMEFUzry5XQ6sWHDBmzYsGHIZQwGA66//npcf/31U9aPUiBnLstiMjC1YrrBYBCZ42Q5oqpqnrULZaRTcVESLYGDAiBlN5O1y1BCupwtPVQxThrVIlGYtqfrOhKJBNLpNBRFQTKZzBt4oP7RPk0XJIDSOZMFXYPBAIfDgZaWFjidTjQ3Nwsh3eFwwGq1ClE7k8mgr68PTqcT0WgUJpMJoVBIiOKjEVqpKCsARKNRhMNh4X9utVpFRn8mk0E0GkUwGEQgEEAymRT3tcvlQk1NjRCby2n0l64ZEvp1XRf7SRZDhb7yiqLA4XDAbrfD4XAI6yJ5AGeq95GOI/Ull8shEomIAqo0aFRJo7JTQbWMaJcT0xXfqzm2MwzDVDvTHd8ffvhhXHXVVdi4cSM+85nP4K677sJZZ52Fd955J0/4krnwwgvR3d2Nu+++GwsXLkRPT8+UiWHTAcd3hpk4ZrMZJ554Ir797W/D6/XC5XLBYDBg9uzZ+PrXvw5d18Wy8Xgc//3f/40PPvhgyr47enp6cP/99+Nvf/sb4vG4mMnOMKWiWuL7uIT0Xbt24Z577sF3v/tdfPvb38aaNWuwdu1anHDCCeNpjilAFoMLfyemIyudxHLZ5kX2R5czeGW7jXQ6LTKXyROc1pGz08k6hH4OJaQDGCSGkl1MJpOBwWAQ4mPhPpRa9JW9rqk/lNlvt9uFmKuqKux2uxDSybtc13XY7XYAEAMQtM9j6QNl8icSCei6LgYhZI/0RCIhXlTUVZ6ZUE7Z6DJ0rSqKglwul9fXQjsc+VqWvfuL3WNT3Wd6yfcHvUp93ZYLLKRPPxzfGWZyoenfFoslr6YLw1Qz0x3fb7nlFqxduxbf+MY3AAAbNmzAX/7yF9xxxx248cYbBy3/7LPPYsuWLdi7dy+8Xi8AVLwXL8d3ZqKYTCaoqjpuK1WqZ0WzbysJsri1Wq2oq6tDc3Mz3G63+FxRFNTV1eWtE4vF4Ha7JzTrmZLdwuFw0c8DgQA6OzvR3t4+7m0wY8NoNMJms8HpdIrEPZ5J/gnVEt/HpYwdeeSRuOWWW3DzzTfjySefxL333osTTzwRixYtwtq1a3HxxRcP+iJhhocENVlYI9GPsoapsOZU3qiF4h75l8sWLJQlLwcF+e9ifSTxkrLbKRAX+qIXE79JjJfbouxui8UiRo9ITKdty32YTtsO6jP5xtOLBhJsNhu8Xi9qamrg9Xrh8XhE5j8J6aqqikzxcDgMVVVFgVDa59F4pudyOXHd+P1+fPTRR+jp6YHH48HAwIAQ0tPpNOLxOPbv3w+/3w+TyQSHwwG32y2KkgLTm9k/VsgqxeVyoa6uDvF4XOwbIYvu5BUv32/TAdkeAZ8MCJGFEg1ajMcPfybCQvr0w/GdYSYXh8OB008/HUuXLsWBAwfwzDPPzOhCYAwzGiYjvhdaGFCNn0KSySR27NiBH/7wh3nvr1q1Cq+++mrRbTzxxBNYtmwZbr75Ztx///2w2+340pe+hJ///OewWq3j6nep4fjOTJTm5macddZZaGpqGtf6sVgMf/vb37Bt27aKEx4XLlyI1atXY9asWTj++OOnzYt83759uPfee9HY2Fj0897eXnz00UfT0hfmIPX19bjwwguxdOlSvPfee/jLX/6Cvr6+UnerbKiW+D6hFFOz2YzzzjsPZ599NjZu3Ij169fje9/7HtavX481a9bgpptuwqxZsyayiaqBxGQq+qgoSp6QnkqlBvluTxWFBSrl7HF6FQrpdMPIBUYps5bEbbPZDJvNJqxFKAuXtjlcf4hC8Z6yrcn2hWxUZDuVidzM40G2u6H+kXc8FRj1eDxCTHe73bBYLML2Jp1OQ1VVkSkeiUSgKAo8Ho8QtSORyKj7kkqlkEqlEAgEsHfvXiiKAp/Ph0AgAIvFglQqJYT0AwcOIBQKwev1oqWlRXh3l3uWtDzQQqPDkUgEwWBQvC/PmiDRWr62p3P/5Ax48kkv7A/DlBKO7wwzOdjtdpx++um49NJLsXPnTuzevZuFdIaZBJqbm/P+/slPflLUKqSvrw+ZTAYNDQ157zc0NKCrq6to23v37sXLL78MTdPw2GOPoa+vD+vWrcPAwADuueeeSduHUsDxnRkvc+bMwUUXXYSlS5eOa/2+vj4MDAxgx44dFSmkX3rppTjssMPE89p00NbWht///vdDJgVms9mKzPCvZOrq6nD++ecjk8ngySefxD/+8Q8W0ieZSojvE/oG2L59O+655x489NBDsNvt+N73voe1a9fiwIED+I//+A+cc845+Oc//zmRTcxoKBuVMpXJs5pGXOTsbLLakDORSagtdealnGFrMpmEaEziZDabzRsoIFF2PNYrcuFVCijUdjabzduenJ0OQBQonWpIuCcxv5igX2jZIx8T+ffCZSeCHGhpihhZ8cgFTumY0fVZSaIuWefI2ebysSs8juUyOFB47knsp2sa+GSAphSDQ6WCM9JLB8d3hpkcyNrFZrOJmXgMU+1MRnxvb2+Hy+US7xfLVpMpNuN1qP8D6f+vBx54QNg33HLLLbjgggtw++23V2xWOsDxfTJxOBzw+XywWCxFP9d1HX19fXm+2ZWG2WyGz+cTtb3cbve4r3+Hw4FZs2Zh4cKFiEaj6O/vRywWm+QeTw0mkwmapk1bJjoh1ztjygOqcwZA1JBjPqFa4vu4hPRbbrkFv/3tb/H+++/j7LPPxn333Yezzz5bXEQtLS246667cNhhh42n+RkPiWWqqqK2thZWqxVOpxN1dXVCRNc0TQjU5Cfm9/vFz87OTiSTSeF1PdnIRU0LR4zlm0P+XR4YkD3VaRn60qHCohMRMQv91Mk/nLLT5T7Lgw2ySDzZUNvkgUqeWfTPE+0zievULxoQKXzJgnzh32OBzkcul0MsFoPRaISu6wgEAmLggb5Q5Axp+mehkoR0AKIgLt1jZrN50HGj64d+LweoT2azGU6nE06nEwDEfZRK/f/Ye+8oOaoz/f/pWF2dp7unJ89Io4wkEEJCRJPBwiRh0mJjG5wwuwZbXnvN/tZnndZe26yNfWxs40RwwsYGL0uSECKIIFsCIQkkIY00mpw65/z7Q9/3crunJ/X0dJi+n3PmzEx3ddWtqtv1Vj33vc+bgM/nQzweZ573810sFkJ66RHxXSAQCARzTTHiu9lsznrQngiHwwGVSjUuO21kZGRcFhvR1NSElpaWLA/kFStWIJPJoK+vD0uWLCmo7eVExPfis2rVKnzoQx+a0Hbj4MGDePjhh/Huu++WuGXFw2az4Z/+6Z9w1llnwel0orW1teB1kYXCqlWrcOzYMfz2t7/FW2+9VcTWCgSCclMr8b0gIf2nP/0pbrvtNtx6660TBo729nb86le/KmT18x4SzMjP2WKxwGazob29nYmXNNpJAmA0GoXRaGRCqN/vh1KpZGLtXDCRiJ7vb9ov3kM9n5BezAxnXgjlM9Rp/fx2SYieK9E0N/OdsrzJVgUA8+HmRX1eIM83QJHvh96fDrw9EPBe8c1wODzOHkitVsNisTDxmSyGaD3VAFkjKRQKxGIxaDQaZgFUieRmy/O1CWhWCn1nIpEI4vE4O/e1MI1PCOmlR8R3gUAgEMw1pYzvWq0Wp512GrZu3YpNmzax17du3Yqrr74672fOPvts/PnPf0YwGITRaAQAvPvuu1AqlbMSEsuJiO/Fp7W1FRs3bsSiRYvyvv/qq6/i6aefrmoh3Wg0YsOGDbj++utnvS6tVotTTz0Vp556Kt566y1s3bq1CC0UCASVRK3E94KE9MOHD0+5jFarxc6dO/GBD3wADoejkM3MS6jKr06ng8FgQH19PaxWK8xmM4xGIxMvSQzkBWCz2cw8tEOhEKLRaJZ/Otk+zBYS0JPJJBQKRVbBRvIDI/sWfvl8Yiu1vVArl+nA22Lk2qKQHQb90D4UKzOdF2jpGJGAzgvq1BaFQoFoNMp8z4PBIEKhEDvWdB4poz0YDLJlwuEwwuEwYrHYlB75JMbSgA2dN16EJVGWjg1vi1LK4pvFhrK6+QK5/AyATCbD/Of5bPxSkm9ARJZlNDc3Ix6PQ6/Xw2AwjBPSbTYbwuEwvF4vhoaGWHY6X1BVIJgNIr4LBMUlFovhwIED2LZtGw4fPgyPx1PuJgnKhEKhQHt7OxYsWJDlr+vz+XDkyBF4vd7yNW6es3nzZtxyyy1Yt24dzjzzTNx///3o6enB7bffDgC4++670d/fj4ceeggAcPPNN+Mb3/gGbr31Vnzta1/D2NgYvvjFL+K2226rWlsXEd+Lg8lkwpIlS1BXV4eTTz4Zer1+wmWtVivWrVuX1WdSqRS6u7vR09NTsYk+uczV83s1MTo6itdeew2Dg4Noa2sbdx3nGR4eRldXF9xuN7q6uua0tp2gvDgcDpx11lnjPL3zMTw8jCNHjlS11VMlUq74PqdVEn7729/iX//1X0Ug5iCfsYaGBpjNZixbtgw2mw2SJMFgMDBxms/aJqHaZDIhnU6jrq4OVqsVkUgE7777LuLxOLN5mW2WKgmNiUQCsVgMmUyGfdmpSChv3ULwon8uvMA9Vx5SvH0HBTVeLCVxm4I2tYf81GcLL55Ho1GEw2FWwJNmDJDA7/P5MDQ0hEgkwoqP0vmXZZmtI5lMYmxsDIODgwgGgxgdHYXP50MsFpvwPNM2ZFlm/cloNI7z7guHwwgGg0ilUgiHw4hEIlCpVJBlGRaLhX222m5yaP9pQECn00Gv1yMWi7GBA6ozQMeRH+goZ7vr6+vR0dEBlUoFu92O+vr6rOK+4XAYQ0NDCAaDOHz4MF577TX4/X422DIfM7BFRnrlIuK7QDA9/H4//vKXv2D79u2IRqPo6+srd5MEZUKj0eD888/HbbfdxrKgAGD//v34wQ9+gD179pSvcSWm1PH9xhtvhMvlwte//nUMDg5i1apVeOqpp9DR0QEAGBwcRE9PD1veaDRi69at+OxnP4t169bBbrfjhhtuwDe/+c2C2lxNiPg+OS0tLfjUpz6F9evXo66uDna7fcJl29vbcccddyAUCrHXwuEwfv3rX+P3v/+98L6uIt5++23cc889MJvNuOmmm3DbbbcxG85c3nrrLfz4xz9Gb28vhoeHxXmex6xevRpf/OIXpxTHM5kMnn32Wfz4xz/G4OBgiVpXHmolvs+pkC6EjGxI5NPr9TCZTMzWxWq1Zlk50LI8mUwGWq2WicXxeJxltWs0mqJm1eYWyuR9u/ONqNJ+5bOBKXbBzHzw680tZEoZ19R2lUrF9o/3WC8E2l+6WPAZ6PTDZ8JTW+PxOMLhMNRqNcsyp4xwAFlCeiQSYctEo1HE43Em2E92PPjMclmWodPpxnmuUzYzf8wog3u2x6ac8EVo+SK3vM1QPi/6UjHRtnQ6Hex2O2RZhtPpRGNj4zghnWYx+Hw+GAwGxGIxRCKRkrW91AghvXIRx1cgmB7JZBI9PT1ZN/GC2oK/x2pqasKaNWuyvD9TqRSsVmvWPep8pxzx/Y477sAdd9yR970HHnhg3GvLly+vSesJEd/zQ88SRqMRS5cuxdq1a6f8jNFoxLJly7JeCwaDaG5urvgChbmzvecCek6rhuuez+eDz+eDVqvF2WefjXg8nvd5PJPJYGxsDPv27UN3d3fpGyooKRaLJctrezIOHz4MvV4PlUo1YQLqfKBW4vucCumC9yCBUqfToa6uDg0NDTAajdDr9cxXnJgsWFHBTpPJBK1WC5vNBofDwYRX8sCeLWQ1kslkEIlEWFY3ieMk8PG2KlRVmmxfeBFwLoV0grZBARlAlmgcj8fZ+xS4KVOb9xGfinxibCKRQDQaRSqVQiQSYX/TMeOJRCIYGhqCz+dj65EkCSaTiWWkRyIRJBIJuN1u9PT0IBKJYGxsjInfE2X+kw2ILMssE91gMDCvc2o/nS/ycI/FYlm+6GQtVI1Qv6Xvilarzco6TyQSbDZANBpFNBqFVquFJEnsuM71vvPBU6/XQ5IkWK1WNDU1QZZlmM1myLKc9f0BALvdDqPRCI/Hg4ULF8JiseD48eMIBAJi2qBAIBAIBBVIR0cHNmzYAIfDgfXr14+bJVhfX48rrrgCS5cuRVdXF3bu3IlgMFim1goEglxkWcZpp52GFStWYMGCBWhubi53k+YUtVqNNWvWYPXq1WhubkZnZ2fRt2Gz2bBx40a0t7eju7sbO3fuhM/nK/p2ik06ncbevXvx8MMPT2gDsWvXLnENF4xj0aJFuOGGGzA0NIS9e/firbfeEvasVYwQ0kuERqNhvsdOp5MVFiVf9Iky0XnoPZ1OB5VKhWQyicbGRoRCIQSDQQQCAQQCgVm3lcRGEoKVSiXi8TgTJEmEJiGdxD7y5E4kEkyYBJAluM8V/PGjtgBgGeGUBQ685/Ou1WpZljpvWZOvrbynNT+oQAMH8XgckUiEFX8Nh8NZGc/8eoLBIHp6eqBWq+H3++F2u6HVamGxWKDX61kmeiKRgMvlwuDgILOLoe3lQ6VSsSx0o9HIZjoYDIYskTiTybCscxLRw+EwNBoNO28ajaZqhXQgu6CvJElZtj7xeJxZoQSDQXauaFCrFNAMCaVSCbPZDKVSyaxdaJZJ7mCGJEnQ6/WsP7tcLrjdbkQiEfT29s5LIV1kpAsEAoGg2lmxYgXuvPNOLF68mNVJ4mltbcVtt92GWCyGxx9/HO++++68F2FEfBdUE0ajEVdffTVuvvlm9vw+n5EkCRdccAHuuOMOGI3GOdnfxsZGfOQjH0EsFsPTTz+Nrq6uqhDSk8kkXnnlFezZs2fCJDyqhyYQ8KxevRoLFy5EIBDAfffdhwMHDsxLIb1W4rsQ0ksELzjzYuV0M6F5QY2mhwJgQmEsFiv6FDESgik7XalUMiGdrEzob9oPep+3PSk11CaCzx4H3isKmnvsFQoFs1jJdyz5z/PZ6PmsXPKJ6AQJoSSYB4NBJlzTOkKhEBKJBLN1IUuXqaa98dPw+AEPmkJEqFQqVnSVHzzInWlQ7dDx4IvPkohNx5rOHV/Yl7clKia5AzJ8G2kghK9FwMPXT9DpdJBlGbIsZ802mG/USiAWCAQCwfxFkiQ4HA44nc6876vVatTV1QE4MU2cn6U6XxHxXVBNKJVKmEwmNDQ0FOX7qdPpYLPZEAwGEYlEijajvFiQhY3T6Zy0mOpsUKvVsFqtAMCsraoFej4XlJ50Oo1gMAi3280SVScq+lpp6HQ6Vr/NaDTOC60lH7US36uj180DtFot+9Lo9XrIssxsOGYKL7zJsgyr1QqFQgFJkpiIPNtOSJ9PpVKsKCMVaOSFWoVCAY1Gw2xBSERXKBTQ6XQlF2R5UZgXIsn2hgYAKCubfOkpk5sXlHOPBy+k8xnp9H8sFmPC7GTe21TwUqFQwOv1IpFIsAEWrVbLLFfIKicUCjFxPneQgNYHjBfRqX/l+tuRSMwvm1sQttJ9+6ZDrrcf7X8ikUAoFEI6nYbX64XBYIDBYIDRaGQDCXMRkHm7IbL/IRsi3n5msu8MnX+yd0okElm1FeYj1RRQBQKBQCAQTA8R3wW1iCRJOP/882GxWDA4OIinnnoKb731VrmbJRBUBX6/H0888QSOHj2KBQsW4Morr8TChQvL3SxBDrUQ3+dUSP/whz+cVUynVqEMcrJ20el0kCQpb9bpTNapVCqZn3I6nWZCNonFxYDEXOC9giC8UM2L0DTKBpzIlC/3F4gXJEmcpmzwVCoFjUbDROx4PM6ywmkfc+ELrlI2MwnpqVQqK2N8sn3nz08gEGBTv/ht5vs8X0Q133K54nju/yTs85nnuR72uZ7c1U6+gYFEIsEGRvx+PwwGA9LpNPNKz2QyE/aB2ULnIB6PIxQKQa1WM9F+OkI6vUcj8GS5NF/Ol6B6EPFdIBAIBIL5h4jvc4tGo8GZZ56JDRs2oKurCwcPHhRCukAwTYLBILZt24bt27djw4YNWLt2rRDSBWVh2kL63r17p73Sk08+GQDw05/+dOYtmsfk2rMUYz2zXddMIPGRF/oUCkWWjclkmdilhm8D3y76m/eAJ8jehV7jhfjcz5GonmvjMtN9z80Qp4GXXKsVGsjI/Sxl2NOsAJVKBUmSsmY85O4/WdBQ++m9Sjl3xSaf1Q8NfpCAHo1GIUkS0uk080qfTu2C6W6XtwKKx+MsI50GcsLhMBvsmcheiM4PedtTkeGpyP3OUnsq/VzXytSwciPiu0AgEMwdgUAAR44cQTqdhs1mg8PhmBcz/2aDiO+lQcT3yoSe7zQaTVVZmgimh9lshtPpnNJ+k5K6RkZG5qVX9lxBGkYgEEB3dzfsdjuzXpqremepVAqjo6PweDxZMWi65xoAO9c+nw/Dw8NTWvZWK7US36ctpK9Zs4Z5B+eD9xWej0XvisVcid6lENNzfZ1zBb9ccZkKeZbyC5ErGOeK/LkiMu//zmdx5w568PtO+0d/89ubKfy2+dkKFouF+WCbTCYmkudmHyeTSUSjUVbwNB6PI51Os/UQlC1PbY9EIsyHnax71Go1y66fLxd2ftCDoMGHeDwOt9uNZDKJQCAAWZYRjUZhMpmybm6LcYNLWehURHZkZAQulwvAe97nqVQKixYtYpZNuVnxJKCn02kEAgEMDAzA7XbD5/NNer5oX/gZB9Qesiiq1PNdK4G43Ij4LhAIBHPH/v378b3vfQ91dXW46qqrcMMNN8yZ73C1IOJ7aRDxXSAoPSeffDI++tGPorGxcdLlMpkMnn/+eTz88MPsuVAwfY4fP46f/vSnsNlsOO+88/DRj34U9fX1c7KtUCiExx9/HM8880zWtXLDhg342Mc+htbW1inXsWfPHjzwwAMYHBzE0aNHK642QrGolfg+bSH92LFjc9kOQYEUK8t9uuRmXfMZ3PmyssuR4cy3I1+2NV94lC6EfMZuPmsTfj+KKTzyliqSJMFgMECWZdjtdlYl3W63Q6PRMGGdPgecENLD4TCSySRCoRD8fn/WPlEGNInjJConEgnme8+/z4vt1XQhy0fuec/tk3Ts6PVAIMCEZrPZzPoBDQbNJiudxPtYLMZsXXw+X9YMiYaGBlZwKN+oNq0jlUohGo3C7/fD5/MhGo1Oeq5oJgP55qvV6nFFcSuVWgnE5UbEd4FAIJg7hoeHMTw8DEmSsGTJEiQSiXI3qeyI+F4aRHwXCEpPS0sLLrzwQnR2dk66XCaTgdvtxqOPPlqils0vvF4vXn31VSgUCphMJlx//fVztq14PI79+/fjySefzJo9oFarccMNN0xrHf39/di+fTu6u7vnqJWVQa3E92kL6R0dHXPZjnkNL6KRLzdlABdS1JAXBCnLlSweyiFc52Z785nguVYvcyn288eFhEL6m2/PZJ+nzIxc7/FcIXY2qFQqZsFCYrlWq0V9fT2sVitkWUZDQwP0ej30ej2sVivUajUkScrKMgfeKwabTCYRiUQQCASy/NpTqRSCwSCzAfF6vex9shKhIqy86D4fslLo3JNdSr73qUhsJBKB1+tlfYT8/mnwgs/mBibvx7xwz28/FArB6/UiFovB6/WyTHL6jgwPD6O7uxuhUAh2ux319fVZnvXxeBw+nw+xWAx9fX0YHByE2+1GMBgc1ydVKhV0Oh1UKhUMBgPMZjO73pCQHgwGWQFhv9/P+kwlC+uCuUHEd4GgNFgsFixfvhw2m62gz6dSKXR1deHYsWPiWl2FpNNpdHV1YcuWLTAYDHnf37NnD8LhcBlaJ5iPiPheefDX8b6+PgwNDZW7SeNIJpN499138cwzz8Bms2HZsmVoamoq6jYCgQAOHDiAsbEx7N69G6FQqKjrnyuUSiUWLFiARYsW5dVxlEolTj311GnPOmptbcWFF16I0dHRvO+7XC4cPHgQfr9/Vu2ez2QyGQwODmL79u1oamrCokWLsHDhwlnPKs9kMujp6cHhw4cxOjqK48ePj7v3GhoawgsvvMCKny5evLggfS+X1tZWLFmyhNUfBIBwOIyDBw9ieHh41usXzJ5ZneV33nkHPT0946YlXHXVVbNq1HwkkUiwABEKhRCJRKDVagvyccrNqPV4PPD7/czio5RCeq7nNvk/U6azQqFgAj8xl0UcSQxOJpNswIL+58X1fJ/nf88VCoUCOp0OdXV1kCQJbW1tWLBgAQwGAzo6OtDY2AhZllFfXw+9Xg9JkqDX66FSqZjnOX/8+Mxi8tkmkZSE0uHhYfj9frjdbjboEg6H4Xa7mbULn+kcDoeh0Wiq9iGdn41AXuRkeZO7XCQSYdY2/LlJJpPQ6XSwWCywWq1MmCaLFH7WAv3mBXTqb/F4HMFgEIlEAm63G6Ojo4hGoxgcHMTo6CjrryS663Q6WK1WLFq0CIsXL2YDLiqVCsFgED09PfD5fDhy5Aj27NkDv9+PYDA4bt+0Wi0cDgdkWYbT6URbWxuzBqLBPK/Xi0gkArfbja6uLtZfaGClEqiVEe1KRMR3gaD4tLW14dOf/jTWr19f0OdDoRB+9atf4aGHHmKF4AXVQzKZxIsvvoi33357wgd8n88Hj8dT4paVHhHfy4eI7+UlFovhmWeewUMPPQSfz4eRkZFyN2kc8XgcW7Zswe7du9HR0YG77rqr6EL64OAgfvnLX+LVV1+F3++fUEiuNFQqFc477zx88pOfhMlkyruM1WqF3W6fcl0KhQKnnXYa2traJrT52LlzJ+655x4hpE/Bm2++ib6+PlitVtx222249dZbZy2kp1IpvPLKK7jvvvswNjbGnt153n77bXzve9+D0WjELbfcgk996lMwGo2z2q5CocD69evx2c9+Nsuqpru7G9///vcrXkivlfhekJB+9OhRbNq0Cfv27cvyXSNBaT5ksxYbXuDli1zmCt9TZbryf5Ngx3tjl6vz8Vnp+SxU5jojPde2I9cXnX+tXPCFRCnb2WKxwOl0wmAwoKmpCc3NzUxIJ59zyiyeqtgoicbk+a3X65mIrFAo2IwIWgcNNvDniBeBqxm+MOxknu/UPxKJBCKRCNLpNPNKBwC9Xs+mbyWTSTaQketdTr/5THQ6vnQOyJeeBitoe2S3EwgE4HK5kEwmYbVa0dDQAK1WywZQaDDE6/Uyb/RAIJBX+CbhX6/Xw2QysYEbXkhXKBSQJAmJRAKSJCEajVbcea+VQFxJiPguEBSHfDHbaDSis7MTq1atKmidfr8fDQ0NrDA2wd8LCCqXTCaDsbExjI2NlbspZUfE99Ij4nvh0DU2Ho+zZ6lCn2nT6TRGRkbwzjvvIBKJFLmlxSGdTmN0dBSjo6OIx+NzIuJGo1EcP34cb7/9dtHXPRfQM7wkSWhoaMCKFStgtVpnvV6r1TrpekZGRmA2m1mSm/ie5icQCLBEQZfLlTeBbqb3SVTX7ODBgxN62AcCAQQCAUiShIGBAUSj0XEOArT93OTSXGgGvFqtRn19PZYtW4bm5mb2viRJsNvt0Gq1rC9UYjyslfhekJB+1113YeHChXjuuefQ2dmJv//973C5XPjCF76Ae+65p9htnBdQUUiFQgG3242hoSHo9fqsYDzZqBnfqUiUi8VicLlcGB4eZgJdOeD9xhOJBJRKJTQaDRP4tFotGzgAMOvRwVx4wZz3/aYBBvqfF9VLBYmuGo0GNpsNsizD4XBg0aJFMJvN6OjoQGdnJ7Nzqaurg0ajYXYvfKHIfN7ttA2ypaHBGbVaDb1ez0RSsgtRKpXw+Xw4fvw4gBM3MSTKAieyJEiEpYtzKbz3iwU/Q4Ky7cn6ZiofcUmSIMsyjEYjLBYLK/RK06/T6TRCoVCWXRB9lt6nbdOABlnGxONxeDweuN1ulqWe2ycp41yn0yEQCGBoaIhZsSiVSoTDYYyMjCAcDmN0dJRZ8/A3CrSswWBAQ0MDy4iw2WyQJIkFZxoUoGuSy+WCJEnMeqZSbtJqJRBXEiK+CwSzR6VSYc2aNTj99NOzHqja29vR0tJS8Hq1Wi02bNiAT3/601k+28ePH8eOHTuqJqNPIBDxvfSI+F44kUgEL7zwAqLRKBobG3Huueeira2t3M0SlJCFCxfinHPOgdPpxFlnnZVXLJ0L2tracP311+OMM87Avn378Prrr1fsAEw5WbJkCc466yw4nU6cfvrp41wf+vv78fLLL88om5sy0qejsaVSKbzxxhv45S9/mWXHwvPGG28gEAhMuI7m5mace+65aGpqwumnnz7OAs5qtWLjxo1obW2t6Pu+WonvBQnpr732Gp5//nnU19dDqVRCqVTinHPOwbe//W3ceeedePPNN4vdzqqHtxgZGRmBRqOB1WqFyWRigulEQilBHSsWi8Hn8zFhbWBggPk8lwMSAkm8Jj/nWCyGdDrNsmBJ5Cs2fOYxL6CTLzhv8VJqD3kSt2VZRnNzM+x2Ozo6OrB+/XrU1dWhpaUFbW1tTMSVJGlC65CJoIGJTCYDnU6HTCYDk8nEROX6+npm5WGxWBAIBGCxWFjmOom4AJg9kCzLTCyeql9WGiSiUx+gzO/pCOmUwW2z2djfRqMRqVQKHo+HCeCRSISJzXyGP2Xzk01KKBSCx+NBLBZDMBhkxWDzZf3TSLpCoUBXVxd0Oh3rC0qlkm2XPptIJMbNZlGr1dBoNDCZTGhpaWG++/X19dBqtexcptNpGAwGJBIJaDQa+P1+GAwGZDInit5UipAuKD0ivgsEs0elUuHMM8/E5s2bYbFY2Os0yF0okiThoosuwtlnn511/X/xxReZh6dAIBDkQ8T3wgkGg3jyySfx3HPPYc2aNWhraxNCeo2xbNkyfOYzn8GyZcvYzPJSsHDhQnzqU59CLBbDQw89hH379gkhPQeFQoHVq1fjrrvuQnt7O2RZHiekd3d341e/+tWMrnOZTGbaGlsymcRrr72GPXv2TKibTLWutrY2fPzjH8fatWuh1WrHCel2ux033HADrrnmGmzfvl3c95WZgoT0VCrFvH8cDgcGBgawbNkydHR04NChQ0Vt4HyB920mgTccDiMajSIWizGRmYSuXOsIPus6FosxawiyjcjNTC0HvKBNYqFKpWKZzbkZ4bMVZ3lLDVo3iYz5Cp+WGspEV6vVkGUZZrMZdXV1bAoXDaQYDAZoNBpIklSQZz6/Pf438N6xoSxzk8kEhULBtk/FKOlmgLd2oWNGn68WeM/+fAVvech/XJIkGI1GmM1mGI1G6PV6NrBBMyr4Qp0k1PPwQno4HGbBMhKJsMGdyQp68q9TX6ZrgVKpZIVlJxO5aVmayUCDWPzMF/qhc0rv80J7pVArI9qVhIjvAkHhaLVaFkPq6+ths9myhPTZolAoIMsyZFnOet3hcKChoQEjIyOIRCJ5i1ALBJWEiO+lR8T3wslkMgiHwwiHw3C5XBgdHcXIyAh7fpjoOSmRSLBaSUQwGGQzXKuBVCoFn8+H4eFhtr+FFlOk5K1IJAKXyzWhL3iloFar2Szx+vp62O121NXVlbwNZrMZqVQKDocDTqcTwHs192oZtVrNklKnOj/Uj91u95y1JxqNzsohQqvVwmw2T1iQXqlUsmu4yWQqSlHTuaBW4ntBR3/VqlXYu3cvOjs7sWHDBnz3u9+FVqvF/fffj87OzmK3cd5AIuXY2BhisRiMRiMTNY1GIxwOBxO16ItBHZEPxKOjo+jv70c4HMbg4CDLkiUv53LtG4n8qVQKSqUSOp2OWbqQYMmjVqvHDRrMdHskllLmOQ1QUOHNcDjMjk0pxXTKDm5oaIDD4YDdbse6devQ1tYGp9OJZcuWwWg0sgfufF6qxWoHiahWqxVKpRLxeJxZmPj9fphMJsiyjEgkgtHRURaYI5EIVCpVRQqsE0H2K8FgEIFAgPXHfBdltVoNu90Ok8kEp9OJU045BQ0NDTCbzVnfRY1Gg2QyCaPRiHA4jLGxMQwMDMDlciGRSCAcDmd5nVN/pH5H2esksk8nuJBNEZBdzHSyPsz7quWK6PwAHVkB8UI6efFrtdpCD/2cUCuBuJIQ8V0gKJzly5dj06ZNaGlpwerVq8cJ3nPFwoULcfvtt2NkZAQ7duzA//3f/006fVggKDcivpceEd+Lw8DAAB544AFs3boVa9euxaZNm+BwOPIu29vbi7/+9a/o6upiryUSCbz55ptZ4nol43a78ec//xlvvvkmli5dimuvvRYdHR0FrSsUCuGpp57Cyy+/jJGRERw5cqTIrS0uTqcT1157LVauXIkFCxZkFX4sNUqlEuvXr8eXvvQljI2N4cknn8RLL71U07OIW1tb8cEPfhCLFy/GkiVLiuJZL5g9tRLfCxLS/+M//gOhUAgA8M1vfhNXXHEFzj33XNjtdvzxj38sagPnGzQaFggE2Iiu1WpFXV0dyxomUYuWz2QyiEQicLvdiEajGBoawtGjRxGJROD3+xEOhyui06XTacTjcaRSKWg0Gla8UKvVsqKJJOoplUrmvz1TH27aV8o6Ji9sKrZJWfr0N4mYpYKygtVqNWw2G9rb29HQ0IDVq1ejs7MTVqsVLS0tkGWZLTuX0CAGTSkn6xaDwcCyAsLhMHw+H/PIph86X5UmsE5EJpNBNBpFIBBgA08Tic9KpZIV9WxubsYpp5yClpYW9v3j+yRfhJRqFJDVi8fjycqA57P6pxK/J6LQWRR0nnkxPTcTHUBWv1Or1Vnf0WoYMBHMHSK+CwSF09HRgeuuuw4rVqwo6QB0a2srrr32WibMbNu2TQjpAoEgCxHfiwOJmAqFAtdddx0uuuiiCYX04eFh/O1vf8Nrr72W9Xqpa3bNhkAggOeffx7bt2/H+973Ppx77rkFC+nRaBSvvPIKfvnLX1bEbPqpsNlsuOyyy7Bx48aSPLNPhkKhwIoVK7Bs2TK43W709PRgx44dNS2kNzY24sorr8Q555xT9vMjqD0KEtIvu+wy9ndnZyfeeecduN1u1NXVCRFmBlDmajgchkajgdvtZoIWL6RTpjd5Lft8PiYcAyeEMBr54S1kSg1vQZNMJtkDHdlaUGY9ZV/zYvp0M9N5GxcS0amKOm2T/uYtSihblzK06ULLV6rnRdDZHD+q6C3LMurq6uB0OuFwOGCxWJiNymyy8QuFtkXFYMl3y2azwel0Mm/tQCAAtVqNaDTKRHidTlfRWem5RUbJ9miymwvyrrdarTCbzczGhfpJbjDm7VJkWYZer2ee8rmFQyezk5lLqC253wX6DvAZ6dTnaTlatpJu7GtlRLuSEPFdIJgZOp0OLS0tMJlMWLx4MQwGQ1ns0GgA3+l0YvXq1RgeHsbw8DDGxsbE9VBQcYj4XnpEfC8e9Jzocrnw9ttvw+fz5V3u0KFDCAQCVS920v76/X4cPHiw4Bjn9XoxPDxc8pniM0GlUqGpqQkOhwNLly5lVqiVAOkZkiShra0Np5xyCoLBIAYGBuD3+8vdvJKg0WjQ1NQEm82GZcuWwWw2T+v8GI1GLF++HMlkEm63GwMDA2V1c8hHMBjEoUOHoNVqYbPZ0NTUNCvb33JRK/G9ICH9tttuww9/+EOYTCb2ms1mQygUwmc/+1n8+te/LloD5xu85zF9kQOBACsaSpYgZO3Ce39Thi3ZlmQyGebdBYAFJRKWSx2gSIRWKBQsK5hEfgDMX5qEZBJn+f3NJ9byWb28aMnbZwQCASag+v1+ZrlBAj6fdVtXV8e2TRdesjOhdUUikYK/yGQVYjQasWbNGpx66qmwWq1YsmQJnE4nE2TLMWpK/c9oNEKj0bDMc7PZzGxd6Jx5vV54vV40NjYy0b1SxXTKCKcBp+HhYSYO50OhUECr1aK1tRUrV65EXV1dVr/g9zOTyTCrIuo/zc3NUKvVSKfT6OvrQzQazQoa5RDRM5kMmxESDAbh8/lY8NXr9czih+oWkB1SIBCA2+2G1+utOM/GWgnElYSI7wLBzGhsbMTHP/5xnH766aivr0dDQ0PZ2qJUKnHGGWegoaEBY2NjePjhh/HEE09U3MOiQCDie+kR8b347N27F//93/89oY2Xz+dDd3d3aRs1h3R1deGHP/xhwbU/EokEjh49WrEiOgAYDAZcffXVuPLKK2G1WrF48eJyN2kcer0eV199NdauXYtjx47h/vvvx9///vdyN6skWCwW3HjjjbjkkktQV1eHhQsXTutzixYtwp133gmv14unn34aDz744Jz6pRfC0aNH8aMf/Qh1dXW47LLL8LGPfQx2u73czZoxtRLfCxLSH3zwQfz3f/93ViAGgEgkgoceekgE4gngbRUUCgXS6TTLnFUqlfD7/WykkURWyhpNJpNMOObXRwIx/U8j3uUSOykwJpNJJupJkoRoNMoEc6VSiXQ6zUR0ai+fMZ27Tt7OhYR02gb/Q8JwIpFAIpHIKthImeLkCU72FwBYu2iQgto00y8zCbRGoxF1dXVoaGhAW1sbTCYTbDYbzGYzW66ckH+2TqeD0+lEOp2GRqOBw+HA6OgootEovF4v63eVflGjQRyy+QmFQmxGwkSoVCqYTCbU19ezPpFv1JfOFfVVKtoai8UgSRLri+WGsszpWJC1Ec3aoMEBmgnCZ61T8WIaeKoUaiUQVxIivgsEM4MGzS+66KJyNwUKhQKtra1obW2F2+3GSy+9VPb7DYEgHyK+lx4R34vPyMgIRkZGyt2MkuH1erFr165yN2NO0Wq1WLZsGS688MKKzQZWq9VYsmQJlixZgv379+Mvf/lLuZtUMnQ6HU466SRcfPHFM7q/sVqtWL9+PdLpNHp6eiBJ0hy2sjDo+6VUKtHa2jplMdlKjYW1Et9nJKT7/X52YAKBALMfAU4InE899RSrJCx4DxLHNRoNE1rp79wigACyLCIo45qyqlUqFfR6PcxmM8vq5m1gKBs9EAgwL+dgMFjykV+yjKDMV/JuVqlUTLSlgoc0GMAfj3zrI2sYPiM9FoshmUyy7HPysCYBnbLf7XY7LBYLJEnKm5FOxzSRSECSJPj9fsTjcZbdPhV0jqmoZ1tbG/Pfttls0Ov1WQMelQAdb71ej7q6OiSTSTQ3N7NK6n6/n52/QCDAhPdKCjw0WyESiSAQCDCrJPLdm+piPFEh3MngB7sqzYuNvufRaBQul4tdO8hSiM4fFUENh8NsNgYdt2oKYILiIeK7QDB9tFotVqxYgc7OTixYsACNjY3lbtI4tFotTjnlFFx77bVwu93Yt28fhoaGyt0sgUBQYkR8rwza29uxcuVK6PX6vO8PDw9j//798Hq9pW1YhaLT6bBy5Uq0t7dP+bwVCoXw9ttvo7e3t6BtKRQKdHZ2YsWKFXA4HFi8eHHFPeNNhMViwTnnnAO9Xo/BwUHs27dP1EiZpwSDQezbtw8DAwN46623JrSUEpSGGQnpVquVCb5Lly4d975CocDXvva1ojVuPkDHS5Ik5pspyzITVcmPmRfPo9EoIpEIs6qIxWKsUKRarUZzczMWL14MWZaZrzORyWQQCoUwMjKCSCSCoaEhHD9+vOSZpiTAUlZ3PB6HWq1GIpFg4nYsFmMDDHwR0lxRkzJtAbCMYzpOlH0eDAbZ35FIJKugpizLWLp0Kdra2qBWqyHLclYBRuA9W5x4PI7BwUFma3L06NFp+UaTj7hGo0FLSwtOOeUU2Gw2LF26FO3t7WzQo1JEdEKpVKKurg4GgwEGgwGrVq2CxWLB4cOHWb8JBoMYHR2FVquF3W5ngx7lhvci9/v9zGLF6/Wy/p7vvPEDVzQrgZ8FMhX8TBDqR5UCXUeCwSC6u7uh0+kQDoeh0+mYH7zJZEIikYDX60UwGITL5YLX64XP55uVpdFcUCsj2pWAiO8CwfQxGAy46qqrcPPNN8NgMFTk1Fu9Xs+KCb777rv47ne/K4R0QcUg4nvpEPG9/CgUCqxduxabN29GU1NT3mVee+01fOc73xFC+v/DbDbjuuuuw7XXXjvlM1p/fz/uueeegoV0pVKJM888E5/97GdRX18Pm81WMb7oU9HQ0IBbb70VN9xwA7Zv347vfve7Qkifp4yOjuLhhx/G1q1bEQ6HMTY2Vu4m5aVW4vuMhPTt27cjk8ngwgsvxF/+8hfYbDb2nlarRUdHB5qbm4veyGqGblwo85qEO7ISocDA2zJMlJ1O4p0syzCbzSzLmYRN6ngqlQqRSIT5OvNiX6k6J32BFAoFkskks5OIx+PM2oWOB7WJjlNu9jwvmPIZ6VRwlSxe6D2+wKhWq2WDGJTFr9VqxwVkagMJx7ROKgrKL5MPXpSl88MXF51p1nOpoHZT4U2TyQSLxQKj0ciOUTKZZIMXdGyB8vul03eDZj/wAyvTnYExka/5VPuV+7lKgway+JkbKpWKzRKhmS75CvNWErUSiCsBEd8Fgqmhezm9Xo+mpiYsXryY2X5VGkqlEg6HAw6HA/F4HFarFTqdjsVMcY0UlBMR30uHiO+VgclkwoIFC9DW1pb3/b6+PphMJuh0OqRSqWnNiJ7PUPHs6WSHazQa2Gw2yLLMjt1MrhMKhQIWiwULFy5EfX39bJteUrRaLRucOXjwYFaC5XyE9KRIJJJlGzwVubbAlR5HKMEzGo2y14LBIPr6+nDkyJEytmxqaiW+z+ju/7zzzgMAHDt2DG1tbVUz5aVc8EUldTod9Ho9ey23uCaJzplMJsuqhQQuo9GIlpYWGI1G2O12Vvgwnzir1WphtVphMBgQjUbh8XgQiUSYhUMpIfGVBDvghFitUqmYqE7e5byoyw8m8JAPeiqVYv7yJBqSwE7H0mw2o7W1FQaDAVarlQno+dZLx16lUjHBXalUwmw2swvZZNm6kiTBbrfDYDCgubkZ7e3tqKurg8ViydqnSoTaJkkSK4YaDAbR3NzMfOPHxsbYftCgDhWwLPV+0ewEyj5PJBIYHR2Fz+djnt+TQeeQiv329fXBZrOhrq6OFQvKPV9ks5ROpxEKhTA6Oorh4WF4vd6KE5+BE+2nQSQArO/SwBYvtKvVavb9IDsf/tpTTmolEFcCIr4LBJOjVCqxZs0anHPOOXA4HFizZk3VfE/sdjuuueYarFixAkeOHMHzzz8Pl8tV7mYJahgR30uHiO/VQXt7Oz70oQ/h/PPPx549e/Dyyy8jFAqVu1lVgcViweWXX46Wlhb09vZi27ZtGBwcLHezBHNAIBDAli1bMDY2htbWVlx44YVobW2d8nN9fX14/vnn0dfXhzfeeKOiv1uZTAb79+/HL37xC1ZfDziRkd7V1VXGlk2PWonvBaXRdHR0wOv14u9//ztGRkbGCUkf+chHitK4aofELLITIUuTfHYQ5FdNf6vV6qyMUaPRiNbWVjgcDuh0OmYTQ8vzv7VaLWw2G8tG9fl8CIfDzA6l1B2UMl4VCgUSiQSzb4lEIlke6fQ6HQf+ONHfNDKXSqUQCoWYGEj2K3xWvsViwYIFC5ilxVSiLx13s9kMs9kMpVLJjmMoFGICfj4kSUJ9fT0sFgva2trQ0dEBq9UKi8VScfYfudCghU6nQ0NDA4xGIxPSFQoF+vr6MDo6CuC9gptUmJO87ku1f3R+yRd9dHQU4XAYHo+HFUedTv8mYdztdqO3txfxeBzt7e3svOdCfSyZTCIYDGJ4eBj9/f3wer1lF5vzoVKpoNVq2aBcOBxm7afBNBoYUKvVzN5HoVBkFR2txH0TzC0ivgsE+VEqlVi7di3uvPNOOJ1OSJJUNYKUw+HADTfcgGQyiWeeeQZ79+4VQrpAUGOI+F7ZdHR04LbbbkM8HseDDz5Y8WJfJWGxWHD11Vfj8ssvxyuvvIIDBw4IIX2eEggE8OSTT2LLli04/fTTsWTJkmkJ6T09PXjggQfwxhtvMKvgSiWTyWDv3r04dOhQlsZCjgyCyqAgIf2JJ57Ahz70IYRCIZhMpqwTrFAoRCDmIPsWsi2Z6ef4H41GwwqVTpbhnM8DerrTXuYSsmihNpKVDf1Pli+0b2TPwmfsU5Ys2VDQOnJtOXgf66mOVy4qlSqrECp5aE/1GZp1QAUdK9FDezIUCgU0Gg0kSYIkSZBlGbIsQ61WZ/n30xQjKiKbOwAyF/vL2/vEYjE2SEQ/ZFkyk0EiWkcwGITBYEAwGITRaBxn/0OCcjgcRiwWQzAYRDgcZgVuK2nklB9Uo+luufUA+GXp3JHFEi1fKf22Vka0KwkR3wWCidFqtTCZTDAajeVuyowg+zYArE6MQFBORHwvPSK+lx6tVguLxQKdTgebzTapFZhKpYJer4ckSdDpdGV/bi8XJpMJJpMJTU1NMBgM0/oMJYTxDgDTQZIkWCwWlnRX7cdclmU0NDTA5/MhGAyyQsPzCV6P8Hg8GBwcRF9fH/R6PUtgJFKpFEsoHRoagtfrrRr/eI1GA5PJNGFfpmTZSrSAqpX4XpCQ/oUvfAG33XYbvvWtb01YeVoAJn6TkE1i+lQCFX1hyPIknU7DYDBAr9ez4DBdkYse+lQqVUUUL+F9tkko5wcb6H/+WNFxJCGdMmlJPKX1AtkCoiRJTNieiYcpnwVvMBiY/7pSqRyXoUttJb/UhoYGNDY2oq6uDkajkVlrVANUCFej0cDhcKCtrQ1arRY+nw9qtRrxeBxerxeRSAQ6nQ7RaJT1ybq6OibCFtMvlveup9Fjl8uFUCiEUCgEl8vFvPJneuFNJpPo7++H3+/HyMgI8+KzWCxwOp3QaDSsn8ZiMfT29sLlcmF4eBhdXV1wuVxsRkSlQN8lrVYLvV4Po9HIRB9+kIQGJigjnbcvMhqNiMVizBu/nNRKIK4kRHwXCAQCwVwj4nvpEfG99LS3t+Omm27CkiVL0NnZCYvFUu4mVTRqtRrnnHMOrrrqKtjtdpx66qlzKm4vWbIEN9xwAxYsWIClS5dOW7ivVJYtW4a77roLY2Nj2LZtG/72t78hHA6Xu1lzRm9vL37xi1/giSeewBlnnIHrrrsuq/i72+3Go48+ip07d2JoaAh9fX1lbO30oeLEH/zgB1FXV5d3mf379+NPf/oTenp6Sty6qamV+F6Q4tXf348777xTBOEp4EXdiSxdJvpcrphOGc5UWHS6QjrZytDf5YYv0JhPgOSz6flsZ8oq57PQ8xVH5LNsSTjMV1x0KujckY1OMBic0FudPPDtdjucTidsNhsb+KimrC8azU+n0zCZTHA4HMhkMjCZTMwbnUa3yTKERvDJuoifPVAs+GKikUgEY2Nj8Hg8iMVi8Pv9zHt/piSTSbhcLni9XoTDYZjNZvh8PjQ0NLAZBjT7IRQK4ejRo+jv74fb7cbQ0BB8Ph+Ayrng5/Z9nU7HZhXodLqs7wPwXrFWpVKJRCLBBlLoPIrppLWJiO8CgUAgEMw/RHwvPQ6HA5dddhnOPvtsAHMza3c+oVKpsGrVKtx0002wWCxzfryam5txxRVXYM2aNfPi3LS2tqKlpQXxeBw+nw/PPPPMvBbSR0dH8eyzzzL74I0bN2YJ6cFgEC+99BL+9Kc/zUrcLTUKhQJLlizBddddh5aWlrzLbNmyBVu3bq1IIb1WKEhZveyyy7Br1y50dnYWuz3zjlzbkUIgwSt3PdO54JO3c67tBZ/9Tdny/Hbo73KQK7bzNjC5bZzo87k/hcIL97mQ2E9Z2CRa8pYu1RSUc/sE7Y8kSWwgiI5nKpVi2cpqtRper5cN+JBvLF9kNXcggwZFcqF102++wGckEkEsFmOWKtP1Q58M6kfxeBwejyfLF1yr1bLzH41GMTIyAq/Xi2AwyMT7Sg7IuTM9JiN3em+l9NtaGdGuJER8FwgEAsFcI+J76RHxvfTw9+KC6cEn1ZVye/MFfnZ/LUCxZHR0FLt378bAwAB7r7+/H2NjYxU1e3ymTGXlXInUSnwvSEj/wAc+gC9+8Yt45513sHr1amg0mqz3r7rqqqI0bj6QK4JPp8PzAjAVHCVrC8ocnW52OYmAkUiEiX/kha1SqSBJEvOFpkKeVMixHLYOvIhOx4u3geEF9ImEWBI/U6kUO16FZIaTwDqRaKtQKJgHu9lshsPhQENDAywWS5adTzVBgrder4fD4YBSqWSFKDOZDMLhMOuHHo8HSqUSXq8XLpcLarUaBoMBFosFarUaRqMRsiyzTHfe758/d/zsgmQyiWg0yopiBgIBJBIJ+P1+hMNhpFIpRCIRJBKJSQdTpgv1Lb/fj0OHDrE6BOQhS6I6tYcsTyKRSMVe6Pkb0HwCOe+jniu05/5dCVTqcZ6viPguEAgEglIg4ntpEfFdIBDMV958801861vfyrLVjUajOH78eBlbVbvUQnwvSEj/5Cc/CQD4+te/Pu49yh4WTG1jMhl81jXvKU6C8kzWw2f2Au9lUlNRRb1ez6xTePG+3OQWEM19baIvKJ81PRvoHOSzkKE2UeY1ia9UJKZaR4KpzWRrw3vM89ZEfNXoeDyOWCwGpVLJBmsoK5+OTzKZZF7cuYNAuUJ6LBZDIpFAMBhkRTT8fj8CgUBW0dFiwHuwU5/PzaCnZaphNHuyUWv+73zHrxL7bDlGtO+77z5873vfw+DgIFauXIl7770X55577oTLv/jii9i8eTPefvttNDc340tf+hJuv/32rGX+8pe/4Ctf+Qq6urqwaNEi/Nd//Rc2bdrE3n/ppZfwve99D7t378bg4CAee+wxXHPNNVnr+NjHPoYHH3ww67UNGzbg9ddfL2g/J0LE9/nHRN95gUAgKBe1krFWSYj4Xnr4hLrp3mNP1b8nW898+W7MJAFRIABO2LyMjo6WuxlFJ9/3oBiuC3NJrcT3goT0ahCUKoFMJsMyZ6lIJnkYTxYYSPhOJpMs+zccDsPlciGdTkOv12dV/s5dF3lKkyUGeUADJyphy7KMjo4O1NXVQa/Xw263Q6PRIBqNMtuM3t5eDA0NMY+tchYdzB2ImOziQa+n02lWzVmn06Gurm5c5sVE2yJRNxqNIhgMIhAI5C0qST7qlMVM1cKrMRM9F6VSyarGkzc/Dbbkks9Gh88uB054lPHL8p8FwAZ66DN0/EOhEBPXSxU0JmpjpcN/T+iYkS96LBYb13/pxp4GQqiYazQaRTwer8kHqkceeQSf+9zncN999+Hss8/Gz3/+c2zcuBHvvPMO2tvbxy1/7NgxXH755fjkJz+J3/72t3jllVdwxx13oL6+Hh/84AcBAK+99hpuvPFGfOMb38CmTZvw2GOP4YYbbsCOHTuwYcMGAEAoFMIpp5yCW2+9lX0uH+9///vxm9/8hv1PfvfFRMT3+UNzczPWrl0Lk8mEd999F/v27auIQXKBQCAQlB4R30vP2NgYtm7diu7ubnR2dmLNmjUTetQPDw9j9+7dGBsbw86dOxGJRLLet1gsOPXUU9Ha2pr389FoFHv37sXhw4er5tkll1Qqhbfffht//vOfYbfbccopp2DRokXlbpZAUFIymQy6urrw2GOPoaGhAatWrcLy5csRCoXwxhtvoLe3F/v27YPH4yl3U2ua8lefnMeQj3QikYBGo0E8Hmfi90TWLCS6JxIJJoZFo1EEAgH09fXB7XajqakJZrN5QkGe7FySySQrjBiLxSDLMmw2GxwOBy644AIsXboURqMRTqcTkiQhEokgHA4jFAph586d2L9/P3w+H44cOVJ2IX0moh7dKAYCAQwMDECv10Or1cJgMEwpcJOwmEgkEAqF4Ha7MTY2hng8nldIp6KOVJTUYDBAkqSqF9LVajX0ej1SqRQMBgN0Oh3i8XjeApS8gMvfuJF4G4/H4ff7s/p0roUPP+Mi1wefX6ZUTLUt/vxW0s0qDQLF43E2eEZ+9xqNZtzxzGQyWb7zoVCI/Z1IJMq8N6Uf0f7+97+Pj3/84/jEJz4BALj33nvx7LPP4qc//Sm+/e1vj1v+Zz/7Gdrb23HvvfcCAFasWIFdu3bhnnvuYYL4vffei0suuQR33303AODuu+/Giy++iHvvvRd/+MMfAAAbN27Exo0bp2yfJElobGyc8X4JapNly5bhzjvvxKJFi/Dggw+iq6tLCOkCgaAiqJWMNUFt09PTg5///OfQ6XTYtGkTFi5cOKGQ3tXVhR//+MfYv38/S+Tiqa+vxy233IKLL7447+ddLhd+8IMfoKurq2qTYZLJJF566SW89dZbaGxsxBe/+EUsXLgwbyKXQDBfyWQy2L17N44cOYK6ujr8y7/8CxYtWoTR0VH87ne/w7PPPotIJAKv11vupualVuJ7wUL6iy++iHvuuQcHDhyAQqHAihUr8MUvfnHSKfC1Bi/+8cUy81mW0PK8LQn98Jm6CoWCZYzyntP8OsiahbLZScw3Go3Q6XQwmUyw2+1wOp3jhPRIJIJgMAibzQaLxcIsOaoNmg0QjUahVCqZiEu2NkD+Y0/Z/LFYLOsYTlRwlI4/X3S0Ei0yCoH2a6pCOXxhUa1Wy4qTkk882b3QsaWMc76/T6eIbLnhPcbpeOQbEKD/c8kt/jnZNK3ZFPvlryH8oJxCoUAymWRFY+l40+wX+qHrTiUEsmIEYr/fn/U6FcTNJR6PY/fu3fjyl7+c9fqll16KV199Ne82XnvtNVx66aVZr1122WX41a9+xQZQX3vtNXz+858ftwyJ7zPhhRdegNPphNVqxXnnnYf/+q//gtPpnPF6pkLE9+qFrsNqtRo2mw0tLS1oa2tDQ0MDzGYzEolExQyUCcoDDZQbjcYsWzOBoJTUyoN2pSHie2mJx+MYHh6GQqHA8PAw/H4/TCZT3mXdbjcGBwfR29ub9TrNCrZarWhqaso7QxIAZFmGw+HIurZXo6AeCAQQCASQTCbhcrkQDAbZDNtcQT1fDItEIlW536WGrGmnM0hB9461eO0l54GJdJDcJMFiEQqFEAqFEAwGMTo6yixvBwcH0dPTU9RtFZtaie8FKaS//e1vceutt+Laa6/FnXfeiUwmg1dffRUXXXQRHnjgAdx8883FbmdVQiKVQqFAJBJhwqQkScwmgy5eJHxlMhlWHDSVSrFM6FgsBo/Hg2AwyAQySZIgyzJ0Oh2A97JRI5EIPB4PYrEYXC4XYrEYFAoFmpqasHjxYjidTixatAjt7e2QJAkGg4EFKIPBAKPRiOXLl0Oj0WBgYADDw8Pw+XxM0K+GDp7JZBAMBjE4OAhJkqBSqRCNRiFJEsxmMwscdFGkQEw3PF6vF36/H8FgkNnk5IOEeV5Mnw+j5vx+8YMFfBCh42ez2dDe3g5ZltHc3IyWlhZoNBompEejUYyMjCAajWJoaAhdXV2IRCKsn8/GsoWONV9QlkTqXIG+UHGYjgXZImm1Wlagl18v+bhTQVSycqLCvjabDU6nE1qtFiaTKSsjJZPJIBKJwOfzIR6Pw+12Y3R0lAnb0xXVaf/IV57akTt7gj82sViMbZdsoEhULzfFCMRtbW1Zr//nf/4nvvrVr45bfmxsDKlUCg0NDVmvNzQ0YGhoKO82hoaG8i6fTCYxNjaGpqamCZeZaJ0TsXHjRlx//fXo6OjAsWPH8JWvfAUXXnghdu/enXdgoFBEfK9u7HY7Lr30UixfvhyLFy9GfX09VCoV1q1bhzvvvBOjo6PYvn07/vGPf1RFLBcUn0WLFuHjH/84hoeH8frrr+OFF15gNmwCQamolQftSkLE9/KRyWSwb98+3HfffTCbzXmX6e7uHndvqNPpcP7552PDhg1obGzE4sWLJ9yGwWDAJZdcAofDgb6+PmzZsgVdXV1F3Y9SEgwG8dRTT6G/vx9tbW14//vfj46ODvZ+IpHAK6+8gh07dmSJ6T09PRgcHCxHk6uKZcuW4dJLL4XNZpt0uUwmg7feegtbt24dl5w031EqlVi7di0uuOACGAyGvMu888472LJlC1wu15y0IRaL4cUXX0Q4HIbP58Phw4fnZDvFpFbie0FC+n/913/hu9/9blaW3V133YXvf//7+MY3viEC8f+DhHTghBiXTqehVCpZAUfgPYsXEqlJCA+Hw1mvUQaZQqFAOBxGIBCAWq1GXV0dLBYLsyRJJpMIBoMYGRlhYnwikYBOp0NjYyNWr14Nh8OBzs5OtLW1jcs2pkzuRCIBq9WKuro6vPHGG+jr65s0M7tQ8mXlFotgMIhwOMwKX8ZiMWbvYjQaswYyQqEQ80Lv7u7G8PAw4vE4gsHghIIin5nMi+nzRUin/aFCo3w/ofeVSiVsNhuWL1+Ouro6dHZ2YvHixVlCejgcxuDgIEKhEA4cOAC3281mCcymP/HHn0bV+df47w9fbHcm2yNRXq1Ww2KxwGq1wmg0oqGhAbIsZ2VyDwwMQKFQsO8hCek0cNbY2IiVK1dCr9ejsbERDocDwHs2Ml6vF729vQiHwzhy5AgCgQDzL59pdjoJ6XwBWMpC5AfeyAbK6/WyWgx03aimQDYZvb29WQ8tU4nO+a5Jk80wmegallvgdSbrzMeNN97I/l61ahXWrVuHjo4OPPnkk7j22mtntK7JEPG9urHb7bjmmmvwgQ98ACqVChqNBgqFAmvXrsXq1asxMjICj8eD3bt3i4ytGmXRokVoa2tDLBbDz372M7z++utCSBcIagAR38vLgQMHcOTIkQnv/+h5n4eE9Ntvvx2SJE1aG0ev1+Piiy/G+eefjz179uDgwYNVL6Rv2bIF27Ztw2mnnYaVK1fmFdJ/9KMfZVmP0gxoweQsXboUt91225Qe9KlUCn/84x/x+uuv16yQ/s///M+w2+15l/nf//1f/OMf/5hTIf2ll17Cq6++ynQ6QWVQkJB+9OhRXHnlleNev+qqq/Dv//7vs25ULv39/fi3f/s3PP3004hEIli6dCl+9atf4bTTTgNwQpT42te+hvvvvx8ejwcbNmzAT37yE6xcubLobSmUdDrNxCmyW6CsWaqUniv6USYtkC0a0ud4WwYA7O/cUSBeDCRbAxJHcy0maDuUoU5TxHMtZGYCL9ZT5jC/P7TdXOsbOg6FZhPztjpUSJUyh1OpFBOKgfemz9AgBomhM80Ens0IXKWRu0+5fUqtVkOtVkOn08FsNsNkMsFsNsNoNGYJ6Uqlknn60/vJZJJ5eBcCL/RTfyXBiBfS6bsFoCD7GLKtIY99o9HIvPB1Ol1WYWB6PxaLIRKJIJFIQJZlWK1W6HQ6ZpdEU+opI52OazKZhMVigUajQV1dHWw2G6LRKHw+H7tBnG7f4veRbKHoXNDrdDyi0SgbPOO/c5VAMUa0zWbzhNk/PA6HAyqValw20MjIyLiMcqKxsTHv8mq1mt1wTbTMROucLk1NTejo6Ch6ZkIp4/t8iO2VBg3eybKc9Tpdr41GIxobG7Fw4UJEIhG43e5xBc0E85toNAq3280SCKZzjVUoFGwweaJ7wUAgALfbLQZoBNOiVjLWKgkR38sLJbDMBIVCAa1Wy2bETgU9D+l0ujmxZtXpdLDb7VlJKel0Gh6PBz6fr+jbo4EFqhV39OhR9l44HMbo6ChLAhLMDJVKBVmWx90v5pLJZGC327FgwQJoNBp4vV74fL6quA6TzaHRaJxyWZoRHg6HIcsy7HY79Ho9GhoaYDAYJjxONpsNHR0dWdpCMpmEx+MZV+egUOg5vVqolfhe0BW2ra0N27ZtGze9aNu2beOm0c8Wj8eDs88+GxdccAGefvppOJ1OdHV1wWq1smW++93v4vvf/z4eeOABLF26FN/85jdxySWX4NChQxP6kJUaEoJJ2AuHw1leybyITOIc8J6tBIng9FuWZSYiUiFQEsEUCgVkWYZarUY8Hkc0GmVB2GQywWAwTOqJxQdtWZaZoD7TLEraN71eD71ezwRCg8HAsmN5u5BMJsP83BOJBDweD7MAoWKVM/1i0qg0eayp1Wr09/dnDSQAyBISg8EgotHolIIrf674n0r1+J4JufuW65tNsyFkWUZ7ezuWL18Oh8OB5uZmtLa2Zg2+xONx6PV6xGIxpFIpuFwueDweZDIZuFyuGd9U0nkjcZv82GnmAd9HKeudsq2pAPB0fN4UCgUMBgP7zixcuBDNzc2QJAkWiwVarZaJ0VSU1W63IxQKQa1Ww+VyobGxEaeeeirq6urgcDjQ1NQErVYLnU7HbkKpHQaDAVarFclkEg0NDWhvb4ff78dbb72Frq6uGVkr0flLpVIIhUJIJBJsUIBurPkBK/JRrLRM9FIGYq1Wi9NOOw1bt27Fpk2b2Otbt27F1VdfnfczZ555Jp544oms17Zs2YJ169ZBo9GwZbZu3ZqVAbZlyxacddZZM2pfLi6XC729vWhqaprVenIpVXyfL7G92jAajbj66quxatUqHDt2DA8//DD2799f7mYJSsjBgwfx29/+Fr29vTh8+PC0BrU1Gg0uuOACXHPNNWxWE08mk8HLL7+MP/7xj3OWlSWYX9TKg3YlIeK7YLZ0dnbiwx/+cFYWcygUwmOPPYann356zmwhe3t7cf/99+Oxxx5jryUSCbz77rtMBxHMDTSr8ctf/jLcbjcef/xxPPnkk1VRX8Vms+Gf/umfpvXMNTAwgN/97nfYtWsXli5dig9/+MNYsGABFi1aNKGtCwCsWLECX/jCF7JEc4/Hg0ceeQQvvPBCTcarWonvBQnpX/jCF3DnnXdiz549OOuss6BQKLBjxw488MAD+OEPf1jUBn7nO99BW1sbfvOb37DXFixYwP7OZDK499578f/9f/8fm97+4IMPoqGhAb///e/x6U9/uqjtKRQStgBkBZncgpe58JYhNLpMRUdIEOOLOZKIS6IicCLQkDc7earTe/kg8Z7fjlqtLmgkjARPspSor6+HzWaDVquF2WxmWcQ0mBAOhxEOhxGNRqFSqeD3+6FSqZgIWki2bDqdRjAYRDAYZG3KLfhYaHFHulCQmDqbIpGVBO0TDQzkHnuVSgW9Xg+TyQSbzYampiY4nU44nU7YbLas2Q6JRIL1H6/Xi+bmZsiyjL6+vhnbW/CWMpRxQf1Up9ONm7VB/vbRaJQNDFDtgelAfugmkwn19fVoampiWZ28IJ1Kpdh3lLLyotEo6uvrsXz5cjQ0NMBoNE6azWcwGFBXV4dMJgOj0Yi6ujp4PB709vaiu7ub7f90+z/1w1gsxuok5No40e9K7bOlDsSbN2/GLbfcgnXr1uHMM8/E/fffj56eHtx+++0AgLvvvhv9/f146KGHAAC33347fvzjH2Pz5s345Cc/iddeew2/+tWv8Ic//IGt86677sL73vc+fOc738HVV1+Nv/3tb3juueewY8cOtkwwGMSRI0fY/8eOHcOePXtY/YFgMIivfvWr+OAHP4impiZ0d3fj3//93+FwOLJE/2JQqvg+X2J7tSFJEtauXYu1a9fizTffxNatW4WQXmMMDAzg2WefxTvvvDPtz6hUKixfvhybNm3KK3JRIsTf/va3YjZVMI+plQftSkLEd8Fsqa+vx8UXX4z169ez1zweD9555x08++yzc7Zdt9uN7du3z9n6BZPT0dGBjo4OBAIBHDx4EM8880y5mzQtjEYjzjjjDFx//fVTag4HDx5kfayxsRGXXnopTj755Cm30draitbW1qzXBgYGsHPnzhk9t88naiW+FySkf+Yzn0FjYyP+53/+B3/6058AnBiNeeSRRybM3CuU//3f/8Vll12G66+/Hi+++CJaWlpwxx134JOf/CSAE4LD0NAQLr30UvYZSZJw3nnn4dVXX80bjElYIsrp90RZ3rmdhkQvEgk1Gg1kWWaZt7IsM3sNlUqVVTyQvJlTqRSzuJAkCYlEAj6fDyqVKqsYIi/skShIBQ3IN3y6lb/pIkWFSylz2WazQZIkVk2c9ketVo+7sJFdSCqVgizLzM88FoshHA4jGAyOs74p5LhP9v9018FnbZOfdaVl9RYCZfLzmfp80Ut+pgT98D7quT/Uzyh7PHdGwHTht8vbx/AWRLn2R+l0mi1Pwr5KpcqyEZpoW9QXSbCn9fDfGdoeDT7pdDo4HA4oFArU19fDYDAwn/Tp7q9Go4Fer2e1Cmw2W1ZR0ELI3VdeSBec4MYbb4TL5cLXv/51DA4OYtWqVXjqqaeYJ2NupfSFCxfiqaeewuc//3n85Cc/QXNzM370ox/hgx/8IFvmrLPOwh//+Ef8x3/8B77yla9g0aJFeOSRR7Bhwwa2zK5du3DBBRew/zdv3gwA+OhHP4oHHngAKpUK+/btw0MPPQSv14umpiZccMEFeOSRR4qeuVWq+D4XsR2orPheiSQSCXR3d2NgYADvvvsuPB5PuZskqBL4gdh85FoFCgSCykLEd8F0UalUaGtrQ3t7e9Yzz5o1a8bZJWo0GixevBjnn39+1jOK2+1GV1dXln+5oLqhZ/pqYrr3JgaDAatXr4bf78cpp5wyLTsYQW1TsHnWpk2bip4Jl4+jR4/ipz/9KTZv3ox///d/x9///nfceeedkCQJH/nIR5j3bK7fbENDA44fP553nd/+9rfxta99bc7bPl1yhSxedDSZTExAJ/9kSZJY9i15jvPWMOSJTII4LRsOh9Hd3Y1gMIj29nbYbDYmFJJ3MllfjI2N4fjx4+jt7WW2KLyQmg8SExUKBWw2GxYsWAC9Xo/6+no0NDQwWxreyzr3YkwCeTqdRmNjI1KpFAKBAMbGxhCJRNDX14fu7m7E43HmY17o8Z6tgEgZz+S/HggE2MBDtYuTyWSS+aeS1Q31KeC9mQYkMtMPicx80KLsceDEjbJer0c0Gh03G2E6KBQKZjUkyzL0ej0bbJIkKSvAZzIZaDQapNNpNgODMuypgOdkVikKhQI6nQ4WiwUmk4n5mlO/ze27Op0OmUyGDf4kEgnY7XY0NjayQaXpBHKyQ6J9XLhwIUKhEPx+P44cOTKrqXSVmnk+EeUY0b7jjjtwxx135H3vgQceGPfaeeedhzfeeGPSdV533XW47rrrJnz//PPPn7S9sizPaaZPLqWI73MR24HKi++VRjAYxF//+lf89a9/hd/vR39/f7mbJBAIapBayVirNER8F0wHrVaLyy67DB/+8IezvKFNJtO47FtZlvGBD3wA69evz/puvvrqq/jRj36UNeNSIKhU6uvrceutt2LTpk0wm81Ft86sJWolvhckpN92220477zz8NGPfjTrdb/fj8997nP49a9/XZTGASeEn3Xr1uFb3/oWAODUU0/F22+/jZ/+9Kf4yEc+wpbLFagm8/O+++67WcYftbvY3u6zIde+goRDyoqlv/lii8B7BU3JcoKE73g8DpVKhUQigUAgAJ1Ox7zI6XOUuU4Z1pSRHgwGEY/Hp+1PTm0nAdJoNMJut8Nut8+4aCmJfpIkIZPJIBKJwO/3Q6PRsGKh5YZ8pSlrmzy5q+kikA8+I533Secz0nlBmS8om2/kly80SxnlhZw/PiOd9/zOlxHP91feG5yWm47nf67F0WRZ9CqVChqNhlm8ACcKXVKdgZlA7U2lUswShjLra4laCcSVRKni+1zEdqDy4/tcww9G5yMWi6G7uxu7d+8WRSEFRYHvc+K6K5guIr6XHhHfy8t0MmPzxW7eYnOqdfGzcQv9npD+0NLSgrVr10Kv10+6vEqlymtvMTY2BoPBwJ65xPe2eqHzN1VSZTWj0+myvP9nA697ANWXyDZbaiW+F6TKPPDAA3jkkUewe/du3HvvvUwQi0QiePDBB4sqpDc1NeGkk07Kem3FihX4y1/+AuCEhxEADA0NZY0cjYyMjBvpJiRJmrGwVUr4zG3KuiWrlFw/6FwhnYItWbvQ6yREDw0NIRqNYt++ffB4PNDr9airq4NWq0UkEmH2Kfv370dXVxfGxsbg9/un9YUg6xadTofGxkY0NDSw7FzKxp1psVIAzE9dp9NleagPDw/D7XZneTzzGcn89kjcLuaXk7L/FQoFotEofD4fPB4PgsEg8wWfaip0pUF9JRaLwe/3s/2hAp10nGm2g1KphM/ng8/nY4M8BoMhS9ROJBKs4KXX64XL5WJVsWd6Tuj8kpjOb4f3ZSchnd5LJpNs5gaJ/nTDnvvDi1CpVIplz9MMCP47x0MDKkqlkn1/KYO9UJRKJfR6PStCWmtCuqD0lCq+z0VsByo/vs81Pp8PW7duxcjISN73/X4/Dh48WFU3qoLKZXh4GDt37sTQ0BBef/11MYVfIKhgRHwvL4sWLcL69esntIwgX+WxsTH2WiwWw86dO6HX67OeAdrb23H66aejrq6OvRaNRrFr1y4cOnQI3d3d6Ovrm3EbFy9ejPXr18Nut+PUU0+d1XNHS0sLrr32Wqxbtw4HDhzA7t27RWHQKuXIkSPYtWsXxsbGsGfPnjkrKjtf0Ov1OOecc6BUKrPukwTzi4Kvjk8++SQ++clP4sCBA/jTn/6UdSEvJmeffTYOHTqU9dq7777LPGsXLlyIxsZGbN26FaeeeioAIB6P48UXX8R3vvOdOWnTXEKWGQaDARqNBmazGSaTCVqtlv2ejpBOWdv0fiKRQDAYxOjoKGRZRjgcRl1dHSwWC9ra2liRRMpC379/Pw4fPoxYLAaPxzPlSJpCoYAsy2htbUVdXR2cTifa29shSVKW2DnTYwGAiZLpdJqJk+FwGOl0Gn6/P0skJ1/rXOsYEkFJKC0GlLWdSqUQDAYxNjYGrVaLpqYmJBKJrCzmaoD32Y9EInC5XBgZGYHX60UkEkE0GmWBM5lMwu/3Ix6Ps+WAEz55JpMpK2ucRPloNIqxsTEMDAzA7XbD5/PN6FzwXuR8FjqfCZ47WMN7pNPNIH9OaOCA7zc0K4P2k4R0ys7PZDJ5byyTySRisRizZDGZTKz/F4pSqYTFYkFjYyPS6TS0Wm3B66pGamVEu9IoRXyvtdheKkZGRvC73/2OCRa5UPHtWsuOEcwNvb29+MUvfoFdu3YhEokgEAiUu0mCKkHE9/Ig4nt5UCgUWLNmDf71X/8Vzc3NeZfZsWMHjh8/niWkRyIRPPPMM3jppZeynm8uuugidHR0ZJ2/YDCIJ598Eg8//DCi0eiMr8cKhQKrV6/G5s2b0dbWxhL4CmXp0qX453/+Z0QiETzwwAM4cOCAENKrkEwmg7feegv33HMP+vv7WcKgYGJMJhM2bdqEyy67DG+++SaGh4drSkivlfhesJB+0kkn4fXXX8cHP/hBrF+/Hk888QRsNlsx2wYA+PznP4+zzjoL3/rWt3DDDTfg73//O+6//37cf//9AE5c9D/3uc/hW9/6FpYsWYIlS5bgW9/6FvR6PW6++eait6cUTGZfwYuHJFDzGdj0N4mKfDHSTCaDeDwOhULBssyTyST0ej0T0kk09Xg8CAQCTDycDBLJ1Wo1y0AnX/eZFFic6nhQ8VWaYkbFH4H3Cn/msxzJl4VcjC8prYe8tmOxWFZh1mqc5szb+5AvOr8/BPWdRCLBZjGEQiEmuJMtiUqlQjQaRSQSQSQSQTAYRDgcZsVuZ3t8Ci1uxvuo81nufJFeWi/tJ/2mvsYfC+oDuXZJxYC+W9U2u6EY1EogrjRKEd9rMbaXglQqBa/XW+5mCOYZmUwG0WgUXq83656QBtJr6QFRUBxEfC8PIr6XFpVKxZ6JHQ4HnE4ny8jPpaGhAXa7HVarlT1TZjIZVoOLZ2RkBG63OyveezwejI6OYmhoaEbWbbltbGhomHRmwHTRarWw2+1IJpNwOp2w2WxIp9OIRqMVI6iT7a3X62U16Kr5WSuZTLJn7lAoNOm1MpFIwO/3w+v1slpnPKlUCpFIBIlEAmNjYxgeHsbw8PBc70JRSafTCIVC8Hg8zOmBT3Cje5tYLAalUsm+B7NFqVTCbDbDbDbDbreLRLgZfrZaKEhIpwuM3W7Hc889h9tvvx1nnHEG7rnnnqI2DgDWr1+Pxx57DHfffTe+/vWvY+HChbj33nvxoQ99iC3zpS99CZFIBHfccQc8Hg82bNiALVu2wGQyFb09cwUJdyQWkx86Xdi0Wi3zSucz0kkA5P3Q6AJB4id5XEciEeY3PjAwAOBEkDt8+DA0Gg2rhp5IJDA6OsqyvifLXCPrCUmSWGHF+vp6NgWtmMGIij9arVbodDo4nU74/X7EYjF4vV5Eo9Fx1iJ0bCKRCBOE6fd0tse3P9++0GuxWAzDw8NIJpNoamqCx+NBKpWCwWComqrPqVQKoVAIsVgMLpcL/f39GBoagtvtZkU66eJGWevxeBx9fX144403YLFYsGDBArjdbmg0GjbQEQqFMDAwgFAohKNHj+Ldd99FIBCAx+OZ0cWS9/3jZ1/QQAuJ17y1C+/bSn72NLsDAAuYNGBFNjB0g0fZm8lkEkNDQ8hkMpAkCVarFRqNhm0jlUphZGQEY2NjbGBKqVTCYDCMm445U2jQohb9BWslEFcSpYrvtRLbBYL5QDKZxI4dOxCPx7MeCAcGBgqyDxAIRHwvPSK+l57W1lZceeWVWLhwIVasWAGLxTLhsgsWLMAnPvEJDA4OYufOndiyZcuEWeWHDx/G/fffD4fDwV4Lh8PYtWvXjGectba24oorrkBnZyeWL18+aRsLQalUYv369di8eTPGxsawZcsWvPbaaxUxM+7o0aP4xS9+gcbGRpx55pm45JJLqua5PR+HDx/G//3f/2FgYAB79uxBJBKZcNkDBw7gJz/5Cerr63HeeefhggsuyLJO6uvrwxNPPIGjR4/i4MGD8Pv9pdiFouLxePDXv/4V77zzDhYtWoQrrrgiq65CNBrFtm3bsGPHDthsNlx++eVYtWpVGVs8P6iV+F6QusPvoFqtxi9/+UucdNJJuOOOO4rWMJ4rrrgCV1xxxYTvKxQKfPWrX8VXv/rVOdl+qSBhXK1WM/FclmUmovNCuiRJWZnawHvZxLlCOu/bTFnGo6OjCAQCeQuYUOefTkcmSxeDwQCLxcJGsknELjZ0DGKxGGw2G+rr6xEKhVjmND/aSNn4JJqTSDqd6Uh0s5nrn50LHbdYLIaRkRHEYjHmK69QKKrKy4/E8XA4DI/Hg6GhIQwMDMDn8zEhPXdZ4IRH6v79+yHLMrNwocEejUaDQCCAnp4eBAIB9Pb24tixY2yEu5CLJS+k8yI5Cem5VkfUx/nCoyRu2+12mM3mrBkMiUSCWQGNjo5idHSUjcan02k2I0Kn0zFxPplMYnh4GIODg6zArizLbBbEbODF+moKLoLqpJTxvVZiu0BQ7SSTSezatQtvvvlm1us00CsQCCofEd9LT1NTE6677jqceeaZ7Bl/IlpbW3HjjTcimUxClmXs2LFjQiG9p6cHv//978c9mxYy27exsRHXXnst83Qudj0mpVKJU045BStXrsTIyAgbKKgEIb2npwd//OMfodVqEY/Hce6551a1kH7s2DH87ne/w4EDB9gz6kQcOXIE3d3dTGs655xzsnSLwcFBPProo2zQoxpjvc/nw7PPPoutW7fife97H04//fQsIT0Wi+GVV17Bfffdh46ODpx00klCSBdMm4KulNu3bx83DWzz5s04+eST8corrxSlYbUIn5We+z//O9/rZFFBGdi5AnCuLQSf3Tsbiw2FQsF8y3U6XZYFxVxMjeIFbhpooOKq/Pby2d1M1R56n29/7jHPhc/SpkxmsjmhApV8pnSlQmJ0NBpFMBhEMBhEKBRCOBxGPB6ftH/QbAeyFBgZGWEZ6RqNBqFQCGNjYwiHw8xXrVBRmBeVSdynwSO6IePte3gBmn7TrI9cb3X+N91E0n6QRY3f72f+95IkZc36CAQCCIVCUCgUCIVCCIVC0Gq1s7pRJDsmKgRcCTedpaRWRrQrCRHfBYL8ZDIZuN1uHDp0CF6vFw6HY87qAxWbeDyOkZERBINB9PX1FTStfqqHcoFgJoj4XnpEfC89SqWSPUtMBT1T02cme26casb4TKBn6rm0n6BnL4PBgJaWFixfvpzVbitnkepMJsMSu4phOVpuKIEyHo9Pa1my/B0eHsahQ4dgMBjY+8eOHYPP55vWuioZGgDwer04evRo1j76/X4MDw8z/aO7uxsHDx6EwWCA0+ksOCGSkvF8Ph+6u7sRDoeLsi/VQq3E94KE9PPOOy/v6xdffDEuvvjiWTWoVuGFW94Xnc+spixv/n/evoTEQ97ehZanAon8eovhGa5SqWC1WtHU1MQsV+a6uCZ5RlutVqRSKbjdbgwPD8Pn84276eD3a7J95I9n7vHOFdT59ZGQrtFoEAwGEY/HMTQ0hGPHjqGurg6SJMFisTBP+0oU00kMDofD6Ovrw9DQELq6utDT04Ph4WH4/f5Jb9YikQhGRkagUqng9/tx9OhRduxUKhXi8TjC4TASiQSbEVGokJ5Op5mgnE6nswrRptPprPNEN0e8vVEmk4HFYoHFYoFarc7y2adzQ/2X+pharUYikYDH40FfXx80Gg0MBgP7XtG+0OCD0WiE2WxGPB5HLBZDc3Mzy2KfCXRTNzY2huPHj8PlclWMp2CpqJVAXEmI+C4Q5CedTuO1116D2+2Gw+HATTfdhI0bN1ZFQfGhoSE88MAD2LVrV1X6nArmHyK+lx4R3wXlxmAw4JprrsGaNWtw9OhR/OY3v8GePXvK3ayaJpFIYNu2bejp6cmajeB2u3H8+PEytqy4HDt2DD/60Y+yEiASiQQOHz6MVCqFsbExPPjgg9iyZQvWrl2LW2+9lRVInil+vx+PPvootm3bBpfLhaNHjxZrN6qCWonv0xbSN2/ejG984xswGAzYvHnzpMt+//vfn3XDahFeTOezY3nBnM9Cz1doNF9hTV5czC1SOtvRbCrMYDabYTQai1JcdDqQpYzZbEYymRy3XRJV6e+p1sUfa41Gk1XolT/mufBZztFolGUmu91u5s3OW45UopBOAwKJRIJllLtcLng8Hni9XsRisSkz0oPBIACwwYx8XuXFuDDyhT5VKlWWsJxbaJcEdF5IB04I5EajccKBDRqoAcDsWcLhMAYGBtiAAWWp8/YyVJA0mUzC7XZDkiQYjcZZTYWjIikul4sV/60laiUQlxsR3wWCqclkMuju7kZ3dzfsdjs2bNiAdDpdFUK63+/H66+/jqeffrrcTREIAIj4XipEfBdUElqtFqtWrcKqVauwd+9ePPnkk+VuUs2TTqdx5MgRHDlypNxNmVNcLhd27Ngx4fvBYBC7du0CcGIW3wc/+MGCtxWNRvHmm2/iiSeeqLnZ5EDtxPdpC+lvvvkmE3HeeOONCQXBShQKq4lcf3L+/4lep2OeuxxvdTHR+mcLiY7kh12q888XZiWxG3hvmhJ5o5PYybpdLAAA4whJREFUGY/Hx1mK8HYearWaTafj1zmVVQ2tnxfJo9EoXC4XUqkUPB4PfD4ftFotjEZjxVVtpkz0cDiMsbEx5os+OjrKfMwLyR7P1+cIPvObnwVAx5DOSe7ACH/eALCM8FyvdVoP2aLkeqjT92I6fZWfBUJ9jM9Cz/c9o8EUtVoNg8EAl8sFpVIJnU4HWZan3G4mk2HnxO/3w+Vywev1IhwOV6U/naDyEfFdIJgZiUQC77zzDp599llYrVYsX748q+hbJZBIJHDkyBH09PTg2LFjGB0dLXeTBAJBiRHxXZAPnU6HxYsXo7W1FStWrIDVai13k8pKJpPB8ePHsW3bNtTX12Px4sVob2+viu9FMBjEoUOHMDIygt27d7PkNoFAMLdMW0jfvn07+/uFF16Yi7bUPLwwl6+gIv+bFwP5z+UT9/Ktr1hQZrjJZGJFPksBX8iTtqtQKJBKpZhPNZ+ZT0I6P/hAmcVUiJWyjOk1ElD5dfHw2dH8336/H11dXTCZTLDb7bBYLNDr9cyTm9pfbsg6hKxxhoeHsXfvXhw+fBhjY2Pw+XyIRCIFi+j5PsfPutDpdJAkiQnONIBBXvvAezYrlO2dSqUQiUSYQJ5IJBCLxdj5yc2EJ496mmkw0/5JAjplHfL9aaL9jcfj6O/vx8jICOLxOJqamhAMBlFfX4+mpibWpyY6dul0Gi6XC729vfD5fDh69CiOHz+OZDJZ9T51M6VWRrTLjYjvAsHMCIVC+Nvf/oaXX34ZS5cuxebNm3HOOeeUu1lZhMNhPPHEE/jDH/6AYDCIoaGhcjdJIGCI+F4aRHwX5MNiseDGG2/E1VdfDYPBgMbGxnI3qaykUim8+uqrOHLkCBwOBz7zmc+gpaWl6IVX54Lh4WH86le/wssvv4xAICCs2wRlp1bi+4yvDslkEjqdDnv27BFVbYtMbhYvL4znyzbnRfTcz9HfE3Vk3hqGz7SdaeclQZqyuUspEPM+3CSe8gMFvJBOIizw3nHm7XL4fSDxNFdIz+eRTv/zgxzxeBzBYDCr6KRSqczKii63kM73jVgshlAohGAwCL/fD6/Xy4qCFns6Uq6FDnmc88VqDQZDlo0RcEJIJzEdOHHu6LV8g0vUFyijns94n0kf59ubmyE/Eel0mhUHpcKter0eRqMxqzBuPj9/Ko4aiUTg8/ng8/kQDAYRDoeLZo9TTdRKIK4URHwXCKZHKpXC4OAgBgcHoVAo4PV6kUgk2L1DJUBtfPvtt2vOFkxQ+Yj4XlpEfC8PZC85nfhASVn0zMo/r070jJ37DDRdNBoNWltbsWrVqrI/k1YKbrcbbrcbdrsdLperaq4zkUgE3d3d2L9//5xtg58xXiwK7bulgLQj/t5pqsRKvr/Mh8K1s6FW4vuMhXS1Wo2Ojg4mSgqKAy+AJ5NJ5v0ci8VY5jX/ZaYsWbIvAd7z606lUiwTlzyiM5kMTCYT9Ho90uk0HA4H4vE44vE48/YmEZUyX2dqI5HPQ7wcUN/kBxvo2JCNC1VGlySJZUdTRjp5pAPIGonOvYnJtdUh0T6TySAUCiGVSqGvrw+yLLPilolEApIksWKVQGmz0+niRJnc8XgcgUAAfr8f4XCYed7HYjHIsgwA4wLJdOEtWPR6PSvSabVaodFoYDKZYDKZoFKpYDQaIUlSlv84f1xSqRT7iUajrCJ5MBhEKpVCOBxGMBhEOp2G3+9nfZr6MfUJukGdLjT4wX+PpnOBp++z1+vFO++8g76+PjQ2NmJ0dJSdf51OlyXsR6NRBAIBxONx9PX1oaenB6FQCG63uyJvMkpFNQXUakfEd4Fg5rhcLvzf//0fjh49is7OTpx99tlZxawEAkF+RHwvHSK+l4ehoSE89thj2LNnD5YvX46zzjoLRqMx77L9/f3YsWMHhoaG8NprryEcDkOSJKxfvx6nnHJKXhE+nU5j7969+Pvf/45oNDrXuyOoUZYtW4YzzzwTJpOpaOus5L7b09ODRx55BC+//DJ7TZZlbNiwAatXr87SKI4dO4YdO3bA6/Wy13w+Hw4cOFDTMa4W9r2g+Sr/8R//gbvvvhu//e1vYbPZit2mmoQX0kkkBMDEbuCEqM5n3dLINi8S0shePB5HKpViGbkAYLVaYTQamZisVCoRi8WYeNfb24ujR4+y16YSHOkiwttplJKJsnrzeXrz/tq075IkQafTQaVSZVm78BYgExUZzSWdTjPP7lQqxYTpY8eOIRqNwmazQafTIZVKwWQyTem9PldQP6Ns6Wg0Cp/Px7LQlUol9Ho9EokE9Ho9FAoFE6ULma1AFjx2ux2yLMPpdGLBggXQ6XSw2WywWq1ZHvu5Fi18u6nt1KdpECCRSGBkZASDg4OIRqPM3ocGpBKJBDs3arWa7Qs/EDIRuf76080Kp++py+VCMBiESqVCQ0MD2traoNPp0NDQkCW0ZDIZ+Hw+DAwMIBKJYGhoCIODg2wQoxaCkaAyEPFdIJgZIyMj+MMf/gCNRoONGzdi2bJlQkgXCAQVh4jvpaevrw+/+c1voNVqcd1112HVqlUTCunHjh3D/fffj7179yIajSIcDsNiseCyyy7Dxz/+8bx1thKJBH75y19i3759FSdGCuYHCoUCJ598Mj73uc+hpaWlaOut5L7b1dWFn//851mDV3a7HV/60pewcuXKrNcPHjyI++67L6tYK9WgE8/v85uChPQf/ehHOHLkCJqbm9HR0QGDwZD1/htvvFGUxtUivL0DZdLyPySc82Ix/SYRnV+eMqUVCgV0Oh2zzSDRMh6PQ6FQIJFIwOv1Qq/XQ6lUIhqNTmmDwW+ftldK+OxgfqqNSqUad2x44ZSfmkPWMPQ3PzhA6yUmmlJHy/HFLFOpFBOhg8EgNBoNs06hAQyykaEM+bkS1Pn+QSIy2aLw4jBl5hsMBiQSCRgMBrY/0Wh02iIy7Qtl9suyzKxNKAtdlmUYjUYYjUY2kEHFaumY5xPSM5kMNBpN1sBFIpFAOByG0WhkGfXkm0/2NPx5oe/WRFO0+G3SsoUWXaUMeqVSiVAoBL/fj1gsxgZw6LwAgNfrZb70wWAQkUikoG3OJ2plalglIeK7QDAzaPAcAMbGxjA8PIy6ujoWT0sxWJ5IJBAMBrMSIDweD8Lh8JxvWyAoBBHfS4+I76UnmUzC5/NBoVBgbGwMIyMjrF5WLqOjo3C5XHC5XCzhqK6uDg6HAw6HI+/nEokEnE4nnE4ne9aYjihJcWtkZITNlJ2oXbVGJpNBMBjE6Oho1jGh41Qp9m2ERqOB1WpFfX191uvhcHhWYq5arYbRaIRWq0V9fT0cDgfsdnsxmgwgu+/yDgDJZJJZzJYL0sV4MpkMRkdHMTIyktXe0dFRjI2NweVylbiVlUutxPeChPRrrrmmyM0QANnFCkOhEDQaDXQ6HZRKJSuASdnqyWQyy+MbeM/ahTJxU6kUZFlGXV0dJElCU1MTnE4n8/5WqVSIx+OIxWJIJpOwWCwwGo0IBoM4cOAAIpEIEx8n6tTksR2JRABM7h1d7GPFW9jodDqYTKasjGYSQUkIJn86KnCp1WqZ2Et/A+/ZueQTdHPhBxv4opT0v8/nQywWg9frhVKpRE9PD6sGbjQaUVdXB5vNxtpQ7KImmcx7hVYTiQTL4KZjk0wmoVarYbFYmNVIe3s7vF4v6uvrEQ6Hcfz4cXR1dY2zSckHDQxotVo0NTWhrq4OZrMZbW1tMJlMMBqNsNlsrG9LkjTOhzzf8eYHOEhAp4GIdDoNSZJgs9kQj8fR2NgIj8eDYDCI7u5u+Hw+NqARj8fh9/vZzZHJZGIPErxNDw0weL1eeL1eRKNR1scLOQd0w0r9Y2RkBDqdLmu5aDTKMumFiH6CWgnElYSI7wJB4VBmUn19Pc4//3y8//3vZzZpc8nRo0fx17/+Fb29vey1aDSK3bt3CysHQUUi4nvpEfG9fGQyGbz11lv4wQ9+MG4Ag+jv78fAwAAUCgXWrVuHD3zgA3A6nTjttNMmFG9VKhXOOOMMfOlLX8Lo6Cieeuop7NixY8rncb/fj8cffxwHDx5EZ2cnNm3ahEWLFs16P+cD4XAYTz31FHp6erKeSU855RRcc801aGhoKGPrxuN0OnHzzTdnFTxPpVJ48cUX8fTTTxc8oN7e3s76xdKlS2E2m4vVZADZfZcf/Onr68Njjz2GgwcPFnV7syUcDuPJJ5/E8ePHx1m7CBE9m1qJ7wWpdv/5n/9Z7HYI/h8khEciEfab7Cg0Gg0TQHm/bxJ8+Yx0yiDW6/WwWq2QZRmNjY1oaWlhQjoJvySsUlawz+fDyMgIBgYGsryh80Gfj0QiUKlUJfVyJuuadDoNrVbLfLjJ95x8wHmvdN4DnZbls6eB8V7oU8Evmyu+h0IhVjQymUzCZDKhqakJSqUSFosFyWQSsiyzgZJiF/Kg8xOPxxEOh+FyuViGNGXuK5VKGAwGliWeSqXY7IRQKIR4PI7+/n62vskeyun4yrKM5uZmtLa2wmKxoLOzk/nE0/mZiIn2nz+HANi6AMBkMrGMe7vdjkAgAI/Hw2xdvF4vG0QIhUIs20OSJGZhQ9CsEBoRHxsbYwNOhUDfHSo8O9X5raYAIph/iPguEBTO8ePH0dvbC51OB1mWccEFF5RESO/v78df//pX7Nmzh71GsUzEFIFAAIj4Xm4OHz6Mrq6uCZ8DKPFGpVJhxYoV+PCHP8yeGSf6jFKpxOrVq7Fy5UoMDw+ju7sbr7zyypRtCYVCePHFF/Hyyy/jjDPOwBlnnCGE9P9HNBrFq6++itdffz3r9SuvvBLnnXdexQnpdXV1uPzyy7M0GHpuff755wsW0p1OJ66++mqceeaZk87gLhS+7/L3KXv27MHf//73ihPSJ+oXlVowVTD3zCr9dffu3Thw4AAUCgVOOukknHrqqcVqV03DC+KJRALRaJRlftODEWXxUsDlH5goI50XPXkbC/4HABNvtVotdDodYrEY8wmnoD4R1K5oNMqE/lLBe8LzPtsk1JJtC+8zzQ8+0H4XU7yeyA6HsuIVCgW8Xi+Gh4cRCoWgVCpZmy0WCwwGA3uNbpx4cT6fJzz95vsADTAkEgn4fD6Ew2HEYjG43W5mLUICMg0kkEhNGf56vR6ZTIYJztQfc6da8XY5er0eFouFDeBYLBaYTCY2C2C2vvCTfY7OKfVjg8GAuro6pNNpKJVKBINBZqlDdQfIF57aTzMZaHCJZjLQgNJMye1n+eyD6Jzx1jsiKJ+gVka0KxER3wWCmcPPlhsaGsK+ffuyinPp9Xo0NzdP6JE7Fel0GsPDwxgdHc2KEUeOHBln7aJSqdDU1ASHw5H1AOz1ejE4OFjw4LBAUAxEfC8fIr6Xh6meqXlo1u10bEToGYOsQqcLPWtMVROtmKRSKQwODsLlcuHQoUPMFq3SyPcc5vF4cODAAcTjcTgcDjQ0NJTE5iUYDLIaWna7HY2NjeNmsOcK3Xzi2VQoFAo4nU7U19dnrXfZsmUwm81Fny2fu+3cdhqNRixZsgRjY2Pw+XwVdb8ins+nR63E94K+GSMjI7jpppvwwgsvwGq1skJ5F1xwAf74xz+O82gSzAzeooU8lbVaLctKpyKZvFjMe6uTaEuFLfksbArKvC84fd5kMsFms0GlUjFRl4qWThT40+k0/H4/BgcHEY/H0dTUxIT+ufQF5TP30+k0K+BJWcoKhYJZl6RSKej1elY0k0TR3GNSzJFWyvbnC8KOjo4COOGl1dfXB61Wi9bWVnR0dECWZbS1taG+vh6SJKGurg6yLLMBglz7E4Iu6HQjRPsYCATg9/sRiUTQ29sLt9vNZg6k02k4nU60tbVBkiTIsswe9EnUJdufcDiM+vp62Gw2aLVaJi7n7isJ5R0dHVi0aBEMBgM6OjrgdDqh0WhgMBjm3AuejpHRaIROp2O+buFwGP39/dBoNOy4eDweACemNtLAC7UvmUyyfk+WLtTfZtIWANBqtTCZTNBoNMwnnrZFfYQsc6LRKLxeL/ubBs5qmVoJxJWEiO8CwexJJpN48cUX0dPTk+WxunTpUnziE5/AKaecUtB6o9EonnnmGfz1r39lA8LAicLWNHOM0Ov1uOqqq3DllVdmPQjv3LkTv/zlL9HT01NQGwSCYiDie+kR8V1QboLBIB5//HE89dRT8Hg8OHz4cLmbNG3efvtt/M///A+sViuuueYa3HTTTQUPis+Ew4cP4xe/+AW6u7uxceNG3HLLLbBarUVbv0ajwYUXXogbb7wxawad1WpFR0dH0bYzXVpaWvCJT3wCmzZtwo4dO/DrX/963P2NoLKplfhekJD+2c9+Fn6/H2+//TZWrFgBAHjnnXfw0Y9+FHfeeSf+8Ic/FLWRtQbv0UyCeDKZZEUZKWs11wqEL45I3uGJRCIrGz03Mx04IYRmMhlotVrIssyEeyrqOJnwSW0MBoOQZZm1DZg8e7gYx4j2jzKoSaAkmxReSM9kMswih7K2eIub3Czh2cAXKqUseBJHE4kE/H4/XC4X1Go1e40y0QFAlmWWIc5bvpDAzbeRz8onr/pkMgmv1wuXy4VQKITjx49jeHg4qwCtSqWCw+Fg2yOLFDq2yWSSib5k+0LHLBc67hqNBhaLBc3NzTAYDGx0m8TzuewP/PnTarXsR61Ws9kIQ0NDUKlUCIfDzIM8Go2yAQq+DgHN6JjNyDMJ+5TRbzabYbFY2GwPmsERDoeZh3o0GmXCeqWMvpeTWgnElYSI7wLB7MlkMuju7kZ3d3fW6263G9dee23B600mkzh8+DCee+65KQvKaTQaLFu2DJdcckmWmB+Px0vy8C8QTEY54vt9992H733vexgcHMTKlStx77334txzz53yc6+88grOO+88rFq1Kss+qdoQ8b16mK/3sIlEAgcPHsTWrVtLmglfDEZHRzE6OgqtVosVK1aUrP1utxuvvfYa9u3bh46OjqxB9GKgUqnQ2dmJiy66qCLuDUwmE0477TQAQCAQKIk9nqC41Ep8L0hIf+aZZ/Dcc8+xIAwAJ510En7yk5/g0ksvLWSVggngp1yRSEqCMInhJG6SSMpnDQeDQQQCAQBgojzwnpc3dXR+OjJZWfAi9ERkMhlEo1EEAgHodDoEg0Ho9Xpmr1FsPy1qVzKZZJ7TJHSSKE6ZV/SbxFUafNBqtex1/vdcQAMXudnkdJypOIVOp0M8Hsfo6ChkWYbT6YTBYGCZ1SRU51ZUJwE9k8kgEomwKtculwtutxvhcBi9vb3weDzM9kStVjPxljLQeYsY+k3CO/3keq2SOK7X69HQ0ABZltHQ0ACbzQZZllkmfbkgGx+FQgGTyYTm5maYTCZWcJT6OfVxGnTiByemupjzszqsVivMZjO0Wi2rS0DFfsnDX6/Xs+XJRodE+0gkAp/Ph3g8jmAwyP72er3Mq56K187XG2xB+RHxXSCYO7xeL15++WV4vd6CPh8KhXDw4MEZ2+gFAgHs27cPw8PD+Mc//lGx0+krHaPRiFWrVqGpqamgz6fTaRw5cgSHDh2qOhGp2nnkkUfwuc99Dvfddx/OPvts/PznP8fGjRvxzjvvoL29fcLP+Xw+fOQjH8FFF12E4eHhEra4+Ij4Xh3QQOxTTz0Fp9OJ5cuXo7Ozs+jP1ITb7cYLL7yA0dFRtLW1YeXKlUK8nIR0Oo3Dhw/jiSeemFJ4VqlUWLJkCZYuXZqVjOZyubB//3643e4pt7d3796C7xmqnZaWFlx22WVYuXLlnMROSjhYtGhRUb9f0WgU77zzDo4fP160dQomplzxvSAhnWwxcqEMZkFxIHGPMszj8TgT7shDm88s5zNoKQvXaDTC6XQiGo3C6XRm+Z9TxjQJh7FYDOFwGKFQiFlLUMb3RKTTaQQCAUQiEQAnpg0CJx426uvrix704/E4ExW9Xi/cbjfz5iaRWKvVMkGUzwrXaDTsOJKvOmV4z9XNCTDe5oUyx6mo59GjR5mdDtmSOJ1OyLLMvMZpYIJsawjeziUUCsHr9SIej8PtdsPj8SAWizGPdKPRiMbGRuj1etjtdsTjcWYZROeYH1ShAQt+YIWfbUB9r66ujvmoLViwAO3t7VnnoVyQ5Uwmk2EWM5SBHgwGEYlE4PF42KAT7/0+3esYWe9IkoTly5ezqubLly9ngwtWq5V9X6m/5drzANnFc10uF0ZGRhAOh7F//350d3fD4/Hg0KFD7LtdC9dakZFeekR8Fwjmjt7eXvziF7+AXq8v6PPpdBput3vGD5LDw8N48MEH8cILLyAUCjGrOcHMcDgc7KGrEOLxOB588EEcP34cwWCwyK2rLkod37///e/j4x//OD7xiU8AAO699148++yz+OlPf4pvf/vbE37u05/+NG6++WaoVCo8/vjjBbW3UhDxvTpIp9PYuXMnjhw5ApvNhn/+539GR0fHnD2r9vT04P7774der8cVV1yBzZs3CyF9ElKpFF566SW8/fbbU54TWZZx6623oqOjIyvuHz9+HPfdd9+0MmDD4XDNxuxVq1bhX//1XxEIBOYkdsqyjMsvvxy33HILS7QsBiMjI7j33nvR29tbk9fWWonvBQnpF154Ie666y784Q9/QHNzMwCgv78fn//85wu+uRTkJzdbmOwiSJjls5zzFS2Mx+OIRqPQarXMMoJE5lxv9VzRdDpZubwQT9uKRCKsOCWfFT7b4wCAZc3HYrGsIqfAe1n2vJUIL2Kr1WomrufzGy+F6Evb4C14qABmIpFAKBRi9j16vR4Gg4GdP51ONy7Lm3ziybKGvNC9Xi88Hg/zS49Go0in07BYLMz/nD/PqVQKCoUiS9TlM9Hz9QU6jpIkwWg0wmw2s4GAufZDnw789jUaDUwmE7RaLYxGIyukSt8BYGYXbr5Iq06nY4J5fX096urq0N7ejqamJsiyzOxc6HMTwRcZNRqNkGUZwWAQIyMjLHuQbHhIdJ9NoKoGhJBeekR8Fwjmjlgshr6+vpJsi2zaaNZgT08P3n333ZJsez6Qr3if2WxGW1sbli5dWtA6Y7EYmpqaoNfrswZD+ASYWqEY8T13ZoUkSVlWhUQ8Hsfu3bvx5S9/Oev1Sy+9FK+++uqE2/nNb36Drq4u/Pa3v8U3v/nNgtpaSYj4Xj34fD74fD54PB54PJ5Jvyv0TBmLxWY8Wwk4kT3b29sLhUKB/v5+BINBxGKxaRc7nQ7URn52fLWSyWTYeZkKvV6PoaEhRCKRLNHd5/Ph+PHjM4rJ0zkXpAFRMuRk/Ya0EapzVokYjUYYjUZEo1E0NjZCluWsGeWFQvFdr9ejsbERS5cuLaqQbjKZ4HA4oNPpspIVKdbPd2olvhf0rfnxj3+Mq6++GgsWLEBbWxsUCgWOHz+Ok08+GQ8//HBBDRFMTT5RnRcLeZsW+tL6/X709vbCaDTCYrGw7Fmr1QpJkpgAnkql0NPTg6NHjyIQCGB0dJQF5Km+CLTNSCSCvr4++Hw+OJ1OqNVqZvFBI9uFCKv8zcHw8DD6+/tZIUzKxtbpdOyiSKIwLwRTAM9nUTKX8EI+/1rueUulUszig/ZVo9EwAZ2KopJ9DcFnMUejUXY8aECDF1xjsRjLwKbjaDQaWZY+tSWdTsPr9aKvrw+hUAjDw8Pwer2IRCJsOY1GA6vVCp1Oh8bGRrS0tMBiscBsNo8boKgE6EaBvOEXLVqEQCCAWCyGYDDIzsF0+oUsy7Db7dDpdGhra8Py5cthNBrR3t6OtrY2yLKMxsZGVul8JhkkNPhjMBhQX18Ps9mMTCaD9vZ2+Hw+dHR0wOv1or+/H4cOHWLfgam8cqsVIaSXHhHfBYL5QTQaxYsvvohoNAqXy4Vjx46Vu0lVg0KhwMqVK/G+970va+p+fX09Fi1aVPB61Wo11q1bhzvuuCMrbg8MDGD79u3o7e2dVburiWLE97a2tqzX//M//xNf/epXxy0/NjaGVCqFhoaGrNcbGhowNDSUdxuHDx/Gl7/8Zbz88ssVKzLNFBHf5x/pdBpvvvkmXnnlFYyOjmLv3r2z+l4dPHgQv/71r+F0OnH66afjjDPOmHX/T6fT2LNnD2vjnj17aiZLN5FIYOfOnfjJT36SJdQeP34cg4ODRd/esWPHsH37dgwNDeH111+ftN7WkiVLcP7558PpdOKss84qqpBcbNRqNdavX4877rgDIyMjePnll7F///6C1sXHd4fDgdNOO61oA0aE0WjEJZdcApvNlqXdHThwAC+++CJ8Pl9Rt1dp1Ep8L+iTbW1teOONN/Dcc8/hwIEDyGQyOOmkk3DxxRcX3BDB1PBZ2dMdhfP5fEilUpBlGUajERqNBrIso76+HkajEYlEghW8PHr0KA4ePIhgMIixsTFEo9FpfQlomXA4jJ6eHmg0GkQiERgMBphMJtTV1UGSpIKmpFFGFdm5DA4O4uDBg8yWRKPRQJIkmEymLP93pVLJxHNaB29PwgfwubR14eFtePINgJAgqlAo2AWWX26iDO/cARb+h14DwCxfNBoNzGYzG2Ch4wK8N6vB7Xajp6cHgUAAg4ODzCaGllOr1bDZbKy4aGtrKywWS1b2QiWJ6VT0M5PJMG9Tv9/PCsfMZIBFlmW0trairq4O69evxyWXXMJseQwGA5s1ku9cTwZ/nmldmUwGzc3NSKfTCIVCOPnkkxEIBPDGG28gEAhgbGxM+KYLioqI7wLB/CAajeK5557DSy+9xAbbBdNDoVBgzZo1+OxnP5v1cEb3EoWiUqlwxhlnYM2aNVkxe/fu3Thy5EhNCenFoLe3F2azmf2fL1uNJ/dejJKSckmlUrj55pvxta99reDZB5WIiO/zj1QqhX/84x+499574XK5WFJWobz99tvo6uqCyWTCXXfdhdNOO60oQvru3bvxgx/8oChtrCYSiQReffVV7N69O681a7E5cuQIfvGLXzCtZDIhffny5bj99tvR2dkJSZIqXkg/44wzcOqpp6K/v58VTS7k2ZeP742NjSwZs5gYjUZcfvnluOSSS7La+Oijj2LPnj3zXkgvBtUQ3wu+Mm7btg3PP/88RkZG2Ejj73//ewDAr3/961k1SlA8aAqJUqlkBQzJJz2RSDAhnQoZknd0IVNMaVtUODEcDgM40fGp8Chl6E4mLpIITKI3FdGkIozUPkKlUmWJ5GR9wwvpiUSCFfik/aq0IF6IxchMoGMCnHjA9vv9zEJGo9Ewa5d0Og2fzwe/38/88kloBsCEYp1OB71eD51OB41GwzLmaZlKgm+PRqOBXq9HIpFgNw70XZjs81qtFiqVCiaTCfX19bDZbGwwwWw25/WwL7Sd/DromGYyGWbNY7PZUF9fD+DEeaXisdPNqq8WREZ6eRDxXSCofvgBesH00Gq1bPam0+mE1WqFxWIp+jZyBQubzYaGhga0tLSw19LpNILBIJs1N98oRnw3m81ZD9oT4XA4oFKpxmWnjYyMjMtiA04U5921axfefPNN/Mu//AuA9xJN1Go1tmzZggsvvLCgtpcbEd+rC3omGxgYyCtoJ5NJjIyMwOfzIRAIzHp79DyUTqcxMjKC/v5+mEwmmM3mafmmJ5NJ+P1+pgEAJ4SrYrax2iA72mIQCoUwODjIZojnMjQ0BLfbPWFBcY1GA4vFAkmS0NDQgLq6umldQysBsvbw+/15az1MRb74Plf7rlAoIMvyuO+Mw+FAU1MTEomEiO+TfBaojvhekJD+ta99DV//+texbt06NDU1VZxoJniPZDKJcDiMeDyOrq4ujI2NQZIkJvzxtikejwculwuJRCIrAE4XEqxTqRRGR0eRTqchSRIcDgccDge0Wi2sViuMRiPz1uazdvnM8UQiAZ/Px0T0oaEhRKNReL1e+P1+5pVOxR7VajXzcyPRntaTSqXYYAGArMxjyk6fq6x0XqzP9Rovtb81f36Gh4eRTCYhSRK6u7thtVpZGzOZDLP3iUaj8Pl8rEArDYIYDAa0traisbER9fX1kGV5xjYmpYauU2TNotVq0dDQALfbjUgkgpGREVY0NxdJkrBgwQI4nU60tLTgvPPOQ1NTE/NEp0K3c4lWq4Xdbmf2OUajEX6/H6+//jp27tyJSCTCCsvOF4SQXnpEfBcIBLXKwoULcf3116OzsxNLliyByWQqyXZbW1vxiU98AldccQV7LRaL4ZlnnsGzzz5bNBGmkihlfNdqtTjttNOwdetWbNq0ib2+detWXH311eOWN5vN2LdvX9Zr9913H55//nk8+uijWLhwYUHtLjcivlcfkUgETz/9NLq7u/M+Y5FdRLHv/WOxGLZt24bR0VE0NTXh2muvxemnnz7l58bGxvDoo4/ijTfeyGrjwYMH59XzSTlIp9P4xz/+ge985zsTzozq6+vD2NjYhOtobm7G9ddfjxUrVmDhwoWw2Wxz1dyKo1zxnWf16tXYvHkzXC6XiO+TfHYmlDO+F6T8/OxnP8MDDzyAW265pZCPC0oIZanS9J6hoSGoVCrIsgytVsveo2zyeDw+q45P26PsdpVKhUAggFAoBJ1OxzKbNRoNG/kB3hPSadQ2FotheHgYfr+f+XVTJjpllScSCajVauaRnkql2D4pFIosIT0SibCinhqNJqvIZCnIzX4vR5FI/vzQaDVlWJMHKJ+x7vP5WFYCtZ986HU6HRwOB5qbm1kxTZVKVRU35TSFS6lUwmq1wmazwe/3w+12T/gZjUaDpqYmLFq0CJ2dnTjjjDOYvyQ/GDSXqNVqNjJrNBrR1NSEUCiEYDCIrq4u+P3+rJkg8wEhpJceEd8FAkGt0tjYiCuvvBLr1q0racF0h8OBjRs3ZsWtUCiEoaEhbNu2TTxo5/nsTNm8eTNuueUWrFu3DmeeeSbuv/9+9PT04PbbbwcA3H333ejv78dDDz0EpVKJVatWZX3e6XRCp9ONe72aEPG9+ojH4/jHP/6BXbt2TbjMXDxTJpNJvPXWW9i7dy86Oztx6qmnTktI9/l82LZtG/73f/93zttYa9CAxKFDh6ac1T8Rdrsd73//+3HBBReUNMZVAuWK7zydnZ1YuHAhSxIV8T3/Z2dKueJ7QUJ6PB7HWWedVchHBTnkemXzv4sNZV+TyAwgy/6kmEU4+W1RQcdEIsEy3qkQKXlSkRhJwnc8Hs+ycNFqtSwjWqlUZrWTCnTyn6d9TCaTrKBqIpFgAioJ9+SfxGdbzyW5HubluqngfeLpWNNxyGQyrAAt30aFQgG1Wg2tVsumV5GtSyUWGJ0MlUrF7GnIJz5fRjntp9VqRXNzM9rb29HQ0MBmPRCl2nfaDg0I6XQ6VvzM6/UiGo1mFU8VCGaKiO8CgaCWkCQJbW1tsNvtOOmkk2Aymcoyuy73wV6j0aCtrQ3r16+H1+tFb28vXC5Xyds1X7jxxhvhcrnw9a9/HYODg1i1ahWeeuopdHR0AAAGBwfR09NT5lbOLSK+Vyflel6k7YbDYRw+fBivv/76lM87x48fx9jYWMXZp84nZtsf+CSwakSSJCxatAgbNmxAIBBgNd0mWrYS4juPQqEQ8b3IlCu+KzIFfBP/7d/+DUajEV/5yleK3qBy4Pf7i+6BOB14z3DgvazlmRQTnSkUACl7eC6FXdoWFQVVKpWQJIn9zXtqkxDLF2mkNpIQThnrlEFPWeb08EGfV6vVUCgUWb7etH61Wg2DwQC1Wg1JkpiYT0GlmIIoidXpdJpZ7FBxERpYoFkA5YA/ZjSgwfvH5wrpSqUSdXV1MJlMaGxsxAUXXICOjg5otVro9fqiF+qYK2ifotEourq6MDAwgOHhYezatQvDw8PsfaVSicbGRjQ2NsLpdOKaa67BunXrIMsyHA4HK3pRjgEEvl/19fWht7cXIyMj+Mtf/oKdO3cimUwiEolUvJju8/ny+p/RNflDH/pQwcVv4vE4fve73024DUF+RHwXCAS1RFNTEz71qU/hwgsvhNVqRWdnJ5ulV07S6TR6e3vR29uLgYEB3H///di2bVu5mzVtRHyvPER8FxSCTqdj9pZTEQ6HcezYMSEKVihr167F9773vaqt8QCcuP53d3djeHgY+/fvx89+9jPs3bs377Iivs8NIr6fYNoZ6Zs3b2Z/p9Np3H///Xjuuedw8sknjzP8//73v1+8Fs5zlEolsxkhYXsuR3FJFKWM9LmEtpVbZIME3NzCo0qlkhVhUqlUMBgM0Gq1UCqVzAuMRN9UKsVEaBIUKQOeF4XpNSqGCbw3YMEPHsyVGMqL6bRtPvu/nNPcaPtk6zMVdBx1Ol3WT7VYuhB8f9PpdDCZTAgGg2wAhs/Al2UZFosFDocDLS0tWLhw4ZwMuswUmpmhVCrhdDqh1+thNpths9lY4KqmczIRwtqlNIj4LhAIahW9Xo8VK1bgfe97X7mbkoVSqURHRwc6OjrQ3d2Nxx9/vNxNKioivpcGEd8FsyUajeLgwYM4ePBguZsiEECr1WLp0qVYunQpNBrNpGJrNcT348eP4/HHH8/SIKqdWonv0xbS33zzzaz/16xZAwDYv39/1uvzQbyZa/jsaFmWmV84iavRaLTsQiuf5c1bzxQjcz1XuJYkCUajEWq1GkajEXq9Hmq1Gnq9nt3kkVgbj8eZ7QhVBY/H4/D7/axoKlnV8O2kDGulUsmWIUGe4C1jZtOPc7fJZw/TbAN6vZouFgqFApIkwWAwsH5LAxvV+L2nGRK0P1QwlL6LGo0GLS0tWLt2LRwOB+x2e8X5ydHghizLMJvNWLBgAU4++WR4PB4cPnx4wqrtAgGPiO8CgaCWUKvVWL58OVauXImmpiY2/VcgmG+I+C6YazQaDVauXInly5dP2Y/i8Tj27duHw4cPV9UzsKB6qLb4bjAYcNZZZ0GpVGJ4eBhvvvmmmNFRJUxbSN++fftctqOmIPFRq9XCbDZDp9NlFYIkwZjPnC41lClPGd5kscL7qRcjc16hUMBoNKKxsZH5PdtsNlbQkoR0EjDJA52E9GAwiFAohJ6eHvh8PsRiMfj9/iyBnI4tCfiJRIJlFdMgBu0f7fts4TPQ+WKu9ENifjV5yCmVShgMBthsNlitViamV+vNt1KphF6vRyaTQTAYhCzLkCSJ9W2dTocVK1bg/e9/P7OzKVVh0ZlAdkkKhQJr166FxWLBsWPHWLHeaqZWRrTLjYjvAoGgltBqtbjkkkvwyU9+EiaTCVartdxNqjlEfC8NIr4L5hpZlrFx40Z87GMfm9LOwe1244c//CG6uroq3n5SUJ1UW3y3Wq246aabcOWVV2Lnzp341re+VfVCeq3E94KKjQpmDwm55OlNwYS3jSjHFA/edoX8yuk3tTHXGqVQaECBss9lWYbBYGDZ6eStzmcB8wI0L0LrdDpEo1E2EJF77PgMdfosv47cQpOFZKbzmej0Py+o5/6U29qlEMjbnnzuy12wYzbwnvp8f6eZCVqtFkajETabDUajEZIkVZSADmTb1Gg0GmZD43a7odVqq36aWK0EYoFAIBCUDqVSCavVio6ODuj1+nI3Z0poBh0VR+eTbaoVEd8FguqGntVNJhMaGhqwYMGCKYV0k8kEu93OrmUEXdfEd1swW6otvqvVajgcDjgcDhw/fpzVYKtmaiW+CyG9DJDASqIwWX6UW2Qlz2uyWDEYDFmiejKZRCwWQzKZRCgUQiAQYBnX0/VcJyGSss/pd0tLC/Or1uv1WYVYefGSRMN0Og2TycQKXaZSKdTV1cHj8SCVSiEajWYV8uSPeSKRYMeW9o1fP198dDr+6fkEdDqflIFONwj0d7Ey+ksJeYobjUbIslzVIjrBD9hoNBomnlNR1ZaWFjZrJNdLstLQaDRsZkcikYDD4YDH40EsFkMkEqmqwETUSiAWCAQCgWAizGYzrrjiCixYsADd3d3YunUr+vv7y92sWSHiu0BQvSgUCqxatQoXXXQR6uvrsX79+qzn6YmQZRkXX3wx6urqsp6bDx48iOeee67qM3EFAkHtxHchpJcBPiuaxHReSCcbklKK6eR/bbFYoNFo4HQ6UVdXxyxolEolEokEIpEIkskkRkdHkclkkEgkmOXLTLZFAjqNYre2tkKSpHHCdr7PkoBLomc8HodGo0EkEsHQ0BC8Xi8Tv0k0px8S0qkIKS/W817farUa6XR6St/0fOeHtsEXRCUhnfzdq80fHTix/1qtNssjvdIytGcCnXMS0OnHZrNh8eLFsFgsaGlpgcViKbjydCnRaDRobm5GQ0MDwuEw6uvrMTIygmAwyOoHCAQCgUAgqC4sFguuuOIKbNy4ETt27MC+ffuqXkgXCATVi0KhwCmnnILPfOYzaGpqYnWzpkKv1+Piiy/G+eefz15Lp9N48sknsXv3biGkCwSCqkEI6WWAtxhJJpNM2CVxdToiK1k6UDYtWTuQyEyjvIlEArFYjAn0+cQ0EpI1Gg10Oh0kSYIsy9DpdExo5C0vkskky15XKpWIRqPTtpAg+wzall6vzxLQqf3TyXYmMZzamEqloNVqodPp2HHNd+zpc/zxSCaTTFTnl+GzxvO1iX8/t6gof8zzzTiYLiRW80Vf+d+lJLcAbbWTW1RXqVSy2gUWiwU6na6q9pe+yzRTw2g0spoA1UitjGgLBAKBQDARlOwCgN2bVzsivgtqFYVCAavVCrPZPOH9eSAQgNfrnVESjFKpZDNqJ8Ln88Hr9Rb8HdLpdLDZbJBlGU1NTTCbzTO2z6DEJR5JkubFTOdKRKVSwWq1spnWsiyXu0lzAtVxM5vNsFqtVfnsq9Pp0NzcjAULFiAYDDKnhWqjVuK7ENLLAGVGAycCZTgczsqapoKeE3Uksj1Rq9Vob29HW1sbdDodGhoaYLFYmAVLKpXC4OAgjh07hkgkArfbDa/Xm7UulUoFSZKgUqlgs9nQ3NwMnU6XFeApU5vPtCbxOhKJZBXUnEwkJmsQSZJgtVpZYVGj0QitVptlqTITVCoVDAYDJElCIpFAY2MjgsEgFAoFQqFQVrY8HV+++KhKpWLtpocV3h+eLsSTCen8TALKQE+n04hGo+xckC3OTC4udJx5sZdmAvAzF0oFtUetVldlgMqF+htfC8Bms2HZsmVwOBxwOp1VdWNHA0FGoxGdnZ1QKpU4duwY3G73jGaNVBLVFFAFAoFAIBBMDxHfBbWIJEm45JJLcPnll+ed8ZpKpfDCCy/g0Ucfhc/nm/Z6jUYjrrrqKlx44YV5B9sSiQSefvpp/O1vf0MkEimo7QsWLMCHPvQhLF68GJ2dnZOK9oLKwGg04pprrsH555+P+vp6dHZ2lrtJc8KaNWtw4403orGxEStWrKiK2eS5LFy4EJ/5zGcwNjaGF198EX/+85/h8XjK3ayCqIX4LoT0MkAdiwTdid6fCBL9tFotnE4nFi9eDJPJhMWLF8PpdCKRSCAUCiGRSODQoUPMzzwSicDn82Wtn7LDNRoN9Ho9bDYbdDodG2HmBdx8tjPhcBgul2tcJnw+KFOWioparVZYrVZotVqWDT4T+G1KksSsXqxWKzQaDQKBwLjCoySk8+I4ieW8iE8Z8iSu5/NL5wdEKBOdftPAAtm50OsztcDJ9YqnfeE91ktp/0MDD7ne9dVMbka60WhES0sL6uvrYbFYqmY/+ZkLNLCWTCbh9XqrNnutVka0BQKBQCCoJUR8F9QqarUaq1evxvXXX583mzuVSiEUCuHJJ5+ckZCu0+mwbt063HTTTVCrx0s8kUgEAwMDeOqppwoW0hsaGnDZZZdh/fr1BX1eUHp0Oh3Wr1+Pf/qnf6ra58GpUCgUaG9vx1VXXYWOjo5yN6dg6uvrcemll7JkzCeffLIqhfRaie9CSK8gpttxDAYD6uvrYTAY0NHRgY6ODhgMBjgcDpaRTvYmoVAIwWAQPp8PyWQSwWCQCb2pVIr5hJNPNGUb88ItL9BRoU/KTKbl1Wo1szCZaD/IPoZEb/pcsS7q1FZJkpBKpbIsaXIz5XnP9Ewmw8RhXiDms9Rp33OFdFqGvO4pW5z3SJ/KE53WrdPpWGY+2d2o1eqs6W60L5T1Tpnu6XQasVgM0WiUDXhMNaiRuy/873zwlkTV6PE+EbwHPg0s6fV6GAwGaLXaqhHSeahgsNlshizLVbkPAkEto1Kp0NbWhtbW1iljZDKZxPHjx9Hf3z9vrssCwVzgdDqxcOFC1NXVoaOjY96KCgKBoPJoaGhg158FCxZMeP1RKBRobm7GmWeeiZGRkUnjOy3b0dEBp9OJlpaWCRPTxLPA3GIymdDZ2Qmr1Trlsj6fD0ePHoXf75/zdsXjcRw+fBgvvfQSzGYzFi1aNK02CgSCyRFCepmZ6UOvQqFAU1MTzjzzTFitVpx88slYtWoVy/TWaDRZYmdrayuWL1+OQCCALVu2IBqNIhKJYGxsDKFQCCqVivmd6/V6yLLMRNzcQMyLyeTBDIDZtSQSCZaVnQ+lUglZlmGxWGAymdi2ZvsgQ+IycGK6nMlkYmIoTevJl/3P27ukUinE43HmkU37zx8H3uYFyM5IJyE9NyOdstAnGplTqVRsUKKpqQkOhwM6nQ5OpxN6vX6ckE7Q/kSjUXg8HkSjUbhcLvT39zNBPRqN5j1elFVO2QokivMDCxNBx4n2qdrhB0PouOj1ejidTjQ2NjKP9GpDkiQ0NjZCq9Wip6cnb2ZKNVArI9oCQS6SJOH9738/br75ZuaNPBF+vx+//vWv8eijj+atDSIQCE5w6qmn4o477kBLSwsrkCcoDyK+C2oJhUKBtWvX4jOf+Qyam5snvf4olUqcccYZaG1thcvlmjS+q1QqnHvuubjtttvgcDgmFdIFc0tLSws+/elP47TTTpty2bfeegs/+tGPsH///jlvVyAQwF/+8he8+OKLOOmkk/DZz34W69atm/PtCmqXWonv1amu1Dh6vR6NjY0sYDY3N2dlkROZTAayLMNkMiEQCMDhcMBoNAIAE695v3USV/min7nw9h6UyU6fmaoYAp/9Tp/JFacLhRe7aTCBMtInWj8Jx/z7lJXOr5O3dsn9PF8gNpFIZGWk837sE8HbtxgMBlgsFuj1ejQ0NMBoNLKs/9zBBso4D4fDUKlUiEajSCQSGBsbY23JVwA2d3YBn30/Hfis9Gq60E0Eb1PEF92VZRmyLFetAE0DAvF4vGoHA4DaCcQCAQ/NjGlra8O6deumLAzl8Xjw1FNPVe33XCAoBQqFAjabDaecckpVT/2eL4j4Lqg1HA4H1qxZg7a2timXra+vR319PTweD5555hn2nJ37vKZQKNDQ0IA1a9bAbrdX7X0AX7Oq1PW/CiF3ZjcAmM1mrFixAqeffvqUn08mkzCbzeP0lrnY92Qyie7ubnR3dyOdTpckC15Q29RKfK9OlagGIYFPpVLBYrGgubmZeThPJhaTTUgikUB9fT3a2trg8Xjg8Xjg9/uZmEzBeTq2HfQZ3kJkusIqica8z3axg37uuqfy8yZhmL9BSSaTWQUoc21u+M/xn+eP50QXET7T3Wazob6+HpIkoaGhATabDZIkQa/Xs/M90aAGZc9bLBbodDoAJyw9otEoRkdHMTo6imQyiUgkwoR1uknRarVMYOXPP4n/Ex2neDyOcDgMnU437pxX280bnSuy36EBonyFZqsNlUoFWZaRSCSq1p5GIKhFFi9ejNNOOw02mw0nn3xy1Q7mCQQCgUAgmB2SJGH9+vX4yEc+gtHR/5+99w6Tozrz/b+dc5qcNKMZZSEECkYkE0wULCbINvZ6wQkWLtjG5rfrXW94lg0X1ru+rGxjGYMxBvsCWi/GIoNkgzBIgHLWjEaTQ0/nUJ2qurt+f+ieQ/Vo8vTMdE+/n+epR5rq6lOnqqvr7fqe93xfL/bu3Yve3l7+ejabxfHjx/H888+jsrISa9aswbJly4rud39jYyNuvfVWDAwM4NixYzh06FDBzrBTq9VYuXIlzj///JxZBS0tLaitrZ1QG1VVVbjxxhuxbNkyvk6SJBw+fBjHjh0bNzmRIIi5h57QigRmwaIsMFpdXQ273Z5TLFOJUnxXq9Wor6/H8uXL4Xa70dvbi6GhoRx/byaojmfvwWC2JcOF2NFQZl+PlEGfD5Ri6GTEejYYoFKpeDFSZfFR5f8Zymxmpag+3igc+yx1Oh0aGxtxzjnnwGg0wmq1cj/r4X7tI7UBgF8TsiyjsrISTU1NSKVSaG9vh0ajQTweh8/n40I6G8Rg+2NCOvss2ec5Uv9Z4YtoNAqDwcDtXYrtx5oSSZKQSqUgSVJO4V02awIovgEC4BOPdLVaDbPZXLTTPEtlRJsggDP3mvPPPx9/9Vd/hYaGBj4riSAIYr5B8Z0gxsdkMmHjxo247LLL0NbWhv/9v/93jpCeyWSwa9cuHDlyBFVVVXjwwQexZMmSoqv/sGLFCnznO99BPB7HL37xC7S2thaskK7VavHpT38a3/rWt+BwOPh6vV4Pu90+oTYaGxvxl3/5lxBFka+LRqP46U9/itbWVhLSiaKmVOI7CelFBBNXmW828zIfSygeKQvZaDTyAKv0Ux+ema4swsi2BXDWthMR0YsF9sVXHjM7v6OJy8rzMtGsfFZw1WKxwGq1wmg0wmQyTTp7WGk7o7TbMZvN3MNep9ONWDiWDToobU3GQym4j3SNFBMjzURgFOPxKGHXxVgzGoqBUgnEBMEwmUyorq5GTU3NXHeFIIgCRGkFKIoikslkUcY7iu8EMT4qlQp2ux12ux3BYJDPQFYSi8UQi8WQzWYRi8XOel2SJCSTScTj8YK9X2i1Wm5jx55bCw3WR5PJhIqKCtTV1eUI6ZNBr9ejoqIiZ100GkVlZSWcTif/rAp1MIEgxqJU4jsJ6UWCUghV2pVMJNAM98VWCmuZTIZbf4TDYYRCIRgMBm51oczEVnp+R6NRBAIBHphZcc3xLGHS6TRSqRRSqRQXY/Np78LsR1j7yoGBybYDgPcPOFtcZdsM/3c02HE6nU4sXrwYVqsVNTU1vCjqdLMHWPs6nQ7V1dXQ6XSIRqM550H5L/u/Uhwf68aXzWaRSCQQDAah1+t5gFcWLi0m2PGEQiFEIpGca4ZRiD/kJgr7rpOQThAEQRDzg8bGRnzta1/Dddddh7179+Ltt98uSs9biu8EMTu0trbijTfewODgIPbt24dUKjXXXTqLkydP4s0334Tb7cbevXsLso9Lly7Fxo0bUVtbi3Xr1o04qDEdDAYDLr/8clgsFrjdbrzxxhuzUoyUIPJNqcT34lVYSpDhYvpkRb6RLEOYkB6PxyEIAsLhMCKRCBKJBFKpFERR5OIiG9Fm9h6hUAihUIgL6azA5ljFPdPpNJLJJBfR853JrhSGmff1RK1qRuvz8Iz9kTL3J5qJrtFoYLPZ0NLSguXLl6Ourg5msxkGg2FantzsfUzUrqysxOLFi9HS0oKKigpYLBYe8Fn/lQK6Umwf61ww4TkajfLPcTrndy5hQnokEkEsFkMqlcr5PItZRFdmpM9EHYL5zJYtW9Dc3Ayj0Yh169bhT3/605jb79y5k/+gbmlpweOPP37WNi+++CJWrlwJg8GAlStX4qWXXsp5/b333sNNN92Euro6qFQq/P73vz+rDVmW8dBDD6Gurg4mkwlXXHEFjh07Nq1jJQiCIIqL+vp6fPGLX8S3v/1tXH311bBarXPdJYIgCpj29nY888wz2LJlCz744IMcO5FCoaOjA8888wwee+wxfPDBBwUppLe0tOCOO+7AN7/5TVx66aUwGAx5bV+v1+OSSy7B/fffj69+9atYvHhxXtsnCCK/FF8aaYmiLGIpSRLi8TgSiQR0Ot2Y9hpKITiVSkEQBMTjcZ51q/T3Zu1ms1kYjUbuY87EWeYnzcT3ZDKJVCrFrUGUfVCKy0qxnAm4kiTlZP9OJ2tWKf6y8yOK4rQtZzQaDXQ6Xc45UB5bNpvl+2Gfz2gwax2tVguj0citXfLpFa889+x86nQ6mEwmWCwWPnuA9Z15wSt97idSZDadTkMURb6w/RQLSh/7VCrFp88pBxTYdkBxZqUrP+Nitl2a7RHtrVu34jvf+Q62bNmCSy65BD//+c+xceNGHD9+HI2NjWdt39nZiRtuuAF33303fvOb3+CDDz7Afffdh8rKSmzatAkAsHv3btx+++3413/9V9x666146aWX8IUvfAHvv/8+NmzYAODMtNzzzjsPX/va1/j7hvMf//EfePTRR/GrX/0KS5cuxb/927/hmmuuQWtrK2w226SPlShMIpEITp8+jWQyibKyMpSVlRXlPYggiJkhmUzC4/EgHo/D7/ePWiC+0CmVjDWCmA7ZbBY+nw+hUAgdHR0QBGHUbdPpNIaGhtDa2pozy7mnpweCIBSkOM1gz9T57qPD4UBFRQVUKhUCgQCCweC0dAFmrTtTsBpv+ZipPl9Jp9Pw+XwIh8Po7u5GIpGY6y4RwyiV+E5CepHAxGtRFOHz+dDd3Y14PI6mpiZYrVbudT38gZuJ1vF4HIODgzh16hSCwSAPxEwczWazCIfDyGQy0Gq1CIVCvF12M2dejOl0GpFIhG+fyWRgMplyPJmVIh4TtrPZLBdytVotBEGAXq/nXu/TgYmFyWQSgUAAsVjsLFuTicKy9s1mM6qqqmA2m2G1WuFyuaDRaHimfiqVwsDAACKRCD/Ho4npOp0OlZWVsFqtqK2thc1mg8VimVYW+liwjGSDwYD6+noYjUb4fD5Eo1E+CMIevpSFUscaDGAZ6ZlMBkajEYFAAFarFTabrWgC/vCBJa/Xi97eXsRiMYRCIT44xAYVilXAUs40YYNdxchsB+JHH30U3/jGN3DXXXcBADZv3oy33noLP/vZz/DII4+ctf3jjz+OxsZGbN68GcCZYkl79+7FD3/4Qy6Ib968Gddccw2+//3vAwC+//3vY+fOndi8eTOef/55AMDGjRuxcePGMY9l8+bN+Pu//3vcdtttAIBnnnkG1dXVeO6553DPPfdM+liJwkOWZezfvx///u//jrKyMtx222347Gc/C71eP9ddIwiiQOjs7MSvfvUrtLW1obu7uyhtXYDSedAmiOkQj8fx2muv4fXXX0cwGMSJEydG3TYWi2Hbtm04dOhQzvPLwMAAfD7fbHS3oFCpVFi/fj2+9KUvwWQy4X/+53/w6quvku94kRMOh/Hb3/4W77zzDvx+P7q6uua6S8QwSiW+F5W1yyOPPAKVSoXvfOc7fF2pTHeXZZlnhAuCAL/fD7/fz4XpkS46tp5lEIfDYbjdbvj9/pwRXyYuMv/rQCAAn8/HF6/Xy//v8Xjg9XoRCAQQDochCAKy2Sz0ej30ej0vwsEyrpnAygK6KIo52exM0J3ul2Z4Vj2z6pisiA58IqQbDAaUlZWhqqoK9fX1aGlpwaJFi9Dc3IympibU19fD6XTyIqFjZdVrNBouxrPiospisflE6W2v1WrhcDhQVVXFBwKUFjvsc2AzBMbLSGefHzvHgiAgmUxO+hzPJcrM+lgsBr/fnyOiS5I0KcueQoR9F5jve7Eeh3L2wFQW4EyGr3IZLdtFFEXs27cP1157bc76a6+9Frt27RrxPbt37z5re+Zby36oj7bNaG2ORGdnJ9xud047zEtxMu0UMqUc35X09vbirbfewquvvoqTJ0+OObhJEETp4fP5sHPnTmzbtg0HDx5EMpmc6y5NiXzEd6I4oPg+dSRJwpEjR/Dyyy/jD3/4A9xu96jbplIpHDp0CNu2bcPvf/97vnz88ccjFiGd76hUKjQ2NuK6667DjTfeiCVLlhRF0hcxNolEAvv378fvf/97vPfee/D7/XPdJWIYpRLfiyYjfc+ePXjiiSewevXqnPWlNN1dKQx1dXUhHA7DaDRyIZcVrWRCoSzLCIVCPBO5v78foVAIiUQiZyqoUshlgqgoiojH41yM1Wg0vFAoy0JXFrdkQjKzQmF2JSwznQUupdd6OBzm+1ZaybB1YwnTw+1c2DEJgoBoNMqnsE32y6jRaGC322E2m1FWVoaFCxfC6XTC6XSiqqoKGo2GC66xWAzpdBoWiwXhcBjpdJpb4wwXP9RqNUwmE2w2G8xm86wV52QDAtlsFgaDATqdjovpUxG/lZY24XCYZ9VXVlbmXBOFnMnNBgOi0Si/VpjozGZPsIK4rHJ8IR/PSLDZH1P9HswnFixYkPP3P/3TP+Ghhx46azufz4dMJoPq6uqc9dXV1aM+uLjd7hG3Z9MOa2trR91mrIehkfbD3je8ne7u7gm3U6hQfD+bdDqN06dPY8eOHeNOI45Go+jq6iqqAc1Cor6+HosXL845z7FYDKdOnYLH45nDnhEEQRQ3FN8/YXBwEDt37kRdXR1PyhrtWbevrw+nT5+Gz+crqPgeDAbx0UcfIRQK8dg51VlzgiCgtbUVfr8fBw8ezJvY73K5sHTpUrhcLqxatQomkwk6nQ5Lly7F1VdfneMR7/f70dbWhmg0OmJbVqsVS5cuRUVFBc4//3xYLJa89HE8zGYzzjvvPESj0XH7OBkikQj27t2LdDqN6upqLF26FCaTKQ89JojSoyiEdEEQ8OUvfxlPPvkk/u3f/o2vL8Xp7rIso7+/H++88w6sViv8fj/C4TCsVisaGhrgcrm44J1Op9HR0YGjR48iHA7jyJEj6O7u5nYvSl9zlUrFBfhMJoNIJAJBEHJEROVIEbNx0Wg0MBqNMJvNXEhnArooinx7lhnOsuM1Gg23RUkmk9xzjIm9wBkxcCwxnYm6qVQKwWAQ8XgcQ0NDGBwcRCwWQyKRmLSAqNfr0dDQgNraWtTU1GD9+vWoqqqCzWbLsXZhonlDQwO8Xi96enqQSCTg8/m4BY5y3zqdDmVlZaitrYXVap1VIZ2J94IgwGg0QqfTTSlTHwB/XywWQ29vL6LRKERRRHV1NfeRn61jmwzss5BlGbFYDF6vF6FQCENDQxgaGkImk+HFRgVBQCQS4eetGH/QMwsoj8eDUChUtFmt+Zga1tvbC7vdztePJ0oOHzQZz+JnpO2Hr59sm/nqWzFA8X1kUqkU3nzzTezdu3fcGiKZTIbfx4jJoVKp8KlPfQr3338/qqqq+Pquri5s3ryZhHSCmCFKZep3KUPx/RNkWca+ffvQ19cHp9OJb3zjG7jjjjtG/E2azWbx4YcfYsuWLfB4PAUV30+fPo0f/ehHsFqtuOWWW3D//fejoqJiSm0NDAzgF7/4BXbt2oVIJJI3+5nm5mZ885vfxOrVq1FWVgaHwwG1Wo0bbrgBF1xwQc79Y9euXdi8eTNaW1tHbKumpgbf+MY3cOmll8Jut+f8TphJKioqcOedd+Lmm2/Ghx9+iP/6r//CyZMnp91uf38/fv7zn8Nms+Gaa67BAw88gIaGhjz0mCA+oVTie+EpXiNw//3348Ybb8TVV1+dE4jHm+4+WiBm2aaMYvMXZIJtNBqFx+OBz+dDKpWC3W6HXq/nIm8mk4Hf70d/fz8ikQj8fj9isViOQM0sQIBcoXw8kVWn051VjJRlrzMhndljMN901i4T8mOxGFQqFZLJJCRJ4u0oC1eO1Q/WHhNBE4lEziJJ0qS/jMwb3eFwwOVyoaqqCtXV1bBarXA6ndwrntmCRCIRqFQqRKNRnlU/UuEnlUoFg8EAo9EIvV4/a+KXSqXi4jaz2dFoNMhms3zwZLKwgRFBEKDRaBCLxXJmKRSikM5gFknMXogVGmXXpdIKSRRFGI3GohQrM5kMt+5hA1rFSD4Csd1uzxHSR6OiogIajeasTHGPx3NWJjijpqZmxO21Wi3Ky8vH3Ga0NkfbD3AmM722tnbK7RQiFN9HJpvNwu12T2rmAjFx2G8fNqNq5cqVqKur468bjUY4HI457CExU7DC4mz2JDE3lMqDdilD8T2XYDCIYDAIq9WKwcFBpFKpEa1GMpkMvF4vjh8/jqGhoTno6ejEYjG0t7dDrVZjzZo1I85yV84uHwmmEQiCgNOnT+Pw4cN56RuzknU4HFi2bNlZsyBqa2tzfkMDZ35Xj5WRbTQa0dzcfFZbM41er0dTUxMAwOv1wmg05qXdRCKBjo4OAMDixYv57PpiiIfsuilmy9LxUGpbzF2iGCmV+F64itf/44UXXsD+/fuxZ8+es16b6nT3Rx55BP/8z/+c347OIsrs2c7OTmSzWRiNRpw6dQo2mw2ZTIYX93S73bwwqSAIXBRk4rYy4DHfaPYlnuiFzILl8KCpVqtzRtCVr0uSxP2KWSa7wWCAw+GAzWaDRqPhNiTK97KbKLOuSCaTSCQSGBwcRDQaRTgc5r7rUykwajAYUF5ejvr6elRXV6O8vBxOp5N7miuFaLVajfLycqhUKoTDYZSXlyOVSvE+KI+dHSOz35lNYZYJ5mq1Gnq9ngdj5uGsvBbYgIjSHohdF0rS6TQv5mq32zEwMIBYLAaXy5Vj0VMoAjT7TqTTaXi9XnR1dSEajSISieRc88CZH4kDAwOQZRkNDQ1FmZGeSqXgdrvR19cHv99fMJksk2U2A7Fer8e6deuwfft23HrrrXz99u3bcfPNN4/4nosuugivvPJKzrq3334b69ev5wOCF110EbZv347vfve7OdtcfPHFE+5bc3MzampqsH37dqxZswbAmVkHO3fuxA9+8IMJt1NoUHwn5ora2lpcfPHFqKmpwYYNG2ZtujYxd8iyjFOnTuG5555DdXU11qxZgzVr1hT04P98plQetEsViu+jI0kSPv74Yzz11FM5yWMMWZaxa9cuJBKJOejdxJBlGSdOnMCvf/3rnGSVsrIyXHTRRWhubh7xfclkEh9//DGOHTuG3t5e9Pb25qU/NpsNF110EZYsWYLFixfPWuZ4MXP69Gk8//zzqK2txfnnn4+1a9eOeD0WAplMBocOHcK+ffswNDQ06gyCYmdwcBC7du2C2+3Ghx9+WLS1DUolvhf0r8fe3l488MADePvtt8cciZvsdPfvf//7ePDBB/nfkUjkLB/dQkaZbdrW1oaOjg4u1Gq12hwRlGV/M/EZQM62TFQHwMVS9r6xxLfRvLCZMM8+g9G2E0URgUAAarWaZwYbjUZUV1ejsrISWq0WFouFe6+z9yt92lnB03g8zrPumf/1ZIVDlg1vMplQU1OD5uZmVFRUoLq6GmVlZVzYV2ZxGwwGiKIIk8mEeDzOvZGz2exZdhpqtZpb4DDhejZhIjnrAysuy2YMsEELk8kErVabMxjDzrfyxiZJEoLBIMLhMPR6PaqqquBwOJDNZmGz2XggLhQhnc3SSKVS6O/vx8mTJyEIAgKBwFkj28xvOBaLwWQy5WQpFgOyLCORSKC3txft7e0YGhoacZYEcTYPPvgg7rjjDqxfvx4XXXQRnnjiCfT09ODee+8FcCZ29Pf349lnnwUA3HvvvXjsscfw4IMP4u6778bu3bvx1FNP4fnnn+dtPvDAA7jsssvwgx/8ADfffDO2bduGHTt24P333+fbCIKA9vZ2/ndnZycOHjyIsrIyNDY28iJdDz/8MJYsWYIlS5bg4Ycfhtlsxp//+Z/P0tnJLxTfibmksbERd999N9auXcvjIjH/OXLkCDo6OmC323H//fdj1apVJKQTRJ6h+D42oijij3/8I3bv3j3q8SaTyYIW0WRZxsGDB9HW1pbzTLt48WKUlZWNKqTHYjG8/vrreOaZZ/J6jE6nE5s2bcKtt94KvV5Pg+MT4Pjx4+ju7obVasX/+l//C+ecc07BCunpdBrvv/8+/uu//guRSASxWKyoBNeJ0t3djSeffBL79+/n+hhRuBT0r8d9+/bB4/Fg3bp1fF0mk8F7772Hxx57jI9GTXa6O/PiLmbYzYNZUAA4y0KFbTfajWa40K30Sp/I/odX11XawijF/JGq8Cp905mnOPPeNpvNOV7rALiYzopCMmuVeDzObTrY+qkWZGHHz+xl2GADy0JX2uGwPikHJZQWNyOhLMI6WwzfF5v2puyLXq+HwWDgAwlarRbZbBYajSZnQEZp16P8/FjhVTYowjLd2UDNaH2ZaZTXXDqd5tdJIpHgovpI08NSqRS36mGFOkfyvS40lN89NqAkCELJW7tMhttvvx1+vx//8i//gsHBQaxatQqvv/46n145ODiInp4evn1zczNef/11fPe738VPf/pT1NXV4cc//jE2bdrEt7n44ovxwgsv4B/+4R/wj//4j1i0aBG2bt2KDRs28G327t2LK6+8kv/NHhS/8pWv4Fe/+hUA4Hvf+x4SiQTuu+8+BINBbNiwAW+//XZRzpgAKL4Tc4ter4fT6ZyytytRnDBrCFEUEY/HiyY2st/HbNajslhesVIqGWulCMX3sZFlGfF4vOhFMpbUp8TpdMLr9Y7qd+73++HxeOD1evM6W1aj0cBms6GysjJvbRYLGo2GJx8qYc+7o90vmYZUyIM2oigiFovx+mZ+v3/UoqssSdNqtcJkMhVlgoQkSQiFQnmrFzBXlEp8L2gh/aqrrsKRI0dy1n3ta1/D8uXL8Td/8zdoaWmZl9Pdp4rSjmUiF7By5H+yF202m+Ue5MyehfmAq1Qq7kHJhNbhWfHKfSaTSQSDQWg0GiSTSfh8Pp49zX4wMfFXFEVIksQ9uplwywTDyVjSjEU+CgEOpxAqrrNzo9PpYLPZoFareda9TqeD1WrlPvvMnsbn88Hn80GSJESjUf7Djx1POBxGe3s7zGYzZFnmgnx5eTlsNtucWbywa4/ZuZw+fRqCIKCzsxN+vx+iKOZ4LTJCoRCOHTsGl8uFuro6Xpi3GLzjotEoEokEhoaG0Nvbi56eHgiCQNYuk+C+++7DfffdN+JrTNRWcvnll2P//v1jtvm5z30On/vc50Z9/Yorrhi3vyqVCg899BAeeuihMbcrFii+EwRBTIxQKIRXXnmFFyscHByc6y5Nm1J50C5FKL6XLj6fD1u3bh3R0gc4I+7u2bOnIJ6J5wuVlZW4+eabcc455/B1bODqzTffLGiLoPE4ceIEXn75ZQwODuLAgQMjPrcDZ2LCkSNH8KMf/QiVlZW46qqrcNVVVxVshv18p1Tie0EL6TabDatWrcpZZ7FYUF5eztfPt+nu02GqFy0T1CfzXmVmsiiKOUIj80Znwjbzph5J5GZCfCqVgkqlQiQS4dnfLEtaWRBVaVXD2p3Ol3UsJiL+Ds9SLxaYlYtOp0N1dTWampq4kG40GiFJEveaZwI5K1zJhHR2zgVBQG9vL/dft9lsvB2LxZJjHzRbsOxsdm35/X50dHQgFAphaGgI4XB41CIebGDAbrdj3bp1SKfTfIZEIX/OmUwGsVgM4XAYfr8fAwMDGBgYOGsAiyAKAYrvBEEQEyMajWLHjh3YunUrL0RGEIUKxffSJRQK4c033xzzeamYiygWImVlZbjxxhuxceNGvo5pJO+++25RC+kdHR147rnn0N7ePu7z7KlTp9DR0QGr1QqHw4HLLruMhHRiRiloIX0izLfp7rMBExmHC9vDrTsm2hYrRjlcSB9uB8K2H69f7P9MJFfazrBMd+Ux5ANlleRkMglBEGAymbhlDPPQZNY5bACBWYUw2xAmPo90nKzSNLOAmQ2Gf76sCrRWq+UDFRaLBSaTKacYKhvASKfTMJlMMJlMUKlU0Ol0OeeA7SOTyUCSJMRiMQSDQYiiCIfDwfdhNBrPEqPzKUoP7wsryBsKhRCPxxEMBiEIAmKx2LgzF9h7E4kEotEoAoEALBYLnypWaLDjyGQyCAaD8Hg88Pv9fMCpmH+slsqINjEyFN+JmSIWi6G9vR0mkwkulws1NTXklV1CZLNZuN1uHD16FA6HAzU1NXA4HHPdrVFR/s6aL1B8L20ovs9f5mKgTxRF9PT04PDhw7BaraitrS3IZ7Z8odFoUFVVhfLycixZsgROpzPnNwyrgTYRstksPB4Pjh49muMtbzabUVtbO+sWKclkEoODg3wWeTwen1CtL6YdTcfmdy6QJAlutxuhUAgdHR1Fb/kElE58L7qnhnfffTfn7/k23X02kGWZ26Mos72Z0DpRWxi2MHsV1hbLbmdtMS/tiXwx2HZMJB8uuirF9tFuksr3sL6Md0ysr4lEAoODgzCbzYjFYqiqqkImk4HJZOI2JUyojcfjGBgYQDAY5FNth4aGEI1Gz+pbJpPhwiwTlWfLKkQptDK/tPLyctTU1MBkMqG2thbV1dXQ6XTcY01Z1JW1EYvFIAgCQqFQzrWinB3Q19fHByEikQjq6upgtVrR0NAAi8UCnU4HvV7PP5d8iOnKzzeTySASiUAQBESjUZw6dQp+vx+BQAC9vb1IJBJIpVJjBthUKoVAIIB4PI7W1lZ89NFHcLlcWLlyJerr6wsyK519PgcPHsShQ4cwODiIYDBYVD8kRqJUAjFxBorvxGzR0dGBn/zkJ3C5XLjmmmtw5513ory8fK67RcwSqVQK27dvx6lTp9DQ0ICvfvWruPzyy+e6WyUFxffSguI7MZMEg0E899xzeOedd3DuuefirrvuwrJly+a6WzOG2WzGZz/7WfzZn/0ZnE4nli9fPuW2JEnCH/7wB3R2duaI7ytXrsTdd9+NFStW5KPLE6a/vx9PPfUU9u/fj6GhoaL3Cx+PQCCA5557Du+++y7XK4qdUonvRSekE9NHWZQQQI6QPlnhjY3+McGVtTV8H5NtUymYT5bhQjorWjpeNjzL9olEIggEAjAajYhGo3xE22AwQKPRQJIkbn0iCALC4TAikQii0SgEQeAFKoe3L0kSRFGERqOZ9ZsE+2zT6TS34rHZbDCbzbBarbBarTwjXafT8az1TCYDm80Gh8MBjUYDo9HIg6xy9gL7vCKRCBKJBEwmE6xWKzQaDVKpFMrLy6HX63k2+0yI0awP7HMJhUIYGBjggxssU3482IBDJpOB1+vlAvzChQvz3ufpojz/kiRhcHAQbW1tCIVCRT2Vj1EqgZggiNklGAziww8/hFqtRk1Nzby4XxITJ5PJoL29He3t7WhpacH1118/110qOSi+EwSRLxKJBA4fPozDhw8jkUjg85///Fx3aUbR6XRYvnw5rrvuumnbl2SzWXR0dKCjoyNnfTQaHbO+00wRiUSwd+9ebN++fdb3PRckEgkcOnQIb7755lx3JW+USnwnIb2EYRcqy/yeyoXL/K+ZuMqEa6X/2Wx8ITQaDVQqFbRaLc94ZtnxAHgGPiuSOpqwnslkEAqFoNfrkc1mcfr0aYTDYdhsNpSXl0Oj0fAq1/F4HO3t7fB6vejv7+cFT0eafsQy2MPhMGRZht1unxXfLuZVL0kSEokEP3YA3NeeedKz86VWq5HNZrnozV5T+sGPJoSzTHVRFBEKhaDRaCAIArRaLfdOZ9PPDAYD/6xYH1j7yn+BXOsWZfY5Ox6WaS+KIrxeLwKBAKLRKPx+Py9KO9mBmWw2i0AggPb2doTDYSxcuJAXZbVYLHNuA8DOA8u4HxoaQn9/P3w+HwRBmNA0OIIgiFJGlmX09vZi+/btKCsr4+sHBgbmRUFHYnxisRj27t0Lo9HIPZydTudcd4uL/adOncLg4OC8yFIjCIKYafx+P9577z243W40NjZi+fLl0Gq1aGtrQ0dHR471zMGDBxEKhUZtKxqN4sMPP4QkSaipqcHKlSthtVpn/BgEQcCJEycwODiIQ4cOIRKJTOr9KpUKixYtwg033ACfz4eTJ0+iu7t7Um0EAgH86U9/gtfr5es0Gg2WLl2KRYsWTbv+mSzL6OzsRGtra06iW0dHBzwez5TbTafTOHnyJF599VWUlZVh+fLlaGhomFZfCWIkSEgvUZQi8lQFdLYYDAYuCjPxk/lQKz3PZwq1Ws19vY1GI+x2O/f4ZtnfzOucZZyzG/bwfomiiL6+Pni9XgwMDEAQBDidTjidTu6hyrzQBUFAe3s7PB4PBEGAz+fjgu3wdtPpNPx+P/9/RUXFjJ0PJbIsIxKJIBaLIRAI8HOQzWa5VzsbCGGiOhPTWYBk27GFCe0jwQYr0uk0enp6MDAwALPZjIGBAZhMJlRUVGDBggXcl5aJ6szuBgD/7IZfo0r/c+ZjHo1GIYoifD4f3G43kskkF5NFUUQ0GuVWLpP17MtkMjyYV1dXo7KyEmazGXa7HQsWLJhTIZ2dm3Q6jc7OThw8eBBerxdHjhzhPxLng5dqqYxoEwQxN8iyjD179qCzszPnnp5Kpeb9dGLiDGxa9SuvvIILLrgA3/ve9wpCSBdFEdu3b8dTTz2FSCSSI2bMByi+EwQxE3R0dOCxxx6DyWTCrbfeiu985zswm814/fXX8etf/xqpVIpvG4vFxry3ut1u/PKXv8TWrVvxmc98Bn/1V381K0J6IBDAb37zG7z11luIx+OTFpa1Wi0+/elPY8WKFRgaGsJjjz2G3t7eSSWVdXd3Y8uWLTle8xaLBXfffTcaGxunLaRnMhm8//772LJlS85gRiqVmpaQzqzb9u3bh8bGRnz3u98lIX2WKZX4TkI6MS2Gi66M2fL/Zn1gYrBOp+M+3Gq1Glqtlgv6LHgwsRg4+8vKrEGY/UkgEODZ7ExIZoVFWfD1+/38PaOJtSwTPpFIjFjsMt9WJ8rZBqwoKjuOqdygJhN4meCdSCSgUqkgSRIXyzUaDex2OyRJgl6vh9Fo5OI8cPZ5UIr2Sj92ZUHQVCqFSCSCYDDIC4sGAoGzfN4niyzLiMfjvNgss/BRq9U5NQbGytCfCZRWOul0GtFoFB6PBz6fD9FodF4UKVFSTAGVIIjiIxwOIxwOz3U3iDlCkiQMDAwAACorKxGJRJBKpWa1MLwSFtsTiQSGhoZw6tQpxGKxWe/HbEDxnSCIfJNIJNDd3Q21Wo2BgQF+/3S73Whtbc0R0scjlUqhr68PALB8+fIJWYTmA1EU0d/fj9bW1im3YbfbYbFYYDAYeJ23yZBIJNDT05Ozzmq1YmhoCMlkctrPvpIkwePx4NSpUwgEAtNqS4ksy/D5fDypLhAIIJlM8pheKLXOMpkMt9ydiwK9M00pxHcS0kuAkW4Y+bi4mYg+mpDOrEHytb+R9g+cGXU1m80wGo0wmUxwOBz8RqnVaiHLMrcSSaVSSKVSUKlUXGgdSUxXFh4NBoPw+XwYGBjgHunsxuf1ermNxlg3wXQ6jVAohFQqBb1ej2g0CrVazUX/fKIUWlOpFLxeL68GzY43mUwiFApBkiQ4nU5YrVZuZ8OKjbIbeyQSQSgUQjwez7GHmUhBWnbs0WgUyWSSn3OdTgeHw8FnD5jNZuj1ej4YwgY72GfMstDZQAfzqI9Go5AkCeFwGMFgkP+fHed0rzsm4guCgIMHD/ICqpIkoaqqCjabDWVlZbPysK20tfH5fOjp6UE0GsWePXtw4MABRKPRvP4QKQRKZUSbIAiCmHsGBgawdetW7N69G6tWrcIll1wyK9mHStra2vDee+/B5/Pho48+mhezy0aC4jtBEDOJLMs4duwYfvnLX0Kv12Pfvn3zUrAciWw2iwMHDmD37t3w+Xw4cuTIlGvPKZEkCR9++CFPXJwOmUwGu3fvRjKZnHa/RiMSieDNN9/E4OAgGhsbcfnll6OmpmbG9jdRJEnCnj17sGfPHgwNDaGtrW2uu5RXSiW+k5A+z1GKkcOzsKdzoSo9yJUe6QylRchMBS3Wvlar5QUzTSYTF2eZXYksy9Dr9RBFEYlEgmdKp1IpiKI4opAOnJnuxbZl+wJyz99E7WvS6TQCgQDUajUMBgMikQg0Gg0v7pnv0VHWr2QyCbfbjY6ODj6IwNazEVqn0wmbzQadTpcjpKdSKT4AwLK9Y7EYJEma8A2SFcGMRCJQqVQIhUIYHByESqWC0WjkGelWqxUGgwFarRYmk+ksIZ0NXqTTae6FLooiH8RIp9M5An8+fiyw/rPBhI8//hiHDx/G4sWLYbFY0NTUhPr6etjt9pxZDjMJO76hoSF89NFH8Pl82L9/P/bt2zeqPz9BEARBEOPT3d3NRZcvf/nLOP/882ddSD927Bh+8pOfoLe3l892JAiCICaHLMs4fPgwFynZc20pkMlk8PHHH+PRRx/lz/v5EChTqRTeffdd7N69Ow+9BNcmZopQKISXXnoJr776Ki699FIsXbq0YIT09957Dz/5yU94siFRfJCQPk9RWk4oC4ECZwvAUxUdhxeAHO21mUaZGa8U9lmmPCucOby45njCJxNR8wFri2WJx+NxLhyz9cM/p6nsg/0rSRK3dGEPYspCo6wgqEaj4YMLkiRBo9Hw7Hr2g4P5qqfTaZ7lzwRd5TJe39h1p7REkWWZi9DpdJrvX1l8FAAXy9l0Z+Xxsf5O9bNSnu+RLH9Y39n5iEQi8Pv9sFgsMJlMCIfDMBqN0Ov1fFBkItfXeLA+KH3n2bH7/X74fD5eVJV9RvONUhnRJgiCIOaeTCYDQRCgVqt57RXgjC9svgX1bDaLaDSKRCKRE688Hg9CodC8txui+E4QxEzDEq/yQTKZhMfjgdPp5DEhn0lUsixDEARuHTuWuJrNZhGJRDA4ODhiZrgkSfB6vQgGg5MuVDoeTFsoBrLZLLc89fv9GBoayikkr1arZyS+Kxlenw8A4vE4fD4fn/E/3yiV+E5C+jxEo9HAYDDwIpwGgyFHWGdiLhMmmY/0ZC5cZdbvSFndzEN6IhYgU0Xpz878y1nRUWWxUZa1zgRmrVYLnU4HSZLmxNs6HA7j5MmTMJvNWLBgAZqbm6HT6XIKbk61bSYoDwwMYHBwELFYDENDQxAEIWfwJJFIwOfz8f1Fo1Ho9XrYbDYYDIYcaxdBEBAOh5FOp2EwGFBVVcWFdlbUcjJe5Ox6YO2r1Wou6isLnioz0lnf2WfIBPl0Oj2la0w5yMT2x/5VDg4oBXr2/8HBQezYsQM2mw0LFy7EqlWrYLPZsGjRIjQ1NUGn03GrmqmitMVhYnkwGMSRI0fg8/nQ19eHY8eOQRAE+P3+eTtVsVQCMUEQBFE4yLKM/fv34wc/+AEqKytxww034KqrrsqrjVs0GsVLL72EXbt25SS0dHR05BRem69QfCcIopg4ceIEfvzjH6OyshJXXXUVbrjhBpjN5ry1n0qlsGPHDmzfvh0+nw/Hjh0bddtEIoE33ngDXV1dI9aly2azOH78OBKJRN76V+x0dXXh8ccfR0VFBV9nsVhmJL4r6evrw29/+9sc+5Z0Oo1Dhw7N2xlnpRLfSUifhzABnRV4tFgsOVmyrBCkKIo8k3Ui9iRKlGIjs/pQwrKEZ/LLMNyjndm5KDPSmbULy0xnhS2HZzzPBuxcCIKA7u5u6PV66PV6VFVVcYuT6fiNMbFZFEX4/X50dnby4pvDR46ZrY1Go4Esy4jFYtDr9bDb7TAajdwqRVkIAwAMBgN/PR6Pc69yURS5CD3RczGdLPLpoBTp2aALG2xh14tStGf9ZaJ9IBBAMBiEWq1Gf38/otEonE4n1Go1ysrKeHb6dL3vlbYyXq8XfX192LVrFzo7OxEMBtHX1zfiINZ8olQCMUEQBFE4yLKM1tZWnDp1Ck6nE42Njbjyyivzuo94PI73338fzzzzTI6Qno/6LsUAxXeCIIqJnp4e9PX1wWAwwG634+qrr86rkC6KIvbt24dnnnkGyWRyTMeAVCqFjz76CB9//PGo25RKLJkobrcbL7/8ck4S5UzFdyU+nw9vvPEG3nvvvZz18/nzKZX4TkL6PIIJ5SwzW6fTwWAw8Ox0tg0TR5nwyUbgpipsjmSBMltfAqVdiNLig2XeM6GYrWdiKBP5lf7xSiF4JvvP9i9JEqLRKLxeL4xGIyRJ4lny7DNTWvOMdNzKDO1UKsU9zNlUodEyxYfbwDB/MnZOlAMwrL/AJ+eJ2Yyk02le9JOtSyQS3IqkUDKllZnurMCrWq2GyWTi/2cDMezakGWZDzYpi5yyYwPOTG/z+/0QRRFdXV0wmUwwGo2oqKiAxWLhRW6Vgz1A7vWmzH5n7TPbGlEU0dfXx6eY+3w+CILAz3ExBRuCIAiCKCay2SwkSUJPTw/27t077eJqSnw+H7xe74wnnRAEQRD5gT0DDgwMYP/+/bDZbPw1i8WCBQsW5KwbDUEQ0NvbC0EQ+LpYLIb+/n6uVYzHSGKlw+HAggULYDQaJ3xMsizD7XZjcHAwbzXGZhKdTof6+vqczHIl2WwWbrcbbrf7rOMZfs5Gi+/sPJpMpgn3i9UwGxwczPHiP3bsGEKhUFGcW2JykJA+T2ACukaj4QU3WTFHi8WSk32dzWZhMBh48U3ml80Ew8lavDBRfvj6mX4wYH1lGdPJZJIX82SWISwTnWVgJ5NJpFIpLooq7V/YOWKWNGwfM9Fv1p/u7m4Eg0Ho9XrU1dWhvLwcRqMRlZWVMJvNOUKs0r9b6WMeCAT4vyxLORQK8Zv2aN7ZTLxlxTstFgsqKipgNBrhdDrR0NDAM+WV54cJwCzQJxIJhEIhfjzd3d1IpVIIhUKIxWJ5P39TQafTcWHb5XLB5XLxDHyz2cztkNg5Zg+28XicZ94zETuVSiEYDEIURQQCASQSCWg0GrS1tcHhcMBkMqGhoQEulwtWqxV1dXUwmUwwm82w2Ww5syaUNkvxeByBQACSJMHj8WBwcJAXi2WzCljBGGbLNN8plRFtgiAIojBJJBJ49dVXsX///hETG6ZKKpVCV1dXycYqiu8EQRQj6XQaO3fuRGdnZ44dyPLly3Hvvffi/PPPH7eNrq4ubNmyBcePH89pt7e3d1rPdytWrMC9996LhQsXTvg9qVQK//3f/43nnnuuKKxgnE4nbr/9dlx//fUjWvQmEgm88MILeOGFF8YtZDpafL/gggtw7733oqWlZcL9SqfTeOedd/DrX/86x/c8Go2is7Nzwu3MB0olvpOQPo9gwjHz22bLcCGWCdBqtRrZbBY6nY4Lo1NhrqamsH2y0WHloswuZxnVTCBn/2fZ10qvdWW77PV8H5sygz8SiXBbFebrrhRcR8qSZxYubACEZSj7fD4uvrLBgon0hVm4sJFY5vFdUVEBq9Wa47M//L1MbA6FQrz4iN/vh1qtzhllnytYnzUaDbdbsVqtKC8vh16vh9Pp5OfaaDTmZKRns1nEYjEunrPBmVgsxjPwU6kUP06Px8MHsgKBAMrLy+F0OiGKIqxWK+x2O5LJJLeTYYVmWQHRaDQKj8eDRCKB3t5edHZ2IpFI8GIxpUipBGKCIAiiMEmn0+jo6EBHR8dcd2VeQfGdIIhiRJZl9Pb2ore3N2d9LBab8PNaKBTCgQMH8OGHH+a1bxUVFbjggguwYsWKCb8nkUhg7969M+YRnm8MBgOWL1+Oyy+/fEQhXRAE7N69G1qtdlwhfbT4bjQaJ61jZDIZ9Pb2YteuXfO+WPh4lEp8L45vDDEuTAxmWelKsU5ZUBEAtzxhr+t0OmSz2Ql5hivtRtgNlwnzTNCeTVsX4MyNK5lM8j6w88COTa1Ww2g0wmq1IpvNorKyEtlsNsc2hZ0j4BN/d6V9CRNU0+k0otEoBEHg+5vuMbDzxqpqG41GiKLIi48ajUb+2bHBDzZgwLLPWQY4y7SfqKWKRqPhgq/VakVTUxMqKipgt9thMpmg0+nGzMBiMyHMZjN0Oh1qa2t5gVJ27bFsa+VADbOPMRgMXMQePmWaWc6witupVGpS1xYTtbVaLex2O/eir6ysRE1NDfR6PVwuV44FC8sSZ32NxWKIxWJIpVIwGo0Ih8MQBAEajQaxWAzxeBzhcJifbzYDIBQKIZPJcKsdo9EIk8nE7XLYuWE2LkxQD4fDPPudZfnP10IkBEEQM0VjYyNWr14Ni8Uy4usejweHDh1CIBCY5Z4Rs015eTlWr16NqqoqdHd34/DhwznZYgRBEEThYTQasXr1ajQ3N0+5jc7OThw5cmRWMq0DgQDeeecdeDyecbdtbW2Fz+eb8r70ej1WrlyJJUuW5Og3a9eunZC1jBKNRoOVK1di06ZN8Pv9OHLkCLq6uqbct3zS0NCAc889F3a7na8rKysb85rQarVYtWoVNm3alCOkT+Z3n9vtxltvvYUTJ05MuK+SJOHgwYP03F5CkJA+j2DCMcu8ZYsym5gJsSy7Np1O84z0VCo1ZgY2E6hZ1jQrsMGEW0mSzhJMZxqWSR+JRKDVarlNCRNGDQYDF0wrKipgMplQW1sLk8kEq9UKl8uVM6igtE1hWd6JRAKDg4M4ffo04vE4Ojs7c7zHpyOms+z0bDYLr9eLQCDAhValrzYbwGCfDzvnysELJv5PdBSQ+YU3NjZi2bJlsFqtWLhwIT8nbBCCbTvS+4EzI8PsGrJYLGhqakI0GuVCeSwWw8DAwFlCut1uR0VFBQwGAyoqKnjgZ+1GIhFuZeLxePgPjskcm8vlgtlsRmVlJRYtWgSz2Yzq6moupDscDlgsFm7twsRttjBrl2QyCZ/Ph0gkglAoBKvVimg0CrfbzcVuSZK4Z7zb7YbH44FarYZOp8spjKv05Vd+VkrvfjZQMlL9gVKiVEa0CYLIL+eddx7++q//Gg0NDSO+/vHHH+ORRx4hIb0EWLBgAe69916sX78eL7/8Mnp7e0lILwAovhMEMRZ2ux2bNm3Cpk2bJpTsN5xsNosXX3wR3d3dsyKk9/X14cknn5yQPzmzZJ0qJpMJN910E+64446cTHKz2YyysrJJtaXT6XDllVdizZo16O/vxw9/+EN0d3cXxH121apV+Ou//uscqxpm0zqSNgGc0SWuueYaXHDBBTkazUcffTTh331tbW340Y9+NOm6KOFweEKOAPOdUonvJKTPE5jIOrx4ptK6RHnDUa5XirQjwYKX0q/bZDLBZDJBrVZDFEWk02luVcEEwtkqoKTcF8uABpBTRJJ5xTNbD5vNBpvNhvLycp51zYR0VvAxFotBq9XyrHTmZW61WmEymXjGdD4KlLL9DvczVw5eKIV0JvZPdZ/sc9dqtbBYLLDb7bDZbLBaraNm8I2GMrPfbDZzixSbzQaLxYJMJsNfZ8fArFaUPv42my3nGmQzDdRqNfR6fY7IPdZxD98HywRnx2e322G326HX63kf2bbK4rTsemIiOxthzmazsFqtkGWZZ+IrC/WyIqXE9CmVQEwQxNRgg6bKB0mVSoXy8nI0NTWhsbFxxPf19/fD4XDwhADgkzhcCvUn5issoUT5W4LVfGlubkZtbS1sNlvO565EWfSbmFkovhPE7DA8OWos0uk0JEma0+8Yu4/bbDbU1NSgubl5ykJ6TU0NbDYbotFozvrJzN6eKKIowu1257XN0dBoNCgrK8PChQunXQRbpVLB4XDA4XDwmepms5lfC8PjIfvNNZpuxJjqbyqWhKbRaOByudDY2DipWQkqlQpOpxNOpzNnfX9/P6+NNt51nkgk0N/fP6l+E59QKvGdhPR5ArMIGe4DPtwPHMCIrysLbCrR6/X8hupyubBw4UJeOJE9iLD3x+NxeDwexONxeL1e9PT08EKKM5lVq8zqBsDF2ebmZixevBhmsxk1NTUoKyuDwWCA0+nkmeomk4kXGx2etc/EZkmSYLVaUVFRgVQqhZaWFrjdbkSjUZw8eRJDQ0MQRRGxWCzvD+DKjGSlkD7ZorDDsVgscDqdMJvNqKurQ11dHT9v04ENzhgMBl413OPxcJsSds51Oh2qq6tRX18PnU4Hq9V6lg+7w+GAVquFKIr880ilUmOO9qpUKv7Z2mw21NfXo6ysDNXV1WhqauKfY1VVFS9AajQacwYs2M2fZdinUilIkgSDwQBBEOBwOJDNZhGNRqHVapFMJnmh0FAoNGc1A+YjpRKICYKYGhaLBVdeeSXOP//8nPgxfCrwcBYsWIAvf/nLuOKKK/i6ZDKJ999/Hx999FFJzwQqVrRaLTZs2IBLL70UBoOBr1+wYAEaGhqgUqmwcuVK/OVf/iVCodCIbXR3d2P79u0YGBiYpV6XLhTfCWJ2WLJkCa666iqUl5ePuZ0syzh69Cj++Mc/zpnHs0ajwQUXXIBLL70UlZWVOPfcc8cVbEdDpVLh3HPPxb333svtUwHA7/djx44daG1tzVe35w12ux0bN25EfX09enp6sH37dvT19fHX9Xo9LrnkElx44YXjCviJRAJ/+tOfsGfPnkn9pqqqqsLVV1+NlpYWrFy5Ei6Xa8rHo6ShoQF33HEHrrzyShw8eBDvvPNOQdRzm4+USnwnIX0eoRTImTXEeEK6skDnSOKswWBAdXU1ysvL0dLSggsuuABOp5N7jgPgInY0GkVXVxcikQhOnjyJUCjEA9dMP5QyEZ0JqRaLBYsXL8YVV1wBi8XCvbCZ0Mu2HSs4s2OUZRl1dXX8vDHBlHmgZbNZCIKAZDI5o0J6PrFYLKirq4PVakV9fT3q6+tzfPSnCjunTEivrq5GT08P2tvbEYlEYLVa4XQ6odfruYCvzLhXwsRwZnHCfMnHKqTKvNfZZ15fX4+amhpUVVVh4cKFsFgsKC8vR0VFBZ9hwbLXRjp25ffEbDYjHo8jEolAlmVEo1GoVCoIggBBECCKIiKRyLQHOQiCIIiJYbVasXHjRvzFX/xFzj2c2dyNxoIFC3DHHXfkxNdIJAJJkrBv3z4S0osQrVaLCy64AA888ECORyybVQYAK1aswKJFi0bNOH///fdx5MgREtIJgpg3LFu2DHfffTcWLVo07rb//d//jb17986ZkM4GRB944AH+vDhdIX3ZsmU59/z29nZ0d3eTkD4CNpsNN954I6699lp89NFHOH78+FlC+qc//Wl861vfGjf5LhQKIZFIYP/+/ZP6TVVdXY0vfOELuPLKK8f9LTcZGhsbcccdd0CSJDz77LPYs2cPCenEtCAhfR7BbC+UAjmbUsPEY7VaPWo2ujLIMEsLo9EIp9OZU5CSZfGyG6hyvywDjE0RAoBoNApRFGdMXFR6ijMB1eFwwOl0wmKxwGw2c7/4qbStJJvN8ilByWQS5eXlqKqqgl6v5yIqOxeFCpsKbzabYbFYuDf4VKbNjbUPNtWeedUbjUZu56LX6/nUsNH2q7Ro0el0MBgMOdfyWPtl+2QzJ0wmE79m2b7ZNa4spqr8vGVZ5vuSZRl6vR6ZTIZn1TNx3WQy8fWsLcpKzw+lMqJNEMT4mEwmuFyunCwoNtBvsVgmFcOYRZ0SWZZRVVWFpqamnAJViUQCwWDwLOs1ojAwm83892l1dTW3cRsJVg9nNJhlITHzUHwniJmD1YlitcEcDseo90WGLMsoLy/HggULAJwZXGbJQzMNi+9msxlVVVVjWnBNhpHu+Q6HA7W1tWhqaiq6+M4S0srLy2G326edADcclgxnMBj4rP3hsBndw39DDUeSpCnZzrCkuPGu18nCfvcZDAZUVlaioaEBOp0O4XA4Z8YCMX1KJb6TkD5PUHp7syxZ5rnNbDGAT4T0RCIBURSRSCR4gU4mdqvVajgcDu5NduGFF2LhwoWw2+1cNFYKkKxtq9WKBQsWQJIkbpcRDodx/PhxHDt2bMZ8R3U6HSorK2EymbBkyRJceeWVKC8vR01NDSoqKnKykaYLK7Sq1WphMpnwmc98Bueddx46Ozt5pW5BEBAKhQraY9PhcPDP1Ol0zkggZmK11WpFbW1tTmBkQXgi+1WpVDyYGgyGUTPFmIjudDpRU1MDl8uFuro6fh1UV1fzIrPs+hxNRGd/K+sHsPfpdDqIosiz5SORCKLRKC+Omk6nkUgkiuZHWSFTKoGYIIjxWblyJb70pS+htraWrzOZTDjvvPPyIn4ajUZcf/31aG5uzhkMP3z4MJ5//nn09PRMex9E/lm5ciW++MUvoqGhAcuWLcvb7z1iZqH4ThAzR11dHb70pS/h3HPPxYIFC8a1dQHOPPecd955+N73vge/349XX30Vr7322qzUfWLxvb6+HsuXL5+21ehYVFRU4C/+4i9wxRVXFFV8V6vV2LBhAzZt2sRtb0YSuomxUavVWL9+Pf7u7/4OPp8P27Ztw1tvvUX1cfJIqcR3EtLnCUqfcLVajWQyyS0mWFav0tolHo9DkiQkEgkkk8mcYhJqtZp7oldVVWHx4sVYtmwZH9UdTfxkBUjZFyCdTiMcDsPr9c5oho9Wq+UZ6AsXLsTatWtRXV0NnU53VtGp6aIcqbVYLLyYps1mQ2trKz+PLDu9EGGDAdXV1bzoRr6FdOCTgqZGoxEulwvpdJpnczMf9Yn2lwnf2Wx2xGwyZfFcdu2WlZXB5XLxxel0wmQy8dkJExXx2WI0Gvm1zaYbRqNRlJWVQavVcqFdFMWcbEZi6pRKICYIYnwWLFiAP/uzP8PSpUtz1ucrful0Opx//vk477zzctaXl5fjzTffLIoH7VKkqakJN910E5YsWTIjv2WImYHiO0HMHC6XC5/5zGdw9dVXT+q+uHDhQjQ1NUEQBHR1deGtt96aFSFdGd9n+j5us9lw2WWX8Qz8YonvKpUKS5YswW233YaqqiqKd9Ng0aJFaGlpQSgUQltbG7Zv3z7XXZpXlEp8JyF9nsEKUSqtVJQio0qlQiaT4eI5K+SovODVajWsViu3c2HWHxO9YatUKu5vDYDbhwDgXuz5gAm1rGBmTU0N6urqYDAYxrQMySdM1LXZbFiwYAE/T4FAIC9FQfMNO2darZYLyjM9mq1Wq7mly0SqfE8FNlik0Wj4vpSLchbFdK6L4VYzzLJGFEW+H6UlDEEQBJE/xqttkq99zPY+iemRr8/I4XBgzZo1MBqNcLvd6O7uptllBEEUBTqdDo2NjaipqcHSpUvhcrmmdF9UJhHNJBaLBc3NzXA6nVixYsWMJXaNhkqlQllZGdauXQur1Qq3242enp6Cv+fP1m8Su93OZ/x5PB50dXXN2L5GunZnmtm6zon5Cwnp8wgm2EqSBEEQuNUFy75VZqRLksQz2CVJyhHSNRoNamtrcc4556C8vBwOh4N7XE30ZmO1WtHQ0IB4PI7q6mo4nU7E43EIgpCXbF2WGa7X61FTU4NLL70UK1euhNPphNPpHLOAZL5g9iVarRb19fX4zGc+g2g0ip07d2JwcBAAIIpiwUwVYgI68xBnPqL5KuIxGlqtlnvnp9NpntkwlQGG0d6jFNBtNhvKysp4RrrT6YTNZuO+aGxAaTIML2JntVphMBgQjUbhcrmg0Wj4tceuc2L6lMqINkEQBDH3LFq0CN/+9rcRjUbxyiuv4IknnoDf75/rbs1LKL4TRH6xWq247bbbcMstt8But6OxsXGuuzQmtbW1uPvuu7Fhwwa4XC5UVlbOeh+WLl2K7373u4hGo3jppZfwi1/8AqFQaNb7UYgsXLgQ3/zmNxGJRPDGG2/g8ccfRzwen5F9Fdu1S4xNqcR3EtLnIUwcB8CLiTIhUKVSIZvN8szwkS50pT2Gw+GYUsVsJjZqNBpe7HO8QpGThWUGm81m1NTUYOHChVxMnY2MYKVQb7FYUFdXh2QymeMjX2iZySwjndne6HS6Ge8jG/QwGo1IpVJTniI41o2VzbhggjrLFmfLcF//qaD8DrGBGuW+WIa/JEkF97kXK6USiAmCGJ25zhpS3vsBurcUCjNxXdhsNqxatQrZbBbHjx+f8USDUobiO0HkF51Oh4ULF2LDhg0F7Z3N7tlWqxUrVqzAhg0b5qwvDocD5557LtLpNA4ePAiDwQCVSkX3GJz5fFauXAlZlnHq1CkYDIYZE9KL5dolJkapxHcS0ucp7CLMZrO8aJbyIXCsC5wJhQaDYVpCq1LcZJnb+RIYNRoNqqqqUFNTg4aGBm5BM1PWIRPpD6tuXVFRgZaWFgSDQQwODsLr9c56f0ZjpIfO2Zomr1KpIIoi949ngyzjIcsy4vE4otEowuHwiFPulNYuykECloE/GWuiiRyP8rpmAjoT00VRpB8BeaJUAjFBECPjcrnwqU99CvX19VizZg0cDses96G2thaf/exncd5556G1tRUHDx5EMpmc9X4Qn1BWVob169ejvr4ea9eu5bPeiOKB4jtBlB4GgwFr1qzBsmXL0NjYmFM8fC5Rq9VYvnw5br/9dni9Xhw4cACtra10ryGIKVAq8Z2E9HlONpvlnuSTyabS6/Uwm81cHJ4sw4VNo9GIdDqdN4GReWmtXr0alZWVqKqqgsVi4fuebbRaLSwWC0wmExYsWIDVq1cjEAggnU7D5/MVxE1BKWjPdoYf21cqlYLP50Mmk+FFSMfrgyzLEAQBHo8HsVhsRGsgpW0NE7eVGelsECcfx8ssk9iAk9FohCRJMJlMsFgsvCAqZTQQBEFMj+rqanzlK1/BZZddBrPZPCeC6ZIlS3D//fcjmUzi2WefxalTp0hIn2Pq6urwta99DZdeeinMZvOcDLAQBEEQk8NiseDGG2/EnXfeCaPRWDD3brVajQsuuAArV66Ez+fDo48+ivb29oKxZyUIovAgIb2EmIyox7adjhA4Xtb7VPvG3m8ymeBwOGCz2WbFomS8/rCsZ6PRCKvVCkmSuC3ORI9vIqLydFF+ttMZMZzKfjOZDFKpFNLpNCRJ4oMrI4ncrFgr81VPJpNIpVJ8hsVIsDbYZzGTAwYsM50t7DjYsZANwPQplRFtgiBGRq/Xo6KiAg0NDXPWB4PBgKqqKqTTaTidTrLuKgC0Wi3Ky8vn9LogpgfFd4IoPdRqNZxOJ+rq6qDVFpYMZbVaYbVauT1tqRehzGQySCQS/F+WmMlmlytniGu1Wm6tK0kSkskkotHolO1cieKmVOJ7Yd3BiIKAZQD7/X5ks9kp3QTZ+0RR5LYciUSC+2Uzn26VSgVJkiCKIhdOx/PCZpnA1dXVWLx4MWw2G89Gn2tUKhWcTieWLFmCQCCA1tZWqNVqHnxG2p4tLKOaifJqtTpH9M5kMkin05BlGel0ekxBeSSYKC3LMlKpFJLJJM+onkkrknQ6jVgshkgkgmAwCL/fD1EUodfrIcsy9Ho9HA4HTCZTjkARi8W4lUt/fz88Hg9EURy1WK1yYIAV0mVLPm/Kys9MWeSULel0GkajEQaDAZlMhhfzJSZPqQRigiAIgiglKL4TBEEULv39/Xj99dfR1dWFY8eOIRKJQBRF7Ny5E/F4HDqdjm+7aNEi3HDDDaitrcWBAwewY8cOeDwefPTRR5PWK4jip1TiOwnpxFlks1nE43EEAgE+sjiVNtiIZCKRgCAIXAA1GAzQaDRcwGWjnJlMZtwvHssC1ul0qKysREtLCwwGA0wm05SPN984HA40NzfD4XDA6XRy0XWs7Hy1Ws3tSNj/NRpNjjjMRGQmDDNxfqI3HCbAs7aSyST0ej20Wu2MFtTKZrNIJBLc45wJ6RqNBplMhtsH6fV6ZLNZngHA7FwSiQSGhobg8Xhyjnv4sSkHYpQi+kyJ6QB4vyVJ4gVV2f9ZgV1W8JcgCIIgCIIgCIIgCpmBgQFs3boVH374IU8MA4Bdu3bh448/ztn2iiuuwPr161FTU4MjR47gySefxODg4JQS/wiiWCAhnTgLWZaRTCYRiURgNBq5FQcTfCdiP5JOp5FKpbioWFFRAUmSuFe1RqPhonEymUQ8Hkcmk+H2Hel0GolEgmfzMhGUieiskCT7fyFNtWbiql6vh06n44I4GygAPhFilcUwmfjKhHSWkT5cAFaKwkpxfKKw97CMdIPBkKcjHxmWCZ9Op6HVauFwOJBOp1FWVoaKigqYTCaUl5fD5XIByPXyZ4MxoijyjPxkMsmvC+XgCxPM2XbKhZ2z4ed/KgwX7IeL+MprtdSnBeaDYhqZJohSRafToby8HFardcTXZVlGIBBAKBQa9zut0WhQVlYGh8OBpqamCRWlng3YjLOWlhbYbDb4/X6Ew+G57lZBo9PpUFFRMeqswWw2y6+LySCKIvr7+3Hq1ClYrVZUVFTkZMcRxQHFd4LIH5lMBh6PB6dOnYLZbEZFRcWU46darUZ5eTkWL16MeDw+4fdJkgSfz4dYLDal/RJjEw6H0dHRAUEQUFZWBqfTOWP7Yu4CyWQSNpsN9fX1o9rxVFVV8desVutZ1j3jXRf5vHaJwqAU4jsJ6cRZpNNp9Pf3I5VKoba2FgsXLoTVaoXBYIDFYhnTBoSJifF4HENDQ0gmk2hoaMCf/dmf8aBssVhyPMWVovvg4CCGhoYQiURw/PhxDA4OIpPJQBRFZLNZGAwG2Gw2OBwO2O12WCwWLlYXAsy6RqVSIZvNwmazwWazIZVKIR6PI51O5/hpWywW2Gw2nqHP7G7YuWEorV3YjIFUKgVRFCEIwlkDDqPBtolEIuju7obdbodarYbNZsu76MuEbUmSEIvFEI1G4XQ60dDQAJ1Oh6amJtTX18NoNOYIMKwfLIM9mUyip6cHAwMDEAQB7e3t8Pl8SCaTCIfD/JywLHe2L51OB0EQYLVaodVqx/Rjnwwso5/5vSeTSb6wz4TZD8mynGPtUwpBJZ+UytQwgih2ysrK8KUvfQmXXnrpiPdXQRDw4osv4rXXXhu3eJfFYsHNN9+M6667DmVlZVi6dOlMdXtSqNVqXHzxxXA6nfD7/di6dSvefvttyrYag7KyMnz5y1/GRRddNOp18dvf/hZvvPHGpIq69ff34xe/+AVefvllXHTRRfiLv/gL1NbW5rPrxAwzF/F9y5Yt+M///E8MDg7inHPOwebNm/HpT396xG1/97vf4Wc/+xkOHjyIVCqFc845Bw899BCuu+66Ke2bIGYaQRDw+9//HocOHcKiRYtw5513YvXq1VNqy2Aw4JprrsHChQsnFeP6+/vxzDPPYO/evVPaLzE62WwWu3fvRigUQmVlJT7/+c9j48aNs6KBrF27Fl/+8pdRUVEx4uuVlZVoaGiAWq3Ghg0b8Pd///c5Vqy9vb349a9/Pep1kc9rl5h7SiW+k5BOnEUmk0EoFEIymYRarUYoFOL+5mONDiptSFKpFMLhMERRhNPpxIIFC2AwGFBXVweXy5XzQMUEYkmS0N7ejs7OTvh8PgwMDMDn80GlUnGfdlbMwmw2cx/q4aLzXMOy7k0mE+8jy/IHPilMysRzJvSyjHQAI2bYKzOu1Wo1z2RPJBL8AXQiNx/Wl2AwiHQ6jerq6jwefe5+lLMTkskkXC4XFi9eDIvFgpaWFixcuBB6vR52ux1GozHnc0wkEojFYvwaKisrQyAQQCQSQTKZhEqlQjQa5eeGXUfMAke5SJKUk70uy/KUrhll9jnLdpckiRdOZf8COKvwKAm7k4eEdIIoDiwWCzZs2IDbbrttxNdDoRAOHz48odljer0e5513Hm655ZaCKkamUqnQ0tKClpYW+Hw+7Nu3Dzt27CAhfQysVisuuOCCUa+LYDCIAwcOTHpWYTgcxgcffADgTKy95ZZbpttVYpaZ7fi+detWfOc738GWLVtwySWX4Oc//zk2btyI48ePo7Gx8azt33vvPVxzzTV4+OGH4XQ68fTTT+Omm27CRx99hDVr1kyp3wQxk6RSKRw6dAiHDh3C+eefj+uvv37KbWk0GqxYsQIrVqyY1PtaW1uxffv2Ke+XGB1ZltHV1YWuri6UlZVhzZo1yGazMy6kq1QqNDY24vrrr8eCBQvG3X7hwoVYuHBhzrrjx49jx44do74nn9cuMfeUSnwvnCcUoqBgXliCIKCnpwdqtRp2ux11dXU8c5qJvkofauaFJYoiHA4HZFmG2WyG2WzmNixKAZOJjCxL22azoaqqCnq9HsuWLYPZbEYgEEBPTw8SiQTfb6HZuQxHWYyS2bew/jIBnXmTs4z6iRyPsjApK9bJrFmYkDuRrPRkMolAIIBUKoVIJIJ4PM4tafJ1XpmIbLPZsHjxYlRXV6OyshKNjY0wmUyoqqqCzWbjBU+H+7Sz42B++CqVCg6HA8lkElVVVQgEAujs7EQsFkM8HkcsFkM2m0UqlYIgCNDr9RAEAbFYDAaDIcejXzkFfCKCutK6hRXQZfuJRCIQBIHviw1sKL3ZSdQlCGK+UFNTg8WLF+fUJqmtrR1zUFar1WLp0qW46qqrEA6HcerUKXi93tno7oxQSIP3c4nD4cCSJUu4NdtwamtrUVNTM+r7dTodli1bhquuuionI93r9eLUqVOzbg8QDAZx6tQpBINBHDt2bNTi5kTx8eijj+Ib3/gG7rrrLgDA5s2b8dZbb+FnP/sZHnnkkbO237x5c87fDz/8MLZt24ZXXnmFhHSi4IlGo9i3bx+AM7YbixcvnhWrDLPZjPPPPx+JRAJerxft7e0QBGHG90vkH6fTiU996lOwWq1YtWoVjEbjlNuyWq04//zzeVIhcEY/6u3tRWdn51n1+Oi5mZgMcxXfSUgnzoJllDM7lZ07d2L//v2oq6vDOeecA5vNxjOEgTNelSwTl4mIlZWVaGpq4oKxVqvldhcM9iDKBFeNRoO6ujpUVFQgmUyirq4O4XAYra2teOWVVzA0NASTyZQjzDNhuZBQHpder+c/XJiYbjAY4HQ6odfr+fEoBxRGg1mEaLVanpGfTCZ5xjc79xMJPqFQCJIkcR+y8vJyGI1GOJ3OaQVKJewzr6urw4oVK6DX62GxWOBwOHgGPhsQYYsSk8kEm80GWZa5x74oili3bh3i8Th6enqwe/du+Hw+tLe34/jx40in0wiFQjAYDBBFEbW1tdBoNNxmx2w2w2q1Ttrihfm1p9NpxGIxeL1eXgS1r68PsVgMbrebF1KNx+N8+3wXOi0lKCOdIAqPNWvW4Fvf+laOlYbBYBjTWsNkMuHGG2/Ehg0b0NHRgR/96Ed49913Z6G3xEyycOFCfPOb38R555034utsJuJomEwm3HTTTbjoootyCom///77+NGPfoT29va893ksOjo68OMf/xhHjx7lM+CImSEf8X3452MwGEas+yOKIvbt24e//du/zVl/7bXXYteuXRPaZzabRTQa5c8+BFHIDAwM4Mknn8QLL7yAq666Ct/+9rdHzMzMN1VVVfjqV7+KW2+9Fbt27cJ//dd/zfp9nMgPCxcuxP333494PA6XyzUtP/bq6mp87Wtfy5mdlk6nsXXrVjz55JNUb2aeUSrxnYR0YkTYA00ikYDH40EoFIJKpUJ1dTUkSeJe4AC46K4U0l0uFywWC0wm07iipVIMZyI585l2uVwIh8M5XujDM7wLEaUwrvREZwMGymKkI4nIo6Hcjtm76HQ67hE+UWFYkiREo1Gk02kIgsCzrvI5RZ0dt9lsRl1dHWw2Gx9YmOw0NJb5mMlk4HQ6udd8V1cX1Go1hoaGoNFouN1KIpHIWVjBUuaVPvwGP9p5UxZ1VVoQsQK5yiWRSHArmUwmQwJ6HiAhnSAKC1Zwc+XKlWhqaprw+9hAeV1dHQwGA1wuFy/ErRRQieJAOeNs6dKlOP/886fUjvK6UDI4OMhr8ox3jTBrt+G/XyYzWM7iNUveOHTo0OQPhpgU+Yjvw20G/umf/gkPPfTQWdv7fD5kMpmzZs1UV1fD7XZPaJ//5//8H8RiMXzhC1+YUp8JYjZJJBI4ffo0AKC5uRnxeHzUZ7zxErkmg8FgQHNzMwDA4/Hw5CWK9flFaTOqtBLNJ2azGUuWLMlLW8rrgiFJEnbt2sVtepXPzSyu5/PaVKI8f3Rd5p9Sie8kpBNjwqwyMpkMvF4vTpw4AZPJBKvVCqvVyouFZrNZOBwOLFq0CNXV1SgrK+PC91SyxjUaDRfhq6ursWzZMjgcDu6BXeg3PqUXNwsGGo2G29vo9XoYDIYp+78qs9MNBgPUajUvpjkRATebzXLv+YGBAeh0Ou5b7nK5YDAY+I+f8T47JjKzfqnVauh0OpSVlcFms3Ef+OkcrxI2iFJeXo5zzz0XjY2N0Ol0kCSJi9qhUAgAMDQ0xPtntVphsVj4TAultQ67RtmxsvPHrIoymQyi0SgSiQSi0SjcbjcEQcDAwAC6uroQj8fh9XoRiUSQTqf5TAEmqBNTg4R0gph/OJ1OXHfddaipqUFvby927dqFQCAw190iJojVasWGDRuwdOlS/psv3yxYsACf+9zncOGFF+Lo0aPYu3fvqDYrnZ2deOGFF1BVVZXTxwsuuADLly8fd1+RSAQfffQR2tvb0dbWVtSWQ8VEPuJ7b28v7HY7Xz9StpqS4b9nJ1ov5/nnn8dDDz2Ebdu25VxnBFEMjHSPVFJTU4OLLroo7wWbGxoasGnTppz7OJEfUqkUdu/eze1PL7744lmZcZBP1Go1zj33XHzlK1+B1+vFnj17cPz4cfh8Prz22ms4ffo0Fi1ahAsvvBAOhyNv+5VlGSdPnsTHH38Mn8+HQ4cO0bN6nimV+E5COjEm2WyWF3ZkVhbDiyiyv5csWYJVq1ahpaUFZrN5Wn7barUaVqsVsiyjvr4ea9euhd/vR19fH06dOsULRxY6LENalmVoNBo+LYUtk8lGHw7L+DaZTNDpdBBFkQvpbBkNVgQ0m82io6MDg4ODcDqdyGazqKurg91uh16v5zYvY92Istks92bX6/VcoK6urubWKkysnu6oMjtf2WwWNTU1cLlcEEURdrsdGo2GFy5ra2tDKpWCw+HgGelscCCZTCKbzUKn08Fms8FkMnHfebVanTMIkkwmebFSv9+PaDSKcDiM7u5uRKNR9Pb2orW1FfF4HMFgEOFwmA+cKNshCIIgzlBRUYEvfvGLuPXWW/HHP/4R7e3tJKQXEXa7Hbfccgs+//nPQ6/Xw2q15n0fS5cuxX333Yd4PI5f/epXOH78+KhC+okTJ9Db25sz062urg5/8zd/g2XLlo37IBUMBvE///M/2LZtG699QhQHdrs950F7NCoqKqDRaM7KTvN4POMOBG3duhXf+MY38Nvf/hZXX331tPpLEHPBSPdIJevWrUN9fX3ehfTFixfz+/izzz6L48eP57X9UiaRSODNN9/Ezp07sWzZMlRUVBSdkK7RaHDhhRfi3HPPhcfjwX/+53/i5MmTcLvd+PWvfw29Xo8bb7wRS5YsybuQvm/fPvzwhz/E0NAQYrFYTo0WojAohvhOQjoxLsrM6uE3GuZ7zmw1lN7X0/EvV77XYDDAZrPxrHgAOdYZEx1xmi2UAio7bywDnInJ+fJ2VxZqncy0LmUGNrPqYQU7BUGARqPhxTtZ++x9w4+TzRIAwK1mlFn3zM4mX8cLgB8vG5xwOBwoLy8HAC7+s9kU7LhisRhUKhXMZjO3IFJa67BjVX5uqVQKyWQyJ9td2R4rdJpIJCCKIr8uydYlP1BGOkEUBqw2h16v5wOXU0Wj0fCHoqqqKlRUVKCsrAzJZBKJRCJfXSbyjMlkgslkQllZGaqqqlBVVTVjv730ej2f1VZZWcnjOyv0rYRZqinRaDTw+Xzw+/3j9tHv98Pr9WJoaCi/B0GMyWzGd71ej3Xr1mH79u249dZb+frt27fj5ptvHvV9zz//PL7+9a/j+eefx4033jilvhLEXDPSPVJJMBg8q9hjPlDex202W0E9qxc7sixDEAQIgoCysjIe76aCSqXi8X22YfvNZrN8/6zeGQB+XKyGG0t+myjZbBbxeByiKObYxrC4TzPQZoZSie8kpBPTQqPRwOVywWazoaqqCk6nE1arlReazAdmsxmNjY2oqKiA1+vlhRyTyWSOf1ahBGg24MAKgEajUW59wrKe89lfluWt9GMf6SakPE9M6GbbM6G7q6sLHo8HJpMJLpcLOp2O+9az7ZjorLTYYR5ta9aswfLly3lRz9nwsddoNKivr8enPvUpBINBHhwzmQwCgQACgQCi0Siy2SzMZjMCgQDC4TD0ej0cDgcsFgsvDKvM6JdlGbFYjPurezweRCIRhEIhdHV1IRKJwO/38wKjzAKJstDzBwnpBFEYNDQ04LOf/SwWLVrErdbywaJFi3DPPffA6/Xigw8+wJtvvpmXdon8otPpcOmll+Lqq69GRUUFVq9ePSu/uTQaDTZs2IC//uu/hsfjwVtvvYVdu3aNOw07Go1i27ZtaGtrG7ef4XAYx44dy2e3iQkw2/H9wQcfxB133IH169fjoosuwhNPPIGenh7ce++9AIDvf//76O/vx7PPPgvgzEP2nXfeiR/96Ee48MILebabyWTKa3YkQRDEdPB6vXj++eexe/fuKb1fp9PhiiuuwDXXXDOufcZsc+LECTz22GOorKzE5ZdfjmuuuYYnzE2EYDCIV199FQcOHMipe3b8+HFEo9GZ6nbJUyrxnYR0Ylqo1WrYbDZUV1ejsrISNpsNZrMZwNh2IJPBZDKhvr4eoiji6NGjXNhkQu5wf+u5hlmdSJKERCKBeDwOWZZhNBqh1WpzsrPzITSzNpjIPZZIz17X6/VcQGZLJpPB4OAgJEmCTqfj/XU6nSgrK+NFXlnBzlgsxkd4ZVmGTqfDihUrUF1dDYvFAqPROKMDHCzTXZZlPogTCoVw7NgxnDx5ErFYDENDQxAEAclkEgBgsVgQj8e51Qsb+GGZ7UxIZ5nlLPtcFEUMDQ1xIb2zsxPRaBTRaBTBYLBorIYIgiCmQnV1NW655RZceumlObOUpktjYyO++MUv8mLZ7777bl7aJfKLRqPBunXrcNddd8Fut89asXe1Wo3Vq1fjnHPOwdDQEPr6+iYkFgiCgHfeeQc7d+4cd1tlnRdi/nL77bfD7/fjX/7lXzA4OIhVq1bh9ddf50WTBwcH0dPTw7f/+c9/jnQ6jfvvvx/3338/X/+Vr3wFv/rVr2a7+wRBECMSCATw2muvTTkum0wmWCwWXHHFFQUnpJ8+fRpdXV0wmUwwGo24/PLLJyWkRyIRbN++Hb/97W9zntPZsz4xP5ir+E5COjEtmLc0K9o4E8IpE0yZUAycefBhWenMNmW2HuzGQpZliKLIBXRJknIsaGZDbB2+D2UWutlshlar5QVAlSI8K1bK7HtUKhVkWUYqlUI0GoVGo+EDAZlMhnuKsbbY9Cy2zWzOElCr1dxWxm63o6KiAjqdjldyTqVSiMViyGQy3J9er9fz10YS0tm0OTYlLBgMIhKJIBqNcjGeecOTiD4zUEY6QRQGLIbodLq8t6vVankdEeCMddvAwACOHTsGi8WCmpqaGfHhngqBQAAejwc+nw8+n69k7jPsdxirgzKbKBMAJvM7jxUKJwqTuYjv9913H+67774RXxv+8EyDegRBFBrMWm20OByNRuF2u8e08mHY7XbU1NTAZrOhoqJiTnUUrVaLuro6rFq1CoIgwO12IxaL5VjIut1uHD9+fFK/B/v6+vjMcWL2KJX4TkI6MS2Y57QyszffqNVq7rnOLGMymQyCwSD6+vr4g3a+H/CnSjQaRX9/PwKBAILBIL95s4fA4SOi0w1cw4V65c1LrVbDaDRCr9fDZrNhwYIFMJvNfPRZafeSyWS4OCwIArxeLy+8xQQDlvnPMriy2Syam5uxfPlylJeXo6mpCRaLhXujzwbsGJiH79KlS5FOp9HX1we32w23241QKARRFKHVajE0NASHwwGdTgeHw8Fta4xGIxfSWYFYlpEuSRICgQAX1SORCCRJ4ueAmBlISCeI0kMQBGzbtg0HDhxAc3Mz7rrrLqxdu3auu4VMJoNdu3bh//7f/wuv14v29nYSagliilB8JwiCmDhqtRobNmzAHXfcAafTOeI2H3/8MX75y1/mZN+OxurVq/G1r30NDQ0NaG5untNsdKvVittuuw3r169He3s7nnrqKRw8eJC/LkkS3nnnHfT09ExqMD8ej6OtrW0GekyMRanEdxLSiWnBstSMRiMMBsOMjGYqLTyU7SeTSYTDYWSzWV6IqhBIpVIIhUIIhUJIJBLcx50J3jNRiHK0dpV+6BaLBZWVlbDb7TAajTlCOnBGkGe+836/H5FIhI8CBwKBMQXjqqoqVFdXw+l0zknGGrtGdDodKioqsHDhQmSzWej1eqTTaZ55zoqqCoIArVaLSCTCs/QNBgO0Wm2OtYsgCEgkEpAkCZFIBPF4HJlMhs80IGaWUgnEBEF8giRJOH78OI4fP47Vq1fjlltumesuAThzT+nq6sIf/vAHKlBFENOE4jtBEMTEUalUaGpqwlVXXYWqqqoRt8lkMvjv//7vCbVXU1ODyy+/HIsWLcpnN6eEXq/HypUrsXLlShw4cAAvv/xyzuvZbBYdHR3o6OiYox4Sk6FU4vvce2EQRQ8TFpnNRb5hX0YmcDJR1Ofzobu7GwMDA9yHfK6+fMo+RqNR9PX1oa+vL6eQBct0ZiJtPoRYNuWJFf1Utssy+O12OyorK1FWVgaz2cxtTZj4zLLMWeY/s4ApKytDRUUF7HY7DAYDt+5hsPcYjUaUlZWhsrKSi/NzhVqt5oVSHQ4HTCZTjrDPzpeyEGwoFMopUur1euH3+xEIBBCJRHLsXdhnV0w3eWJybNmyBc3NzTAajVi3bh3+9Kc/jbn9zp07sW7dOhiNRrS0tODxxx8/a5sXX3wRK1euhMFgwMqVK/HSSy9Ner9f/epXc+pBqFQqXHjhhdM7WIIgiDGora3FlVdeiRtuuAHLly+fkVmHE8VgMGD16tW46aabcNlll6GiomLO+kIQBEFMHlbv7NVXX8XOnTsLZlCaDZS/9dZbeOONN9DZ2VkwCVMVFRW47LLLcNNNN2H16tVjZo5XV1fj8ssvx4033ohzzjmnYGbrE8R8hDLSiWnBPMFjsRj3K58JmEDMRNBYLIbTp08jmUyioaEBLS0tqK2tnVMRlwn9brcb+/fvRyAQwNDQEBfZmRWIwWCAJEncjmQ6WfysXZY5zoR6JpIbjUbU1taitrYWJpMJ5eXl0Ol0OX7zSpj1DPNDZ37p4XAYqVSKF3plIr1arYbT6URzczMWLFiAsrKyORfSy8vLYTKZkEwm4XK5YLFYuG99NptFKpWCJEkAzlgIDBcnlVW9lZn+ykEKEtJnh9ke0d66dSu+853vYMuWLbjkkkvw85//HBs3bsTx48fR2Nh41vadnZ244YYbcPfdd+M3v/kNPvjgA9x3332orKzEpk2bAAC7d+/G7bffjn/913/Frbfeipdeeglf+MIX8P7772PDhg2T2u/111+Pp59+mv+t1+snfYwEQRAT5dxzz8WDDz6IpqYmlJeXz/nU71tuuQWXX345jh8/jh/+8Ifw+Xxz1h9iepRKxhpBEJ8Qi8Wwbds27Ny5EytWrMBf/dVfobKycq67hWw2i927d2PLli3weDzwer0FY922ePFifPvb38bKlSvhcrnG9AhfsWIF/r//7/+DIAh47rnn0Nvby595CWK2KJX4XvAZ6Y888gg+9alPwWazoaqqCrfccgtaW1tztpFlGQ899BDq6upgMplwxRVX4NixY3PU49JCmSmu9OrO9z6UWdxsf4IgwO/3IxQKIZVKzWm2sPI8xONxBINBhEIhJJNJ3p/h/R+eQT4VlFn6rEAm2x/LGDeZTNwXndm8KDPRlYtareYWKRaLBRaLBUajkRcQVYrkyix2tm0hCHt6vR5msxlGoxE6ne6svrMBGTYok0wmeXHYWCyGeDyOeDyORCLBBw7YIAgVFp1dRvL+n8wyWR599FF84xvfwF133YUVK1Zg8+bNWLBgAX72s5+NuP3jjz+OxsZGbN68GStWrMBdd92Fr3/96/jhD3/It9m8eTOuueYafP/738fy5cvx/e9/H1dddRU2b9486f0aDAbU1NTwpaysbNLHWChQbCeATwaDWQwfTjabhSiKfKB4LmB9ZLOSSgm73Y7Fixdj+fLlqKysnNNiZBqNBjU1NVixYgVaWlpgs9nmrC/E9Jnt+E7MHhTfidFgCWcnT57E6dOnIQjCXHcJwJnr0e/3o7W1FW1tbQgGg3PdJWi1Wuj1ejidTixatAgrVqxATU3NmDPDrFYrFi1ahJUrV467LUHMFKUS3wteSN+5cyfuv/9+fPjhh9i+fTvS6TSuvfZaxGIxvs1//Md/4NFHH8Vjjz2GPXv2oKamBtdcc02OrQYxM2SzWYRCIbjdbvh8Pu4nzUTHfMBsXAYHBxEKhbiNDNtvX18fTp8+jba2NgwMDMxJZWZBEHD69GkcO3YMnZ2d8Hg88Pv9SCaTAHKFdlEUuU83E9onI6gr22FtRaPRnBkBWq0WRqMRJpOJFxY1Go0Tfghm2fI6nY6/32q18iliarUaBoOBt8/+P9z+ZbZR9psJ6uzY5zJTnpga+QjEkUgkZxmtkr0oiti3bx+uvfbanPXXXnstdu3aNeJ7du/efdb21113Hfbu3cszQEbbhrU5mf2+++67qKqqwtKlS3H33XfD4/GMdfoKGortBAB0d3fj+eefx5YtW7Bz504kEomc1/1+P15++WX85Cc/wWuvvTYnD7c9PT144YUX8NOf/hQ7d+5EPB6f9T4QxHyjVB60SxGK7wQxPZxOJzZu3IhvfetbuOWWW8jKjCgqSiW+F7y1y5tvvpnz99NPP42qqirs27cPl112GWRZxubNm/H3f//3uO222wAAzzzzDKqrq/Hcc8/hnnvumYtulwyZTAbBYBDxeBx2u50XYwSQN0E1mUzC7XYjGo3C7/dzATkQCCAUCiGdTqO1tRWZTAb19fVwOp2zPv04Go3i5MmT8Hq9aGtrw+DgIOLxeI44zs5LKpXixS4BcIF7MudLWUBTWRBzLCF9MvtgRUo1Gg1MJhP/bNmPYCakGwwGLlYzIX2uYbY1JpMJVqsVdrsdsizPqcBPzB0LFizI+fuf/umf8NBDD521nc/nQyaTQXV1dc766upquN3uEdt2u90jbp9Op+Hz+VBbWzvqNqzNie5348aN+PznP4+mpiZ0dnbiH//xH/GZz3wG+/btm1O7halCsZ0AgI6ODjzxxBM4fvw4kskkH3xmeDwePP/889DpdLjxxhuxatUquFyuWe/jL37xCxw5coTX1yAIgiBGhuI7QUwPp9OJTZs24bOf/SxPaiMIorAoeCF9OOFwGAD4lPbOzk643e6cbD6DwYDLL78cu3btGjEYp1KpnKzESCQyw72evzDbFTbtmYmtBoMBGo1mylOKlKNRkiRBEASEw+ERrVJSqRTC4TACgQAsFgvi8TgXgbVa7YxlImezWe5PLggCL1oZjUZ5Vv5o72NT1NPpNCRJ4n2d6H6VBV6VBUwZzHZF+S9bPxGU2zMBfjRrF+U2hZL1rbSqYf0qlL4REycfHmu9vb2w2+18/Xii8/DrRJblMa+dkbYfvn4ibY63ze23387/v2rVKqxfvx5NTU147bXX+INoMZOP2A5QfJ8pJEmC3++H2+2GyWSCzWbLy+CkJEkIh8OjZpozGzcAfGaa1WqF2WyG1Wqdsft6JpPhM72Ghobg9/sLYqo3QcwX8hHfieKA4nthM1PxXRRFRKNRJBIJhMPhs2Zep9NpBAIBuN1uGI1G2Gy2WbciUfYxGo0WTIFRrVYLq9U664kDBJEPSiW+F5WQLssyHnzwQVx66aVYtWoVAPCMvZGy+bq7u0ds55FHHsE///M/z2xnSwTmHZrJZOD3+3H48GFEIhE0NDRg+fLlMJvNU25bkiTIsgyv14v9+/djcHAQnZ2dZxXNiMViOHz4MLq7u7FkyRLo9XqUl5ejqqqK+4Pl82GbfcETiQR6e3vh9/vR1dWFDz/8EENDQ/D5fGN6uTIfdbVazUV1lvmt1+tHFK1lWea+3uz9yWQSkiTlZKOPJtDl4/hHEtELWahWer5TNnpxko9AbLfbc4T00aioqIBGozkr+9zj8ZwVXxg1NTUjbq/ValFeXj7mNqzNqewXAGpra9HU1IRTp06Ne2yFTr5iO0Dxfabo7e3FU089hddffx0XXHABbr311ln36D9x4gR+8pOfoLy8HFdffTU2btw4Y1laPp8Pv/vd73DgwAH09fWNOiuFIIipUSoP2qUOxffCZ6bie1tbG373u9+hp6cHJ06cOMsWze1249lnn8Uf//hHrFmzBrfddtuYv3tngvb2drz44ovo7u7GiRMncuyHCIKYGqUS34tKSP/mN7+Jw4cP4/333z/rtclkEX7/+9/Hgw8+yP+ORCJnTf8nJg4rdBmJRNDR0cGD0KJFi6bcptJTPBwOo62tDd3d3QiHw2eJ1IlEAqdPn4ZarUYqlUJ9fT2i0Si0Wi2qqqqg0WjGzSqdSv8kScLAwAB6e3vR0dGBY8eOYWhoaFy/c3a+VCoVz+jXarXIZDKwWCxQqVRcUFfuL5VK8YJrkUiEW8eIonjW/kYStqcjJo/0XmXW92Qz3meD4YVUieJjNgOxXq/HunXrsH37dtx66618/fbt23HzzTeP+J6LLroIr7zySs66t99+G+vXr+c2RxdddBG2b9+O7373uznbXHzxxVPeL3DGO7q3txe1tbWTOs5CJF+xHaD4PlN4PB689tprUKvViMfjuOaaa2ZdSO/u7kZvby+MRiMcDgeuvvrqGRPSw+Ewtm/fjpdffpn/HiEIIn+UyoN2qUPxvfCZqfg+MDCAl156CUeOHOHJXkoCgQDeeustqFQqfPazn8VVV10160J6f38/fv/73+PQoUMj9pEgiMlTKvG9aIT0b33rW3j55Zfx3nvvoaGhga+vqakBcGZUUykojJXNx7ydifwiSRKCwSA0Gg08Hg8GBweRSCRgNpthNpvHzVxmojIrpOn3+yEIAgYGBvgU6+HZ6Ox97EE3FothcHAQqVQKBoMBFouF/2symXgxysmIyqxfLBs8FoshHo8jEomgr68P/f398Pl8SKVSkwrCynYZTES32WwwGAxcqGbnN5lMIp1OQ6fTwWAw8Clpoijm3LRYpjv7l2W9T9R+hbWl/DyUHuzK15TWMoVy81MOxLD+EcR4PPjgg7jjjjuwfv16XHTRRXjiiSfQ09ODe++9F8CZh7j+/n48++yzAIB7770Xjz32GB588EHcfffd2L17N5566ik8//zzvM0HHngAl112GX7wgx/g5ptvxrZt27Bjx46ch8rx9isIAh566CFs2rQJtbW16Orqwt/93d+hoqIiR3wvRvIZ2wGK7zMJGyT2+Xw4fPgw/H4/ampqUF1dPW5MzWQyGBwchMfjyYkTbW1tZ/mij9cHNoh94MABWK1W/prFYkFDQ0POuong9/vR39+f8/uiu7sbwWCQYgdBEMQUofhePEwnvitJJpPo7+9HKBRCa2srBEEYM46y58pgMIijR4/mFJvV6XSor6/nMzynw2i/QSbSx4liNpvR0NAAm8024uupVAoDAwMIBALjtpVKpXD69Gns27cPNpsNCxYsIJ90gigwCl5Il2UZ3/rWt/DSSy/h3XffRXNzc87rzc3NqKmpwfbt27FmzRoAZ/yudu7ciR/84Adz0eWSJRaL8czxUCgESZLgdDqxbNkyLF26FFqtlnuXj4Qsy9xjPRgM4sMPP0RXVxc8Hg+6u7sRiUS4ODwcluHtdrvx3nvvwWAwoKWlBa2trbDZbFi5ciUaGxthMBhgt9v5D7HxRGUmKDN/t0QigdbWVrS3tyMSieDkyZNwu91IJpOIRCKTzlpjx6PT6eBwOGAwGGCz2bBo0SI4nU4YjUZYrVao1WqIosj9AQcHB+H3+xGJRNDe3o5wOMx901m2PHDGYy2RSOT4xk/kB5HSsicWiyESiSCZTEIURf46E+/ZelEUoVKpJuz1PlMoPeTj8TgEQeCDHERxMdsj2rfffjv8fj/+5V/+BYODg1i1ahVef/11NDU1AQAGBwfR09PDt29ubsbrr7+O7373u/jpT3+Kuro6/PjHP8amTZv4NhdffDFeeOEF/MM//AP+8R//EYsWLcLWrVuxYcOGCe9Xo9HgyJEjePbZZxEKhVBbW4srr7wSW7duHfUHe6FDsb14OXDgAB555BG4XC7cfvvt+MIXvjCuuJFIJPD666/jd7/7HY8jwJmMtMHBwUntP51O491330VXV1fO74nly5fj3nvvxerVqyfclizL2LNnD55++ml4vd6c/ra3t0+qXwRBTJxSyVgrRSi+Fy9Tie9KvF4vfvWrX+GDDz6YVHw/evQo/vM//zNHLK6oqMDXv/51XHfdddOeWZxIJPDGG2/gd7/7XY7PfjAYxMDAwLTaZixYsAB/+Zd/ifPPP3/E14eGhvDLX/4SO3bsGLctn8+HX//613jzzTexbt063HPPPVi8eHFe+kkQM02pxPeCF9Lvv/9+PPfcc9i2bRtsNhv3VXM4HDCZTFCpVPjOd76Dhx9+GEuWLMGSJUvw8MMPw2w248///M/nuPelhSRJfJTVYDCgsrIS4XAYlZWVkCQpx1d7JJh4m0gkEIlEuF9ZJBLhhUbHQpZlCIKAWCwGtVqNTCYDWZbhcDhQWVmJiooKyLIMi8XCpw+ONY1QeRNgomwsFsPAwADa2tq4lY3H45nyOWMZAKwPGo0GBoMBLpcLlZWVMJvNcDqd0Gq1XEhn50Gn00Gr1cJoNCIWi+UcExtZZ0VgJUninuwTgWV0s2xuJpSzdplnu0qlyvFuL4SbnzKbXlmQtRD6Rkye2f7c7rvvPtx3330jvvarX/3qrHWXX3459u/fP2abn/vc5/C5z31uyvs1mUx46623xnx/sUGxvXgZGhrC0NAQrFYrLrjgggllckmShFOnTuGdd97JEdKngizL6OnpyRnUAs4M5odCoUm3NTAwgA8++AD9/f3T6hcxu1BML37oM5yfUHwvXqYS35WwumXvvPPOpN7n8/ng8/ly1tXV1eH666/Piz1rJpNBe3s73n333UnNgpsMNpsNa9euxRVXXDHi693d3Xj99df5s/pYJBIJHD16FMAZe1Vlpv5EmI6QSRD5oBSuv4IX0n/2s58BwFk3paeffhpf/epXAQDf+973kEgkcN999yEYDGLDhg14++23izZTbz4Qi8X41C6tVgtBEKDX62G322E0GnOKVDKhlhUsDYVCCIVC6OnpQSgUQjKZnFQgZ8FDEAS43W6Ew2GYTCZ4vV6YzWZUVFTAZDJBp9Pl9IUJ/EqPc3YTSKVSSCQSXAAoLy+HyWSCKIqw2WxIpVKIxWJcuGXZ2uNhtVphs9lgMpnQ0tKC+vp6WK1WVFZW8gx1pV86s6aprKyEwWCA1WpFOp1GMBhEIBBAX18f7yObAh8Oh7m9DfOL12g0I84MYPYsLMM+lUrxTHylF7tSrGfZ+kzAMBgMs151Xdl/9lkJgoB4PM77Xgo3dIIoFii2Fz/pdBpHjx7Fiy++OG7GWiwWQ2tr64zODPL7/XjnnXcmVRiUZaQPL4JGnKGvrw+vv/466urqsGzZMixfvnzOZp2lUikcO3YMp0+fRmdnJxWAJYgCheJ78TOZ+K5kYGAgbxneiUQCe/bs4fXDJotKpcLChQuxatUq6HQ6nHvuudi0aVOOjZvb7cbhw4cnPQjPMBqNWLVqFZqbm7F48WJUVFSMuq3FYsGGDRv47HHgzG+Q7u5uHDlyBIlEYsT3DQ0NYfv27Whvb0dLSwtWrVo16mcyODiIQ4cOIRAI4NChQ9NOXCAIYnQKXkifiPilUqnw0EMP4aGHHpr5DhETIhgMIh6PQ6PR4OTJk7BYLDAajaitreUZ1kxwZX7joijC6/XC5/NBkiTEYjEu3k52RDybzXLrE41Gg9OnT0Ov18NoNKKyshImkwl2ux1lZWXQ6/XQ6XS8OKBSuGeBW6/X8ywKlUqFxsZGSJKEsrIyxGIxhMNh9PT0IBaLIRqNIhQKjdtnlUqF8vJyNDc3w263Y/Xq1Vi8eDHPStdqtTnFPPV6PR8ksNlsyGQySCQSWLBgARKJBI4dO4ZIJIJoNMoF/WQyCbfbDUEQ4HK5oNfrkc1modfrYTAYuECvUqm48J7NZrn/ezwex9DQEARByLHVYUVOgTPFftxuN/eedzgck/qs8gkbQAkGg3xQJhwOj1sAlihMSmVqWClCsb34SaVS2LFjB/bs2TPu4Gkmk0EoFDqrWHg+6evrwxNPPDFpH9FIJIJIJDJDvSpujhw5gh/+8Iew2Wz4+te/joULF07agz5fCIKAbdu24YUXXkA8Hoff75+TfhD5geL7/IXie/EzmfiuhNU4yweRSAQvvvgi3n777SkL6Z/73OfQ2NiIyspK3HDDDbj44otzrs8//elP+MEPfjBlId1ms+HWW2/F5z//eZhMpjGFdKfTiS984QvYuHEjXyfLMl566SX09PSMKqSfPn0aP/nJT2A2m3H77bdj4cKFowrpJ0+exObNm3Hq1CmeCEcQs02pxPeCF9KJ4oTZfQDgVi3spp9KpaDRaGA0Gnm2ejgczhHS81G4UtmHWCwGlUoFo9EISZJgNpsRi8WQTqeh1+v5wry/mee6RqOBSqXiIrpGo4HZbIbRaOTFNvV6PYAz2eXs/Szze6wbiVqt5p7tDocDLpcLLpdr1IKsynUsI0yn0yGTySCVSnHvdzYQwLLGk8kkP/bhXubDxWWllUsikeDZ3CMV7GTvZduyjHwAeZmGNxWU9kCsOC2zdSmmGzNxhlIJxARRjMiyjGAwiGAwONddAfBJIS8if8RiMcRiMZhMpgkVSJtJMpkMvF4vTp8+TUVg5wEU3wmicCmE+M7u+cr6JRNBrVZz+1OW2KZWq1FWVoaysrKcbbu6urjlUDqdzslWHwtW981isaC2thaLFi0atwaZVqtFVVUVqqqq+DpZllFbWwur1QqTycSfW5UkEgn09fVBo9FgcHAQgiDAbDaPuI9gMIju7m50dHSMewwsIS+RSPDjmUvYsSeTyRlNuiBmnlKJ7ySkEzMOy17OZrPwer0QBAEajYZnXLPM6XQ6jVgslhcRfThKr/NIJMKtP1jGOivCqdfr4XQ6YbFYYLFYUFdXx7PpzWYzNBoND87MAiWdTkMQBFRVVSGRSKC3txft7e1IJpMIh8Nn+ZqxjHOdToe6ujqsWLECVqt1TBF9NDQaDSwWCwwGA2pqarB06VKEw2H09/djYGAgp4/ZbBZqtRpGoxEmk4lbvbB9soAqSRIEQYDX60UqlUI8Hh8zm5sVXQ0EAjAajWhsbMzJpJ8N2OebTqfR39+PtrY29PT0IBwOk4hexJRKICYIgiCIUoLiO0EQM0FDQwOuuuoqNDQ0YO3atWPaBTU1NeHOO+9EX18fDhw4gPfee29cqzeNRoP169fj0ksvRWVlJVavXj3l512VSoVVq1bhnnvugcfjwa5du/DRRx+NKCRns1kcPHgQP/vZz0adGdba2jrhGQFtbW345S9/iaqqKlx44YW4+OKLeXLgbBOPx7Fz504cOHAAfX19Z9XAIYqLUonvJKQTMw7L3JYkCalUKifYsIIbSq+wmfoCsWzlcDjM+6AUrlnm+dKlS7nY3NzcjIqKCm4LM1wcZv1NpVJobm6GKIo4ceIE0uk0otEoMpkMBEHIOSatVsuz2uvr67FixQpYLBbodLpJB2ImpLMR7WXLlnFvc7fbjUwmg3g8DpVKxQcP2HtsNhsX0tVqNR8QSKVSEEWRZ+yP95mEQiGcOHECbrcb9fX1SKfT0Ol0yGazs+qVzqxp+vr6cPjwYXg8HkSjUbJ0IQiCIAiCIAiCmOcsWLAAd955J9avXw+dTjemONzc3IyvfvWrEEURTz31FPbu3TshIX3Dhg144IEH4HQ6YTAYppU4tmrVKixevBiRSATZbBb79u0bUUiXZRmHDh3CiRMnRt0fm6U+EVpbW9HV1QWz2YxvfetbWL9+/ZwJ6bFYDNu3b8fTTz8NURQnfAwEMZeQkE7MKoUgao4kDCuLnxqNRlgsFi52M9uX8YTuTCYDrVYLi8UCh8MBlUrFfchlWebHzjLSh7c93pSw0WCDAWyKWSaTOWt6FrN5kSSJ95PtU1lkNZlMQhRFvt1EPi+Wwc5seuLxOGRZHnHgYSZQHhsbLAiFQohGozQ1rMgplRFtgiCIQkaWZYTDYfT29sLhcMBut8+aV3o0GkU4HOYzGon5AcV3giDyhUajgdPphNlsRm1tLVwu14RiFLNsNRgMqKioQENDAwwGA8Lh8JjxRq/Xw2q15iUOarVaWK1WXsNsLFgNtHzALHCz2eycC9dsBj1LQiSKm1KJ7ySkEwTArVscDgcWL16M5cuXw2azwel0wmQyjSsIazQamEwmGAwGNDQ0QJZlbiETDAZ5Nn4mk4HRaERNTQ1vnxXpnK7gbLFYUF9fD4fDgVOnTkGj0eTY5LCMfFZYlM0OYPtlr7PirhMd9BAEAd3d3fB6vThx4gSam5vhcDh4cZfZ8EsPhULwer0IBoM4fvw4Dh8+jFgsRg/dRU6pBGKCIIhCRpIkvPvuu/D7/aiursamTZtwySWXzHhsz2Qy2LVrF7Zt2wafz4dDhw4VREIGMX0ovhMEkS9cLhc+//nP48ILL0R1dTUaGhom9X61Wo0LL7wQf/d3fwev14vf//73+OMf/0iiLkFMgVKJ7ySkEyWPSqWCXq/nmeS1tbVobm7mo82ssOdYMH91ACgvL4dWq0UkEkF7ezvPzGZZ3gaDAS6XC06nM8deZboYjUaUl5fzQYHhbbLMbQC8mEc+SCaT8Hg80Ov13NesrKwM5eXlqKyszMs+xiKbzSIej8Pj8cDn86G3txednZ05xWaJ4qRUAjFBEEQhk8lkcPToURw7dgwLFizA2rVrcckll8z4frPZLE6ePInf/va38Pv9dF+fR1B8JwgiX1gsFlx66aX44he/OOl6Y8AZLWDZsmVYunQpfD4fTpw4gXfffZeEdIKYAqUS30lIJwiAC+nMzoUVFJ2KwK3RaKDX67l9i8lk4h7lLCNcWeA0XzCvc6VNjTLbfKZgN8tMJoNgMIiuri5EIhFUVVXBZrNBp9PBbDbzAYnpDhooC4uyQqqDg4Nob29HIBDgFdpnomgtQRAEQZQqbPp1W1sbPvjgAzgcDixcuHDMYm5TQflboqOjA6IoUjwnCIIgRoQ98073uZq1MdOzrQqJbDaL3t5e7N69Gy6XC01NTbOSCCfLMgYHB9Hb2wuv1wu3201xnigqSEgnSh6VSgWr1Yrq6mqUlZXB6XTCYrHk+IdPBpbJrlKp4HK5UFVVxb3Dk8kk1Go1F9mnUmB0NNRqNS+qotVquVifyWRmPDBls1mk02m0tbUhGAzC5XJx+xiHw4Hm5mbYbDbuFz/VY1YeRzwex8DAAARBwIcffogdO3YgHA6jr68PkiTNaOFaYnYolRFtgiCIYiEUCuGFF17Ajh07cN555+Gb3/wmVq1aldd9nDx5Elu2bEF7ezvcbve4xd+I4oPiO0EQxNwjSRL++Mc/orW1FbW1tbjnnntw3XXXzYp12/vvv4+nn34aPp8PfX19ZN02TyiV+E5COlHyKAt1ms1mLkRPZWoY8InNSzqd5hnp6XQaGo2G70+j0Uw5432s42Cj6MMz0meDbDaLUCiEeDyOaDQKt9sNv98PALwwSjab5WI66/NEUN5UWZAVRRGRSASRSASDg4M4ffo0otEoYrEYBeJ5QqkEYoIgiGJBFEW0t7ejvb0dwBlhfbIxfTRYO36/HwcPHsTRo0en11miYKH4ThAEMfdks1n09fWhr68PDQ0NuPXWW/nzupJ8agpsJnt/fz8+/vhjBAKBvLVNzD2lEt9JSCcI5Irb053SxQRslUrF21O2mclkkEgkEI/H81Z5m7WbSqWQSqV40dDJ2psohXhln1kbyiKkI4nVLDM9FouhtbUV6XQaFRUVEAQB5eXlcDgcqKqq4pnzzFd+pHMuyzLfB6tSLooivF4vYrEYhoaGcOLECYRCIbS1tSEWi/GCrsT8oFQCMUEQRDHi8/nw1ltvoaOjAy0tLVi7di3MZvOU2gqHw9i3bx96e3tx6NAhBIPBPPeWKCQovhMEQRQW8Xgc77//PrLZLH8uV6lU047vSvr6+rB//374fD7s2bMHqVRq2m0ShUWpxHcS0gkCgFar5ZnobAQ2H2I680tXZp+n02kIggCNRoNkMpm3G0Y6nUY8HucWMul0elK2Lkz4Z5Ywer0+R0iXZRmiKObYpgxvm+0znU7jo48+wqFDh1BZWYmuri5UVFRg8eLFWLt2LaxWKxwOB/eJz2azPGOfoRTsY7EYYrEYwuEwDh48iP7+fvT29mLfvn0IBAKIxWKIRqPki04QBEEQs0RPTw+eeOIJGI1G3HbbbVi0aNGUH7Q9Hg9+85vfYMeOHUgkEgiHw3nuLUEQBEEQoxEOh/Hiiy/ijTfeyBHSpxvflbS1teEnP/kJTp48CUEQkEgkpt0mQcwFJKQTxP8jnwLsWG1ls1lIkoRUKoV0Op03G5JsNgtRFCGKIhfQJ3NMykz04cVQlQVFWVa6SqUasX1ZlvlgQTweh1qthtfrhSzLcDqdCIVCSKfTfD/Kf5WDF9lslu9LEAREo1GEQiH4/X54PB74fD74fD4Eg0Gk02mk0+npn0SioCiVEW2CIIhiRBRFeDweqFQquN1uhEIhWK3WKbUVCoXgdrvR29ub514ShQjFd4IgCHBNIBKJQBTFOe1LJpNBIBDIsVrJR3xXEggEMDAwgL6+vmm3RRQmpRLfSUgnCADJZBKRSARarRbJZBKZTIZnlE8WZm8iiiL3CxcEgQu9yWQSQ0NDiEajaGpq4kW0dDrdlPbHiEaj6O7uRjgcRiAQmPCNiInnWq0WJpMJer2eZ6SzbHEGy9xPp9NIJBJjFvVk2eHRaBTt7e0YHBzE4OAgOjs7YTQa4XK54HK5oNVquTc98MlMgFQqhUQigXQ6jUAgwP3P+/r6EAwGEY1GEY1GuY0NMf8olUBMEARRzMiyjKNHj+JnP/sZ7Hb7lNrw+Xw4depUnntGFCoU3wmCIICjR49i+/bt8Hq92L17d8ElhuUjvitpb2+H1+vNQ8+IQqVU4jsJ6UTJI8syHwnW6XQ8o3u4T/hEYRnnkiQhkUggEokgkUhw7+5kMgmv1wu9Xo9AIIBEIsH3kw8hPRQKIRQKTVhcZtnnOp0OZrMZBoMBarUaBoPhLGsXrVbLvcolSeKZ7yP5krP3CIKAjo4Obh3DBgxcLhfKysqg1+vhdDphsVgAfCKkx2IxRCIRpFIpBAIBBINB7gOfTqdzPNQJgiAIgpg7Tpw4gfb29inb4rHfTgRBEARRCsiyjGPHjuHJJ59EX19fwc6wnm58V5LJZCjWE/MCEtIJAme8vZPJJF9SqRT3S5+suJ1Op5FKpXhbTFRXen4zH/F4PI5gMMgDik6n4/7qE4HZuWQyGcRiMQiCgFgsNqkApbR0UVq7sPVsP+zv4dtPRMxm2zDxW61WIx6P8wx3ALzYCNsnOx5WvJTNFMinHQ5R2JTKiDZBEESxw6zfCGIiUHwnCKIYkWUZwWAQHR0dKCsrQ1lZ2bQytTOZDNcMChWK78RkKJX4TkI6UfIw+xFZlpFMJjEwMACXywWz2YyqqiqYTKYJtyPLMiKRCAYHBxGJROB2u+Hz+bh3OduOZXN3dXXh/fffh91ux7nnnouWlpYcW5XxSCQSGBgYgCAIaGtrQ2trK7c8mYjYzLLgdTodX7RaLV+UfRheyFOr1fLAOtGipqxPmUwGkUgEyWQSarUaPp+PD1goi7KyAQh2/igLvbQolUBMEARBEKUExXeCIIqRTCaD9957D16vF1VVVbj99tvxmc98Ji/Z2gQxHyiV+E5COlHyMAGd+aIza5RMJoOysjLIsjyh4MhuGolEAoFAAOFwmHt5s6KZbDv2NyvCabfbUVdXh4aGBi5mjyeky7IMURTh9/t5kS632w1BECZ1E2L+6GyfWq2W270oj1ulUvFseuU2k73hsfNQ6KPvxNxTKoGYIAiCIEoJiu8EQRQj2WwWbW1taGtrQ21tLT71qU/hyiuvJCGdIP4fpRLfSUgnCHwibouiCK/Xi56eHp6VLooidDodjEZjjr0Ju0mwDPN4PA5JkjA0NIS+vj5eZFS53fB9svepVCr09fXBaDTCYDDA6XTCYDBAo9FAq9Xm7C+bzSKZTEIURYTDYfT09PACo8w7fDI3oZH6N9r7lYMByvcSBEEQBEEQBEEQxGySSCRw5MgRVFZWwuVyYcmSJZOyW5FlGf39/ejs7ITX60Vvb++EZkCnUimcOHECf/jDH3IS4Kqrq7Fo0SIYDAb09PSgq6trRGuUbDaL48ePU2IZQRQhJKQTBMAzxAVBwIkTJzAwMIDKykqIoojy8nI4nU5UVlbyQplarTbHoiUSiWBgYACxWAzt7e04evQoYrEYgsEgF7dHIh6PQxRFBINBxONxHD16FFarFY2NjbDb7TCZTLDZbNBoNLwAiSiKGBoaQigUgiAI6O/v5x7iyWRy0sK2UkhXivUsE18pmo/2HoKYCUplRJsgCIIgSgmK7wRB5ItgMIjnn38eb731FtauXYsHHngAq1atmvD7s9ksdu3ahSeeeAJerxeDg4MTEtIjkQhefPFFvPPOOzlC+nXXXYf77rsPFRUV2LFjB5555hnE4/ER2/D7/QiHwxPuK0EUOqUS30lIJ4j/BxPGw+EwL3wZCAS47YnD4eDbAZ8U+kyn00gkEgiHw4hEIvD7/fD5fEgkEuMK28xfnBUMDYfDsNlsMBgMSKVSsFgs3EqFFS1NpVJwu93w+/2Ix+PweDyjBufJHLtSMGfT05TrhhcMLaYbHVGclEogJgiCIIhSguI7QRD5QhRFdHV1oaurC2azmduqTpR0Oo2hoSEcPnwYXq93Uu/r6elBT09PzvrFixcjkUhAkiQMDAzg4MGDEARhwu0SRDFTKvGdhHSCUMB8x1lF7lOnTsHtdsPhcKC3txdarRZ6vR46nY4L4Ol0mhcWTSaTGBoaQiKR4OL4RPfL2ovFYhgYGEA4HIbBYIDZbM7xJ5ckCcFgEIIg8P1P53hZm8CZHyKsACmAHA90ZdFPlh2fTqep+CcxY5RKICYIgiCIUoLiO0EQM4Hb7cbLL7+Mw4cPT/g9LCM9kUjkpQ8dHR3YunUrHA4H9u3bx5+zCaIUKJX4TkI6QSiQZRmpVAqiKCKRSCAUCkGtVsNiscBqtUKr1cJgMECn0/HCokxcjkQikCQJ6XQakiRN+ibC3svEdObFzhZldngmk+HtT2bEfSRYW9lsFnq9HgC4kM5EerYvdm5YP6dynARBEARBEARBEASRT7q7u/HEE09Ap9NN+D3smT4Wi+WlD0ePHkVXVxfUajVisRhEUcxLuwRBFA4kpBPEMJQ+4SzbmlmZaDQa6PV67pGeTCYhSRIXv8fyQ5/svmcL5T6Z1QxwRkRXViBnoj1bSEAnZgO6xgiCIAhi/kHxnSCIfCNJEgKBwJz2gdUtI4hSpRTiOwnpBDEG7CYgiiIEQeC2J8zyJJ1O80KlTFwuNpRZ7czPTaPRQKfT5XilMw95SZKQzWanPWhAEOMx3UEpgiAIgiAKD4rvBEEQBDH/KJX4TkI6QYwB+zIzAXk+wo6R+Z2rVCqo1WpotVqo1eocSxk2cEDZ6MRsUCqBmCAIgiBKCYrvBEEQBDH/KJX4TkI6QRAcpWjO7GyUr5GAThAEQRAEQRAEQRAEQZQiJKQTBMFRiuUsO52tV75OELNBqYxoEwRBEEQpQfGdIAiCIOYfpRLfSUgnCOIsSDAnCoFSCcQEQRAEUUpQfCcIgiCI+UepxHf1XHeAIAiCIAiCIAiCIAiCIAiCIAoZykgnCIIgCpJSGdEmCIIgiFKC4jtBEARBzD9KJb6TkE4QBEEUJKUSiAmCIAiilKD4ThAEQRDzj1KJ7ySkEwRBEAVJqQRigiAIgiglKL4TBEEQxPyjVOI7eaQTBEEQBEEQBEEQBEEQBEEQxBhQRjpBEARRkJTKiDZBEARBlBIU3wmCIAhi/lEq8Z2EdIIgCKIgKZVATBAEQRClBMV3giAIgph/lEp8JyGdIAiCKEhKJRATBEEQRClB8Z0gCIIg5h+lEt/JI50gCIIgCIIgCIIgCIIgCIIgxoAy0gmCIIiCpFRGtAmCIAiilKD4ThAEQRDzj1KJ7ySkEwRBEAVJqQRigiAIgiglKL4TBEEQxPyjVOI7WbsQBEEQBEEQBEEQBEEQBEEQxBhQRjpBEARRkJTKiDZBEARBlBIU3wmCIAhi/lEq8Z2EdIIgCKIgKZVATBAEQRClBMV3giAIgph/lEp8JyGdIAiCKEhKJRATBEEQRClB8Z0gCIIg5h+lEt/JI50gCIIgCIIgCIIgCIIgCIIgxmDeCOlbtmxBc3MzjEYj1q1bhz/96U9z3SWCIAhiGsiyPK1lKkw2luzcuRPr1q2D0WhES0sLHn/88bO2efHFF7Fy5UoYDAasXLkSL7300qT3K8syHnroIdTV1cFkMuGKK67AsWPHpnSMxQbFd4IgiPnFfInvxPSg+E4QBDG/KJn4Ls8DXnjhBVmn08lPPvmkfPz4cfmBBx6QLRaL3N3dPaH3h8NhGQAttNBCCy2zuITD4XHvySqVakrLePvIRyzp6OiQzWaz/MADD8jHjx+Xn3zySVmn08n/8z//w7fZtWuXrNFo5Icfflg+ceKE/PDDD8tarVb+8MMPJ7Xff//3f5dtNpv84osvykeOHJFvv/12uba2Vo5EIhM+vmKE4jsttNBCS/EtpRDfielB8Z0WWmihpfgWiu9nmBdC+gUXXCDfe++9OeuWL18u/+3f/u2E3k+BmBZaaKFl9peJBOKZ2kc+Ysn3vvc9efny5Tnr7rnnHvnCCy/kf3/hC1+Qr7/++pxtrrvuOvmLX/zihPebzWblmpoa+d///d/568lkUnY4HPLjjz8+4eMrRii+00ILLbQU31IK8Z2YHhTfaaGFFlqKb6H4foait3YRRRH79u3Dtddem7P+2muvxa5du0Z8TyqVQiQS4Us4HJ6NrhIEQRAK5FkoKKK810ciEaRSqRG3m0os2b1791nbX3fdddi7dy8kSRpzG9bmRPbb2dkJt9uds43BYMDll18+at/mAxTfCYIgipNSiO/E1KH4ThAEUZz8/+3df2xV9f3H8delv1togXbQFkppDRGwotDqJjQFBnMZCOIWUQGBLTMrrq7YRYqDBGSTH3MxugxxMMc22QYzrQ7JZmiVlhGNEKCz/BgqKxYZXYP8KMxhW+77+4ff3nlpudwW6L3n9PlIbkzP+dxzPq82/bzkc9tb+v1zjt9IP3XqlC5duqSBAwf6HR84cKAaGho6fM6qVauUlJTkewwZMqQ7pgoA+ILz5893eDw6OlqpqanXfP3evXsrIyPDb71ftWpVh2O70iUNDQ0djm9tbdWpU6cCjmm7ZjD3bftvZ+bmBvQ7ADhTT+h3dB39DgDORL9/LjLokWHO4/H4fWxm7Y61efLJJ1VSUuL7+OzZs8rMzFR9fb2SkpJu6Dy7W1NTkzIyMnT8+HElJiaGejrXjVtzSe7N5tZcEtk6y8x0/vx5paend3g+NjZWdXV1am5uvub7XN4DMTExAZ/TmS650vjLjwdzzes1xo3o9465dd1xay7Jvdncmktyb7Yblaun9TuuDf3enlvXHIlsTuTWXJJ7s9Hv3dPvjt9IT0lJUURERLtXHBobG9u90tAmJiamwy9GUlKSq76JvigxMdGV2dyaS3JvNrfmksjWGVf7R09sbKxiY2Ov2/2upitdkpqa2uH4yMhIJScnBxzTds1g7tv26n5DQ4PS0tKCmpsb0O/Bceu649ZcknuzuTWX5N5sNyJXT+l3dB39fnVuXXMksjmRW3NJ7s1Gv9/Yfnf8W7tER0crNzdXFRUVfscrKio0duzYEM0KAOAkXemSu+66q9347du3Ky8vT1FRUQHHtF0zmPtmZWUpNTXVb0xzc7Oqq6td3XP0OwDgWt2ofkfX0e8AgGsVyn53/E+kS1JJSYkefvhh5eXl6a677tL69etVX1+vwsLCUE8NAOAQV+uSJ598UidOnNDvfvc7SVJhYaF+8YtfqKSkRI888ojeeecdvfTSS/rjH//ou2ZxcbEKCgq0Zs0a3Xvvvfrzn/+syspK7dq1K+j7ejweLVy4UCtXrtSwYcM0bNgwrVy5UvHx8Zo1a1Y3foa6H/0OALhWN6LfcW3odwDAtQpZv5tLrF271jIzMy06OtrGjBlj1dXVQT/34sWLtmzZMrt48eINnGFouDWbW3OZuTebW3OZkc1NAnXJvHnzbPz48X7jq6qqbPTo0RYdHW1Dhw61devWtbvmK6+8YjfffLNFRUXZ8OHDraysrFP3NTPzer22bNkyS01NtZiYGCsoKLDa2trrEzrM0e8dc2s2t+Yyc282t+Yyc282t+YK5Eb0O64N/d6eW3OZkc2J3JrLzL3Z3JorkFD0u8fs/99ZHQAAAAAAAAAAtOP490gHAAAAAAAAAOBGYiMdAAAAAAAAAIAA2EgHAAAAAAAAACAANtIBAAAAAAAAAAigx2+kv/DCC8rKylJsbKxyc3P1t7/9LdRT6rRVq1bpjjvuUJ8+fTRgwADNmDFDR44c8RtjZlq+fLnS09MVFxenCRMm6ODBgyGacdesWrVKHo9HCxcu9B1zcq4TJ05ozpw5Sk5OVnx8vG6//Xbt3bvXd96p2VpbW7V06VJlZWUpLi5O2dnZWrFihbxer2+ME7Lt3LlT06ZNU3p6ujwej1577TW/88Fk+Oyzz/TYY48pJSVFCQkJmj59uj7++ONuTNGxQNlaWlpUWlqqW2+9VQkJCUpPT9fcuXP1r3/9y+8a4ZoNaEO/Owf9Hv7Z3NLtEv1Ov8Pp6HfnoN/DPxv9Tr+jC6wH27x5s0VFRdmGDRvs0KFDVlxcbAkJCfbRRx+Femqd8vWvf902btxoBw4csJqaGps6daoNGTLELly44BuzevVq69Onj5WVlVltba098MADlpaWZk1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- "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 28, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ - "#%% create masks\n", - "top = ig.allocate(0)\n", - "bottom = ig.allocate(0)\n", + "brightest = ig.allocate(0)\n", + "darkest = ig.allocate(0)\n", "\n", - "top.fill(\n", + "brightest.fill(\n", " np.asarray(ground_truth.array > 0.8 * ground_truth.max(), \n", " dtype=np.float32)\n", " )\n", - "bottom.fill(\n", + "darkest.fill(\n", " np.asarray(np.invert(ground_truth.array < 0.4 * ground_truth.max()), \n", " dtype=np.float32)\n", ")\n", @@ -1104,19 +587,20 @@ "\n", "\n", "roi_image_dict = {\n", - " 'top' : top,\n", - " 'bottom' : bottom\n", + " 'brightest' : brightest,\n", + " 'darkest' : darkest\n", "}\n", "\n", - "show2D([ground_truth, top, bottom], num_cols=3)" + "show2D([ground_truth, brightest, darkest], title=[\"Ground truth\", \"Brightest sphere mask\", \"Darkest sphere mask\"], num_cols=3)" ] }, { "cell_type": "code", - "execution_count": 29, + "execution_count": 14, "metadata": {}, "outputs": [], "source": [ + "from cil.utilities.quality_measures import mae, psnr, mse \n", "img_qual_callback = ImageQualityCallback(ground_truth,\n", " roi_mask_dict = roi_image_dict,\n", " metrics_dict = {'MSE':mse, \n", @@ -1130,96 +614,54 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 30, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "algo=FISTA(initial=ig.allocate(0), f=F, g=G, update_objective_interval=10) \n", "algo.run(500, callbacks=[img_qual_callback])\n", "show2D([ground_truth, recon, algo.solution], title = ['Ground Truth', 'FDK Reconstruction', 'TV solution'], origin = 'upper', num_cols = 3)" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We seen that over the whole image, the mean squared error initially decreases, but then eventually starts to overfit to the noise in the data. " + ] + }, { "cell_type": "code", - "execution_count": 31, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "[]" - ] - }, - "execution_count": 31, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ - "plt.plot(range(501), img_qual_callback.metrics_store['global_MSE'])" + "plt.plot(range(501), img_qual_callback.metrics_store['global_MSE'])\n", + "plt.ylabel('MSE')\n", + "plt.xlabel('Iteration number')\n", + "plt.title('Mean squared error against iteration number')\n", + "plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Similarly PSNR for the whole image, and for each of the regions of interest, initially increases to a peak at about 60-70 iterations then begins to decrease again. We can see that the PSNR over the whole image is greater than the regions of interest, suggesting that the algorithm is fitting the background well but not reconstructing the spheres as well. " ] }, { "cell_type": "code", - "execution_count": 32, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 32, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ - "plt.plot(range(501), img_qual_callback.metrics_store['top_PSNR'], label='Top')\n", + "plt.plot(range(501), img_qual_callback.metrics_store['brightest_PSNR'], label='Brightest')\n", "plt.plot(range(501), img_qual_callback.metrics_store['global_PSNR'], label='Global')\n", - "plt.plot(range(501), img_qual_callback.metrics_store['bottom_PSNR'], label='Bottom')\n", + "plt.plot(range(501), img_qual_callback.metrics_store['darkest_PSNR'], label='Darkest')\n", + "plt.xlabel('Iteration number')\n", + "plt.ylabel('PSNR')\n", + "plt.title(' PSNR for the different regions of interest')\n", "plt.legend()" ] }, @@ -1247,7 +689,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.12" + "version": "3.12.6" } }, "nbformat": 4, diff --git a/nightly/.doctrees/nbsphinx/demos_callback_demonstration_11_1.png 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zPT|fT%jyMsSrGZ=DGvCe5F2?^j{=w$K~0_pe+Dp~x{wR3p#i+`)N%8i$Z9u;QGvX5 zM3;jynvLsgO*`hHB7R7Uc8%eQx*T7V#hDZAd*H@KD_ricU&Q>P7xP*;Y^ISZ_?6qU zc)|Nxn~4z_5w?OAAu|QtN&~HSYE-lgMy|o2Pg{VCn;S|8^^}sxs#3C_YTd5(yD5!s zulsJ%^zp>tmwn;g4E`Gy+EGsuElh+~ooz~v4e1cHcJ4))D*`|<<@fU6+ZA_AwwL}b zvdh-;GJlKhEQwjese*5#@v_VI)`ptx5U>Txm*p$2lOeqD6%w)=eu#QLndD~-5B*_D z=xnM;$NMe>(bgN3Gh)kT@6#G~*7;^Kw_a7e2UDcr%afk^j1xA5yjiNf#5I|*Ch{n8 zYu-h!x4-`efYHi~Z-X530^DIbf5o<*R3uMNPY2YnnMES6C$LAt+k*zb<`;zQi3{;P zej4|(vbs9(?`pBehiHLa!SgFCE)H^Q%@2l+vq*ry1A#ml!kI9512AN^yG2|pH6hKL zZ{of72PU2E#KgouaGSyRP(P71;E^Q=)$lY;5)1Kwa*C8T%TNCE9B z-PiB!kr`63hi+EK!^dtApMTtv6K6HYe_rp$7rr6&utK210NF1vxFlc-CT#K09&*RU z>;v$mWzx&!KCEG17qA;UicWAWeO7mmne9Nk7Q?qU(uP5@lWp%Kg;Im#=wq&PW; @@ -650,7 +650,7 @@

