{"componentChunkName":"component---src-templates-post-js","path":"/2024/11/11/apngの構造を理解する/","result":{"data":{"wordpressPost":{"id":"3b0d985b-cca3-5a3e-96cb-7acda1407dbe","title":"APNGの構造を理解する","excerpt":"<p>1. はじめに 私はピクセルアートが好きでよくwebサイトに使ったりしています。 web上で使用する場合、できるだけサイズが小さく扱いやすいファイル形式が良いという理由でPNG（Portable Network Grap [&hellip;]</p>\n","slug":"apng%e3%81%ae%e6%a7%8b%e9%80%a0%e3%82%92%e7%90%86%e8%a7%a3%e3%81%99%e3%82%8b","dateObject":"2024-11-11T02:28:34.000Z","date":"November 11, 2024","categories":[{"name":"Uncategorized","slug":"uncategorized"}],"tags":[{"name":"Typescript","slug":"typescript"}],"author":{"name":"otonari","slug":"otonari"},"featured_media":{"media_details":{"sizes":{"large":null,"medium_large":{"source_url":"https://i0.wp.com/engineering-wp.mobalab.net/wp-content/uploads/2024/11/53ce4ff188d1cb72b3ebe263265f39f8.png?fit=768%2C578&ssl=1","height":578,"width":768}}},"source_url":"https://engineering-wp.mobalab.net/wp-content/uploads/2024/11/53ce4ff188d1cb72b3ebe263265f39f8.png"},"wordpress_id":3313}},"pageContext":{"id":"3b0d985b-cca3-5a3e-96cb-7acda1407dbe","nextPath":"/2024/11/05/vanilla-js-shooter-game/","nextTitle":"Vanilla JavaScriptでシューティングゲームを作成してみた。","prevPath":"/2024/11/15/upgrade-to-rails-8-0/","prevTitle":"Rails 8.0 が出たのでアップグレードした","tableOfContentsData":[{"id":"1. はじめに","tag":"2","text":"1. はじめに","active":false},{"id":"2. PNGの構造を理解する","tag":"2","text":"2. PNGの構造を理解する","active":false},{"id":"PNGのシグネチャ","tag":"3","text":"PNGのシグネチャ","active":false},{"id":"Critical chunks","tag":"3","text":"Critical chunks","active":false},{"id":"Ancillary chunks","tag":"3","text":"Ancillary chunks","active":false},{"id":"3. APNGの違い","tag":"2","text":"3. APNGの違い","active":false},{"id":"4. PNGからAPNGへの変換プログラムの実装","tag":"2","text":"4. PNGからAPNGへの変換プログラムの実装","active":false},{"id":"4.1.バイナリの取得","tag":"3","text":"4.1.バイナリの取得","active":false},{"id":"4.2.チャンクを加工して組み立て","tag":"3","text":"4.2.チャンクを加工して組み立て","active":false},{"id":"4.3.表示","tag":"3","text":"4.3.表示","active":false},{"id":"5. まとめ","tag":"2","text":"5. まとめ","active":false},{"id":"6. 参考","tag":"2","text":"6. 参考","active":false}],"replacedContent":"\n<h2>1. はじめに</h2><a class=\"anchor\" id=\"1. はじめに\"></a>\n\n\n\n<p>私はピクセルアートが好きでよくwebサイトに使ったりしています。</p>\n\n\n\n<p>web上で使用する場合、できるだけサイズが小さく扱いやすいファイル形式が良いという理由でPNG（Portable Network Graphics）を主に使用しています。</p>\n\n\n\n<p>PNGには派生した形式のAPNG（Animated PNG）というものがあり、GIFのような動きのある画像として表示できます。</p>\n\n\n\n<p>ピクセルアートを動かすのにも便利です。</p>\n\n\n\n<p>ここではapngを表示できないようだったので下の画像はwebpです</p>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img data-recalc-dims=\"1\" loading=\"lazy\" decoding=\"async\" width=\"32\" height=\"32\" src=\"https://i0.wp.com/engineering-wp.mobalab.net/wp-content/uploads/2024/10/apng_sample.webp?resize=32%2C32&#038;ssl=1\" alt=\"\" class=\"wp-image-3317\" style=\"width:210px;height:auto;image-rendering:pixelated\"/></figure>\n\n\n\n<blockquote class=\"wp-block-quote is-layout-flow wp-block-quote-is-layout-flow\">\n<p>使用画像:<a href=\"https://assetstore.unity.com/packages/2d/characters/pixel-adventure-1-155360#content\">https://assetstore.unity.com/packages/2d/characters/pixel-adventure-1-155360#content</a></p>\n</blockquote>\n\n\n\n<p>今まで何気なく利用していましたが、PNGとAPNGはどのような構造になっているのか気になったので調べてみることにしました。</p>\n\n\n\n<h2>2. PNGの構造を理解する</h2><a class=\"anchor\" id=\"2. PNGの構造を理解する\"></a>\n\n\n\n<p>APNGを理解する前に、まずPNGの基本構造を押さえておく必要があります。PNGファイルは、シグネチャとチャンクから構成されています。</p>\n\n\n\n<div style=\"display:flex;justify-content:center\"><svg version=\"1.1\" xmlns=\"http://www.w3.org/2000/svg\" viewBox=\"0 0 253.82705688608795 418.42899669838926\" width=\"253.82705688608795\" height=\"418.42899669838926\">\n  <!-- svg-source:excalidraw -->\n  \n  <defs>\n    <style class=\"style-fonts\">\n      @font-face {\n        font-family: Excalifont;\n        src: 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12\"></path></g></g><mask></mask><g stroke-linecap=\"round\"><g transform=\"translate(125.72002258672529 306.32432255004085) rotate(0 -0.20056250563195022 20.62494511379714)\"><path d=\"M0.47 0.06 C0.56 7.05, 0.17 34.83, 0.06 41.67\" stroke=\"#023e8a\" stroke-width=\"4.5\" fill=\"none\" stroke-dasharray=\"8 12\"></path></g></g><mask></mask></svg></div>\n\n\n\n<h3>PNGのシグネチャ</h3><a class=\"anchor\" id=\"PNGのシグネチャ\"></a>\n\n\n\n<p>PNGファイルは、以下の8バイトのシグネチャで始まります。</p>\n\n\n\n<pre class=\"wp-block-code\"><code>// 16進数\n89 50 4E 47 0D 0A 1A 0A</code></pre>\n\n\n\n<p>これは固定値でPNGファイルであることを示しています。</p>\n\n\n\n<h3><strong>Critical chunks</strong></h3><a class=\"anchor\" id=\"Critical chunks\"></a>\n\n\n\n<p>PNGファイルは、複数のチャンクで構成されています。主要なチャンクには以下があります。</p>\n\n\n\n<p>PLTEチャンクはカラータイプが3の時は設置が必須、他は常に必須です。</p>\n\n\n\n<ol class=\"wp-block-list\">\n<li>IHDR（Image Header）：画像の基本情報（幅、高さ、ビット深度など）</li>\n\n\n\n<li>PLTE（Palette）: カラーパレット定義</li>\n\n\n\n<li>IDAT（Image Data）：実際の画像データ</li>\n\n\n\n<li>IEND（Image End）：PNGデータの終端を示す</li>\n</ol>\n\n\n\n<h3><strong>Ancillary chunks</strong></h3><a class=\"anchor\" id=\"Ancillary chunks\"></a>\n\n\n\n<p>任意で配置できるイメージへの付加情報を保持するためのチャンクです。</p>\n\n\n\n<p>単にテキストを保持したり、タイムスタンプを保持したり様々なチャンクがあります。</p>\n\n\n\n<p>後述するAPNGとして動作させるために必要なチャンクもこの補助チャンクです。</p>\n\n\n\n<h2>3. APNGの違い</h2><a class=\"anchor\" id=\"3. APNGの違い\"></a>\n\n\n\n<p>APNGは、PNGの構造を拡張したものです。主な追加チャンクは以下の通りです：</p>\n\n\n\n<ol class=\"wp-block-list\">\n<li>acTL（Animation Control）：アニメーションの制御情報</li>\n\n\n\n<li>fcTL（Frame Control）：各フレームの制御情報</li>\n\n\n\n<li>fdAT（Frame Data）：2フレーム目以降の画像データ</li>\n</ol>\n\n\n\n<div style=\"display:flex;justify-content:center\"><svg version=\"1.1\" xmlns=\"http://www.w3.org/2000/svg\" viewBox=\"0 0 343.0366832856969 711.9146521239038\" width=\"343.0366832856969\" height=\"711.9146521239038\">\n  <!-- svg-source:excalidraw -->\n  \n  <defs>\n    <style class=\"style-fonts\">\n      @font-face {\n        font-family: Excalifont;\n        src: 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qAIKqAWmka1S2fUG00PDTw9fP0/MLeRvknXwNrZO2DzxI7Voi5e8t+qf2JBRIgOcRCMZotlxyCxE5ejWx/liZtkE0/iYMlMvlRttHX29Ac4L/GpDDZP4pfW/BkOAPiqAMDXBuDrJE6WZ/6FFJUqQwnZyyivkkYC8GtraWxdTWlms1rQUKtaD8AfBuBPdqBjnelSN7oDwD8B4F8B8B/61PcFyOUIFWGtYF0A5FbrvYGgKQEANCX7xXPVPuHhAA+vgzFHOtXFnfYt6w1XN72/N+Hc/RaZsL3Pw/dhOBGIxO55qBUnvaLHqGrLqdebDaspzUNC1P4zgRbFMlcKTuYdAB9oBY0E3tskFs0NdfNd5xe2gYfXQlHAopiEJCpIk6G74DQAiPbWKZ70/mviOptUo0YloV9hwjwRgEUwT+ZJIrgy90U5GTFz7DwcRqE9hjFARHXSWDtv7HO+4t+bXJVYsrtM/wBay1dEkeMAAOXmWZpIOhWd8pyIo146MPXJEJUs4SRNirKyKMd41KpZPWvEBmib+e7Z85j984eZxZgu2Vfh1vw5twd4QE+MK8ra58l/zH/z//x8JgqTYYph/aYyLWYmt20EuU+cBq93LkwMDZMkDlkKlKnWYLTxJunVZ45FoHo0Tua8UGxjJs6B8FbkSC7C+Wd+cfHbhvkm0EWsEgwrnVgMB/RJHDktKVttnh1zYC7N9bknDcqCYrgyrAUQSKk+AChnkhSZkoZiKiIWwe7C45uBerX2kukK0m3/PBHnwNzLNyid4fC0zNSCVOA2n66Pjbbb65ATzrnilnseA8aeAQCYu90/IAAQRZfe7qNs9/cBYDFgYwE+Dp+Fz8Hn4avwNfgO/Ah+Ab+L/8XoHwIwrAWNySAZnd3it+rlowGaZlRsCvUbMLsYf7Aqk4kC/Rx76nRlo93SEDTbWbqtemYf0IaVjT8YKNZ7ZYUVKdtItnAvOHShBbrnLhuCXKBAjgqtCHdmGb/t9HHqJQT/5xRmffCZrMmZ3Mn7uBOFkige0hUzUmTNgHAyrdM27TNmxs64GT8TpmMmtWKKoVkfd39dF8zCWTSLZ4lF8Wpp0ECkdtRWEgq+gkWII5pKazrse7hA8caFANmMPJNyrMTxSaTCWv2LL56yGTl102YaXMEFfNMw9JaE9rYrxcmCFwie/KkLvnHtezHu6Nd+wv+3+3O+H2DcCOj0E4jEEqlMridElARpchSpUKdFl/5CRUuULlexSvVadcsUlaNIhTotuuQqmx9//Tc6ubh5ePn4GzNjyYY9J648ePNjYNysZZv2nbr26N2vwdyeE1cevPlxmJkhb0Jicmp6ZnZuoBDhosRKkCxNphz5AocMHzV2wuRpM+fMHxyZIFmaTDnyJUFC4LwgyYqq6T4RKQU1HSMLOxcv/6LSiuq6xpb2rt6aUh0jCzsXL11cMeRQUjTDcnwYhsTgSVQGmweAY8lMvlRttHvBcJ5EZbB5hNkXO0vfhsbm1vbO7t5CJcpVqdWgWZtOPfoVLlm+au2Gzdt27tm/uLJBszadevRrAgDHD4BgBMVwHggUAhoOEQUdCxd/UGhEdFxiSnpWbkwoDhEFHQsXTs327Lv/cGllbWNrZ3/YmEkz5i1Z9dmwbc/A8LGTZ85funrj9r2D8XlLVm3Ytmcx3jzuvXDx8tXrN2/fPeiI404564LLrrnpjvsOPvL4U8++8PJrb77z/sMnSC5YtmbTjn3LEGg9iOIkzfJeSFRCWk5RRV1LV//Q6MT03OLK+tbuzGhOUUVdS1dewVqqx2nZjuv5Y5lSozdZHW6fIJ4tN/vT9fH+DeJ5m1Q1tPWMBH4ycAwyA2PwGGKGjOHJ8GeEMKIYKoaBkcCwMzIYeYwSxkhGHaOFMZbRxZjCmMmYxVjAGGKsYqxnbGXsZhxgHGOcwZ4iBLwHANajgJDF5+Lho9e9ugY3QDGA+lhfbf89peAfeBYsvRJ17FS2NxsHz1UxBaiJmj481bC+2NTGU3HLnJr5wZPBr2gQ8fbGPK1hAU0CkBb1WQP+BWCySpz3s7ctrj8kbpaNAKFRJCZEwQ7TkqCeUwTUI1EsQSboFJCBEFC/iL4T3Qqb1ORPaL1UZSCPX/sd4tYyluTf/aKWQK7opxrqGeV+pcu6VKrqE7z2zcPxlfuxNFWp09ZFL6Tc/mCest9za3/WVuTNeJ/roONj2unZQHi+vxcO7JX9OEUt3lN45E5Onni59fMSFNz+YBG33eHZ3pFzG7vd5/TcmWe3W8e0m6yPHK67Gw4akGVJ2JhdzYY0Vfs+IQTbx9mZmXPL9YznOwKpw27lkwOAiXk62vVqzYKwtTaJACTU3ks+WHddimtIUIBHSmDSdLaqRzZOOrAK4mCzE72U3qurdleVNByO55n+WTBmNKr9lvdxd2CSsh/IVAtgIF6rUMp4cFqqTkptDLnzyXnOPIoroxr4QSksqD3ttEJDdN2eQL46EIzFI2ABnK2sD/tqk9fgBbWvEfgy4n6KPClfbLCLeGSa2k5LRiifIPWLDtlWGxcjDZuMD7kVuD2AWXrXSKx/UpL8jP+UlSTWHHEfUEQJSiUwlNqjXCBhm7N0uu814F/tdVxJZ1Ba2e6/5pWTINMNDxdDZ9o6pEv7kv1QmASBCs5RZInKWNfLUgqzGIhA8/Bikw+jnwxngJzOhLMQFs9srJCVsxrYmXe2P65gF0uflpXQPyeif1O/HskY+23z9P35bhvphjseeu6tTzaWAGAcgGAExXAeCBQCGg4RBR0LF39QaER0XGJKelZuTCgOEQUdCxdOZbYHw0SYDnNyOmX4669vwUUUly5L1tLKqaiKamuqvY56mt5A81rSita1uZ3t70inutC1bne/p73uQ9/6uTiEjGDLW/HK1nP9N2SjVrWGTTg8KumP32s+2k4H2TzgXj6ISGuaeIxedaROx8yVAEKb8K4igXAeykewo/lNeKfzL/LbtGoiY2Sr8WSPzMd1KBDJHc9RvLKVQZ1DQcnp2I7qYNFjQS1KZT5M2IxBoNFoC8SX77lwgZyTESfCCX8WfHJUggSEPFGGDMvbTSh0mQo77T2xwKA5nN/cpaSWWcvDepsF2GanEHsdFOGc6+I89IrJG2/YLevTTYnreMtsWFFKj0eN2uenXkd9XKVo18usqXpg79U7ut13o4rt9rcAjaDeOg2dmMKBK95g+0RVblLjWplJYBWdgN2inLi6ztO3cMwi4QJSdAl137eN0gdD5+UP5JCfN0G0SxqwnusQT2WZh3EEaBwosz8oDTOCI5LjOE1G4KUTqkNGJJr2GJN4lwQwp1KRD34Qq26FYpzU4Dvi7yS/cRlv/hM3caKLLErMkbthknbdAmxRy3lLaA9pIP4Q6Ff1Eyt30oK86OwrFG2UsvNQ9hZJyCUnUT6vbuFOw66QIwPBLSCfmNSmXrpiNyo2wBBSxpOlWa2SFWsyN7WwSpNTue+RKRHmszD44hcs5V2hXAQDNBl2Ngk0YIIkcEAWFIwqA0C1bDirdi+PL2z1YmrBDg+88ub8RRjl3dUs96/QYab5Mwh3GcRzQ898xhrxFtA3J+DICXiQRz48XSV7chTcIt7PiA7VkiR0PxwCfeXLakYUr1RFS3wdCy6OeI0uJYm7HGsNMQDxFjCE4QAm+OSEBLxKeVwo+F/Bc1MTqwwFKdIeIdPmWq3WwbZuge10G7nz0+KSQd3AIeM23YGGZIAtiIbovTSTcm8+AIRdxO1xEz0xEztxoZmGO7wRjpMgs8+iYJELkHw9EjSwgHrie3uyjxq1dosuQ0BwJIs/ke4FOR2YWm/EQPjywexZCIdHOS5fCDsmBwjKofOaD7lYJHEosW/4pf1rc7D4rlGp6WmFTl8umI4dLsf0wSPWWwYA4l9pAD0b9/1unHsI/MeHARanrLvtQnKI5L8w0nLRC/y2TMvNgKWQgi7h+BJEnvaTxLclAGaO83czbh4DIIMKnsB4v9tid8LHPONnYH7ZWXj7O9ndxSFUxHPHb+9O38Ed3jV7cW8e+Ufx0Xz0H38eL45/btJdfpQoJIGSKMn6hieVSf1lrB/wLwGQGLLBdnsTOQkzMP8lQPVPdKslTigAkyaeubN3+a47GYB7/tFw9B23jofH25t0lB8k7AtEMnaY+QMq2V/g13Wpw68Ue7RLKxQtNxF5BcewimaAn5f//+x1O+2yCP+9pPu6pQMB+P/0aGCrAODBr/ZgPPDg8MD9IwAAAkAaAEYaL3YOmQCao7bpVUAUKT4PykuVzVyuQqWR6l5JvQaNSZrksQLQ08c+KZFhCgAAtNpgO6jtrGtnfBfg6pm8FIBvEeCWpbfKPUU+YbrT9WPr0Mjgf9QYOjcgYbjr8E8nqfpFX7W0a3HuyMbBxcM/JwIi6XzW6tmlZNzIG6C3ePPh2wYtA4c7Cxn6ijOCipqGti1aGgbfIr45WiRJzsrWIk1pn1tuo3R5rjz5ChRuG6UTdJpo2if64RdaYJElFltq2HLLWqKHrrZK/M58vY173mS7bXbYWZla4WaAb6nefNXX14+p/JOldAAAowBZQ6AMvisAvRVY6/iHO9FWbYro0H1QWYdqrgKi3Ti/hQSRhUUp8XZYWwCwJwEAfIc88xKRyz8BoKEuSfMw1iRjdOsy2RRT9TR+fxaA6WaZLf/mVdRjVBPt6EavMaYxjAYA0CmZX4YfD/ob3DsA3EOBI08Bf79/9NUFpwqHz+T9NAJ6nIO9I7F27+GHyHrHuGooMArnR0llwAj0yDlcuiPLfCWepzjqdDF8Dlo8hVI7JM9q4AoEFW7jESJ5L9B8s7sE3Tqow1VFx2G9GNcj9/jaSufSOopD6CS1pa+rYd2w8FEuo8twh9BTn1yMZe9xMRjz8jkOQUGcx1Si8RWC4V6XNXGKBeyho6eaekk7UloJP4R62HR9GafLCmEQKqgvuEVHkFiUdWkinL5sYN15RzR30rVUTvjh6yffCWZGShjpfF5vLUb1YlZVcOsqXL/dko/auGgghGpZq4K7ffQoF4kTKTf1i5vF2To+jbqPV4X6brltvzs9DnsfVpNnQe3GNKmNNOz2hDo6v/CJLKlzde5DsZFqZdzR7ezw+DaYXdpLG+V6ib+4jEByUsMqfbs7btBM6RtZSgw4OxcqUkl0m14379Xz3qS7lY1EGoksEnkkOpEIJBJx8tfU0w3dsA3fAIlpzGIeAwlrK6dQp4U6K9R5oT49hoDcSOleSEMW8hDIhLXFwEbURsxG3EaOjYDYCCeXYnZBdYHpAtcFILpAKCkTToAsBd+hVcyqmFexU8VAqrgC1BSRRS1mcQtIwGb54L8Ul20k3yRYEiC+RHtT5rIpd/kUXJgqruIXlR4WwtpM2MiyTlsBRP8CH5sqiuGMX/AzuICnR+1CW3Of40cPYoc4sUzkGAj8CEYM8sFpYZfwKVd5pM21LlNZV1O1LlZxV1CFB+MV89lK87WV4it7pUJdlqu43RygjUUZlKniP/kWsu+Yy95prvZOcZVTNmKnfMRfX58qIyXeHCu3+Me3oWM5oWzJIVgQ4qSFkyHKWCjzfP2BH/MJD/gEyDM2Y89gBs+UmbL8laWWTMxKadYzRcROtZF2rN1qKnAFACdLDspQxh0ZAAhOooyiVUq1LJHzAJEowAbWEEOhDn040OU8fOtuprV5tsa4FEf7VKdWEnemu1teHveb8O0qiIH0gRA945EJ0UkjX57Krkk0K+ENJjrN6Z4+bAWZXI8kqkliNLa/G58NPtWBNIBkcqRBBuTT1WxDN0DetNj5aRwDOT1P32YuIubTNhxGYsrJbyn5m18OfR+is8frfvvpcXsZOBo/fOGlSka2Kh5kD7KmjfRiCiRnN11Hd16rBaY98KFYa6TcnaDxTer2wJ7cKBkifVv8dtbL176m37bUHxw2HRHZ+SOpO4nDxAOTtWgAh3viUaIg5uG79OfzcW9bFVTsyy35ex2FYoj8s39tOZA/0GP6gR2zD0COgUxoQLcbJahTkGileaZls9m8lPmDD8pPCe3ZOLWSSuK+B8KcnxP5XD04ZYyU1fKhjXSBVLEV5OsT5ducw1wAXC6nDwYPPczJfGOkZ89iErmo5CaW567y7DjK8vaNyIstvO5f5yK31QzPxMQvpGDAFIhmPOcSOpULJwiE44D0gfAk1IticdJ07uw4qq2iPsOU8pFizC1zVI6w00co1VgSAH77qY/+i40vIMY+q/BUsHNlZTqSRi6O4nE9p8tAP743TDJ1DVWTISnhGdA6S6cRuXLL95INKzjqp+uuYmWld3Pfg8sx97BqdTAVholIKZZjzWReqG76QGNoOtR9EeeNBKoh+dN0UxrF3DnQAQqJEC4MdiKHXgW0IZDJPNSIMsXEOb5RiQkMfDKdUkMy3DAtmWNybUNVHel6tGLGrg09tMWtSXwZmULzGXsiFaIpVC1sGVva8SwEZFssoiIVQhCtpNMxkW6Jrk6qIUISoLKvGmagfd23aN5otths+lzpsTh5DABB5EuFnq8v2/zL10qhKMJ4P8PvYdn6WAbMyGEDxVDjlpcUvX50DG+Yws3JLeE/+iDF5Gri+ciVYOAVSAag3dEQdbiV+XktmVlZdpcrnzWna3Y/U6LJdhp4IdA2WFP22NgBM10ZIIQ7JALRu6mhO2IsXmyKN2DX9JKi6KkScm1Eth9wNXuBaO0F2STdntidf55Sd5exT/GkukBxgG8lQ8loI+s727PpUzk49ltn1mtRIq9rfeA6rWAbP7nrBJEugHTzpqiG4jRaygXo5Go13l/jfXefBVbBLRMw+o6kCv0fstnspW9SBbYBMoEJzRprylCez5nuaCdSRlTOCsYEg/Q5+tB6S1h85EBSTeBf8aav3kNTaBpeDJ9lG+ECd4sXwOqxdCMNLenN9b5Q9plRSkSRqZXS9uRGLq1XevbBtq8XRovJsDmXTYrcXUf9+UradKMe8gRieS8NSDRUFMaZJJaIfkPxLX/CyVXvZO60ICx4XpnoIoUDKbCUR++uOYdBePQyC1yWyKXlS1LgoygIoDJ00+XqiCf1Zznjz9U93hDrZDE5W6qGKL5Pd6XAc4HRWCf7vSGPUsa4ks0Z8zFhLuMcSBQpgwFxmozl39oJPOqPA0Os7iPQjLgQxW7xIpbEBNQOqQKd/Z4OpJ4ezhPnSZENMZzo6xCWyv7vvrYHMDGf8bKnXM1GQgJl+yRoNNGC7aW3MTbk5ptU37ZeUyzwpbW4XgB8C/TjD4xmtPHMmQd0au+1wChcg7RjqEi++WGeIZaWKQ8P/Z3H1eSlT5+4+xiZivkVrfm0/CIrtL6+0AyDWtd7DQ/ZHO+hj/32rcs7zydZZT+vrcBUdRxEOhPQh87e7QeX988DhUQvJc25dSHY/tIKjggsohPbn7ySRJB1FGuHVFrtwt15Rmvne4F5CfOe+hkzscUi0DulR8efiqxFEUVlHxlT1GsjFXhndS+i4njRFZPd04NXG1LQrj+sEJjEJt+K42R3am1qJtSoXo88rku9y/VK2ZK5KB3NZY9F/Dw2kMyCaYD0sCpCNZEKxKiWN7TmeF3XA7ZQvU62YQkJ4G0pkAYu0oYLDFaCjAi5JkQSbK1O0XRSCn6Top0OF4V4tPt0ctGKrJ/QqWGtq6M6OhYYGHr3zRW6HLNCVKHYxQhi7q8VgeJrs1BStIhPwxuaniNnczcDoL0AkmPiLH4+znfv7z65azsNmbC0N/aoxzozZxG89J9PipQRl6cdnyFD+/0XZ0D64PiNzQtGG7weV3GbuaqUNuUhpSQIVr20xDNxd16/Rm8P79xc1efoGNOen5jL/ieQ8aE2pgojAgP3I9g98LnpN643bFG0ISBSs+px/5EU3NGaYdIQR/MscGa9PYblCZUSlX27jd34KK7iaqNAfmw5LU4eXxBtz1BVhJ4YLtr1FSPFfGQuqyRzUUOyWUL1OQeNWyQVYmKLno/vcKQAYjXlhYKgEuRBMNCHbpc5/PcnYD84zvOczr6ODlnikTNnduh1kZ0IZIeMOFzBWuoWMqxWssuyVu6rnAA+bBYsm3THo3odLxkUFkBBYN2STd5OIJALCgCZFZPtUfSS5A3mXUztuC5tcU4kwsR2kpIRr06AtJ+qfJfx2JQnAfTMoxRfIdZAIvkR3Tfax0NR6yG/5yLYb+/6mUtkghruamAFJhDeCG93hH0sd4KBydKN02v5N9c4i6/dvCn8R1IVKu8GVuX5nuDJ5PxlPf7NSsqfQl67NcdtsM+Rgb4pN4hFuJFCe59gxd7xz0/Owuwtks0oTVPH9WzxdVewOMCJLDJLqD7+TIJwBbVZl7Uylb0XCXwDUPmpwmySVlT76veuEUvKtrNgEWor6PveZMMKns4zo5S3E6XtzC7rDJ8a2yYDcfvRfmBMh4J2ne/DmLopwyfvYrYrMurKtkzEFwUXDS38gN0ohZGgIWN+HB58VLXFUyAD8vOUERbVJDp+kPXdHQWxFHwlyMEUgo3fMiRH67JM1CGF2pj4tEBUgaN7AFeQ8d0x/5EbQ7a185ZLVyhXG7xhNWHVwNbqCed/sNQQRRJgIpTU5ryYGIA/4N3qqKq4seK2XSBwRCCkBsxgFKW1hrbVDGjmb7yuQSllHsSrFfbo1cCU5lX5cDGZ2Ge2HSpoi2iQxOKwGLhNNIOs/kG9t3JLSc9pgEXBFgkszjDGqwWfu8SJsUfHz6TgDUanjqk7J92exK56vMoe5jmThSzEt7yJEHZSMNYdilwjYp28DpZguGAhciYs5UwUC9Bfm+rRKIL1I700Edd2fasRyc30jDdd5pYtrtdLu+lQQGItEYv/etEtCpCpTe2tsoK5JtEbN3wL7DPyJ7v0ZKqUihBDWyq4iIYSgdVWigDqsHT4PjLFlSXZ9WC94gnm3eoTjBddEGJXa4Dn17EKyRMoCcg+rJpkBlzGmJpTDgd4JIU+2FNHWtMEwp6KuTdsqb7BGQMliywAHBMfnJ5C6FBriCTv+cWPd+/PWPwZRP1IK2RkiwFelWhJGaYqhlUHFxdvCnABhg6QFAEIXK/52D5UVism65z54K8hnVLXY7Qxt1MlDtgPLRAsbSQb9u3p+daq7uTH+b3gU2h4y56ZsLh1DkkpGubcriq6RYECJEzELj4pGoLtJWy8LRF1lFSFZALFjA4MlW2Pu4dlPm65gWWmZWloSWLLz0LhAgApyCSldeE/H83Spk7ovjoZIRARJ0mKWJ2cQLGWTKBjOEBrPLriZ/PHFFuSAjsqFohSt+z7md97mHd5Lc5ED+txHCI0N4dKHgTjsaKPwQvHlCRf5Kwam6TQjvIq8gVAX6O9kq7M78dgZXV8+vuHcmaRrEQ09CxjryP8AhdYE3aM14/alUtXZL276G4rUvBplasxOubxL7wWuIK9CfaSY+uFzbVTLJk0IaRflZ4i48tyH2BgE/YDUy9lnh3TP1Axnq1Z4AycsTMWhfjAzH9q93OcHNiDic/C0b1H8P3OPyefi2fHKLarWIAWJckHjEKzVo6lzz3bYxY9ptDFiHp4BiSbzCaBkJmCiCVAql0Xy0VYIO8uTih8v4MapZvbFFGHpA6KIqG5fQL70WPUhD4tQyPoRQTpjUjJv0a2xRTFFCZxlDRskcJai4jI8IEp8y3zhqltlPMphgt2weKZKKwec3THcJFxRZ6LYllp6sUxtdAjBNOxXWINRXZA+NLw1c75CsO07O6o2TOJEEiS8IrJxATeDuqAbKZ7tfQR2mYTgszUMir+Q0aNEtb90MuYX9j+J0YnG2ICzWjNCOdyy3nvixeKLe3RyanAz8ASl5Vj6y4+t0IxGB4vrg70Y77JmB0jRUMl6sNTyi/ABPznIrPIhgZGE4fENx6fV+AtYWJtjohkYODuw4ypWB/gGBe5D1vSlAZYLQDJ6YDIHv//R+hMoo8OKdj0CsII3+Thx2hIPV0W+QjoObg/A/IXXFBAJJLdxeKQZAP4McenVBgTwN5hyVWRLCSeibic8YFRbk0FBkE4lyGBTXCa2eI+Q8dfDWn4XYmUKM8YuxfjF92unz/pPpWpQE0Uw0RUXdhixxkc0dixbViJTGxV3LijqEv/QDytcvGqkI+qvcERcL7Sg+6cQOdOTGx/rVbj3OqdTIoG4A+NpOiYT1s8C4nQ0Qy3mfrAEVFUyrR5LfKqBO/q0Kru7msuW+bW50TWiIcBBNPqKjloAk3FyYNTseA3nTGJPg71qGSIUkzLI0eicqQJ8DD6NC0Vu26B3Yp5tfA5MwU7C4lsgJCE9JHHOsoyM26KI5ZuuxwL0qv1gI2Xc/eNLlMow7CFqaPYsGB70in8zJq9e9xJgDB2KzERFKIYBkhuHLQk08QsJDYA1oYWIcPQBC4fEszrPUe6I+ruUofM7VFX2ecHOMHGai0i7rCFbWc428VQAs6OoBkTiRSEQdB1uC75+qmuQd1d3rtd1e/gyF+IwY4cijWBGzhm00pRePxxLzgdckoQlP2xA8+O+ZnP1LlCl3lZ7ViqMhHj4dvSSDMRIO2nUhCEgERpuD4cWqJpaPaDkMx/O0ay1kSq09DQGjXWDesjgPapWL65bad7VdDVnzygCNpS2U1Cg+PHYoKzVjv30I/vVnwedYxAQw5ZHNgj4niBAiqkHDQcoszRK12q87IFl7UojWZU5ihFtKV3xcHjUzkMJXUfGbZAzFtn5Ww+n+kQJxAp0Nne++9Bv/Zz3UUV39Uve6rFyU/rqTCls5XL3qNUPNC62PUX67y+EaJYYh6hkezQDFxSwyE+IoF4cUxLyRjzT76MswFoxGqlooxMmBACY5YWpUanzdinA7ag0R2zkSh5I4WW9zsZvkONO7/9qrm8XZYoUlQ8+SBBJkl2F7s4+I0e2hKRQJfWmJNScc/YVOiMmE/z43Ck4PHU6ZlpwoLPsrBVEFxF/+mx0W2hsePJwyDA5lcBScGv8ydy/GAM8QNV+LksRr4kRt5qilUAnTUl8Fe8hvyel9Q/UGfM5F32hPg5ITo2PBJ4oiyrKAukQ3yssj51SBquy1Zncis5uI8hhKM67uldRSqKNUzCfgLxAyBdVEOoJaKgfLwrMmNXPY6CST0y1K109dn8ozxdwaGzv2oP90cG83Mppcz7inmtRGJXTCTDefw80N2J7Qy3tSHNltXzLmO+gSRCahgeS4ent9gZH1K5tGf2Xtx+wGLZweJqmLUCyCoRdZHcg/H7YVJIMLyb2KovGoKJsc5ayiNVXOv0iS03XvZfxnI2Z8X4lioOMBxsErGrOs2aoNOnC6peGRoPK2ZjLvGxFraAmipWDLbZ1xaNTDw1g1tkWgu8txpwZ/bc5P5aNpfJzsfoBTNmpEQCklSxsaGzvqvurbL9+spCq0mC4rz0PSrzUauDu9zumr2f5gnscmsiChAnJGsgCMgmpVFWoSnRTNEooD1pCqsXuKZoKtDnFB3aMknmrz6VtNY4XdWawjxr+DnOds6x0ALOFWePqXuHJU6AviSQCERyNt1fXgEIyYZs+QSIvVPsuJeM1OodIhmKt58Y+WCeBfaoo6zpK4vA0QQIHJU8cqOYe2ydOnaod0Uux3EYmhTFBRF7wCIDCt2zB4sMoRTTNah9jNKSq3odcSh8Lb74XBTgWzo8RJLSgWMZEzIpJltICkb8A5VSdOzdvw21ESbXQJZLrH+we1Mj3XRV77towzzgQdmhKKLUIVt45CpOt4YPH54wFXtxJRbRRn91nMPziEh+eqdgoWbiQOuPlyKbRHu5Zyn2jR17HsxnMpTkYpcyB/qz68S25ZDbcF0leFTM0m05Yp5tNqSAQiSFLcGdEsKlXSzaAoI+dsicNAqogYvB4KN87jjxJyPOA6bsq5PQm3pQnHICKpQeSp9F2zIVYpVx0BerYAXMrZHkTUVCQzB/MRMqS7JEsqm4Bt5YroEvu4ph6pA8WsjlkKMg2q0VY6vlPI7V3dAuvA2KIiFUemdvD/cu+XKRT8wTIPvLYsAQdPL3Tc6YR+bSqKFSEWrIMbkSZKbCNzD5HpJihCqF0kWGfGKf7mdA5EH8gGIyO6ZTFUK4qodS/yEfszI8nz7UwltHseSP9Wi0eM7c7vs0Vww/le7O3RdtoOpH1r+agqE6mmGx0K4lKG/N2Bguc0PmVE6POTxYO0g8mDufHHDAvsAaVcbBSyMIbdiURTYwwfCLnzjtrnpVlIpVFCmB7mOeT2fF7kHxAZCKeUop6tACKXUT/2TBqxu9zL9OkJ0mO3kOkMEjO1R4aHM7OZ2fhuWTmVuWlTtCGrIOCSnXcoW/MJtruHlsIAtbvJhd1GNXJ84+5CEsWuUlhyMjourjsZbzHSg/puzFTTiyPr0DnQGrlTIVWtlxTmmtiR5QtJ6e84E30ostxl39REXVEXc6IqqhVsTi5R7vKw6EVIEDJ4HxwqmrEwSdpWn4fLTMRV91lSvxcxWP7YIXw+wChUTmr+I2Y+U5iKBfAA6HnP0FWY+dQFDLDrPKSWxuROvbzhLNSeSiUUw1zblAR+kSILRW3FA7rOZ4KkkS3JWFvJa/YArexNu4XPDAifwd76ufYhgCe4qLCbyPTJG5ht5O2evqgNq014UdEsAwqrbiynf02R0JCMv2fYZAbAm/5KdDSHyyUnZZSeQjNbbuAbyH+jeP0B5v9k3FPA+1wPCxES3unCs9IHEgQXBTD487WG+zFVcDIyjmDKNoXzQhg0q8xuQaJANjBb5WyvvljE9YZD3nvQanHXTsMdU6CfW1XcbUxFULhvV7AmH/WADSWt1PVLtqZ2ZEEAisgGDI5DZZZzyQ947pUMSaBkeGFq/0oLgUtzr5vPng2h1Pr/9FBHvV3arSEzG0PE3IcFDEsLHAe9eCOwNXWLgCloHRYLErXok1AUOf1tNDV67MWTm6lDGvdQpiQ7KtmGxY1QXgREb8/95BF6KgMxxYPROfMJ4BsYg6eUD33dtm2bY/SIzd7EqKhiXOpLDpwe37dmfhwohwvltaSEHFS2v7V8QHQSqyt3400jT5QzaZTg2R5AN4OBhPBE1H3V7HyIl6WhWhUGszA0qsrT2rJwNVeDkk5xK9jkjuwrcMbx8pV/dlOvNc3m9xFhKrVpCs1U/fbjA0pbyxznTpujR0S+tAQDjpi5jIzq3A8abPQ87fM8E+OKwJGRdbbXCD8xGr3LvABjqp37K9Q1qdEoHRCtucVz7WedZ31TqZCnSUrfu08ukoklAaaHq8rnfjS9H6uaK22rtsOXnVEEU1FMX2/8RNVNJlWTskVhvncJcT+jkmKOKpwJqaCo0Od/Q0mJ3t7hY6YSATj+TJCBA+6CG8Fbi6A1WoKLpd2vKv9ZYaKYerYXPqkLzP62gJ+np2Gt0s8UQkGaiCrzoer7B0NFZNCYHj4sWaZQZnhbkzVbDNTSn43SuKXIpek0YqYaS4vb7WdccyExHEdffIj9mocwa5jCGTnmXtkIxjjKK9Xl+VTcBLWr7XqaCmAIXh+qX7cmI/cqDsT0p74w67aWGDzcLohQbtYcYY83afnL2lRkl9Qq6L469so7ReVFXIJ9U6M2KcW7BpCVXM5+HOsT8xz6O4AX1yOv2LNOfAPjxW/Mgjktf9rKsVAdvxo9DJy4gRZ93KlzoX1yRFCKwfOoJO2hPdnZc1klpoqX+3Ym6nYVa7Q+30o7KMn/gXX2txIYE565rgTII2VCEDfWdViPme8XVuiwOuhOX5LFyXaFUK/jVKJ1luRj6a/zKNBvZbXU0aFhiYyCWwegMtWAhR2A6RxqEoJFXUC6t3VGOpYZ3Z2+MC95TG7PjURrccTnjMaDgKlyjxESfil0idG4XROoSMa2NykfD5jgTVjCYuY8zgHJWgW4yxzJYXt4KjiSKaBPsBhlIaiE3ep2iWrA7X2B65biOoX0DgbvELoLqWy/kobIFw29XZ9SfMmqBvU70CU6mCyxGP+x6P8OVWGuoc5lbRmV1seYWHBX0zqSyTmPWxTls1WGBVNiV6WmdAXa1LoHpYdCZVgTAdZ0Tg6UPZlGexnPF1rN/ltQyf+DnXHtjBPjThCvXnU3R8s0EZWirHUsojN3d7bA4ZEGMgaSBJDU0OlWag11om61AwBiA5Bvhsk0rg7y5XFhbqrwcIBJth6LjHiTQUGDhF0mvJRb6anH9yR9Dna4vMM/oHoXs6IbOsNi6jaG1ub5Sg74A29JdZUcRdrToidKf3OXNQGJV8Tk5fxpFCJ+gtZPuftcKK3UQejjtTsqZQa9Z6PmaPq814MAgfOzvrOv8vMbcbMYYpX1uVh+WdpiFa16rez2tdrzgKEFjB8ol+wQ58PkOX3aXu1otfsX6UY7uMW4x1bmTVBS7GGa9Sjbld8hkQCLBaZdYSYLuGDYZoaVt655XsaMTG003nM9YNkNkhOB4jhLMWJ/Ky1dohG1ZTVIvIvAa1iF7rUUxL0hB/VUhsZzOWN4nQftdmlbtdFLlK9e2crLyL0ub87rOtycFFsX1yxxrZGVUm0p8ueSBQJhRmTLAAU/ySxz0Jz9w4DRvHQKrpTYk5jOOZ/2IH4sRGnG9L1rHHU1hEk4E4+HzMPG68MfnPpDe3Q9vs9r4p1+eMeDbyqihM7nnvDziZLQqtCzW7wHw5xIU++YU8IVf2tatNxCM7SPY9J47DX2v7lhBg8jNBYUst/kV5NH8SwZ5WKBFr9+5OQk5Mn9kfMCQFe2n9UlULTLdMDAtL9YBq7aRO1TDE+oDvpA4b+LUIhR/z+ERNnD3/SzE1EwYWtrwrObfubRMv810aej/0RhIH14C7fW8kfaKbirDvdI7+GjqebjquD6edDuhAHcraMn2hemuOu5hzPKNF1A90NaCpVJuQFaO67Ja9o099LKneqnGrHrdn+ry78fSLOEaIxf40P4aULsd7plsneIH51V251CKNXRDGxgNqW3jS4Q/HF+sU4Uwztslj+oMRxzorCQ9t9GAstSPBV8zpOOji2R0FXQbpib/Md+e1cUA+Hhus7mdLP/BsiXLhqILbmO3SJhkj7UXPVmfsmXq8skjLwA0/i5+iAULW1IGAwJzT2gEqYHdnBCiW1pP0PgxYL1F7n9QrlcZ0I+z9FTdCHq2HLtZjCb5GCsBTdVobn73TaIsAx+st56sRkkJnC2vw1TBUAqAUlVj/mMiGYj1P+/YYzfkIMO8NOAJoG1xcDHVuznqf9JVHuehjwFBilHjk7gNeNB5c7eIncIuXl3OgkZD40h8dffiSFKG6AFxwdu2h1ozi+CV4CkGgQ2L/Xd+7akeHE+XlF90erjrHgwCuSt0d07D/35Fx4SWlMz4tS9TyRiJB16ORC4LPRRm7lAK0tAY73LCtM/UekK2HmG9+rJN2vxifsYtuXW7SxDXg0psPp32n6NR2kUwNfVhJsR/1zP8C1jf03AwW+kcFHrw5BNK3ixHxBojxOFFHcj9ywtjU5xkhEmQmsMFqXlx7acQEPlccf2pvKpbASzoV3ANNIehwetfFKRZdsWG9AH/AmZfmR2l5qAgPrXvGiu2H3RiAuxPLIojw+qCzQoDRPXJDiNV8A3HtdBV7ZjqjPBJ599nsAuyq27vqU2gz5ZcmnlVmkLSwlcC1CnBHbm6SbU/DZsUI2dK8DIrbeCNS2GnltNLJX05AsnSks56rZskMfv6ycm+xWjebyFklaKiSTs70lQOW2Afyv+OhQSfIny517p21+pyO7HjCGOYNEVGjaEi6aFrki933wwK46v6p9h1fytm2+rzxzrXnJm+iRHq6KaMu7uHZiChuiZ1+QlEEyTIdpzL8wtBbUKOPW739VsvY430Vd9u1w/Y5bdeq+bVsjZqpojk/iemTEu2Z5CCqmI0cpYR7ioO+b4qim3miHEsjeCEmr8TXsVW1PJOh7RcyTRq7WAxuDTRj4luGTf22rQ4lfgOUOGFeGH86YogdE/rWmJfxUELUh05lWdvyDUeSVD7yiXqClBhGHwdCCsuHnSls4GY/zBWXul/6UBFWHIJ9MpjyyDnru/xxn9B/asg8WivnQzh/wqJmm5A7N8K7GjXQAHOcxzgpJioBNVQfCdHrl9WRtjrgaM2zR0aHm7QtwHGTbIJhGQwLy+fgYYH1zeUDyuOHD5iOiqe18IbeHXFCKwYJef/ZeMPmqgnJU5ObbifZkuM0OJ6ZTO2woTdnzO1SeaiQwId+nFlaXi3Sr5uT0fqZYzna8Wf+UyJvjhDVcf5iFc4sZoyYg6D85Tvg1g9J8O54NMUKMzJ50J6FuZn+SRsW5ig9qd3qt9k6NywOTDMCyTIq6di4Q709ipxyiG9DhC2GGyjq7Yr3GcadFWe3OhoQiKzpMNorBmIf/Kd9gr/HtYRF61SRXeNTVGIHYzwPUvQQLAVQ4jw3Gr+eNIx3yV+z5R5FflYJksaG7BkIjLeW18Lpz4L6EM46kb09Wv7lCLSHPJYrn2enu53ZZb7l84bQPxLvVv9QkT+Wm8cf3dGYaj3kxpLur1UWnaNgFfbrpRUeFAUEVtdXs8kfVzwNPq6zImkVcxwdP+IJEiXHWpLLY7BZIyyI7KZ3Rl55+dkTOk4DTHrdrhq4OGgxPYETirSnZuE0cD8wnXRV/MnhtnpendfxNjZxf0jZIyLBvtI8lthRnWY/FK8twuCVvwwHQhIcCURD5cCrRmUrZqyGf0k7sDZsEv+bcQARtWDiVkubI/VKEU2kwKdnIbWi7DHTyz+9t88TTUbNUV/Xtqq2T0fKkc/Rn774Nf0j7UhTmZNf/HvLNd5ORME5DI7n/qtzAvfde2+tPecJEbfnKhpHACkfUNRTJ8cv++fNxhtLzdbf1dZWwVLc2fMNwEQt0/+oFAyqox9MIIAaOvpPUWCgaA4XYt2R/oP9D/0po9PTXMyf6PEojdx1LMFU1qqSBROYcxW4Raw9fx6ze6oA3og5ikPrEnwxLO1ucYTH2e5AG36BsVAEe5DoTntkizj4OqspVvbByD5X/reh38/yDbZHVL2egSUbVOU03PIV0jvilVsOy6rfapsS/JfwQ1YjuiwN4nUEG0Ae+ZZuA8dTQg8FC8pEGabNG+yUfCW9d0v1FEhzQteQ7KBSQybUb8BLTJqgqfekj6Pd+4Upfy0t3aoF1e0Lyjt6OBEHf29vZvGIJYzmwVkbvKVJajptxVfH9Nim8U/EG9avainqd8qOW7Uw8qGCfn7vma/YT6rOpS43fy0B4fAXHpBNiN2Nv51LutfNiDM+Xvk1pIoPp3WsnD7s2Z/xTaX4Jyi48kFOfjQ3GMkxmCh7859Xpquskcmvtxv5Sf4m/8FAl2oCzhhfwc/6Ozs6+MEGFV8yB//5PV2KNP9Omh9bginFBob5kND4EB1cyRh32f+M4LLadez5WO/teWdAIilnsIZXWvOT8jSrACmz7EPaWUblrYp9m1Yn3Lk+t0jLqldr2YGivtiUL0iA0HbPrQNVmYXo1U1XMHmNPS408+97lW6AAn0OmHbO2ybRTz6REjCrITr4InidxU+0ny79EDUwxe7ibclQuuW6RmGbwwFcCPS3/OavTjwGhNqyO7rWK5wnHVJ5kLHi1pKGtRAQSKJAHiHp8R/Vs4Z4ttSB7xcf0Gh/71i/Mi/D/nH+YRm+yHslvt0DWhXRKJDinc+QcwyFK55axN9YFXHhZAiHnDGJQoe80fW70qXjU4ET6PtTd3QhJnpaO4yamVPIp2f+wxYbtM3FELh7CJu6S/esd9jnbIwq8lFl/AmFF6hd3/18KgROmwoGstwx+aJAJm2GNsETcOnkQZp/j61NUJleXw2lnnh/sfJPskgPWvNPsZCTWNqw16RaNWLHq0BpNSc6Gim93ErpNSg0jj8WlUfThmH2Gr2tjTlrm0THb6M7Wnx1RlhLC8DLurYFQaY+9uqqLXXDUEaWGaxEzSxHWTqb4pflRqBWifdoO1+qvdysodjA7pEO6jJgsqnfKklyNXXk8uJIuwG+IxmzkwEx0R772I4ijX6lzfP6+fqy1gLnX8xLJGHRWLtSJA2AutmOu+bvAkdx9kJB8JLcpLf7penE0hXgpRJSlzPigIic4BSnLXak70ls8O656VrS8nM54gFhr8ukb9gssW5mDHxEXG98TROFfBu7LnN+Ps6ohKfC2wQfVWBX2W92CSOk/KDshC3N8cLs0AhGlMDn/x/6SMci2FA2nbVHjFJslbUqsgEsLaCKoieNvxXweDNZmCZlCrqLrFOWRDdZxa7O+jfcRgX2ysaRK36m+5ThaOUh52AWE6kFfqhOINj06IIhx8Pd+6KSS37PPr3nXXHUkXJerM2DFr4r9wWUss0aPtPgj1K6BcqC8ATpKhsCmmT4Rd3afBEIDmm943u7oBbEAnqhLooFhPMxF7fyS95IbNIG4J8SqS/QEY3lq5/rKo5GZhKVaaEZGlHd9Bdu/iTpamH5uwmshWE0mHiSM98HQ00rZ00IbFOKq0wO2kkbXtYZ4zcV37DMliTQ07nZjzldR9MvPp51Te6wTat6pzZY+PnTezY0GFS66Z/KNNXlOnW9Ku97SXaCUDAJBpkuq92o12XOtAPxAn9YX31t8jT1k8myLPuqrqvPip9DSfTrCEVY3fSPI1inQCihSfOFfR9hQTQMLsGaqD84HpKor/4QNpX1KQ/ludJPKZ0aCt4T6QczrcSfsnqAT4ztssBLNQlCxSNFBJV8W96RdN/X3CwTMnnGO4/peBQztu4yvlCs3BeoPdaDm/bMhPs4PiW+ypCHifhDH19bB3TrHSRQph+cne02Eh+oyI6XjjJdHzpLUWmW7mQ78Y6M4uBmPNMbpMUcNtb4g1nmPCQK0CcPWPPdIxZpXCtthiOrO2J8bzF1ohdJDy7JQMLqDE8GwOqyTq4QvJ+JB/y9FZYbq2zQIIFXatTZYOf0I+VB1an+c2OLUhHqbj1zNx85aqTzlcN8j9MlFHceP7aNcP3tdgd18a1X8oXYePNxvZlHmVQ9aF0N2CzQbOioKPaZqkUF6SojzLJmj+6JH07jrizNTnKJLeOlPzkWYQnGVzX16c5+/iFklUDdLH3M8PqRDhd1/V9DFYTljbDApGER65l0/Iw0eZg2I4mWn7Fu1+fLmFRFg1WqBU7UPOOh2OHw/1NDneKFgrjswPV5Ktj7PLxuw9D10TzjRs7YUtzjB2Ly0JZbRFiokUcpnb3mkU/ajspU8XAshqNL/4wx00uyUyQCT6RpAonWPjBzMbR5j0nvn0DfQr3YNKplQiTTjt8pQ2MSnTNvY2bqgIXbjC98KhuzzqSl/1EBHw96bL2wUJjBA0ZP/H2uR7Cl+AFlJmCKlcAJ4ykbi+IARbVA/6++vwYkycTJjK677GpLZ0uJAG5ymi3nzsQyqzUHOAlhtIeAEHJHR0N9kcArjPJF7KxWWmNJpqX/OlAXkzWrMHcDOuevDXPtczRDxULwXelYPLNHariTrdrVv4M8a8xSuYFVTD4pBBVVyG26A5MRRXMA1I0p1kg+Se94YIjTzKFjO3m+UA7bHqtFJPe8uZaFmM/EB5wtLHWk5dAGZRx7esbRBnNFysh/fIbe7wzqQfeiFIkGXDsj65x0Gs/ludZiDC/ZAhpTNCknJS+81YGYECccALkK/Pm8uYN0mdaPAjTavtKT1ZBwFrbPKIXXUz1N9bS5IujHZt4dDBCiPT6HhROx30kppt8zd5jX4rhUhG3dYYtox56e2xsdezCO+nftel48lU0pZUu+dXRS1iiIqzOifZuNlij/GlHez17JBaudc0cQyrNQCxzYpP0IGq0VoMxEtbEqX6cPoyaVMG2gu8mx8Iqi43h6rgdrg5kjPzp52xBIb+yZhhOghMXOD+gJhTFbxUyJKA0PKY8xC/yEjf2Kxi5ebHH8T/ZW2O4+14RwVS+KnWtQKNQg6PNMc4M20r1mT+l0O51Jj+Ida/kqZq7Dy3uQ9dUZzsEcj0n1qPDyl1164mPJfvfVMWMFmVoRxQPnbqb3q8LM8N5qdb7iKQkggzpJtUQn++vSijB91dNZYzKBYMDCFsMjTyO42r8KBrQu28EZxm5n4gxe0sljwxR9i20j2qTUx5qZTLt694PtetOWi8Xdz/rn4SGlBjy1tl+3PhlPDtdvModkTGkg8yArl1fMG3bHdtWeoWAN37Is1tkrSRROoDlMXB0fIEaNrz5Udjq6ydVrsc5qTfom4WC+//4+F0XxVC4YW48QIc/FDhqO7d8S2WQinpIv3g8Z/6N0kgE47Qh9I4RxG8Y4RzLPywvBuWmEmkxgDA1ZuYESZ0eOtZif6x0tKNzrMWhMOP2oMDH6OHmimhtImCZXjceHh/OjoVwFcnE2JkGQrJGg2r2NxWtJXxWfOF0v9U6nDYHvcDQaU2FZmu7kis2bJdTK+c6Ld3GP9+tp/sAwsRQP1waN2wxFBP5fcSPGF3xXoHFMTVIIAmkuXQo4Hncmf1m/vT434T8nYaaRLLtdz0DWaJQSWE9dYRzqIc1XsZ+xRa+rPEJsnXzTHWotV0UKmzfA/wRqCi6Mbr0ol8jU4IYtAs6hJJIXS1lU3BNP4dqyO3V3mbu089YZURPGV0Tzy9aSXDEzwgDxPPipdcVYJAsNggBNY+HbHX8iExiMy1pJQ/oE9716ka29sdtCba2yt/jOQyq/a2/tQuwoILhK8vcWE9toINCFSgRB4eTp++jhtPGyuOwyrYPRSMKcBj60RosdvjlzSuidTTVsAQ2HcvY1tmQp98HelreA2FA34Ml0GVHUCmwNTXshjt4mZmPw5Xp0zpU8yfGJs6f5fI9143b273ls+kyRi9K4LQ2E6kEIhat478XMlFOqpD5wbg6bcSg+5sucoVV+3mptGFgGTfxs+3SSyQ4IWVibosiCydzWgCf9Bd4yY/1Aq7Wau7KZprNoPprL9d8UW+mDctxnL/gndi/9gQMq8OQZW+mWLpW1x/paLC2vvGsp7jGPJj7wjQOyxLT1Ac4u6gxbHkgEVgBqDTJGBCFcSh4ajjzYSLaSU1HY29PybPjQQJXlWsAh9ONzh0w7P6vRaCSjAwbULQ4OOpMDbo48iepDKuRaE7vo2+rML0rCxz+61Bp9KUHsHBUG6IKp7zV3tT5xsa7qetEaSPVatdaxL8mnr763bjefGOcW+cyQPn/93C1LZ452O9U0BBhoJvFJ2Dav1/eu6PHsUOpX1h+IbHiRgt2jZ+04drkB3BVCkXpr682cHe6t7905pNQ3h6VQURSG4x4S+UxuOSmVZv0GtyDZvXYTdt+WIqZORrakgEgn8ZoNjgxDrL4UImVE94dXOa134nmGSuyzfkJOYqRgvyddxth01bP1ZZdqBPRqK0UNudQw1OxI0Zs5vFmBsdQ1VCsN/Rfn1mCrZaEckbIDlCqmwgoQSC86HZdOkALrpyIUQCx2leFpnmbmJ0prvBTt+NiYJlMs+ECxMIOjahqeyjasEbnWU8ZRz88FlOyRH5lRmm2JLs5bHxt2sxUXTrnWBkPKTKXCcAwTe812ieIkwu2fIM1qwEXGBDnoJy51N0zEgcD2ibxrxy1sGUUUCTbLsg1drNZdxQb5omBAcxleNWl7WqsERIq1LfTDdamCjDA6NdychDjTy5Txg/d1vE0+K7j1I2oOeVzGmBbsmspW6m7yipvokNik9iqDhMwo1csBLe+b1hx7+/1ihSoIxvTA3nRuarl5MoZ55VYsGvaWpt/7YN/+jYozVh/uwYapc0Wje0PmoubwmVh3yuF2lx06XY/izfjUSk7AZIyaplO3Z1rem0zfomPqUS0uWByXciZYzG4wSg+V7n1PvDIpXIle9XaW0SjrEDRH7r6asUvW4z2l43rP6anYPbXtmcnxBchkOnQcLszxhrVJyBA2zweUmBbSjbHhsHTZ7YHaZcjeaHFB9UjCpAbwBFe0MumAEVAYasLBhISLlFMNSw04tKzEZXSVrVV6KM/2qKNNgbHL3C2S4dCWC9h/mDlcytfwArh7HANOD7tAVqVTb0L6cvvTw72ZbJUvK6oIE8e6KIhTmYgD83x7x7uiVlatz6sLW7CFHkHvbsIVB/VrhTJ312NYX/hMvfVzZQfmD3NPt3zmcKPyzkqrWgoEmSEWZIp23P5TyDoI5IqIk8BgAsg0qxBD+nPn395kPYlW1kk6XWFXO2t3m+LqEFB28NwMrHY+lXn6YHxORwepVlZSYW2+IaXo0s/jF2OAh14Tpw8w7R1o1/HAp0qIYYx57hi9lz56t/MS/o415ake80TlbSIWbsdpiq/GmZ/r89fUTcskc9mcd9gOwy/n/jMX/iS0l69vWnn9E9WOgo1PNl6zd23m6a3vNZT6xmR4Y0zp0LZ3B1tn/h1tKHB+YWYCZmmg9pvmyFl7YMdtG3GpPrjTdTxDG4yGP5zPP09kWkOTnQsNU5tQP/J1riYXS+LNbsVh5Auw4CzX62f6Mcy+3oLMIy+A4Ckhf3vutiKlydkdR43mTq937D9oBqmpDRLArGhVYZtOL95l7qWp9K7xYRwMs+JM8y0oWj066qy3Dd2zIZKbj2f24xO3XKdfWPjbAaNfHmWssHj/dIb/0T5LzOKl9VLGmMn90g50K4ZIrVeIXhSuNog3mnSO/yCQ4WBWlnKXsf7lA2Zi7+jA7kzo6OgCTz05HIpPZabttrtxSvDsWUlqRq89Lbq7QMtH4Bbpaj1tolLlnSaL3icF7DQ18lhRudE2BVK9luVdrRAk3uHL6TPrvsOniz04mKxnTCUyGquTmkSklkhEfD4cqWXG0vblXGDuQ5KdySLnknQoaUCfw96bbnUKW3ZwVAoOoD2iYz4bu9eWMYwXQAxMGlYsdrgvIK/TlUrrF3xRxt0k49NTX0Ayq0XQwNFhzGhapIeUPlewVeGT7ge7rgUt+isx1/b97EVeIi2R288E8HzjyWAtLCU6KtaK1C1rzzRJu8uaTqSooflr6bbztj6lSq/eGcQKp6jDZ8wECHHT7annjk/pxKHah1Qg8pACR9ego4Vx2sXGaFb6zF+s4xc4a2Gml04i3Rbotfjq6Ck5+t1xe6gd4Q5ZZHyPmylVkTeyyVELuSZWhW5MW504Y63gd7oia0GH5HP0ofyErpzzF1vgebxgCIRp6XrW6shit7jJ0t9zNpix5PoUj0iUGS84MmvcUAk/4KpdpXU8vSjEopq9GPvM8ldMNbG3NJMVwYCQhSuId4d3H9XLFwg3HceuxlOgqdThnEsN6oh4AD2TW2u+rb+07VH61stEMhSdRgYFR14yhcy0dN0v08j0yZOpLN5u2jS3Lc/mqmMvOE0F8pfJfRqCaoYz0nzqpAL3vQUVHJaRZ5zt6skF41VVFXvxAUHEYtUobwX9rKfbMUfXmMuU8qUzeyZF+n4Q7dQcP96yDIX2ms1hfauEtYZhYRCwbcdfomycXGtJES9IRxrHkfNWr9bEG6aqxcuMl6xSq7coJq/DICMyW7ljoOmbIzaKtQGrSXj8cdfDZjvVedPdeXYeCrtqJlM8dxGckHt+0BMb2CFSYHO0L6p2c1HTjTkCRqJmsEjUA7lQi835WsejfVDRhQvarotUMkymYqNn12l5fmMtZDgo8bXNGltT20l9Qix6Lec6D7Iqec/XzDaP22vYEDJOCNu27GOmGI7l2S712jG1f022rGe7AikeQAjaPVlAKW6RvfCotwI1kp3KNJ6GjD5fd2+bmE/oJG0InB8Fsp2bxNSOW9qNb3lybocQqQmZ4KXOhzkJ0k0o/kmXfLGMqjDci6HbVuC003dxo/MmnhPgdbDxYz5DTDE/W+r6Wb2V8XkNXmMkgIyFbO4qgGSpM3wbKCsyCvMIR1G2YAjPR7l+75mr6Dwk3XlfZw5xQpVjpvciRouXopafNJJN4atiuWWq2vmGzRWGm86qIdzsdoimI5lX4uyWHf9h1mtXmYuYfhRYOQZtTYZTkTbYCw8jiB+hfc3R01XHsZ21pWBtahShQHqhA9knZsE25p5FultDRl8c+x9PD5xySnl/yxNY8Oc8cGCvDU4T5BpCZOUq0Mzy6L5AHWaD3RlxhO5QrYCMINX0VTBbYo6unxq5aB5ChbV8QOSaLjrJ7sYHQMxKeb4KPN3bEjUaGrzK4qSV1FXQVOBfD+Slw7qU95VmA7Fr8XyI9yfP5vi7tKYqVv59GTxxj0fvjbDLa5RvzA6k00F7EJeFRLxtw5JYjShIQOLPkfCgmPzcRSeBF5oLr8Ma48pbD2wBEx4rPkNvTDFsWnV9zK3JKInl/DK/cgUwj/tuYeUZ4vvFvXI9scF48I1rMeqT2qbsfDAz++yDS6GpJktR2t/SeqbJHRtYYuP/xd51iA8szxiWyCZGBprXGTPi+DEmhmVfhuHmVvbncYlKulNWobjluHqM1Nm9O3cIQcWTyTwIVJ4o8Y6XvZXH4o/4Xuyfwv1NtQt9Mmx28raaulX/tZpjG+1EEISlWM+zLwTcKVzYagByWS1NZWB5hpbpwiVU2TO5FpJhVCcNG2zva5YEFeRw9O3CGpQ5a/XBYRnR02OHa9lywR2O7eUTC4byX+M/3Tp1XyuPUZfz0OQ0Q5n87jaddm3SuVfVOfejf3d198liZ2160dDYmLExuReV4/Fcppt0DdA4KDrCXr0Mt79a46d1gKueRma2ByYUJd1jkvDhZsIKq+zNCEPFcvvnC8gK46Kanw+S/xZVqSfrhh0BTKin7eRSwjpc83CGuh/i8oF42v8n8FLOmIQxRu1Mt/SmrJv1OdZEO5zp9O59AKoz2bEkVN8AwbYrDN4A4fG19rXfqzgWZSJ16JKa07x9bYgo3t/5fsT4LdiNislFsmCWa2cWeCDWg7RDyMA+orqLK6GvCjOKiSyyEA/A6ibZ+r9rQgw7cxZAuAnb79bTUuZayWxhbIkGhlp1ZHVXZZp9lduTHmMLL/5CNgnX53zA118Al3AqQTgMhoZI8qOblEe+XeTPNRNwXBLWyyJr4UwErdRgGBBDaWQHK4ZXZI57CQQ3iA2kB0sepZQjx8j29D6xM9i6hgbLuBRkyOozrXg5RSeK8eWVt4xu1POThr3rdDUmgVMpLbqDjmSazArLoONc0w/bHvwhs+9zsyiLMxlW4izL7hVOoJ3/OjxOtiB+H9RlRI95/pux/N6vjeyQ5LoEbmTo3dWBwWNm3VjQEeqgmET+BtMeC+bP/Ey4ccVjxreeIyhge/w2fnnUn6Q0IF/vHXYLFaNpxB7nTBVHHpIGBNan8H0Crq87OzRo7NrC6jMkl0w5p5s0NGR6JFsxcYz3bokPMmQNBE/x1C3X86WUckULNuWBcW5tSfJjgbXoCxpvWpzvCgrEBa+JUFMgCEqY6+DdYX8GJhxHXVmgUWnGcs0/D559JbI37ulHM4npCzGU+tHp17ShO3IYRZBmNpalI1/DNP+wPdjY5JawZSGZct8cj8jEZ+PrAyCGPd4AAoP9fTBnr8JKveuQm+Q9aNVdsbh2/GdZaTf3j+kJ0/x12973CGCVImVhc81NJMeoqHyrr+xz2FynQ0Xxhhxa8eFTJb4Gww+VZc/dFXDG8FKTIeaOkLtnYroMgE0cwqmHtVk/A0su233PPylvDxkVG/Vq4OpwiG9yMb/MGvIqGfJXLBmIeeFGdtsz+iFflh9HbwPCCbDC8FGlh58336JhukndnSviC3O3miND1VQKqisbwEbhxFPLy8/tepsZcCoU0Tnt121EaEQYD+KYvI0SOBm9mLvI+ZWuMjLM/z2u0tTOMBAfYDZ/MLTpDgu/q2ax9qyahLZ8OlBpx78Tm64at+sXXdU2B9tPfZM9gtSnE/R/fmYZH9Mtip8g7XMVA7A5+WVZeNPkLzPLm74/ywWPm0u8Kz3vIzFUe+uHsWhxYkaoqPi0c5rPvJO6YOuTetpa1j3ycn9q4+kokM7LfSl8c+ZtX51DzR7YhdKx++Vp1a+Upopot7DZw6N7k60CFO83u+yCeuh+wIArRNGHce6hEFegp3lDooUhofifNlofkvE6O8FAPtzGMa/dZtLIVZwmq54OB7nz62/Vz3fQzF+6EEspSyNyrfkTjyeLrucrq1bcUfcnQOTa7NMYluctl+c8s5x8cRuHezPnjfdf/PfREEtGk+354/PRJAC8HikDO0+lvy3zCnb6SkSW09hCCJc+JoDRGt539Qg/ETe0dRK6lf5Q8IJYaDv8+NCD6jvu5DB8MseP0khqYgiRXGch3DbFeeRUH07d8a1974do3G11dHIuOYGFjmPwETMzMZWyZrh/LD4NKn5k8Eef6lizBZRKnJXPeRd4nd+Jb5Qc0SRTkT6s337lBcFZ5iPscSuWOcpCNW5tZFUmWdY5cTwNhnAoz7154kNSKtm9sCWQhntYpps8Lz6sDp+MY92UtVJXkJ9ccx9Fdh0MY84aKAshgnE9rK3MMHLa+jHpLPFIiOfL+d0SaS4q2D7NUAfhpu4A/aJWYf1gr+eFxJPON8izvZd1MTucvmegsJNEBcg33aeKeThWGX4+g6CNEf3GFhRF310uw0QcsWipkJ0mzCjzBvuYH6IuOrPrmc1UGYQJkHqv8p/3O468HZS5uoi1TvE6+NtcvE/4wi9HtwQOMTy8S77Eo5qtV5VE6nAGOvwwxZ9vYkMVg4VOoGmOEnF8js0nOkhe5RZcBS4S3Y0WSxLSWLnQNvC1luZd5NUp3+LfXcjqKCIWbV0jwl0oAuuiiMlUckPT4eedTQSOyae6id7ttxjspwQsPE8+/UCvtEDxI8N6/hfCJIB0/ah1arN43FngzbUREOaUivZ70r9q3SNYowIROp7ibkrTnuMx4TypjdKw3C+xeVqW+k/BCidOfRkp7H8mmelZbVDqDC0t/+2saisgea4b2FXfIKBzWXgf4V9vv99bmISGgCCrorOaZ+XG5N8ELRpuuHzKRaoDJIgZrXwQ1rKnsPtvoRoNXo72c8m/dU43cR/zLidEzHQdacguNhOGBjdxLm2MYE+65MLA+2RH1aTPuj49pP3R0GV2DU3tQ4i3TUwsyc1hkC5xfLTxxjkMgl5g7thbXyWbNeW4otE+ZQPBXJ0qKitsC//r01yLzrT/FpjvfMrPsRub1lzn9Taxet0PF89bgfKSFXsDJ1TmtJXiSl9JPhp87vsF36f9LPVchYf2jUSTPHM775T+aPrGv1r4nRjc/xlNTCdh/apGR4V7TPF7eN1Cei5iENy+YDp77HIoumWnnrfBcxopFlScpo6SkCGspZpXSgrW+sCIMMffr0rZcxMkndT8+dQ050sqOZ7ZM2K/PWmu2t2dmdcVi8RyTGm6pvzqPXH6aSQNrUC38vNm7EjCOWzO8UlTqZ1g1EnCZ5RNhIy9kHzJyAdrRMMEDXOha1p9Wu8fuv8AE/t7jxCgtZXQqNvKXGddtbRYOIeU4RywfoujHHxDg6TsIOuEEtgjv28TB7fumjN6uuv4gHxe2lx1sHjrf2JR/NxZNLNLEH4nvpmS6d1F2EixS9Bbx3RnL2glsrVMdTDeyhsY3ZXmGAMCucAphlAmU3rSZalID43MUQ3XL7M/dKbeQcK2bu3oRdEcN/e0SJiKwGXIdOb9d8xl1z67XzDmu/9yVpSgdGMFq4W4Gxj++yIjIp4xwpyoiQn4IDGOwvaIcPWkHWuM5SKenDqM3bgMygmvmKQCGKi8xlywzplv+sjnfN1MeFgwtKzoaOaDso4BXoFH3ykdmObesaRGxouH2oqfKgaTKfn5R4Hfqm0HBLnrJ+OW5vXDTjow/UCmcyjT1PBhcCPF9u3GVPd076hmQ2/1kYisS4HBRICKvySa77qNzI2ZQiHzs31bx4TP01CYqiaHHnIn4u3u1l8G6U2pzWfipkXKou2OXNf4S2CN17CTLCDg1Jxtszoiegl5BMdfP44CAZP9CtJBh1zgNA8K6lM+Q+fvM7GR2Dy069/OON+UrSnF30sG8eTQwAHCXYINl0xBjpvbcGAGcc7bdO6GMMNOeFbf8ilg1rT/1DOevhMNr1p8eiDHDeJB7pBSYlerQva5BxQ2RF9Jk0Te3/Hi+JfSzHGFMXu9/7n9Th3RWovvn5Ptwn7KCK7tww3isRMzBwycYloC3GADfjCixxWlVfIeFCHu6Ii0KUVdGbJHNo5ZGHgqP0JzcZmZUKi390YNl1MbqkUW+V/iWhNSJLRsjPN/8DG24MXggw8cM3UZNYtcubciOkIvKDpEaXilb33YUkn0SdPqncB0t+Cbyl8P+VRfSvWIlUPJnPPNfVlOBAB1hpXkTFkz/eHh6cGqfSMScvHDDGrq5uK+RhiCIAxFAr7iGvHDjR6SfDSZ5SJLucGN2CnnlAjNczetxpYeug5j8AyFgtfr44PygsAbKXtVsUC3E1lxI7JkqJD56//Sd9Syq/T6lBQxMc1t9B/v9JZvo1v5wpNXU2MY6n9xAm+4mEJNxOHgvC03mdS5y5LIJk1F1dduoT2F88pTtttmxntguFIa/k+PGIa6DrOQhEVN8+O3Su8UdaVwQdGTgIxUV7sziOZqoEm6r185U/8Q27I79HFBZfq0zrlBHtFmkRsJv36Ta2lQVrUqjZvy6XAgRa62uzXFvHW+5mVosQRnQrdm7Xuje2Xzaj6+mRtu226k2JTXgBsP7JWcAEJfTdlb584T+Zh0+Ki3mMHI7CxHZ7knZsSOSMEUcnerp/8EMsuD+j1rrw4X7JIKO5DDaw83kLY4B/B3RpWddbfPZEe7B1k+zuZmMDyrEQM0GRkLdAJnnSbcwYW1zcmp94GBbclZMS271lgiie4kb7n5fjm7blj8TIw0rXDfiI+7o8gMCNTAUcu56tRg/p3TXWp5coGZcJE1Wm/gQIThdYEy+7PsjkMz4ITg1t5B3JJ/2P7ZAS8IdTklTtePMQeWQXfgMloZId5TWjVLNO8P8ItdMAZqd75PgjRVIWDPypLQ78Obt+eIGORG8oXeLAuWWkHeK5tuIRDRi9PgagjlfcExLYbiGy07c1T7P/xwhiorJIDQ6xmcBMljPdnpYAyxa54w93VHNEZ7WUzwgfRtML3bJXizd4LIZTVDsZ20ngR1Gm91qHgg8ASKD8OjbEr6EgE06WmRL9HRxa5f0XW7IZDG+S97flzengXKoE8aQulXXyUsQYBXOFb8Km2ANY65CkyFDq1yg5jpuV4ZHulWef7RRbTmit13YCYhM3szeeqS/BD5lKmp+r8/jMe/Vt36P/dPncuRiDLCWmCtRD8ucWK7n3zcBLXS5JxopSra5iJC3k7fGrQZK4DqxnCxB3maG1dGLbz+lweMu4a7iPJ5pSzEnYfMDEkFXYTlrysH2XjmJJrNtvpjcuhtEu0vU4gdvp4qC057VLdYg8pbiotgjDI3d6CjrK91/jRxWUlEauJtm/aZ7IfmIth8rbGR4rqdSj69SdZ9ulvWzEw3t67n2nVUmu/wjkEMhlAi39SzQ0ZtonmONxi+VeEjzu3duzdftw8twctclH/SrxK2TpyqG+/eCVE5zlN4vB8zLIPg2XltIqdTUtMVwpr1xnnRlakU2Zd4av3GIq0qy6MWjHraJ8B/ewCFGI6tqnuUmdDwKTYhycen5oXr5jojetD/FsP4vgrFR6AoKYBK+TqCsco3PKuW41/iPDDKITXzHOwBylGx41QCvb5jkPZeR2N5fCPn+8AzcrvGOgVd2BbS93761COLv3HRlOMD52wWn6ExV4BQSdvxqslMvSwmz0mFZumm8OZzKNRHaPDekpLV2Bo3tvVqXvqX5uFPS/z02n85OVAXNKpuM2cfIFQy3FxQCIKLnObTYVb/0cnuEAVa+zRQmcg044kO9oLTK9HPaJ1E03hze0mgP0j3/1eqvROYWbcYaIFGlaBDCXq8Stpcl3DmYAyPNL0NOUI/REFmAAOutsSVe42MsIj3+49p/fBK+J46HrIGN9DasthG18/VDlQ30ZyjdsEUTA1rb4Rj4e46nQZvpWF5nQOeb+XBXExbxmlrNSIy0kIhtiBCzClBxli+dsKD9sBjduGIyVxDc3bU9xFNJIoJ/hPMhmK6PS/v1qQu4VZmD2iy1OLyRgkKt2A4+JFU/612gse4U8nwQacKLRMD0NXt+grHtNzLTHLO63++6LPmJVlD1LXiQYDY0VkIm25IbROOtnXEC4BZ+p64p6fk2lZ4s7Xevm0bimc2f88qJxtgMp94xEg6BgG3BL7VY2vkXRFl+TetZIqCPsWWarAb3FR78v803r/yZ8Hxh2rXEuZ0hrzV8GbMUnJZXDDLkErA24Is6cU92bVigi5sP6SOg7JwGra51qIgpewHQ1TOr9QbK9AZsYRMopZIyEzNVz7Eq3QK0k7MeJn7Ys32wSMbe5yG3MPmzJ13AT8i/OSyIPcto3AG/gotb/v/pYTyujIvXyRPrGNsJm8+pD16vjzstn087mYzP1nkbnfb3WnCXSusV8GuVhQraUbxSYiDce15XPvqvpmMywWnM5d31NhAM7YsgYPmUg//sKAHV0otLXaC5Mo2hmAlf0x69I1jW3evdlh7aBcMxTPhrvnnRiSWkArYBSS4xtlNR6AIw4RBr58V0Otv90jdkQIm4UkqmneWINqwBqR6FZ58z3ROVHlNEWeD5uqwRH1RRI29vKplpGljjE2O1uuecsjLk2BC0/7vk7371zjpinJxJlWKjhnay601yzThR0E+rhivBjvkLvvroMApU1MJAw7EMaCTTCAzKxVmC9HzX7A5rYtkdUcKzBp8u/ycgcwhoqpLjSMq5NwufIWPwDoak+XEZQRQMiE7fAhhr8C+CKsbiHSSUeoC6SDabhZRwwX/+ovHISZ+QHalVR5eIuT9fhJC4PRRIiiZTtKLvJLZTVslIFMYPra/XOjwW8Pco2fUm57QiTpyE525PTGEGOJTOCGBC7C0ui1LfIcdQZf67gvM9+zXy923vkPZiFMwgmkxBNJBXZJXdUQVioNPWatpTGjgSOg6gmdv4e0GDj4QCcRzi1znAG8wcXY6JyBH/kGl/pBamuLir8PqjjwviQsuVtdET+dIpqjdyQRPIh5bDzuYekhSCCXgioOWLRERvE1uC0OYTBaEmWAN2+/QJVI9a5KnOwXXxOfg29hEM1issB65uebu6AvMHerkGJXHFPSWZukV+1JnWLQeXkGej0+ARuhaJlqnjOA7sk0bp74N6XwboF8rjE8jPD9iHclRCBonvtn4SCY/i9NmpKXE/8D6pOt8l