      Parallel geometry 
      -<cil.utilities.display.show_geometry at 0x7fdd5abba8d0>
+<cil.utilities.display.show_geometry at 0x7f77be0bb8f0>
      @@ -691,7 +691,7 @@

      Fan-beam geometry 
      -<cil.utilities.display.show_geometry at 0x7fdd5a1e0f20>
+<cil.utilities.display.show_geometry at 0x7f77be5b5d30>
      @@ -732,7 +732,7 @@

      Cone-beam geometry 
      -<cil.utilities.display.show_geometry at 0x7fdd5a216510>
+<cil.utilities.display.show_geometry at 0x7f77be457c20>
      @@ -769,7 +769,7 @@

      Create an offset AcquisitionGeometry 
      -<cil.utilities.display.show_geometry at 0x7fdd5a58ed50>
+<cil.utilities.display.show_geometry at 0x7f77be4ca540>
      @@ -804,7 +804,7 @@

      Create a more complex AcquisitionGeometry 
      -<cil.utilities.display.show_geometry at 0x7fdd5a4e6e70>
+<cil.utilities.display.show_geometry at 0x7f77be2f4800>

      You can set rotation_axis_direction, detector_direction_x and detector_direction_y by specifying a 3D directional vector [X,Y,Z].

      @@ -836,7 +836,7 @@

      Create a more complex AcquisitionGeometry 
      -<cil.utilities.display.show_geometry at 0x7fdd5a53c5f0>
+<cil.utilities.display.show_geometry at 0x7f77be479040>

      In 3D datasets we can tilt the rotation axis to describe laminograpy geometry by changing rotation_axis_direction

      @@ -865,7 +865,7 @@

      Create a more complex AcquisitionGeometry 
      -<cil.utilities.display.show_geometry at 0x7fdd5a1e3920>
+<cil.utilities.display.show_geometry at 0x7f77be217c20>
      @@ -1026,7 +1026,7 @@

      Create a custom ImageGeometry 
      -<cil.utilities.display.show_geometry at 0x7fdd5afab7a0>
+<cil.utilities.display.show_geometry at 0x7f77bde06630>

      We can also create an ImageGeometry directly.

      @@ -1090,8 +1090,8 @@

      Create a custom ImageGeometry - + +

@@ -3866,35 +3911,65 @@

Trivial operators
class cil.optimisation.operators.ZeroOperator(domain_geometry, range_geometry=None)[source]#
-

ZeroOperator: O: X -> Y, maps any element of \(x\in X\) into the zero element \(\in Y, O(x) = O_{Y}\)

+

ZeroOperator: \(\mathrm{O}: X \rightarrow Y\), maps any element of \(x\in X\) into the zero element in the space \(Y\), so \(\mathrm{O}(x) = \mathrm{O}_{Y}\).

Parameters:
    -

  • gm_domain – domain of the operator

    • -

  • gm_range – range of the operator, default: same as domain

    • +

  • domain_geometry (CIL Geometry) – domain of the operator

    • +

  • range_geometry (CIL Geometry, optional) – range of the operator, default: same as domain

-

Note:

+
+

Note

-\[O^{*}: Y^{*} -> X^{*} \text{(Adjoint)} -< O(x), y > = < x, O^{*}(y) >\]
+\[O^{*}: Y^{*} -> X^{*} \text{(Adjoint)} \quad \text{such that} \quad +\langle O(x), y \rangle = \langle x, O^{*}(y) \rangle\]
+
direct(x, out=None)[source]#
-

Returns O(x)

+

Returns an element of the range space filled with zeros

+
+
Parameters:
+
+
+
Returns:
+

\(\mathrm{O}(x)\)

+
+
Return type:
+

DataContainer

+
+
adjoint(x, out=None)[source]#
-

Returns O^{*}(y)

+

Returns an element of the domain space filled with zeros

+
+
Parameters:
+
+
+
Returns:
+

\(\mathrm{O}^{*}(y)\)

+
+
Return type:
+

DataContainer

+
+
calculate_norm(**kwargs)[source]#
-

Evaluates operator norm of ZeroOperator

+

Evaluates operator norm of ZeroOperator

@@ -3902,25 +3977,28 @@

Trivial operators
class cil.optimisation.operators.MatrixOperator(A)[source]#
-

Matrix wrapped into a LinearOperator

+

Matrix wrapped in a CIL Operator to be used in optimisation algorithms.

-
Param:
-

a numpy matrix

+
Parameters:
+

A (a numpy matrix) – The matrix to be wrapped into a CIL Operator

direct(x, out=None)[source]#
-

Calls the operator

+

Returns the matrix vector product \(Ax\)

Parameters:
    -

  • x (DataContainer or BlockDataContainer) – Element in the domain of the Operator

    • -

  • out (DataContainer or BlockDataContainer, default None) – If out is not None the output of the Operator will be filled in out, otherwise a new object is instantiated and returned.

    • +

  • x (DataContainer) – Input data

    • +

  • out (DataContainer, optional) – If out is not None the output of the Operator will be filled in out, otherwise a new object is instantiated and returned. The default is None.

-
Return type:
-

DataContainer or BlockDataContainer containing the result.

+
Returns:
+

\(Ax\)

+
+
Return type:
+

DataContainer

@@ -3928,22 +4006,27 @@

Trivial operators
adjoint(x, out=None)[source]#
-

Returns the adjoint/inverse operation evaluated at the point \(x\)

+

Returns the matrix vector product \(A^{T}x\)

Parameters:
    -

  • x (DataContainer or BlockDataContainer) – Element in the domain of the Operator

    • -

  • out (DataContainer or BlockDataContainer, default None) – If out is not None the output of the Operator will be filled in out, otherwise a new object is instantiated and returned.

    • +

  • x (DataContainer) – Input data

    • +

  • out (DataContainer, optional) – If out is not None the output of the Operator will be filled in out, otherwise a new object is instantiated and returned. The default is None.

-
Return type:
-

DataContainer or BlockDataContainer containing the result.

+
Returns:
+

\(A^{T}x\)

+
+
Return type:
+

DataContainer

-
-

Note

-

Only available to linear operators

-
+
+ +
+
+size()[source]#
+

Returns the shape of the matrix

@@ -10126,8 +10209,8 @@

References - + +