3JbrvZj4BtG6qFvKSX2m3D+b8yB8qzQ0VxLkE+eLxHNh17M9aOwl9Msq15nfPLKFbNJmbUv5VIoC00fsk+zjwNMUdl4ElLlD86YLj86a7F+jVjHLpzvR0hrAgQvpEPH1+fXNmbI1GEBURCJkSayxgzLDGCv9DRyI7iA2zmnbTgp3i2FyNXlaNmDBx5RCNeNU07AY+XucY+RhnWu6dlz0QxeHQ/gGvqHsRX6XSQVBLZ0EarCl/JweGM0SPATjX/TO0KQBY+GiQGDk32OuWotVWbr14mQ0RLCbaL+Vsh9mMBtUYyb11Sg0JzKYpsPsjLiuDOJ0149iJ0Jc40IPpHY4jZu+p7YhfkDDxX6y3ufzZRfkDXaeuDeq7x9WSQF3uK2DURDuYP5WKJHj4/D2VQ0ussbyuV1DGbyxKhW56+C/Imz3YTxMlNZbqKf3dWSQVfoLxQ+GM0PuiDSXfZJT+prcwqsU1RBq9ambU705S4ekagIWFHe1nHoIyhj5/pBGnKWRTQz4Smc4rmnLSIi1Im2I3VRKroIrWEXyX/zMeRxt8WDdMO3R6cFJaM08hlKQUI0H0ho6Ij4fhhsmcJqZD5SfT7awu8GFGCwxWxiygcCluPUD0Ld7gOqUxFMFoHX08Wr/IO1hw8+BghO8ulyKt3LffXmkwz1G/8KP1RaVkE0h1duLXHP5AkjdzqCJ3mm8kxjlJUFlFVF7uqUbwjb13bsFeuj9fIHUxmzvlCO8OZ4bApgGb4MFIVWnNUu2eF20jMvOu/5aboLQL2De9aohGtTK9NLgS47JRyMhYjXQ+88rUi1NiYYvrOlx3/OlV6J4Eou/aQNu68LGOd9xzdEzWK/j8qgkmpxK2F8fKhEwuZ+RH4vJDcTN8HGfZBOxmE0pqr/wXkVKneUxeOtblZ8p1uWX6ox9E8xY/22f19OCabc1uA70YyeOKsxVjefBUGSsg485qUvBUK4EU6SrV6X7Yb5P1DMDYLWfVKoIAvpZd/cFH1Qao3HmBjGzcWb662B0Bhk9/1pHUbQMPBdc3h2UY+Kgu/rgXMgK7sicOPYkB2JYjJ6eGG8a2Nf6Iik7rzP6piaUrBFqFWWQkl4Nu60Pz0n0KrDkqHx9S6/ujouI8b5e5HX3BR+DkGFL+1GhuowfB3ZBD2w4HxQg9SVCM3H6obrqCupbLzqkQr/kpAOLhHJpAXLEMEE2T7sOPBHxUeSBOKD7KwCtLcGca9TIF5hyt5/Dn1pCeJqvt0lEchWV0uPe+2Ls16y54PUsNrRZWX3vH5b7jbOwoeTvdlM+BAyzwtXP9VLSE/1L/D1/K15xufyqXTt1hb+DiB2Kpm8wzx6WnBb/1b55NGiV7bwwK+d3wq27zcch2TrZKUjXdIunK4YXXjIJZFnMdMewzsmfPiwF071DY1fty9n93rECnsq/wdzKO5x08xs5/BKXCkvt9LF50uRThfy7xd6dajQGmKQFKwzu08KNKTsSp+xtF/Amnb2gBuzPCGwhfzu+Qjjt2fH5MnzaDCkhFDw8H8+l9YUSvTsLzs000NoEhkiTG7x4aRHl75o04tsujFTFIVJuMmBEZaEGW/PngV+ldDqbhfZvoyKGSxc28KvQanQdg//+0seMqXMB27DoWRqs9ZOcxZ5khLkslbIMd4rL+zjJLrAFli74KLslPA7sj1NWfWLtumo9ELEUrPfBpW8uIENvw3hjZq8Qyn3zHV1dWOBOzGUmkqMzc3mgfJLTKabFqxyWXvCcimcG+/OY+oZFIRcOFdII1kdXgfqj9O7dTHBGrVH0q+Be1/o7+2nT65dV8bxR5r35bMrdl4FB81Im7h+4N8pmG6DrI55zv5wJs1Cy4mty9j3R2ozdHiQlLpENs6puH1WEMo+tLl4kC4h15EfNnSM6LOtOs/Eo7SC0pHv5talxHSXDS5uHO/oVPR0t9W6fdc4mFrC0UI9jKfUFG75hv/wnuZ67UW/V/diPph6sniqAmdU3dLWmFU90/RZJdhmOuod9jSq4piAvWGWctfwN7H2Yz00H/CizQ2v2UtWvtry9DOUImk5jdFD86jH25LqSgLMAqgkFliPfZBn0UbevRxicu3aKC1E8KfKoe6DW8/g0nUrU66qH0H6BrJx90NQgYIgMAfAEMwDaxqDwhJYn1Ivl5+bvFuDfrthNWWdnvpQgn+iCSgSZWv3nF8SRw1iujxZ8oR8b9AW7OfzaDfwq6K2MfnnlFAgXkGR3r/8UXWlk27C4+NLXZbD4VgUNdmCeVFS8THwZ9h8qRL9mEg7hVeAUZcUq14XarTEgCkFxApR7rLdNypBWXBpcLGtgACOoI/UAsWMkbeSU7nekLd+j2+JrN/ESCYwKxdEnMvJnslP4suyBTPoybgfAO9TtMZwVB6ylqf20NY7NLnMm9DYUhMymhBiwSkHM7bV4SqdAJlSYvSy+JNyoJRxqEPEfUvjjrzDnEsWv8MzJosZ0xFrh/y5i2mBq79VFlE3dW5CSFBmGnay/dRJB9P46eUSX3ky6aDhXupZZhbIoR1ysn0oxv76jhpqf+vi5Xs8V52Ull0e4X7yEHLlc+SV2S/633uG7IM10Ss+Bv9IhLZW4RtCCILRuWAVK+j07Y3/orZYAil5YnsS9YHFMw4hIG0ENJBXksTC8uCY3e/sorkhwOpOrZK7JspVhQHpYpHK4vIqlMCpeSusrWUYzUdPhqyo2yHlf033jZ3NHYaNJEepEnikHZOXjYyzJQg+FB+qt41Q4GyZCI+rrL53mr66KGEiu/PkX9oGdxnnYY+VZ0vGabx0blkvW/GNn9VkZzjlsXJmPZdzNrh8GGwh93+b3OXVzmVpO9pXZ3InuLlifVHboCqe0NYrCNnWONhghcesmrjuKwtfHbTl/j+Fx+RDKVBLYFRoAy2JaLpywjyW/fXq3Dgf8JEr0nKHFHxhCxFPjBBPoBDuJAJOC9sQnlWzUCVMKuSz9ukGvsoQcLuLlJjHwtngmWFB0ZOjTOTQjIqvSeFGgKcEUvCtO/XW/z9UGWS66GjzurK9zL/kEg0n35XYshhZ3SMHoohFya6V9FZJycI7vs/Bey5Rcc2ngc/QPt/nVRVirqBRb1D4U2QAwdEClIFwPAvJhnn0/7zY+AhNf8FmCPy6gHeagPs4glBoyKqzK3k8qYnjmrFUnOENhbP09eC3ww//dZaQV3UVsplW+2zVlOB2tzYokpnOnCw4twLQnEUEKyGD4OT8QnH8Irdm1FU/oiwAggO8RoKNS9QGn6D8OVaeq9KhXndIID9Z0yTAuiAt2+tYYlJwZpLJtodH786gQbqwYNcd0zy+0JW0HLppPf3b/QXKgBsCXvKrLLBa9Gexfro68OkqKhMtR1DDtyNN1qMTweuTsQVZZucjGy6P19M1t+EWj8ISmfduCCaicG7QDV/9yck/kSpPFrGN4ByKVEMG8szAnXI8nIxWume7QctMoJPNP3kPGiegEciUU04w5YJvG0/sCk/AI0YyzY+2hzDbDCF6yabltPaToB2sKJAvgT9G8aj92fmhi348yvDa/ZkT3siOTXlwa9MsyyFiJpR+0Hmhgtp6xPGrdn2v31i4mBSUohvNXJy8WJnwZhC+MyKd0ggHgbAEZf40sA0mC1ll5Sx1jmKjiS9DiVJ1eKid7Z9UP6zb72qmzHbGJyIkTPtOcnSkDz0c0m697pY2yu22Srp8ZF/VVhdjKsuGHIacXkoqwB2cd+UB8w9c5Ujvyo1qz3kjLFNGnFQaNoyoGSf+XFoXKIn3TOOZIwwU9VA5JHP4+7oe38t09OuIHj4UiFzzbmsVWNRQV3c77Q+mh5G8mgjKnCB7Dkk34d1ptp5GGGx2CTT9Tx3/tjZOdtseshhHgnukhJFRJQPzw+YciBFxzSaDY6P7F0o8Y+k4ejtYUPQ8fkc2NYvWiCQfT+LvgD0b9kGFKaNd8baIduYzuEt5Lz2BwGajFJgwitQDb48UxhEjHoOzfz5I0/wPiXC4mB+wATfKB6aawwbBb26DdB0Hv0VG5StlNGj5EH/l9OyufA6e5DTDxKGuMY6bSma794IGHm16ZPTKB5dj6YgZ4cE6oNazr7tHBL9yXrFFRRGfGQxt8VuSqEl1Uocaiq6I0JpnOfIUPCxF3gdt07WYuPZuvO3d9uYfN691f/1nW+r7jHBN3kMCs146fjzgRFzOdr+y050yRsExpWmP3CI5byn66742kp1BPRRRvruCt8LfA6krcw+6vUV9eeXvoLPwqwHbws81MCLIyZucfpaGBH60blNP0rdWjjXimjkbD12+a1MVjAlPtNZLxoPbVJQQpZ76fEKpwA7HjWlzlazY2hOqXNMvgPSUVBrq/4UtC+o0IhJ/WO4eFWC/WOR5lOS831ImtnhGnN9AQHAFy+nSAB9FBC6WZvzwHysT3CMwj+45HZErtG5q5Tt3AhkkBXLrZxCMaIVVkyfvXvLx0X8yQfrQYqcb2deepqDztkhwhxIYhPsR6tE6hz53evhd9SpmiVQbqEYJ4AQdkVCuah5UzO0epYyGFsGogsb0kTHTOwgtTEeu8zgDfra3Nj1e3VD2UIGYtdJ41IflfNy/dFFQytbIx9DS1PeFqr6NxvoQi0wTZ7jwgNsqskdVAFPscPKCKlxlfFdymSZiVub70rT7g3681jQirn4Qm/J7TEqhChlqsmsitbPnjONex5h2iZ4VBiGwt25lWXasSs/lmSKYbZKia8rvvk7/HrJ1zfotU/MSI8O8473aVMFfAeBeo2S2u5SaFzlzfezAlVuGSKmw+Loou1pdSDbxOzyZXzuMqM87pIDua7zUPv/+zfT/IpPLcbqYGSljBWJZYntcfchbOMq9TrA5bkNweBQpzs2JDNT8T0pS1JbwUT1TflSsIs8vE3deSH3nKDSe0/QdRvrW5dNaKJ+eDkIxX/y69OrX83JFP/VmBOL/WMFucHmHKTIFUXnXDaRjiAS+ikiQx3HEjyxgv/8w/FZBpzuFFX/v4fu3jgw6NHohfeu3+lmHOZPmeKIef9VhC59fX/eYaX9iHp77mfLigkrMCchWOAKtQ0UXLk99s1+H2OKGvz39Kcv03pb461SA8VBK4n4EhrynPQdTjzfQPMhYJFEoGA9X4xzk2VxiLn5jHH+d5MY1lJjKL5VyJrEhJygVds4k8VE0lfUgM5nHtvzpBjIuBtWidtdQzHtsqH+4XydB/0ybr6wIH+HuG+5jL8WNCTnfWC+azD39N0NITxeCBRffDMzyT7kaXSa88Z8O2+pu0YzbYZg4TRs7Bg3xqLptaxV8Nfva013AnF2+fI+FobtvUwgTb546u16KCr6TXH+xjhVFFW78/7/pD+5e/jBA5P5VW7W+/mERwPkpofYqoK3ytirGX3TabFkkxvsQnJ2gsdUQfuSuNAa7a2AGPrgNp19y6H2jY1vDmgkpR4F0IeZfQPVW7TCP8GEjGWXT7c5kRiWGF26jOrczUVoCm0+cd5L4UjKF4PQcWptDIkyRVP+zp+Vh92EXxnEawSOQmH6l/pcrB16B5/G3QIefHgA1fIy3d/gdpoUE3ZstvMeZuRMlJ9R5tmmwjWQWzHGbQXWVYsFQcJOMRyA6fm/XUfBQNSyeBrctRazneaX2aaUaYgYzOurD/NGLnxNcAvTMgiMNtzTO0r8mr9LW42z0tDkBbj4I1Xx7BbI9nckYjyG/Q69cs6DJki7nI4ck76F6aHMrjSw9sp4ijAk9EAqYbhBwUkCGTaDw6C1b3ycwAubhxaxnGlgHaUkGDqo91MRQuiBU6AO0nLNQPXnrohFpDTWBM1yRCrfflfOtTQ4Y6dtMR/HGJ7APgilVYaix5x2NiIxd7+6SDO/bcxXMMQl+RHqxiaiSQGSRulksFlo/ieUSibr+ppXzBfPEXLmiksdW+DOwCup+nt5jrZIJjnuRgAoky+Q5+JytYNWTjtjSwHXuLI/dKMGuhqF3R5510mlkTTeP4vivdQqH5blrdwabpgzpOxcJ5MNGsLFNOBnMwyduyJYlyqK7OQX0JUO0RqF15PEU0awETemzXGluREwmr4qi0C0slmrwo3mO8jGuKcR6H2ruljwXJNOE12R1++xamTx54pN8t7DQCXsJpKgHNrrTXHIyZ5EL3HSNZeXEDN9/FFsWL2gOBtod9m/ujSH1V7nuPV6yVu3CLuldURccNO0gxg5VZRQx/yYRfqfVNi2LPJpOQYppLeR/yLzpt5e7iWuK73t2ZTcpQiAO6qthizLQoulMoPT6vZGUZQ4ySd5EARa9EZrye7YuuPVn9/PrDe8GmS6fmW/eGI194M0XCtMT+f4u6CGU5vsuhgDN57CvhDDMAAM8JbRqtP5iAnLqSiis4qYn2MqqmPrJnoXkjnetMP5hCP72N4Ctm7zufHgESqItXP4qI2zMNEAUwSLC7yjwb5FI7VBwU5AbipKLz61LoaG2CFu9Yi93Leh3xYI0HIQKV7tXY/+ak/ihShcGKHkRPWPE+G8HYsrgFELDwAyqARlengqlLttaG9R0W1AuSmiuSJZyAxyFLlWBeqKJOaZuuJZsRIutsqwwyD5zUbBe92oCsYveyHf5c1DzycS9fujh3Wuf0sPPhLk4SxBJjTYmloBOEBxILpmGD3UHWy7TdrvhyZHNjW6fCbTrQg0J30KUTRQMd1hxHSSwe/4SjIkC8LgLvWKGSs01zqn4oy0uJE4qZiO7qT19Jfiro0R6QgeRiYi4/mZcOR5NJXkwYh9RoMZCKCBNRWZkMUhYCMu+zQbq+y+wudVUl32uKAeiHecz6utg9w35mK90azihnEsnW8CfW4fr8NHQhAcFGls1PqWikhnORKABuVwT+sAcsHpHoARE8u133V09CMgZjriZGJsZoGETk93G/rEsddv7DAh2qcBZELh/GwEawQiMeefFTa3C5zij59md44h4mDl7tmyYFcjeHVXGx+Jh5K1TRhYM26HxVKwGh4ZxUlktzDkgG9UEUXlaT2elXLt79RZw+kmYpE0yexAP/U2Wjvy6aFp5iCB1/tWh+EFedlRS2nvYSoAnrgF/b99eHIlQ0uO7CRcZrEnMHjmoY/4jzuR6GdW/DVP2v19KeycJiJ/s4WvxJRq4ZCuDyzVPWP9XGGUAHOGjn3fN52ACSkLmgKV8Gl9Iu3HlctpbFuxX5k1pPd7zjEfnytpK7zc8xheElhlqvyJ+XE92SJBNwGUc4qR7O7QFNTCC7HNk+ZHlPolUXxqjWvVvZ4ZHAp10fv67v9YXKmMyotUOkJlMT1WhkqiueaNTy9CUlCl/x5g+gidSZhTzkJSPd8AhR/ZhfSoI19XL18bn6pjYXCW06HnUxc8TNp9u5sQgu3dy3TA81cSmEPEA39Ym8WFBJbPhQ3OohPpu7Xnl/AB7lA0/qApFBS/lnaohhktXAs3CoZgwsfDa+t+30pOdIphoJRleDhFC//lI/SLVcnB5rmn1IFNJ1uioIuA2IPRRZHPOm9nGXK1XpSpr5XZSn3TyrjUbM+HW3BSfWwm2AAd1Hj2SBimm/bka7qxFBd9ITjYQ3He08xXzSxmfSek90vhI/ohGXnl5Xv39LVN+jvGNTiqSWQlBgRyBvq90WKfUYEeLTo2bIsFF/FM0qegq1Cmx875mKg+PHA3r2YrCZo6TCG7aH7f5bjvD1CccbbWRNqDzvvbtRLuFmjeL3169SyFWLip0xdcEaeO3ELecy80IH+XulfkxjGrBhRIJBcuBnpVgphtKpm/J4WVmJIH1YQ2bRJZEoj6mKJ4aOUxhJ4YTXaZ6bXTH975dzi/3YJjcQ/DNKQiu6Oiz3VkkxnzCPqXomeDS8fnvCxoHHlGzv3VXWGHuXJynstWt8McsydrM1e5jUyQoveM5BiZJ9HVHojjcW8w0M6Fpa8eAr1A0tsRqu8R3I3NyJTvF58aC2ByuK42ewbh/KtoCJowCMH1LSGJPRB5nuxNOdjUdfQxklKGeQJCno6Jph08bTh979pSo9hWju0FuLUBXGy+L9hrF20rw9ZL7zLlzpu5PuAyn51d6Vxfjx8LF8CVns+P3/Qk8S2ZM9VxFgv+D3FmptQKYlKxIxtVDuGdujv0lkOkIKlJBnQ23zXAcaOEm/HwpJa0R7JGosEOX/QOzIdVxpuEUW3HokXjMVvlv5QGdio2fkI9jIJ88M87Jl48XtH7Sk68i3/5mFJSvpu2ff6/zpCA5yN/+apNCVGAV/dHtpEjClv5sXVKksR7wrgN1nV7kVtZDf4J1+ko+jJaH+KbB+BotWswdDXvmk9q3j0Z26gySGqo4mv6+GZoLCxBlMhAs1gMuOSKguBfygakDDFMky7OqR4FWy85eP3xAq+ZuGlX/RYPW98f65yX9txSSZ1VuuZ2VLXsRrCEimCRQBil3MyCJk4paufaLLn8fEUYQfUjmeXvqORsh+tQjVJFqS4FgAsGrc+LQxp8C5tNqoZzLBDcfSTNvwQSkCtydUrbVs0ABE8hnPoDtHYkl4W4d0zT3dGf2JDH3tEjZLKxZgMvPmq1yzuVRB5Oan0nmbpj9ZvBIR7fhQaiwWqk11xbu8wJ5rI7lJ5/wZm6c3j1P4KrPEyYLcmnLVqqh63jOJDZkI8ZsWVBrscodwsSI/w1lHV9TUdZFck24Zg26h9q8dpAhV8tzndbXgIWzV5wbbsgSWF9/oJXjUI3S057WQjKVFX8tu9A9MMqzCaPgpYDr+UVJ4IiQLvqOLlIezh8GE2A3mli0oqAzeM3LI5c2k2uXZ9PSnAO0hSO2e9cDHlXFX0b/1wA9c7JxxPeSyF75howchzsEh8eIMTLoXUxlUGPEf5DIVx2srpMbc8oDrAJW8UFE5UvK9PNbUpzCdMYnGm0yWBXbW2wnV1fgTVRj2+hosQZrCtx9+aRbkCYrnPsnFySyJGiNo00+ro8viimRlcQX5XK54IETzXjykfkMK5dt/+6rXvVHnJCf7fFbLHfkWMew7tIV+GvR/pAboSQb6erZXkhT48OzUdA0fvQvWVqwdfJvEJtYT0AFvFU5k+RL+EejE3Zt7C9YFfGkfc0CJY5fdLlPQIm0vmbWyQdLhrRvjw7FUGyaxHY11nVGvVu2MEKwRF/QvQRlUqyfgnw8xm34p/xBEffeQYxTTPczncXUd3a4rj/YRKyJtiTwcVJziZFD1nhWftzyKwCqpKwu0RZ+HDr5Q9YgF8IfehxcphqxivM2GEWL7bzQFgTN3dOKSb1srkUrzDI4dCDtqzk6r7UV3ebsRp64O2jmBC5nT0rqEMgREpjmXYpDvVu7d9t7DX6MWnG7nxUmRXh217XefpDgsWsgVK0Lb6AXTVU3Dx1rUK/RkqnCPfleV+tM9ALxVnYeV3S+WVxYr1Ve4evs40PzoXI/1Neu+vRxbvbcQVdwZf8pKAi7SGLYif/3qyC4homyvfSfTbsgjI+puDfbgZ6wOiOfyxFda0MRqCjHIlEHDjkJSahSkufRRlX/1uC485nhnRwP2LXF7qLF1+qlNNYgLIUMq5fB/SdCDMz+mciJ77LfPzW/+oP1/Ft7obvfzgoOuL1xPpKJhYxlY4APuI8RWMuy/pKlOlK+tWjMQ9dax+gVzmdJp5yvpfyh/hT8v8ujx7JSyn8K7du/Vrn+vRUEaYifffDWf8Ntrqln/p2TWbwm6AVkjFnRwFe4SYujcrNXv5RuL1UizOyP27MudF3WbwvPolScAnhBzp7DeNVOCOPTlJVTsC7scVB6kPJQ+L4QSnduTJGed6ZJ9YpqTK1g/VTJGOFukhX76YIvh0404VUoTRb0JzUbXDoEYI+0Eu/x1wGQJlVkPf2QvQOQ71Fxii+eMALQ4bj+6+dVz5oofXiYHsFgdlFD8uGJZOByepYXsS+VGQlpDKNnr/L0NBNHEwrO9mnSTRs9hb6HSSi0A4beH3s5lc2mWWZirQSm9DxTj7kLdm9ZPrZMb/eEiDBVhPP2IYLhXvRnFIGaxaBN8fHMD3LMXjVHoce3brjbW7GLQEHHoXZffaLf0jDfzJIPQfdmnft0quEh8193zjfnNwSPrIg4RW8qve5DWVvfyT6KJfgfaq30e08WQnMb4A1BniozBcztINUhfeAt4dHxqwkHu+Fktmc62YeUH0CgJbA8zp+X8rzXVl/hxHug7saKRQUITrWs5IzUy51lPhhYcsdB2T4lGuHImjpniJhhy6bf7BVmWFvXnB5nC+8WVot2Lh1lbJZo3kR3x2at6nuHqMqxr7xyb2o8vsOTzi/pU2JMCMYcaOzcK9f+cPsyusw7xSSvmnr1OvW0lz1UZjG6HYRzfGsFptQdy7DYrHg7SQ0eSUy4SvUklF1HKBBaGF6EPIFRrCRDJsi0h4zCPw/YqG5EgnxW4Wwo07SAEVDtj8Q/ogKIVagj1CFFBLySxOMX07Bdk/0du/Bcw/W+cQnsECtpo/Fu6lmmE9BXSdq2lIAfta0c6wPmmFPxm0SJhF+i9bnSaY3OuSoe809QkU93Hc/YM+LHegU7g87KnHBObd4iiCI5LN9HswsvL70qMZV2TT9eVvbUNp14IgK7N0odE5TlChvhxTii010InI5Tff68xZSwpRtrj1MRujAa+Gyk1z6CO2QSO+/KykW/ocgcj3eQZog6eU+fe5vSi1/4kTmibv1QC/7WBrYs4LC9XioIhTb40OHPeBaDrN0lIOuTfsVrhjMePgSpwzCp3IMie3I87n+SPy/j68C2zdfQgnjjyZeSXUIyY77jl1b9ecZcbbjl51hLLOLAnKpXCyWtrWfm/1gt8ZFkB6zAyGuT/jwjYzRR0T+fbxu3QV0a8RZpgpPN2StuxPq/rfTCHT2sBdGQG1tSCq7hl/3wxUMcUp7urmg2zMOT1XsjH59AJ5098pPX/fVWEMZ6b6zINwO1+7wDQFTcfeM5Q5KvCWiVT6fmNOQvLyeyFT5rvw7T/9SWpXdhHC7EblfHzYKWwpyp3eVEvL3tyKdsNstaYDH3pU3O2uaGK58yEOQdMF6Oynis5M2nvboTVfPcVSdOFUzjjQ8EwVXRGiRk6vFeSvgBj30Om4pUSCHCJNTp96ZDbEP4hQZNoiXoT1vzdSrEvvUHlIWCJdyOK66g4UJFEA4SKWW/CCwVWSv7Suf8+jMWIpJxEE8SmVijLxs/+q4dwkc50UoIybkVPveo8zDFKmYQvoeyXWgDGbuR6xC+U3OIZBqhV53TNMw79jlNfj91Cttl+gI9FUTYaY+R3ptNpAGcC80yjaYBwu0kOtUL/IoI86eaqEMALzx5HoL3gkjIBWsoKRWJl2jZGRpCi2vILBnxAF1YVRIBayGtzl7xJny9iNAyphGZaf3F4RC/ujfOunBtqEQKXHrUnfWCMiz6rGNfE6K+651HNeVbquDElzBvD4z97+o44RsfxzT72UlaML5Axi3HfDW3u3uDtTx3eqMLqB0xLExWW9DcV0ojuFxwamXMwRdmGXDsTtwPXDcedmI7jnKHzA2e5wSUGwxfZIzP5Egjaw9bOj5hkMFZyH4vW08+1MbDBRFQPZOh1eOCeOcMea5zsLH1TrPTOd0z4JyG2Rr9ww7zAHPG7DIIVyg0VHgm6/HDB9Bijfy0o8cgW+taZQ0fe+TOEDZTJOV/hpORmETCzOnDlyQLB8hoyco9uXWur8BQeITGel7mVeab3F1BfZIXlVpfo1MM5Tul+uT1RVkuYmFewfQz+RH0+tTKoMrpex2x5fxXBv17bQn0aLkqaFJXrre3Ir3VW8728dcWli8nlDgwHR9H3A+JifDoNgN/dmy8gpWDQXZEDcA4tPn5ZmemXTqHGa8nTMcpeSE9qDtZ2N+jQYWSNQ4mcdBuXZQapCq9LEfDVwZybUPSCm/NuUGDQoPi4XZUJEJrfjSxH8MA5//nNchl6M91frrrhnLP/e1iVQnfUGtuLCRih82RSASPu2j4uGaQXpEUdttw4xBG/LPapQZj7wgqg9ktI87GrC6n5ioM8ruZh933rjjcr/FwZP14DQ0MFBh17PTViFt5yOLZzKoDNXRlePqyVzH/Z7dOcZ40dEuteZSgV4qTUoYR+q+Rhd42UUJYCz9kYqBh/IR9wHz3Y0+HbsCr3BPE23dAQrHxH9G6TRNmOYSJ2sYyX7IlTupEGtJZpKah3B6RaBd/kcT7/W3q3rK5D7te7O98Y+TgCPiaeAg4iYdT7Ohn2ALlRz80SzO5aVtH6lJSTPVNdsD81K6znGRyU2P3wHHc056487FHFmdbbBS3fprC4ppiShfHJZLqDwIrBp8XLT0MSg6S36qw61zVIXG8X5FnmmAhmuix2O0CMPkrRDsW6QpDdns4mXOHlkXHr6LXiy6Szcvah0cxU66Rh6y6Fq07vzLkeGsIPt+ax1y2EZhPrh8FDd1z6w5xRi7Xzls23BFByovy2i/3KWRd+R4PNw9A9OWTWMKAdV79ddOnYt/jlep1xOeHENDaSd1N35a75U1a8ejK33mUS+Mbleu3ryeB3HL/eSUqjeMfG7zGRm2WBf8uQk50jKE0HWgB36P8Ztkm6cunTFMNv3xzxhX98INnQc0iZy/2Rdo2dh+l39b7b2j5DRtB1cdzw0NhsID96+INrG/4uA760Iyzw/krguwph1ffR7oK2L0R57sJR0mkBcNGWVpj782p0GgQqHtXNaqeNAY5WteB4bevJyqIoVrZd4otxlnmOVjFrseqSWPrikwYEUm8+LM05BHuQ/vpyI9y1eW7KlvXKFM6JhkfMW697LfwmZkEDOvwgtAaMnyycd360wxM8pYdLJHhEJXr151mbqmhuxgC32ZkWh/DHEJ8lBFYFiS7cr0hQ7SSsX4dbebOCraLPepdmg9LEisW86huqdgK5tJ8pcdxTcUqWw6mJJSx39IQWN5OS7IQ+gNCfOrVuSpinnx+zrWKcfKBhE1SegpETDt7hREaC/XNTvnoFO0WitqeWGOT9ztNvLojq0W4XyjgJZ1fEYuzBG3Nf+k2cBYg9RCIF/KAs5/cWd2h2YB79JnQCVWZg6LDqmdzkeZxa5y2dAgQow7fcVj2qQmb0Im0GxGg4WNZYuQKXd7utaWn44UsGJ5IDJjo43nrSwFZDeVQJ7EIfZf0s8w63cBTTnNw0CtFKs4Q4Sjcyqrq7Y2ZfTxS2hU3cwtr196BagdV53bRmPfMmyCbVNazN2ZGkxDLzwqab0ZoIWw4/AXhbleUA3/6hKvhGjf4ZrfrQx/4GueDxgVbfQvg5REaXh1Efco2grbo6qEPVGZXCGnEjC6vfWlbgGMDq2f9Kkqq31XdzyVzW6kNzVXFbbXL7sj/SCiZdX39kTjq+mj7BTtNFVbsV9UdBxEWHafV0HC3TdyEo1gkRjpHf1IcTV2qq+mdUyH/QZhrS0vEEWc0Z66Mgttw6mtXCo6tOrXZGytO8VqxAQdP4OajUs7+xb/zgfkCmM1yG0dGKVrNYRgd/V0JEUPgmFzcWwmsHutc90u/ubyKy3OquYkPVsPQ4cE9pRgzFpDrGKGXMna35p13E21CaKrTZd2PEm4B7C0Be1G21aVPzLbXRXaPRRXr4sc4M8cNrVX8dz2QRID08ENIswn7nARGuXbP9I1b8JTfFYX337a2KBOQ2e59S8ODVsJ4UH4fxIali06UL1hQvOUUgydQkVMT48FscdW8VNoNI/NRGIMcXh5OX+Ej6bRoXIw1yQ3dloYfWyQlMp6ay5957I/s669E85JlULXb2gZFwETrsdP/UsyK+ZTQPHgmJGzKcFToP3rO1I7judYYff21xaFeARmSb3rOVPUkp37ODb5vK9YR6JuRJfBNOlhfFVkmi1ulK/Qw41dKO7pDpNVZtOEsQidR4QUGWIhx6EXBoDlOQihzWYCYNnm5il1Irome1VA270IRhsbjeIuZn2Xz1p3l/sJUIs1PnlChmqDor0iIzw4ojylYyoO/0bjYg3RAvKGldjlxmZszKei2VLw6hdL3f4//2gIydIjZ6Bw0koeMIqXQ/kBt9KZrW4PlGQSkZNFwtxB7smI1HiPdS0a0Fd5ZPDFVQnxfHBVeLBoVVdW6P0+nCgoDGVeaCjJ8GAsjf1OJEVclVcRmWwv867kNPvqQYZsTfC86WK6UVjhPmldKwbcVm2pwt0fsdSBvkRkNLAjDnWXO/CJ1WraFuccxt3hWJy6AoeeFo6Bu0XaRt6ROtAI3fKOb3Bq+UdX+S/XRmb77CHNl/YCHHbf5N1iayglsJDKQYUcq3AA8Dox22Am4JxD+ux7vqWxCryDI1hm6aepWu/N7Kw2TDg2vwjlFQWfsx8tEoF0WhXXO8qNwHPq5CcKx/8uQ+neFzhy5cM0VyqHwubRxQy6II1NY7xkT2AdQehl5PpTMnIRaob2kCegbIQRDfAGX+T0+ZjLEeUL14LnNHi1dlcBLhLM7ZFwxNxbFptJARQWOBC/PCCL2cRaTRxBjO3Zfn96+PsXuMiZb6uL4y1glQptHKPcdiZopNaE80W6OlyWcGcKk5PGvbvDdz9wyYFrtKaT/t31o3IiFdwzK1UnwM4qKlAf5/8bFx5P8+YeEtBulWAZcd5VdEkMAGAq48a0JjS1OEkYV5GSEa3xjjeIsQqE/zzFv+ngxGc8QNmQtErIDg4oj1ZS8AkV7LiFB33N0ZeCcw2GsMpA9Ul5GqKdXS7iIhxrBnR7MWOhZFnBEEK8u0JUGZorSPI3FeNPI6swy67Dr1RIVJtSNMf48KixgWkXHRR6xoaNZzt7P4itpbV6zc+vrBBP3tmHEEF45FIfpFcXmFNzBHh9WYXHI21dMJy2P0YUS8hMiYhuJ7V4EV7zY26flWGlzLlYdlnc1rQsCLVg/eS8cotsvauRPC4/VMLSR0wscW+8bwssVoUeHiz3XYQqmSTG+1TD4e/tRN/sW3GB4sjxL4NrwZlbwr2Yy+yi7ILTVzYkfd+DrdFOW/apm8+vvrgXgNTO9NU4fZ1ZMgWwN5emEB+XenffH1DONGeGVY6XLNX7aiO9bCM6fQlwvcg3xHmtLLfxQAzo6Nxh75Iptf6kXFxFJLJAFiRlcuEoo5xGtqIRNk2pGo66mCcIMHop485Tr1Vj8AjK5AHZ3qaKSSVmC4KfylWxPbqNYmxzvLjb97aKGi6NTIhidpDyO91KaILmR+MhwJb2om5omPtN4UAfasCVQHsExKZErG3AiFNIRGlVUM+RB1Td2R2FLPwfpQwTsq9jCpzUyY8XsZEkLSbUPREhtB68UtiolQn81mRYvqfewaLSLCnkPSL/SCmJ8VQ0WUY5LSg4+BW9uqT26rSF6h7/4gFD4Mp3CryeXYJoNlX4xWeGuGv8cj3PTjDNSnJJKseIDRVcDnUckyZP1IlIm+NAUG8etcu0iliWC2PjT9/RzBPGZA+TfetfJtJVe5jD5upnY0TCUwwwPzIgri5vjMsrwF/A7qLXnJ7KOpB8VBRFPlF1MH8mwZYWqPeN0L+wL2PREpvdWW1BXatShSIxxKCpJVt6pK10xoySqzGZ1Lo5gp9hCBCx/VaIMrhPVbpFScqwtwPzJ2MAQhZeTKpM4xaLpXK7WOTQ2YmJW/P/NZ9J5Tbih+T+NNZsLpwO/L+e9BVGopo9ZnWzOrgiqCqUaTinUNE1wotfb4xZ2vby3/0Pff7QxcEbrD3644u03dbOkCuK74iZPclFStl1lQ/6YYenPSrkucWrv3G3yaXaTVymrOJScn3jJont5fRZs56t+3UT7ChuCV0qPtItQs4UtWPdzzh9r6O895AeJ8ZGNsKD5ZzrX1DkxDz+BM/EBKoFzBtMHLcA8Cx1h+JsaBAeh/BQzt6GE3V9F3pdUPCM6QfItbfqcOUs1hzmenIML9jzFCpMmL71BHDF49XQ2vOu7Lo9aexN45ocOdHWNcc4nHnqsn+a0jo8L+yesYKdY0xoWdXa6tPTqEBf2J+VKElhqfrZBSb5UtGjne0l/GIg2Ob8MITkYjSy+C3tDlQtOZ1zodoV3NiQdrFkcejm2QhwVpWla8Y1spKF+c4UqLr3W9meIdPTg1kD/ZKpRe95P0K5yRxk3BH+CP9gUsctqXc5s59xZ8iQU9eWdnPcnUzvXr1mYpNwwv3djxJZnK6MvZpHZjTf2LYU88SMy+p+QQPwfITHhPk/f4hI28QK95RRDVnrczCPJEzipfjXWLo8BbRDl4u5GW8cOu8Eju4PMtQg8lFQ/ujdUPZKwQtfXn4CVGzlJnmVKbjoj0J9p6sCsxtve4CkhvionzhDTMSE9JTqC0B2ZFRHqKG6LCEqJbk4Ikr6V9XMYvz50zk3lidlyO3COY+42TlHTQo2ZjH2qZen+D5ctdsmtBbRWlm02s1X6t/s6V8w9NTKSnWv/w9k472Qnb0lU/SgfJbfJuxcnt9JKOj0mEdk9QKUWHJR99R/HUG0uOJzulFA1zm5q60qMn0CeQT/NmskiGHJPaVcedgoaYQ0ICjb6lAP7+sD1fGo8I1IaqXV9HJiIaHHly8Z0KP28vdCPSHCd6u0budMWQ3VImMoSyqQBOLFcnR1SkBqXbfZy947/Snu3PEY5qipBn85kCoGaAeMh5sQGLEaXaJrXnmVzlAIombpl/2duqrcimdDkXP3EmltSOBqGGV3stNljIneAy8zdsdlC1r3D76WxewT5pAgGgWs0onZzbbCbm/jqshAo0kDIAPZ6GaTH6VkV3gbB0TiLu9H9yigBsWbhkSpXqp28ZJm1eLn1mAN30yUFGV2tEOnotctw6vjxD56QnaqRMjDqT+eko//x1pQEfZQwhTMiqz7GOt/0G+mtufxs7bqQKZ+aT8f+aCXcv7OE5bzuMt/eQtBnelnKPMobU2c71dJ40uCvVVhJSE4hkvnssPF3IA8jUvEEJ77v3GtlPbnkCvf0LZxc7kuEbGLA4pk5TPK13ioWlUsJQSb5NJ0yldLqeatz6/OJQy+CGbnRce5LRQlJ/41nmZgpSzudG7qwxE15HDd0Ajc/LdndsxbfDJawnMbZ1rgTcl16uWo2KxtzNsr7yQVuow8XS42QTzwWX5rEkV0JR3Lcq8JDTRPKw3dCRweFM8my5UyhwRRITm/fnult8hWsdJh5A4CXWE/gQja93Wx7/hNwpnNIBsd9O85QBYY4bUa0/bpICUhsDgB3vwS1e0lEssfBd/s1bNcPaTMFCbuNJpA4/7JlpThZUo0FjHZz5+o3EDd/Op9AYMt39LN5jSO8CGY6Em5qmZihEew5W40QzK7k62c/34lltz3YoCMcojupRRz62CddNhueOUisN69B1kzEAhRUM5IRUZQ69MvQJz9hLV5y1f31KfM61vLAqX2h4hQux+jd9PXu/a4M7fOpxa3Vxo/z7hfW568vFrOWObvYBTf5WDrlIVpBu3Rge3nedj1Flce4hP9Axsog9uFjz4mwLZgahlRC5bBIHpLVnhy+qlvIbf7dLk+cmu4J5YNCUINP+D/LBswbdXuh3DdBx1BDcxV3HGs88pW+JKErUY7EzbvenpJOOVQQxHcXLtoES6eGPX36m4WpUoHKVifz0MmCQqoeLmTu/U7H4cPkzcErpSuhApeiw+04GSzdTDbm5Wtdw5KYLC3nqCr432a3xSFS1O/IpumjFls24pQuo3fgbIRnXFVB0jSv1DcGvwLC5f0bRznlxQIzAjqhXX11FCyE7TESTcWn/p7JzWnsSghXyVWm3YeuKatPx2a7xItnYR2Ysn2aG6SCPIeOX5p1xAm/gS32gv4E7RfGbSsXKq9OzRjn8hEXBINu0DiiFRdZi4O2ZiXjBKoKTJYQJ3QhMsQQzgY/gOFJGCpsj3KjYXg94gc5oMA+Vyt9Ym0NNfl/q05ZHkWo8z55jOgO1AjlZDMaZVBoKoik+9BIKvf6p2sHL7xfHU4HTsIh3bLEcq1adel3Hk+yPSoeq/dMl42Z7s07cI3vvNnX54AUPF+PeNiIEX5Vc3iJ2Bx9Rl6pI6uf/7rzGcdLJv65hrSDJaImcSYIqJrEWS6QCv28cntavUEZ1bI3iLSM3iPxbIItpUEI+2Q1Ll3A9sqd8EgWFIzOEZJ3vuCwAFe4Z7pf4rS0qLohhnFTRuD1K9bHSzbyXCoa84q3/1RO1bgTjSx9imaiervk+gn8Hfu8lMn+I9e72No70q8tGolbOQPftEWkSOQsIPUw/IRQfhjLm5Of/ukX421ACj2puNFc9Q/A/QO1Eq8z959x4tDY4mwokQNaxYT85tpGVqmNPbEZzvMW8Dmj/kj82Fe2IkDjkg0VTEl+fgUrzutnbXe4q8dzMVVg8+IgDluR5XOhqAxSuVJMVDHvFlGiOCfjfSpW5uFwVckEl4ZyJsPOnHQdy+fSkwRqqC0p1pS+YKTBpmfXNTlsfuVQpNlp1+25k51H4v9CLuMyB37Jfzq9jKDkz5mQA5lD/LE/hG9RC8WKWWtjM50tbz5JwGuGMNarqiiYuEJJOa147C1w9tpSEDJQujJAw9/qMgk/EZ8bnyspHeRy4qBM6UiBkoORLBEv+Vgjk+0dnGc/Aad9KzZNPwnfMT8+Zdp85bm0yx6X2OHblLgrHZHXR82ZuXGrdXJaBGihRvuPHbwZfmB60VomF3LEiHDMOn5UWNubqbaQK79/vvgxwyVzrEzjQzxzYNICt/rAgYWMJ08IYLY5MrNc+vxKvBvfzJzGHu1Wpi1r6tZo/UkAUSiSUAv9DHSgm1J/xoD5J0wxGgSmS5I+JhdxpGyHXIvGbC53iK6rhN60jBLyVGa++8YmVnZWio6UQG9lpcIHimjaw6NLUrVpPvFwhctbmjCyomRmGE+COhf18FMBhDudWiZoM8nLao8+b2Tc3fvhjVKBxjH4w3Mdq1Ic91GjsxMxjQqui9M4fogq3JsrPV2HUs4JJNxHjkCsHSpnXiyKjaOB8sq+tGwITTYYgZ5HnoiWAIIGb2bsp4rtOSUGyKFDlsSEKb6PoM/dF2w67fiRlO4CV7B4ztnjwA1GLLyY2IaPD3JphVPQt69aJDdz651vBBLc0+HMZfU5Ng8NXg+LRr+NmDqIuxAqEsAtEDW/0gNM56qcuLEEbAEFJgC9qD5nS69j7UHpdZQkvIWAghmCn5wZU1Gyg8fg2ZyEOKKFHP4bJ4bPbRqPDhIS8CMByQkg+AaggdEkOAvVafnyCc2H2pBUqL6D1bl8Ei4VsYGlOwdKV/prIKoKUgG1jH6kfxx0hdX2QMbmAJCaGk5GR0prYG6g0JvJScCCEMF8sQiUgKSAXUtmTudexNe3ZidCBAu+9uGUMFADoFS8TjXohyEeKECZy2W21uWQyuT8DGckNRuJXGa/hHv6fYxXWpa/nFXMRDsbNeUhlSx8lrjLCUsjxULWefVMevoCz7AsU/raWd8+whpHUSJ+k10njA8yP+IoIr2vdIHVPI9NEgsEzXJiAJqwjvejLon4/ObgjI9HuIXjlnqqRBQSucfDdsTDJG50D6zjHE37YetJNXPj4DJ2PqH8o/zI39iQGZ+Ypsv2I4/MyNaqn7wOjFmhaiGMDPMbV/vi6hVc0LK0EDng+kBZTo5kTxJ5jZiyRDLNLeE0d5yoaYgugjCdbEEc6M4yQ4lqvr89Oyni2x2Jy449Dl5InVNXj/uzpdVDgWxckAWxxQEGNbDS53axTPdIWS3x0NTm8g3UkUiJdWGhZVGlPlfgUvS+L3zAPs7dYVIditRL3oPl4dcN9aWsnLDa9KoUvds8OBmN9zJEp+RMCPv22BRTogDOxjR7wBORyERNQuZUBPc/NXhWzNNRDny0qDymUEbBQC6UvmXxw10ZiA7Sc6lsbM13b8p6AW5MOuoxr5nlwjV76SbidKSd6Ryoq6AaBK6Jbh+hDJSO0qTP9B0bjbhWqkta45Nok9IUOYcOCTu9wNVwnBoyIVbnQQNaJkjnzgkGn+PjXZXhxeTfqvL6aT1jhUVVNKlcH6+fFpFDddtayGScYcD0XkSSDWuc3PFaQhYGdzMjC+bvsfI33F2pVE//VPZ/WomEl3qWcUyOIg2TdMZP6X5XOO3EDTfu+LCEOE8mHocIIc21IojHDjBEmIBYPrsZSiydh9vU13vRNVbK1AQRyfD0RCF0XXoz5UzlgbruaFfbyLSmO9B2I8UGdv7uB4a3E73kKo3CNThRKRUkO7knthT0F4dIPCg6sIDiWUSoDBtJEGVQLfZQ3+stx0p8n2WKKGNKPR+vEFZe2EbFhTUVX+7ECBhs/OrmDGooMnkpmoxygcqb2kKARhqCFrKZcvKw+KEFuD4LdSaxEFPD5ngSVmhd9pVc4YOymQJZlqMN+C7kxGGIvycLS0GnnCg6l08kJpI0iRu8IiT5FGbjRa/lzknr8d4wf1nmvlil5XsmlIZYD1JYaF3Ddls+3Zp7OPPCH1xTuMVBu8Lj6V6wSy7PYqeOW1+8uNyfKveQBuf/JqomJHsxdwZMWKBsuXIzaDGoUY5JXT3xCqGzNYDyYt3r5lEP+YkzpzERWs4RlvOIkuujFtWBVmecinVMlryo2LV4RMHZtGVgJXYokctxz7+vvm8GnfJY6MA7Gwo1Sj5Xop2GmWPCGZWtyFxb9jPvUsFsfjHpg8qjhpJ8oXRYm5yVQ9SrwnGaBVYwXhBBqyWus1f3+wjQhpmehh9lAtFTIWUMMQC5i0rEQWPxichY4/fZ0Zp3f0Wd9hpP53c21HMl8WzxDznJfAM27VrOGAczKIE/LsXBzVQ1BZquCZlbf7N3zt6/68wsWxhmeVM6rSbxeFH7ulkTFWC0DSKATA1SUDRJnUwyJR4ZFlrinTGXF3+ZzVv+u229m0Qfv3Ku3Za7+M2/B8ETSQQhi6OHDAzfAwmmEnPgKHxNNN0km8kgO/ALoUS4JGLTancq1/z+pidbZBh421NzOCU2N5rJzbNzYagQGoejFjRS2eVglVdAmCQzRWiGu1wDfJz9nMMxzkqWP+bPJEAIBsnYnvNgGWqjdK6mBfqLiCT8lA9qcjJF4SxB34ppPmMsFDppBrMbF47gQrIgPDfFyIu/zNBYpHbxRjNah0CFNPpNr0XMseyKcyAVTGf4ky7iUQi2MFzQ3AVY5oSmiqxc5SpNMFwFUK43Xo8GWXj0dw1SUcvvvnwc6eVknGqZ6HjqtEcG/yiYQ0zVqd0aE0cDC8cwXoF8sf3zCpyyKyKoWcxkZt1VLetOuN4H5IxdkSV2QOuZzzHGDvo0WKdJlP02IZBAObKLOIGcF4uvRrlx29MEWDlZNUKlpaAF1N+LXhmDsRVmDMl1gQq0EkgaY5CkZQ64YgsBNa4ENYKzMqFngrPjR9JBNc7qusIN8gA6O6ftpzP/+8jlusq54OEaaKEBj7wFBGeSe0Ttymf9CHQmalwn33QzghoX2lpy/CxEWxVTIhQwJjPEeERm7NWwJjCdlsdGWsfKpmhdcZqM6f90iO6HuhKc57gwYRNJ9L4OM1aITz4BKqOpkEArImFuZAbAXxHsfrNNpIcshWc7E1YehmjTV8yN1q5GTmOofDfaf96DiBUkz7KPzID9ZURwJMJAnEYvoOMsuBISjCOzs2d8G4ImzPcmkkRQymnvm5iIebaKGbiQ+5FIduNTJ3Ggbk50CnR5Kg2GIKEHJILb/ceiJCZzl0QEISCeXmL00vsQMzFKR0uAyo81mlUK9+xwoXMOFnup5FmmBa9LvYgkndWiDpFnzXncsP2wu9UeTCqqwZXrQBSABCq76/i3NI5gouTkSoaCwMyJS/FaZ04eZWHQJ3R+YG2/f46OSO4yCVYhb+UmLs5GzCPjtOD02UOL/KNCQo1ammeFCQAKWZ3mPP+7E8UXKgobw344S0Fx8eT8oU3H6b1TDMXWEOW4smNLy+I+hRo9xRF2BwD7wIjcSh4huLgKT9AKZqG3p/7Fej9roPsYQ+9Ujx1hicokdhQQO5RBMQk9pYhomf/EL+GgtZ05VVYeVGpr6FQdKGyI1XfNrEUN//5VhBVvuQxGM9nlqUQuopFDr0oJEDRC2+6W9m/PeHkQnhZCCh6OJ7iZ6okZbn02fH1VOFIrNu11KMsTKK2VbRCJjhahIiVrEk2jyrq2qze22oLCovFeglXSz/HjSsV5FLbGE3TOXa7isYMtS9RWuEdFSXRN08z1SibMpjEP02LIa+nSOd0/nHBXg+PcZmGVntcSAuiv8zm1CN66H/euLaDAhohehoKrPa7LOmQx43GxcVIJicVT/3qpbd1oF6YhHMcLY7yIwXIfV4RRiIgxL68hWt9QeMC6rHBS8GTZ78wxZUDxdaL/Mp9SpCXGN0jZQQSovVziIzuC1RucGNu7B2a9h/6a+pI3SagkVOEbgwm4rNwRpMtbNpObSumBlosDQomqTQ8TOc7u3PbSieLLjmKhqaEWX1NPZAlm5uit5tCQkaX7dgf8kivTnV1PSa3gLMCTY23iFpIgNY8Lifa37tjhbVls0VbrEbiYzBMLSyllDqWyRLHUbgZZU8+/EHeIAY38om5qOK8ANULBurfKxnVhfDfaucoWHNZAg2Vc8RrjxOGSe6ma5lyxfLK2fqiWvTnPXLGFpQRpgt22h7YnRK7K15NvvOhwq1ZAKeOSHZeuNWHEkt3GaDzuttMoMusKXOxA98/p2pJBMEC6WDKEWAqp8TC2rZYsAr7LjUCpRm53ndKETyXyar6xgKHSR0mU5yyKOW2p3nYeX3waILut0g19Emkqmo97vA/b7Mw3XzvTIobeuBpjxwUHVNDuQvwa6EiOfvFMfCZixcv/SA0MkFxfF6zbot+eQhmCNudNfWXdS/8/tPzOGkKxIbAHYrqBecrRYWYSHgqYX7c5dPl1KGx+6H7r9ilZVDvP7PUKBqkkaVqB0ecq4XEr0032ozWfBAXM3xPg3x6izMHeKLoYO0/XRjHcnEddBRAGM6EP1EfewqBYzN1YilCVeCyhAqOTCfkEJM8TsOCwWTd6PjY6xOmkeOCDFGVnEbFgnh9+4ZplRng8+gBaTNe5sWwAzYG786HkEd3lybjRwqw2kkDVla0FRmgZd2uQ3NsaUUsoQUpiMwK86upcnThS2xNrbYfc9NvRF5PvpqGSIi267GE7I6WjlQ5gXjx+bOSUouIsPXFa0baRcXuvdNXLjh/rCPo/dFs6ouHF7bs8evNsDHUpWBI1jW65mhTcvWzqlu000YCsviwsZYSYda7paKBDjB772OODEb5FZ7w8ZSQpxsqwVp7yZ68ZOfmE6QkcutuVHgGn3/tHENX1ZPpqJHtsHtkRAzRS/9hyQaHNwOofWO4EeTd4HoNXldkgtvOOqwuQd6lofzpR/NcrjDgRj4V9k7VxFxxhbFeomx24zdTxrstdSMjduwR8MOmerJHkAV8GlM3Gv1HIk40MlQWR1JCdWBBSQAQbr3T8huv40xMcoTlG0sDNyKXNsk+XaRD2kEQ6NI22OR23mQ5mbrpf6IdVbI0MFZJVHN8TRyeaSDe53pDWY/8G02rTomceusZ+4hcEaiqZcAOPQMgBSACehOfnxwOa9POloPt7gv2unI/ua8Fx0kJmBR4FpGJYqQSXXgf68aORVui5Z086M+9DRDPTiiv1TJz2+FTqQgahiJLG6f4b3GbmAKGxqh0m+43ipm67DQJ6hhZLqe5O+Z6G1H9RxTofAv60TxfBeCmIM22epwdDkQXBmNvYVhrxOy7nD6HTb6LoD8Ax7q9oN7KSdwaKdKm6NL0stY7wLSQI2rMGZmNakuGOcURR/yTaQ3FQSgUG/xaNI1r8hCQYHxvFLJOlSu1qawHOM9MVvJ14jpKBKFJls7DtQMwiboDWCUzoIIWCljClz55BT3czw7eSWCQ/PMSndOnZZ7zZaHLlJVkZHhXcf8fa8gj3THpG9YweKB2dBadBEA6GIWgSh9nkUQJoiz2sAtukV3XZKMnCGwfD/TEH6l5cCJj1Y8sRWkxkqj9nXOiSLa6H1v/XPFVY/K4KHn8QB9VOQf9PnLac4lSWqnSi9EYHI9AICHGNbrzLR6j4PluDQ/m2WMzf+ZApnAOtZXlvxPUI7XjjsQZNINtljITmvPzZINlIHnn4/z7ABI/mw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9.24 -0.14, 11.3 0.02\" stroke=\"#48cae4\" stroke-width=\"4\" fill=\"none\"></path></g></g><mask></mask><g stroke-linecap=\"round\"><g transform=\"translate(15.866374832891921 353.5444223741905) rotate(0 6.052953603817983 -1.9429116496323218)\"><path d=\"M-0.24 -0.36 C1.77 -1.01, 9.53 -3.3, 11.67 -3.97 M0.63 0.65 C2.85 0.09, 10.7 -2.53, 12.68 -3.31\" stroke=\"#48cae4\" stroke-width=\"4\" fill=\"none\"></path></g></g><mask></mask><g transform=\"translate(295.9167221729553 350.8886415940534) rotate(0 17.47999069094658 12.5)\"><text x=\"0\" y=\"17.619999999999997\" font-family=\"Excalifont, Segoe UI Emoji\" font-size=\"20px\" fill=\"#023e8a\" text-anchor=\"start\" style=\"white-space: pre;\" direction=\"ltr\" dominant-baseline=\"alphabetic\">1 fr</text></g><g transform=\"translate(292.61669518993654 522.1188781161097) rotate(0 20.209994047880173 12.5)\"><text x=\"0\" y=\"17.619999999999997\" font-family=\"Excalifont, Segoe UI Emoji\" font-size=\"20px\" fill=\"#023e8a\" text-anchor=\"start\" style=\"white-space: pre;\" direction=\"ltr\" dominant-baseline=\"alphabetic\">2 fr</text></g><g transform=\"translate(290.0524130441415 609.3082506139784) rotate(0 18.819988548755646 12.5)\"><text x=\"0\" y=\"17.619999999999997\" font-family=\"Excalifont, Segoe UI Emoji\" font-size=\"20px\" fill=\"#023e8a\" text-anchor=\"start\" style=\"white-space: pre;\" direction=\"ltr\" dominant-baseline=\"alphabetic\">n fr</text></g><g stroke-linecap=\"round\" transform=\"translate(44.51386263710154 245.3210731644674) rotate(0 116.01343289592238 27.24581294424877)\"><path d=\"M13.62 0 C89.57 4.38, 161.33 0.85, 218.4 0 C225.41 2.04, 234.55 1.02, 232.03 13.62 C231 20.83, 228.84 29.22, 232.03 40.87 C230.36 51.56, 227.67 58.05, 218.4 54.49 C141.96 55.19, 58.5 58.23, 13.62 54.49 C5.41 50.98, -2.04 48.08, 0 40.87 C-1.59 32.29, -1.31 28.68, 0 13.62 C0.16 4.86, 7.16 1.38, 13.62 0\" stroke=\"none\" stroke-width=\"0\" fill=\"#48cae4\"></path><path d=\"M13.62 0 C71.76 -0.78, 130.21 0.84, 218.4 0 M13.62 0 C68.96 -1.51, 124.99 -1.57, 218.4 0 M218.4 0 C227.33 -1.57, 233.2 2.95, 232.03 13.62 M218.4 0 C228.35 -1.78, 229.83 4.1, 232.03 13.62 M232.03 13.62 C232.14 20.15, 233.99 28.87, 232.03 40.87 M232.03 13.62 C231.75 20.95, 231.97 29.73, 232.03 40.87 M232.03 40.87 C231.18 51.91, 228.09 52.53, 218.4 54.49 M232.03 40.87 C233.17 49.37, 227.2 52.92, 218.4 54.49 M218.4 54.49 C169.52 55.35, 121.27 54.46, 13.62 54.49 M218.4 54.49 C138.29 54.25, 56.97 54.13, 13.62 54.49 M13.62 54.49 C5.32 55.11, -1.58 48.84, 0 40.87 M13.62 54.49 C5.32 55.95, 0.11 47.72, 0 40.87 M0 40.87 C1.06 32.01, -1.18 25.91, 0 13.62 M0 40.87 C-0.52 32.34, -0.18 26.16, 0 13.62 M0 13.62 C0.69 5.53, 6.46 -1.65, 13.62 0 M0 13.62 C0.18 2.49, 2.59 -0.41, 13.62 0\" stroke=\"#48cae4\" stroke-width=\"2\" fill=\"none\"></path></g><g transform=\"translate(103.64733368476493 260.0668861087162) rotate(0 56.87996184825897 12.5)\"><text x=\"56.87996184825897\" y=\"17.619999999999997\" font-family=\"Excalifont, Segoe UI Emoji\" font-size=\"20px\" fill=\"#ffffff\" text-anchor=\"middle\" style=\"white-space: pre;\" direction=\"ltr\" dominant-baseline=\"alphabetic\">acTL Chunk</text></g><g stroke-linecap=\"round\"><g transform=\"translate(16.50537083759062 255.2300597674673) rotate(0 5.890490086904961 2.4265018841863366)\"><path d=\"M0.3 -0.16 C2.37 0.77, 10.31 4.43, 12.2 5.25 M-0.2 -0.72 C1.84 0.09, 10.07 3.49, 11.98 4.49\" stroke=\"#48cae4\" stroke-width=\"4\" fill=\"none\"></path></g></g><mask></mask><g stroke-linecap=\"round\"><g transform=\"translate(12.951891683175546 274.19405976786334) rotate(0 6.052953603817983 -0.07030584942430096)\"><path d=\"M0.42 0.4 C2.36 0.38, 10 -0.15, 11.98 -0.26 M-0.03 0.12 C1.81 0.2, 9.48 0.36, 11.49 0.37\" stroke=\"#48cae4\" stroke-width=\"4\" fill=\"none\"></path></g></g><mask></mask><g stroke-linecap=\"round\"><g transform=\"translate(15.496722711850197 292.0340558683795) rotate(0 6.052953603817983 -1.9429116496323218)\"><path d=\"M-0.12 -0.12 C1.85 -0.86, 10.25 -3.34, 12.28 -4.04 M0.81 -0.66 C2.7 -1.35, 10.12 -2.88, 11.94 -3.42\" stroke=\"#48cae4\" stroke-width=\"4\" fill=\"none\"></path></g></g><mask></mask></svg></div>\n\n\n\n<p>これらのチャンクを適切に配置することで、複数の画像をアニメーションとして表示できます。</p>\n\n\n\n<p>IDATの前にfcTLを配置するかは任意で、配置しなかった場合はアニメーションに含まれません。</p>\n\n\n\n<p>因みにAPNGの表示に対応しない環境ではIDATの画像データが表示され、通常のPNGとして振る舞います。</p>\n\n\n\n<h2>4. PNGからAPNGへの変換プログラムの実装</h2><a class=\"anchor\" id=\"4. PNGからAPNGへの変換プログラムの実装\"></a>\n\n\n\n<p>いろいろ調べましたが実際に触ってみた方が理解が深まりそうなので、今回は複数のPNGファイルを一つのAPNGに変換するプログラムを作ってみたいと思います。</p>\n\n\n\n<p>ブラウザで動くことを確認したかったのでSolidJS（TypeScript）で書いています。</p>\n\n\n\n<h3>4.1.バイナリの取得</h3><a class=\"anchor\" id=\"4.1.バイナリの取得\"></a>\n\n\n\n<p>まずは画像をバイナリデータに変換します。</p>\n\n\n\n<p>fetchやinputで取得したPNGをUnit8Arrayでバイナリとして一時保存します。</p>\n\n\n\n<p>以下SolidJSのinputで取得する例</p>\n\n\n\n<pre class=\"wp-block-code\"><code>const &#91;files, setFiles] = createSignal&lt;Uint8Array&#91;]&gt;(&#91;]);\n\nconst handleInput = async (event: Event) =&gt; {\n  const files = (event.target as HTMLInputElement).files;\n  if (!files) return;\n\n  const images = Array.from(files).map((file) =&gt; {\n    const reader = new FileReader();\n    reader.readAsArrayBuffer(file);\n    return new Promise&lt;Uint8Array&gt;((resolve) =&gt; {\n      reader.onload = () =&gt; {\n        resolve(new Uint8Array(reader.result as ArrayBuffer));\n      };\n    });\n  });\n\n  setFiles(await Promise.all(images));\n};\n\nreturn (\n  &lt;input\n    type=\"file\"\n    accept=\"image/png\"\n    multiple\n    oninput={handleInput}\n  /&gt;\n)</code></pre>\n\n\n\n<p>ここで取得したバイナリを少し覗いてみましょう。</p>\n\n\n\n<pre class=\"wp-block-code\"><code>const hexString = Array.from(files()&#91;0], (byte) =&gt;\n\tbyte.toString(16).padStart(2, \"0\"),\n).join(\" \");\nconsole.log(hexString);</code></pre>\n\n\n\n<figure class=\"wp-block-image size-full\"><img data-recalc-dims=\"1\" loading=\"lazy\" decoding=\"async\" width=\"747\" height=\"220\" src=\"https://i0.wp.com/engineering-wp.mobalab.net/wp-content/uploads/2024/10/apng_structure.png?resize=747%2C220&#038;ssl=1\" alt=\"\" class=\"wp-image-3321\" srcset=\"https://i0.wp.com/engineering-wp.mobalab.net/wp-content/uploads/2024/10/apng_structure.png?w=747&amp;ssl=1 747w, https://i0.wp.com/engineering-wp.mobalab.net/wp-content/uploads/2024/10/apng_structure.png?resize=300%2C88&amp;ssl=1 300w\" sizes=\"(max-width: 747px) 100vw, 747px\" /></figure>\n\n\n\n<p>先頭8バイトが<code>89 50 4E 47 0D 0A 1A 0A</code>となっており、PNGのシグネチャと一致することが分かります。</p>\n\n\n\n<h3>4.2.チャンクを加工して組み立て</h3><a class=\"anchor\" id=\"4.2.チャンクを加工して組み立て\"></a>\n\n\n\n<p>PNGシグネチャと一枚目のIDATチャンク以前のチャンクをコピーします。</p>\n\n\n\n<pre class=\"wp-block-code\"><code>const PNG_SIGNATURE = new Uint8Array(&#91;137, 80, 78, 71, 13, 10, 26, 10]);\n\nconst chunks: Uint8Array&#91;] = &#91;PNG_SIGNATURE];\nconst firstImage = images&#91;0];\nconst firstImageChunks = extractAllChunks(firstImage);\n\nfor (const chunk of firstImageChunks) {\n  if (chunk.type === \"IDAT\") {\n    break;\n  }\n  chunks.push(createChunk(chunk.type, chunk.data));\n}</code></pre>\n\n\n\n<p>extractAllChunksは以下のように画像のチャンクを抜き出して配列で返しています。</p>\n\n\n\n<pre class=\"wp-block-code\"><code>const extractAllChunks = (pngData: Uint8Array): PNGChunk&#91;] =&gt; {\n  const chunks: PNGChunk&#91;] = &#91;];\n  let offset = 8;\n\n  while (offset &lt; pngData.length) {\n    const chunkLength = new DataView(pngData.buffer, offset).getUint32(0);\n    const chunkType = new TextDecoder().decode(\n      pngData.slice(offset + 4, offset + 8)\n    );\n    const chunkData = pngData.slice(offset + 8, offset + 8 + chunkLength);\n\n    chunks.push({ type: chunkType, data: chunkData });\n\n    offset += chunkLength + 12;\n\n    if (chunkType === \"IEND\") {\n      break;\n    }\n  }\n\n  return chunks;\n};</code></pre>\n\n\n\n<p>acTLチャンクを作成して追加します。</p>\n\n\n\n<p>今回は無限ループに設定しています。</p>\n\n\n\n<pre class=\"wp-block-code\"><code>chunks.push(createActlChunk(images.length));\n\nconst createActlChunk = (numFrames: number): Uint8Array =&gt; {\n  const data = new Uint8Array(8);\n  const view = new DataView(data.buffer);\n  view.setUint32(0, numFrames);\n  view.setUint32(4, 0); // Number of times to loop (0 = infinite)\n  return createChunk(\"acTL\", data);\n};</code></pre>\n\n\n\n<p>一枚目のIDATチャンクはそのまま、二枚目以降はfdATチャンクとしてシーケンス番号を付与しコピペします。</p>\n\n\n\n<pre class=\"wp-block-code\"><code>\nlet sequenceNumber = 0;\n\nfor (let i = 0; i &lt; images.length; i++) {\n  chunks.push(createFctlChunk(sequenceNumber++, width, height, delay));\n\n  const imageChunks = extractAllChunks(images&#91;i]);\n  const idatChunks = imageChunks\n    .filter((chunk) =&gt; chunk.type === \"IDAT\")\n    .map((chunk) =&gt; chunk.data);\n\n  if (i === 0) {\n    for (const idatData of idatChunks) {\n      chunks.push(createChunk(\"IDAT\", idatData));\n    }\n  } else {\n    chunks.push(...createFdatChunks(idatChunks, sequenceNumber));\n    sequenceNumber += idatChunks.length;\n  }\n}</code></pre>\n\n\n\n<p><strong>createFctlChunkでは一旦フレームの表示時間のみ指定できるようにしています。</strong></p>\n\n\n\n<pre class=\"wp-block-code\"><code>const createFctlChunk = (\n  sequenceNumber: number,\n  width: number,\n  height: number,\n  delay: number\n): Uint8Array =&gt; {\n  const data = new Uint8Array(26);\n  const view = new DataView(data.buffer);\n  view.setUint32(0, sequenceNumber);\n  view.setUint32(4, width);\n  view.setUint32(8, height);\n  view.setUint32(12, 0); // x offset\n  view.setUint32(16, 0); // y offset\n  view.setUint16(20, delay); // delay numerator\n  view.setUint16(22, 1000); // delay denominator\n  view.setUint8(24, 0); // dispose op\n  view.setUint8(25, 0); // blend op\n  return createChunk(\"fcTL\", data);\n};</code></pre>\n\n\n\n<p><strong>createFdatChunksはIDATチャンクにシーケンス番号を追加しているだけです。</strong></p>\n\n\n\n<pre class=\"wp-block-code\"><code>const createFdatChunks = (\n  idatChunks: Uint8Array&#91;],\n  startSequenceNumber: number\n): Uint8Array&#91;] =&gt; {\n  return idatChunks.map((idatChunk, index) =&gt; {\n    const fdatData = new Uint8Array(idatChunk.length + 4);\n    new DataView(fdatData.buffer).setUint32(0, startSequenceNumber + index);\n    fdatData.set(idatChunk, 4);\n    return createChunk(\"fdAT\", fdatData);\n  });\n};</code></pre>\n\n\n\n<p>最後にIENDを追加して結合します。</p>\n\n\n\n<pre class=\"wp-block-code\"><code>chunks.push(createChunk(\"IEND\", new Uint8Array(0)));\n\nconst newPngData = concatenateUint8Arrays(chunks);</code></pre>\n\n\n\n<p>因みに長くなりそうなので省きましたが、ちょこちょこ登場するcreateChunk関数が一番複雑になっており、チャンクの組み立てや各チャンクのタイプとデータからCRCを計算・付与を行っています。</p>\n\n\n\n<h3>4.3.表示</h3><a class=\"anchor\" id=\"4.3.表示\"></a>\n\n\n\n<p>ここまで来ればあとは表示するだけです。</p>\n\n\n\n<p>Unit8Array→Blob→urlと変換していき、imgに渡します。</p>\n\n\n\n<pre class=\"wp-block-code\"><code>const &#91;url, setUrl] = createSignal(\"\");\n\nconst blob = new Blob(&#91;newPngData], { type: \"image/png\" })\nconst generatedUrl = URL.createObjectURL(blob);\nsetUrl(generatedUrl);\n\nreturn (\n\t&lt;Show when={url()}&gt;\n    {(url) =&gt; (\n      &lt;img src={url()} /&gt;\n    )}\n  &lt;/Show&gt;\n)</code></pre>\n\n\n\n<p>表示できました。</p>\n\n\n\n<p>以下のURLから実際に触れます。</p>\n\n\n\n<p><a href=\"https://apng-generater.vercel.app\">https://apng-generater.vercel.app</a></p>\n\n\n\n<figure class=\"wp-block-image size-full\"><a href=\"https://apng-generater.vercel.app\"><img data-recalc-dims=\"1\" loading=\"lazy\" decoding=\"async\" width=\"814\" height=\"798\" src=\"https://i0.wp.com/engineering-wp.mobalab.net/wp-content/uploads/2024/10/71396d74dd236a6316501337dabc3238.png?resize=814%2C798&#038;ssl=1\" alt=\"\" class=\"wp-image-3329\" srcset=\"https://i0.wp.com/engineering-wp.mobalab.net/wp-content/uploads/2024/10/71396d74dd236a6316501337dabc3238.png?w=814&amp;ssl=1 814w, https://i0.wp.com/engineering-wp.mobalab.net/wp-content/uploads/2024/10/71396d74dd236a6316501337dabc3238.png?resize=300%2C294&amp;ssl=1 300w, https://i0.wp.com/engineering-wp.mobalab.net/wp-content/uploads/2024/10/71396d74dd236a6316501337dabc3238.png?resize=768%2C753&amp;ssl=1 768w\" sizes=\"(max-width: 814px) 100vw, 814px\" /></a></figure>\n\n\n\n<p>sample imagesボタンを押すと用意されたPNG画像（32x32px/12枚）を読み込んでAPNGに変換し、表示します。</p>\n\n\n\n<p>お持ちの画像があればそれを変換することも可能です（多分）</p>\n\n\n\n<p>サンプル画像が小さいのもあるとは思いますが、かなり高速に変換してくれて嬉しいです。</p>\n\n\n\n<h2>5. まとめ</h2><a class=\"anchor\" id=\"5. まとめ\"></a>\n\n\n\n<p>PNGとAPNGの構造について少し理解できた気がします。</p>\n\n\n\n<p>TypeScriptでバイナリを触ったことがなかったのですが、思ったよりも扱いやすくて驚きました。</p>\n\n\n\n<p>また今回は単純にIDATをコピペしただけなので、最適化の余地は十分にあると考えています。</p>\n\n\n\n<p>良い最適化が実装できそうならまた記事にするかもしれません。</p>\n\n\n\n<h2>6. 参考</h2><a class=\"anchor\" id=\"6. 参考\"></a>\n\n\n\n<p><a href=\"https://www.w3.org/TR/png-3/#5DataRep\">https://www.w3.org/TR/png-3/#5DataRep</a></p>\n\n\n\n<p><a href=\"https://wiki.mozilla.org/APNG_Specification\">https://wiki.mozilla.org/APNG_Specification</a></p>\n\n\n\n<p><a href=\"https://ja.wikipedia.org/wiki/巡回冗長検査\">https://ja.wikipedia.org/wiki/巡回冗長検査</a></p>\n\n\n\n<p></p>\n"}},"staticQueryHashes":["156639431","195851561","2295443436","3007017043"]}