<snapdata remixID="13569129"><project name="U1L3-AngleExperiments2" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return SnapCloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return ScriptsMorph.prototype.enableKeyboard;&#xD;    case &apos;Table support&apos;:&#xD;        return List.prototype.enableTables;&#xD;    case &apos;Table lines&apos;:&#xD;        return TableMorph.prototype.highContrast;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    default: return which;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;if (tf != !!tf) return;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        return;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        return;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        return;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        return;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        return;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        return;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        return;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        return;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) return;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        return;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;            if (ScriptsMorph.prototype.enableKeyboard) {&#xD;                ide.removeSetting(&apos;keyboard&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;keyboard&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;            if (List.prototype.enableTables) {&#xD;                ide.removeSetting(&apos;tables&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;tables&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;                if (TableMorph.prototype.highContrast) {&#xD;                    ide.saveSetting(&apos;tableLines&apos;, true);&#xD;                } else {&#xD;                    ide.removeSetting(&apos;tableLines&apos;);&#xD;                }&#xD;        return;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        return;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        return;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        return;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        return;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;}</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        return;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        return;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        return;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        return;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        return;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        return;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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MyP8dgnKZxU4wWsPySS/Eg2UfHVICJsBDits6MwKDQ6AFAX4OyISJsm51rK10dq6Ijlw5lnY2vfySteKrWa0iPX6e6ARa1iYLT9deEx4JQZZbWl4A85ogo8amKyIBJHoAwHrZD4EfkcH3GhGQ7u41kPcer+SRpkwh+ytjKIsDpTsh4ry40xzV6U6+V8AHB7XdxQgsMgImwIsMrd3YCCw6Ai0I8DwA453wBUtVh+9IqXtXeN4fM1HsU1pQSsXPwqPLG008QeY/WifQHiR8GuCHnPTxOPp9E29I3H046P0k08dZYNe6/dQQfgTAx7N+HgODzUlqIpE+zQl7eC1Al+c6HSePJYPzFh1xu7MRGHwCJsCDz9TuaAQWOYH+BFg0cYVE5XSN8+jl3U42ayLRaRBxO1HyNDI4se79qRBx3swiP6RfOKnm/VJxN3i8LlO+hok3RDQndBp2tJzrxzuYzNXYoavGcy5Ejsn+/i6YbEh26PF2wyYSXgLBV6omdDr9wvcXOXTrwAgMMgET4EEGarczAkNBYAABXg8SPeqED8+SeZcisleA/wKRbTNhrLGzisgEoDQTWlxBWyTrsVD4R83nq4szkOeQwbfq5yxxeK5mzspenwEGm5KUPtdJtD1Ebu0dXPJ1+h0XNxff4umQcjhTevB8Mf3814eCufVhBAabgAnwYBO1+xmBISDQvwBX5U8m7yCDSvlAEfGyCkjO7svgAyT/0yvO3btCsuNpyLP0CnXiHW4KQTnUKATjtclxNYk3RIofgVDjeAuuj76VmPRlEc201fE4IMum14n8ln7hC03FN+4+FvSmVN4n/wjk9m4WT1yZU2fnSgiCNRkEmlbTmhEYNgRMgIfNUthAjEDrBPoV4FJ4CDz8vJGoiRTXhVCdnVTxXqJXcJ7QWZM4vBLEfk445QyykCXPyD5RGyY0jV6hT+INkei2noILrsKR4Df08+XKRzUTlCT8CwC3E4f8GyxuSC6u5RH7NJHiFyC8omqkD4L5bUnO6Y+aSPHzEF6a2sPJU8ngB61TtiuNwKIlYAK8aPna3Y3AIiHQrwDHxZNAuoQUIufQL1SOiEXCAyD4dSaOV9HPZ1ms9FLpgESzAGS7Y2xI5isZqVzijZyGK5V3tn0Sb0ipe2d4Xjl06F2wtC45Xj2qa8VXwqMhyJymGIL4n0ZJPNwUuraB+DdVkoIAz4HhVuTEys69sWhHmmxEd8zue65JxadFskB2UyPQAgET4BYg2SVGYLgR6P8IOvwZBF92IpscSb8j80QGJA7/D8RhTpB4PBlUjnSl1L0jPK9c+u9f9PLlbFSZlkdnQaQs5vfQy9ck3pA0i1Wk3szlsoQ/IIOaDFxOUMP1IXi4wpRseF16bbG4DgL+HcBS7nq+Cua2JFlT27ivwEenQqTKMUtmgfg0WXhyuK2ljWfsEjABHrtrbzMfwQT6FeCkeDPAHdPpJfJZ5grXlKcqSagFDVxlJHIrMihXTFJxvhzEl7L3ppDB8ZXPucQbmkDDCSG9Pchc5gntrhKJvgWRs7LPvAS++zFymfeqMYvIeEikaSnLyTPuopf/RKOlEOlaNcty5Qo4AG+DshVZeKrZ0qUhSkn0YxC9ua+J54F4O3Lcv0bwktvQRyEBE+BRuKg2pdFPYIAd8COQLKa2VNqM+fHTnUCm4vdOdoRcAoMlSGq8sL6Xg0Sa8tE5RBGbkfn0c+798CgIyrWAnweDdaqdn0TkA1nYkcuMRW8fMudiiauaSHglJLMxg2+A0Ybk+HJSkMqVInOXg+iPA1ZlueJOZOAKSDRoIm8vDpn4a4C7Vb39KBjuSE58ffQ/FTbDkUbABHikrZiN1wioIMbFk0G6+FyRU6qLEEgSqm00E9JgZZKpwIl0bgnJ6XGutkfp5ctZpHT3ui1E1ClKd8avksFKZdCZ5/QzvZm1+ia9qIvNbbirzRyienNON01fKYtBojsBlPNPJ0jkAOYK5dzUfZ4BEVkWEqnteaPeN3kTmNt/IEcte6CMQLsImAC3i7z1awQWgkAzAc4cqTSDlP7bjsFgXHmnKnF4BJiVKJTk5/Q7Dq2IbBxeVDm2JS4g80f0CnBpd0hybfb3d8DONaozWomEG2Q1gX0AJRCbkPleG6/bYa8OiZ7ora6EH5P5o+oRiDwYQNabCsiulfeIY8h8effdSHxXgUR/BuAyc6W/NnApvOCbA4UoLcQS2EeNwEITMAFeaIR2AyMw9ASaC3Ba+i/LIiWv0Su4KkFu13wVyL3TvxCHkPnL0tdFCAlfAehsreTWZFDeKUOSUO3EW7ib1HpVu5eiv/UUXNg6E75L6Ofrag+nscdqey7vuJ8Eg43Lx9/V9KT6h4C7+Wn0CzWZumquF1kLEv4Z4Iq94itn0K8Nn2q2QqmdGR3zSL459KtoPY51AibAY/0JaN/8lwAQALAvvgVYg+YCHG0FEa2EpO1BevnKkawkxecBftCJrHyMLKTxwCI1n3kDDFYgGbv36hJvFOO1Oa438YaUivvC4++z/t4Gw3Xr7a0SF88BeVx2zVww2IBkTfWlbBy1nsvET8n8N5uKZ9T1Cfi+Opg5u3M6Lx5H9s1LXX8PkdlLIhk/BcTBAN4Ck83JDi1gYc0IDBkBE+AhQ20d1RDI5T4JyuVIcDTieJrRmT8CTQW4RhDlj/QKuztxk+UgUdkRSUVwSZKl9L3qtJHEpWS+kmdZJLwKgmzXzGvI4LPlkYqktloV8VUy8fsWGZxTPRORaAeI3NIrkDiKzP+4jyDG4dFgOS44HdV1YF6zXKVj7HN9qbgfPP4MwIRMebuQyFeYy1cl62jMVEQmQ8KrAfaGWZGfJIM75m8V7GojsHAETIAXjp99emEIBFgPiTcV9G5EqaTHjHMX5nZj6bPNd8BV3srExaTLkyxS2hmSlBNk3Ekvv01FSKtrA8fxpxiMS1M2isjKkEh3hflMYGsSb4hEP1AHsOw+T4P/mUyu1FUl0Etndt+sIAN+T+Zdlq2qJqXi/vCozlnl7yPNHf0pkjUhTL33Ted4LgAvE993eqo2fbYVAc1CpTRJybjKEJrksx5Lz5PNtT0ETIDbw9167SWwOHz/bFC2QCnZB0DTGE+D1kugHwE+D4Kj0ytFvk+/cHr6x7h4CkiXhrFKcETCTSAohxu9DQbLV5y2JDobIuVY4JrEGyKyYhZ25Io20NuJzPXudNMcIKEKeTkP9StgsCHJcpWmbIjR1tkO2ZVOTLNcBZpoo+a6ivjGxR+CrLIJcyaYbDdQgg0RWR4S/qISH+0G/RbIL5K5cvIRe8SMwJASMAEeUtzWWVMCvv8FQE6DhymIkguNVP8E+hHgP0CgP2SABF9iLv+rVICT8E8APp2J5V5kLj32l7h4BsgT3Ou4nMyrTVR3v+8DSi9CJEu8IXuQhUriDZHwNxB83o1S/kSvsH31iCXuPgb0dJeqLUbMTzAI7qm5RoprQagOXpkNV14Fky3JcX2yXKVxyojPhyTVNmGNR/40yZf6oyXSvT3EvwyQikMagDvAQEOULD7Y/rG1jYAJcNvQW8cNCKyKnP97CF5CHB9uDlrNn5F+nLD+3hPP61JExvGnGYxLY3slid4EtEavCm28alnkJCk+A3BNdz13ZBCkpQEl7j4a9MoF7msSb0jUuQX8XDmDVjcoG1TvQEXCyRBUckg3KoIg0rVKluUq817W3WiiWa6erp+1szWHvwK4R9V7D4PBTtWVnBp8rgNJqHmx3Q+MciO/QwZn2r9AI9BuAibA7V4B67+egI+cdzKEB4LcD6XSvYaoL4GmApyEmi7SORdF8hEWCk+K22lmR/syi14hDTeqy8k8Ozt+7k7DkhA9B0HmMd2beCNNyoHoPgg2TvsQnEs/X/Zw1p3zREikMcAuJpe4l8y7EKasuTKEec1yVY7bnQdyx+rQp5pr0XF9zzH1JlUCegOQ+0J/CTZEZDVIdBWADau6fgnE3mReQ6KsGYG2EzABbvsS2AAaEsjl1Db4S1B+hVKidsyG3rBjlV4jAXbxvJEm4ehw4pd6Os+uzUBV7RkdndyjmOVsWpVavFIq7gmP5fzRNYk3pLrUIfgfMLcuyUoJQYnD34Dlo2nN3ZyGHFWOlDPPabUNl8OjEtD7PJkrhzJVCXXqBKYJNtwO3Qn+JfCCI/pLsCESHgThFCA7PncwpoG5L5I0R7+x+o9mGM7bBHgYLspoGpJ0d38QBe8TQHQLOeG1+ZzbMsj5/wdgGZTi/QH0yRk8n/cbNZc3FmDdWRbKJfreo5dfPNWsOPwpiNQbGsLv0w+cY1YSagjRuk6fvF3J3A3Z62qr3dxd35t4Q0SWhJSeqNhS6X+T9H9a0UYpHQBJXKlDd8+9ydzU3vc133Qa/pOGRrlrcDSZ/9/6hRHp/jDEU/GtpMQEeToZVFU4qv2UaMGIJDoHzCpBubcjrf5E5n/Z6uKLzFseCHYFgr+Q1BMFa0ZgkRAwAV4kWO2mlS/dJNQKNKsCeAciZ8PL/4RkJVSlJVKBdwQSqmfvtxDHfRL8t3SPUXZRQwEOw/WRq5T5e5pefm2dtiThjMqOMwszEpF1INE/nQhqUfucej931ibeYBHMrU0yrSIkUvwRhN/JUD6aZbOK3Htdq0FyjwPi4nKJi8j8N6qxSxxeCKL3NZFT6RecZ3ZVE4m2hIimvnQ2a933Co+jH5Rt0n1WMztO12fDHZu79gQoezeyKzd6HNJyiomm66SWXFwKkJfpFVyMszUjsAgImAAvAqh2y14C0ivA5e/SZ5HIscx1lGNSW8W1DnLeNMC7NYsZbhgj2urNRvp1jXfA3TtDvDLXv9LLfyrLDf3f7FhawM73ax5nkei7EEl3whC5in5h3/SPSVF3qFmyDbmGXiH9s0j3GoD/aM+OOBNYbkMGWjBB7b4BED0AwXrp/YhngWB9FfQyZ5HoFIj0ii1xIZlXR7uaJlLcF8Jf9CbYQBcoh5KF3zZbM5HoeAhOAaQ3tlfwf/TzX211naXU/Rl4PLfikOY++AK9fLkaU6u3suuMQMsETIBbRmUXLgiB7ChRj5Hra77+GZSjyYLbhbXWJsD3zwRlG5QSFYz5+WxrPYyQqxoLcOnLkESzQ6kIXkHmD6xLJfkkvfxHnNCG6qXsqg1lNYOzxBuaR1pThAJxaXMG4+9Lr5foOohkZf44jV6wVxmVxMUzQX47+3snKBtW1+wVCY+EoOqYObXH7luf5Sq7Tne5WYINvANyz2YlCNMSiBL+EmB1CNRsJMmBzHWkx+kDNZHiRyDUQg8uRKu3/Q1MvkJ2aBUoa0ZgkRAwAV4kWO2m9QSkVNwbHs4GqMfR5VYE8VOgeCa5WOs5oX3/s4AeZ+PHiJI+aQ3HAv3GAlxU7/GyU9XZ9Avflrj7G6Dn4qoFV9DPHyjd3Wsg75XzHs/LvJ/fq8vZXEm8IVHXtvB9V6oQnAuW1iNdPmiR7p0g3k0V5nWVi0RK+0LkSkC9p9Pj7unA7O3IZWpOMESqHMLcda8CaYKNholZRKJPQfBLQFwBCdf+Dpb2J8e/OtAzIPLeMkDhBEh6JF7ovV5eQoJvMVcwU8dAEO39hSZgArzQCO0GrRJIQ1QSzfnLYwG4DEquvQHiNCC4ZD7Kx62EnK/1YV9HKVYHo9YFvNUBD+PrGgpwHP5cqxylwxZ8k37+pxKHv+05ElYHNt0Vf43MXyISHafOVW56ci29wp5p4g0p/QuQJdOXE9mDucJ1IpLPjpc/5i6X0+kXUkcoV4O39Cggy7t7cSq9wOWNdrtmteVqXHHZLvwsUNyKXKyS5UrkjhySLc4DUX0c/RyK8XYcN65Pgg0RKQAlTYH53ZrlqauJ3GzpsuPyr0Kgc3A1k117FyLnwsufb57Sw/jBH2VDMwEeZQs6EqYj0rkiktyPQBxQO175B5gcTY67vcV5eMh534fwIJAHolSqlNBr8fMj9rKGApwUbwG4g9NCl7lKJHwGkoXxEBtpDKwkoR4rb5pdtx9Z+L3UFEOQ58H8OvpjSOLwSLB8fKxpH9Owo9mpwCahrlOWU1pmgfnJ5cQYmelBk3UyE7UHAAAgAElEQVSUHaleQTHeiuN6s1y5mOGS7mIrx9lawQkMdm6UilK6ulZDwZsK0B2duwm86hyt8uV0mk3XVKTrkxDv/J6QJPdjotwEV8ArfbeVnfOIfWBs4MOSgAnwsFyWsTEokWgziKj9rTfJgvtSvQ7MHddyCEgOm0H8K0D5TRYznHrmjubWWIDDxwA4caEyDV6AROUY3S5w5lLoWm4ZdOQ0Llf/7Xfj3XnLY4kl3oVEGm6zWvbZY8j8+SKyTBZ25HaK9L5E5lxqS4mOSXeMrklWQzjNjiXSuTLE10Qb5RCit7L8zhV7qrt3dH3lh4C7zR/B/AGNijCIhIdA1ISh3slZI68D5h5ELpn+IGjWROSDkJLGBfeGP7mL7wd5NBmkdm5rRmCoCZgADzVx66+GQJo8Io6+BJ9aC7banqfZkX4MzJuiXrstYFsKgf9TCFbKYoZfbuEzI/aSJgKsx/BZuslgJaC0blUpwPvo5TeXOPwmiAvSiZM3ksEuIsU9IVWJN+Z0rsElUk/p8yDiCjsA08Fgc5IiEm4AQW82KfJMMkjDk5ywhiq+5eQZ8xCXdmAwvpy6sizQf67xOCYuAoIj+zpmyfuQRFq398tVixWCOILMq3NfP8I7e0lggh63H1nlVa3znolYToQf/FLnM2IfAhv4iCdgAjzil3B4TUBENLH+O/P7xeaSKITHg6z9soQebfrfB/zWviwD72tIcDzA7yCO/zC86AzeaOoFGN4bZ0GWm5ftbEtgMA4ofQciP3Ri64rbSxL+DcDW2WsHkvkrJAn7JN4QKa4LeA8itbmmn99Mj3lF3nkfMFFDjsppJKfTy2+Wia+moVRnrfKJRgx6+5M5TQmZNhFZM8tutXKFhshp9AtVFY6ya8Pw48hBnaGqQ4GeRiR7s1B4ohlNl0oz/hIkPg1gdQGGeRD5Mbz8OeVj9FZXxN0TS5McU74GrfKx6xaMgAnwgnGzTzUgUCUKL0CSS+AVfkGyld1r1Xdx9wchPKcu8b6+PyM7LmwlN/SayHlTIfwb4vh7AOaMtgXrK8D5KyCRhhCpzL1Kr7CSJMWbK+X36O2HuV23Y0LHzJ6qUzmXIap7eaDjQxCUj2CLYJAm3pAk1CxUn3K3w6/p57+Y/jEOrwDxhYznf8F4Q/WIFhEfKP0BUmXPJY4i8xUvdZFocwiuA2SZsh5DkmPpd6gZoqaJRMf2iP8ZlZAoN46fwwu+Vr9Lrv6g6yM1a7hc1b1P1rWgHE92zFdmqzT7V1I8BPQ0pviDWv+YfkHrCVszAgtNwAR4oRHaDcoEJAnvAPA/FSLkO0iSyxDJJeyY3y++aJvsi9Qld6h0gt/AK32nBYeZcch5p/XY+XbM6gw33TGNxBXsK8De7RDR3a22++nlN5Uk1LSUmf02+TDgbQ1BFifM28hgB0miqwFxiTfIqWSwt0hpF0ii9ll9cXbmeDVTJDy454hfk2Rkb8k+pAvXkTj8SY0ns8gP6RdcSJTLorU3hJcBmJi91IlEvsxc4Xc1yzt37gcwPtDKR9v1vs53kSRfUq/sZmuVOfadUfXjoHzpY9kPN302W25pCtWAX4XnHVwpyeg+fSe9fOZ41vLt7EIj0JCACbA9GINGoEEKwfK9Q0BuQuxNYRC0soPNvrQlQFL8Kjz/exBZrmqg74KatWj2/9bHk/aZjO/vAsj58HAhoqRPzuFBm/wQ36iPAAuegUcNy1K5uw7MH9e7I9ZSf7llIZHWBHa7WuJQILgtc75yiTeIzYDgH0D0SMVzWuRE+oXTRGRVSKS5o52ACn5GP39Y+se4eDKYxR+n9/EuIHNHlJGIhIdDoLtSP3vtbZB71Fc/cnV7NQsWq30B7s3q9vapEZz2LW8uBixxFERqQ9vI/yCJT4dXmJ/QNkgUbQ4/OQ7gzgDydcv6FmLuXl/XeIiX3robRQRMgEfRYg6HqYjI4kB0gMahAlirwZjuRSJT4D93E7lu2MqYRWRpJNF3sjzCVUkT8BLofYvMDZQ0YQXk/N8AmI1SrEeJlTjUVvofjtc02AHPqXglCy6CyN1Vgnwr3uv+PBYbp8UwVFRiMFwRSXAsyKyUIO+mF2wlcfEEkHr0q/L2LzCvXtURJFKnK1e4AXgBDD6qOb0l1tzJ6E2GQk4Fcp8jGTtxjk4CperIVl4F8enq/Mwu1jiN7VVzQW8TOYN+oTbet+bt0t6QRD2ja5O7CH4KLzijukpTf2so8kQe8Yd2hpeycEUoattTcPe8or8SiMPxObExDW8CJsDDe31G7OhSm2Bc3BGep19q9Wkosy9xXgzkLmvVTpymDYSnnrlVx5Mporuyqjpah7Z5y3knQHgoyINRKpWPa0ck4z4CDL4PxFHpZMjvIJHlKn8XORUen4cgDSHqWY87wGB3SKS7yiXcZ7zdAX9GFnbkQn3ofZbMXSNx8aysQIG+2A0mmmrynyKpAGoZwXLqyPvAYDtNZJGufxJpgo3KThiQ58Dk02R1LHDXqhDvOoBVpgZ5HXH8WQbj1TmsTxMJJ2c7audMVm7kn4DkmFbTm6b2XZT0iPlrdUUcyne8E0ymAIVbyz8oRuTDYoMetgRMgIft0oyegYmEGyGRY8C0DJ2rVdv7rfkOJLkMXv5ikml6w4GalLp3hudpDOqHq64tOSed8BRy4utN7xFgI4inif1/j1KiNuKWduEDjWmo3+8rwFgHpMtCRTkAQs0Olnong95OkPgb2bGqHjVr1qkAgnJ1oefA4CNA/FNIcmg2l9TWWWsPTrNvHEe/49zMoeo2QDKbrjwL5rdUL2GRNyYCS1wGQSUrFsj7ge5da7JglcKDXQEEcT8C0ibXgvlDSb5dz1Rk7geQ5E/KQpLUkazcnkGSaIGP3pSY/SyIiKyOJPwa6B1cWzM4/VAXiGmI8L/M53tDrYZ6ga2/MUHABHhMLPPwmKR0dq6Mgq9ffF8GpJwhqTy4EOCNIKa0khghLR2HkgrJt+BCn8pN7YtnAa9fSK7UrOzhkvD980GsiVK8H4CG9sXhQa3xKPoIMKnFBNzxaZzsCF8rR8FVB2LwYUj0aNXfV4aEd1XychPHpHmURfM0qzczSiA2Qmf0H4xTEZIslEeuo1fYw4USle7u9WaWV8B4S3L8y6m5QKI/1h7lqqjO+WLZXp+FMp0HwcFVsytCkm/T7+iT21vklXHAB77ZU/NQCz70rrUT6bOB3AWtlLh0iV9wHCCf6Wvf5ZsgLgVyajMeMJf0cH42bGwjh4AJ8MhZq1Ez0jTvcFL8IujpLq16F+vmSN6DODkXfv7GgXJDpxVxoIn800QNZScfvcvToHcMmbulKbjA/zISOQHgDxDHmQPTyMDcQIA1TMjZQukdAEmuyGbyPCgnQlj2Nr4b9M6HJNdk778DBh+ERFo9aMv0NcFF9PPfqPVq5+tgTo+JC5BIk2q4ON40LjbeSqsGiXSuBMlp+FLvmjrbqSbYcDZhCdfX8ocAq2J7NfUlNHVmH091kdKOkER36tX+BDGIn/ds4k8m2fy0w8UdB4jDz8D3NKxpiwar+yQkuQhewey7I+PRH1WjNAEeVcs5sibjYkfjnQDRbEW19jynBC9AvIvhDWwnTrMzgWofrruP/MnZhwtPNqGzOnLe1RDejzg+YaTEDNcIMHlKT1rJEypJM4QngHKmE0hcBWEOkD0dUh4Hpn92u2WKOjE9Cil7UKce0+siKX0RlLMqzMitgdxTmfiWBXYu4tL2DMbfK9K9JoSa3ao6wcap9AuVGsBZ+sopWbKQ7MeWhjUF3yBZrF4fkeI6zs5bHY6UCv5dgGiqTC2n2LS5+N3SwWDyNYAfbHDhHaA3BfDVvpuMrH85NtrRQsAEeLSsZJvmIRJtD7AA+H8lqZmYFqiJhJo44RgIdwOkr52Y+kVduqRcBq9ZJ1Iq7gtPj6CxStU13ZkX65lNPGM7kPPUU3d3eMk+CPGPBZrEEH6odgeMi7XSUdb9bAiuB3FgJrgngunRrbPVUr4AoXqEayuihE0Q4HpItqOV5Hh43p0QPFCZjmjpx3dPhSxxW9XRsma5+hyZmypR52bwc3rsXE6wkWQJNtKwL5G5y0HyanffthcRtW7vocwVptYKb+rxfkLm8V79HPwbiXybuUK/2c1EulYHclrt6JCG9l2RaxHzPOb7F/ABxH0CUNwWJXQz6NDQLmtGYIEImAAvEDb7UPrFWiruD4/6xao7k05IchsSXAM/f8OChmukifwT/+s99WD1SLnatqu9aDzxjbpz6c9OLCKLASXNYawFA6rKHvI/oHcq4F3a8Gg7l9seSDRP8iUopceew7bVxt7K9QB3zQb7z8wree1sXfRUQG28uhu+HwleBsvOUZwKSf5ZFcP7FBhtC8lpLufVs/vdDwZbIIl+1/u51BnrSPodPxEp7gXhL6sSbMxT56Zy+kkpde8Ez7+0pm4vMR1IvlCdlcqVCUwOgyQnAlUx3+S7gDqL5bRMYE0N4VrhVvtuGr/bwL6LNyFyaeboN3NBFtWF14W7QLy9ANGKU86+nsj+9clEFuT+9pmxScAEeGyu+6DMOksXqEeK9a0I8M+gXAN0/rHFYgo190hzQyP6Yk+mBfXeLecdrr7mnuwI8aZmdmIRWRGIzoTg83UDfDTLjnRng7F/ADn/crc7jL8CQLNJDbtWJ8APAdwgG6TaZ/V4WUODQpA3Q7IqQIQWq9A5OQ/iRPS0QDNjLZ6J9Q5I5AAw45WKX7wB4GkiDc3R7RrlFLJwskj4TUhaqrBse39LPd3J4J4stvcUiNrYq5rI2fQLuiOvNJHof7KsZx+vuZb4LRCc0Mwpyol2vLMTXjSw78pTIC8E0vjdpuLdbHFdmFK0O4QquurkVp+YQ4/0j6cfNPo3MOyeGRvQ8CNgAjz81mTEjCj9AkxCTZDx+ZrKNrUzKIH8K6BiHExrFF7S34RFxEMc7pIlSXBOQrXteVDjiedd3kzoJercArmcet3W5QfmNLB0fMNj7Zx3HIRfAfkVlEqt1icesrWrE+DXAC6fda474I9kf9Y0jKv2ngKIxtuWS/LdDeIVCNQLXLe0t0K0DCQuqUyC3j6ArK35j3tf40/I4EiJiz+Asz2X2ysuxrfjGenqWhUFX1NZfrRKZl8HvX2qs1+lx8WSO6diny5fTMxAqXRM8zjgtMrRQVn8bnWhhvIdbs9+nN02v/bdLOnLXmAquppysjrcqXc6xDM9z/yVQE7NGiMylG3IHlbrqCkBE2B7OAaFQOoElcjuWaxvOWNS/b219NudkGQauuNrOGGCZmZquYmEWkT+aAh2S71xa9s7EPkFwuQSjhvXJ57YCXl0EDz+sDesRm/AuZBEK+RM6VMhJ8D6EE8TTVyNUqJVhYbNF21d+kf1MC7vQjt7QnPGZ6L6bNUPI3VC0xSP7khecC4ITd+orVuTbkAS9ZReLHtfj5UfBvGTCmaRq+Hl98/KA/buiIFnweDTJF8WCb8EScsdlnM+l+s7f5WaHtJ5Jmvlq+NA78jeOOJ0LWYhkR/ADy5vJJzS1bU68t5XQR5SUxe4MgeoZ/d5ZL7/hCx1D46IhllFe0GwV1YpqvH3IvF4Wqsact389tHyQ24XjikCJsBjarmHZrIixY8C3u6QZA+A6/fTq+7CpgGlazSGtNXRpXZiBN+AiNqJewu0uxvosauG1JzbyE7sjhXD4wHvCIhM6O2TM0F+D/B/XVdK8X3w/bNBrIdS/DkAL7U6zkV5XZ/8y5XOOAdQe2XaNOWmK8YAKN8sdAiaFUuPZN3aaKgQobu9dbJrNXTpZAg1c1ZZ2O8Bgz2RhBeA3Kdqbpr9Sn8QFYFIj7jLlZL0km616dLvSI9oszKBB0Lk9FqbsDrvJT8B0jKBfapnpfG7gIYR7dIgfveNLH5XE7nMapV5mtsapb2y6k0uYUnj9hCooptc1yhMqtX+7Doj0IiACbA9F4uUgEhxLSTe7mBqh9Qj4GbPnJYbvAaIr2m1ZFxmJ9Yd1zfqasaW53QPKFOAfB87sUj3GoA/BSIqHtVtepbWcnrNq75/ICjfh/CHiOOyF/EiZdffzZsLMDT5iHMQ0qxOvX9WYVsyfZXQer4buUs0vldurkqKEYH4JoRTAHVmS9szbv34M0gWK+w+OxXMHQREa/UUb9A46ipbveaRxi7ltJDp6YUryKCnGL2N/CMQH0d2ZKUU3VvOvhvunIZNNbTv4ikQ82XfTROI9Ipu2WZej1lPaaY70Y2vIzuebdsiW8ejnoAJ8Khf4uEzQRci4u/qjvq4aVaXttEAH4HINHiYWp20v9lM0uNlxLs2d8ZBUzuxRF3bIuerfViLDvQ2wa/hBd8lWe01uypy/h96jsAfQRyrI5F66Lal9SPA5fGUquyXc6uOhN8D1GZZzh4mN1VSVKaa6l3sdoXSu3Mm90uP96uTYegxsxccDZS0ElGtExK15GFwtIalicgkJNGPKmFR5dER/0ApPobBuL/WYJeB7Lv8K5L4PPiFW+pOKhqug0hxXSTIbLrVNumay5XVPT3PwDR48fXkuGFxytGWB8s6HVICJsBDits6KxNI67citzMEepypzlV9PUxTQcATSGQaSriGhcKA8bmZnfiYzE5cf09nJ3Z5p//VOxbJI4m+BvK7VcLjauFKci68/P9qgYHs+jxy3okA9gWTfRBBUzwOeWtBgKvHVG0j1vSN5fCufwEcXxX282hPZaMlIZUY6jfB5GCId2FNXHXqfJW7CBJpTG5v/WetNkX5Blm4UkQmIgmPAr1ja3M98w2I/AheoGtQsamLyGouP3ND+24RhMYLn0vmHxkIdlqsIU08QrXrNqrIpbfQxB93IYmvhp/cRE5o+fh6oP7tfSPQKgET4FZJ2XWLjIDIe8siLuwIT/YDNONS5Qi1rk9N+K+ONrymhUxIKwMlLYl4SF1BdRXWIpDciDg+l8H4+6qEeBmg9J0e2+nXK1ml0jf1ONU/XisDVQaUy6nN9BIg+RlKWjFnaNt8CnB5cDGgKSG1/F86r9cBfsD9mbOBpBNglvcZ6pz2PdD/XtWPEk0BeQzgvQiRn9fE6wIPgIGWIXxRRG2r8TkAV6tQcZmuLgJyWibwzQrzNImHfyzgfQaQesc6F7/bXbqIE/oXSPfDi3tAks9WxTDXL0onIHcgwe/h5zUD1ltDu2rWmxGoJWACbE/EfBNwRdDf9yEgeGZhsl816ljk3aWAju0BT489VeSqvGlrPvEvZzMWFeNae23VZVne6YPhed+AoFFKwntcfeJeO3F6bClUe6UrXt/b7szsw+Vd73LI+f+XOiqVYq0i1G9e4vkG3c8HFlCA1b5Z/jc/pxL/6wT4narMUSq0v4bws1V24LmgHJbGG0vFezrTcRfbKxJ+PLPzVu+K9Zq/gKLpQNNcz1l+5nL93b7xu8RTSJKfwnvv1+UCDo2flWhrJLIHmHovr9QYlzqlJX8F/d8B7/2ZXHL2oK5D6sgXrQkEzw72v4XBHKfda3gSMAEenusybEeVloSTwkNZKI/m0P0nBDPS/xLMQBA8Pli1U1PxjMNPw/fU+/hTtVmtqhCl1WvkWoBXA7l7G/WfeuDG4R7wqKE3DYqua0EAXoR3O3/JJZZIPXHTUnxIpvQ4GK1Z1ZuWPbwUXvDDclgNAu9oiKepIL+OUukvQ7F4CyjA5aGpzVO9m8v//qttxHrN/QDUSakcA6uVgo51lYSqbeXyGujtn+aITqIfgDisJm6WeBbwjiNz6pUOmT17Sbxv/Jcg8vXaYgwVYhq/ey7gN7TvutzhpW2QyJ4g9wC0EEfD9l8I/gTP+x3g374gSTgaC77kgEhD7NSZ0P0nacy1B8hMML9B5ZkYiofA+hjxBEyAR/wSDu0Est3h4/30qseYD0FkRvpflMzguIV3apF0p1HcFon3ORCaCtB59PZtGpZyHUrxVch13NUoS5bzyJVjAc07jaDuFjV2YhEZjyQ8AvSOr80tzLcg8VnwCheS7AawblrUAbgWpUQTVNQUFxjsVVpIAa4eTvWuWGXyxboj3Jch8lvNHFZby5nXg6WjkXBP0P92bXlJao3nc+Dlf0Kys3/7LosQmQpPy1Dm+9jTXUateFsk8d5gmm6zPj1peS5vQXALPI1lLvxN+11Y5iJdqwHexki4MZgK7uTeGOsGdyfWbzSHhR2HfX70EjABHr1ru8hmJhIemsV7ahxpOVSln/7SBAwzkGY4wgzMm/dAeZe5IIMUkQ7ExW00s1LPPXeqinWtv93bIK5HiVchl7szE8rKNSKyMpLwcNDTxP31gl508cSijj/TRWR5INbUilrEvbrsoaY7PJoMtFDBYvB99fjdBKV4XwAVR68FmWd/nxlEAa7u5p26uGqtk6zH6pv0XsQuSHIKPO/RLH2kyzmdNsYgLwP8k0i+ltlly/G7tfbd1A6cXAqUfkrWJmRJaz3H4XZp7mlyZwBLNGYhr0F4Ezz+HsjdXV9RaX6Yp6aPUmFjeGWxpQpuubhEf7fSeOpHQPyBzF80P33atUbABNiegQUm4HYnkR7BrY9EtgbTpBv6hVy/q2zUxzOpIOuxdZweXT+2IF+gInosWPoEEtkLlF17YlU121OjNhsiN8Hz/5BVbqrskJydODoYxOEAeh2HeoXlblDjYv2bgWi9zM5ZlxZTbgXzGnrzNHz/c2kiC/IMRLEmsxj0tggEWHfs1SL5Zk+d5KTO0epFrUgETysNUU8hqpsmVTkaCB5LS0yKaOH7BqlD5WmQFwCBJjwpe5arXXgi4nAHEPuA3L7WPl3VDfESEtwALzU33EdSj9Pnq6U/4BB9HEmyMTxvY4hs0uRIvP6+EYAn0zA0wd+RRI8gGP9PS0U5X/jt4prH2XAYgUEkkIoZSusjwSbwNOmCrF8V1tJfT7rjfLQnJvUBIL4fkBnzmwTBZVoqbelSYmKPxmKaVm6agyS5FYKr4Of/VLYRus+He0Ca2YnxHIiLgeByINwRoBZ66K1/m6Z0VHHJnUVyAnL+73rCrJ5EHB8PDdEZxDbIAlx3DJ2OtW7XyWtAeRuSljnsLRNIzbClBRfytwDRQZC0LGKj4hmpfZfM3VzGkNn4d4Lv7QNRhzdp5nD3rEuMIdOAYEYr8b/VqEWKayPmxvBTm63ubDXmu3HYW+0avQTIIxBvOpLSDOQ6Hl7QKl+DuPR2q1FEwHbAo2gxh+tURLpWAbz1AW8TiGgmJN0pV5UJbDry2SDVIegBQP/vPzA/Ti4i4SaZGGtMaLUjVXWH8wD5U1q4fnbnrVzSeck6O7EKcZopq6+dmPJzRLwSvnrhpvbRcvrHcnapH5588umXn3L6qVoNaD8w+RwiDBjD2uoaDrIAV3erjnVaSancdA0e7vmxsk6d09Oc9Ag65rUIZH9IWj6yQVpQXJXlZ07nLiJLAdHOEPkcQPVyL2ftqp/6E2BaPGJaK7G/vaI+bwUgtzESbARSj843bPlZ09zXIvdDcD/8vIrtK62uh11nBBaEgAnwglCzzywUAXdsHK6DmJNBbAVPix6k3qQt7ErkJQhnwNOdstaVzT3SSviHSLh+6nSVZnlCs2IRuoP9CyBXAd03k4u/LSIrOSesVGDqbZFadvEGJMnV8Ll7b2WhCp5HUvtwME6PSX8BJJehlJy9UPCyDy9CAa4entqE5/UJ8SF+h1iug+ftDaT5mevid9VBLbkUXnQBOfF1ee+9ZTGx8BkI1Jtd47zr433LfaoAXgcP08opLPtjlR5bo7RhepSsdndoek02CUeqvpPGJMsTlaNkXx4G8k8vyHH2YKyl3WPsEjABHrtrP6xmnn2ZqpfphpBki6yIQwN7bJ9hq7g9AUkehOfdB8gDQP6p/r5MRWQdoLR7JsbaZ6MWgbwdkKlAeCMwoROINKnHEQBXbfCBu9OdE/HJSpGDykUy9We/+tXZhx36NT2KnoBSrGI+X5Wg6vsbAgFW4a0qVpGOQG2ft2di16g05DNpJSQv+BW6upZAwdsF9LWkocb6NvMLmO5EV6aRHc81eyjdj7ZIyxvqjlbzSm8McK1+0pn23op4Hok8Ash98PwZQO7RVn60Dat/IDaYUUnABHhULuvomJR0dq6IvDcZvq92Ow0dUrFsFn5UPWl17nmwx4NWj66nA9FD5Dj16O3TpLt7DRT8shjrLqrRvwlN5XiXq9wUaPGAjSBJ43hi/bIH/gvh6r35ltNu54I8f9U11oz+/e9/fx7wjkSppJ7TC9QWsQBXp65UJG8Diaat1BOARvV37wCTc4HCk0C0GwR7Z0UXqo+yy/MUkHdpST8gvrbpumje8NjTY+SNwLSAw8cb/CBoxO7tnl35Q2lcuuffB/h6QrJQP3YWaIHsQ0agBQImwC1AskuGBwFXdCFcJ90dJ9gSTJNF6HFysyPNqoGL5vp9AOI9gKQ0Hbniw6RLuFFRhs7OlVDI7ZaGv4Cb97O7ujstXu8lryOhXq8OX/WF2zU8JQS4WG/qR+2Jr15/w/VX7LbX3hrTekMWM6xxxPPVFrEAZ2NJizboPNQ0UB9uFqVObCI3glgF5J5ZcopG8yiB0BSQ0+BFf+wbdjTn/SjlN4KXiS29yZCmSTaq76/cHkuPkj35e1q/GHnNSKV2bGtGYNgTMAEe9ks0fAYopfAweDg9G9HMNPuPaLWg7P9+MhPQvxdnqv10KEaeJspA12QkOU3Ar6I8GWCjlJP1w1HP36cgeAge7k13zJj5BLlaKoaZ3VIrN2k8r9otmxWLUCexB6FVf5xTUb1zme4mdSdY82/t3XfffWT3z+7z7p1/u2tiFjP84vzwGgIBVhFTRtUxz243TPwNiWbBSjOKNav3rHbWvyDhVPjdN5SfBxcCpF7y8WR43uaQ9EhZvaZb+S56BqL2Wt4LTx3zgn+Q1JKLi7zJnDlLY7HCCoA/qSf/t671JCQyCUzXXUPfJgFSQsKTmMtfusgHZB2MCgKtPPSjYqI2iYUnIBK+DGmWc7fP/bM7j4QAACAASURBVFXItJTfTAhmwsuEWsUa3kygNBPoeG1RxFCKyHJAvCGSeGOQmzl7sizdAgH9MteKQA8D3t1A6WGg8BzmzFkSi4/7DET2Aag23maeu09muat1t9jKUblc/usrXvjmkUfmOzu7TkEUX9bCGNNLhkCA64aSHkPPBdKsXx9uMk4tdnAbiKuBvIYbzQFCjQvXH0Wb98Rhq5OUnlj0hjE1nTDfAJIHQW8GSvF05ArqlVwp4tAqp4Guc7HsWAEoOWFNKmI6CdQ/pwKrBSpaGLP2xtfoBeWCFgN1b++PcQImwGP8AZif6YuER0GgaRarQm7m5w59rhVAv2g1j64KNGciiWfB09zO+nfdUednkaw5Kl6QHkWKWpZuAyTcHEyL0atDTwtfqloxJ3kQggcym+ILQDgZknoAb9dPsQi1Q6tQ1+0g+47+5Vde6drv8wfm7r1v+hWIY823POB8h1CAdQevP0yaxOhyDiS5pceL/Wr48gRifBi+vxFENst2x/WhSY2WrysNdVJHKU/uVhsu2aG29IVqLuQpnAR4kxDLJPhcAYms6HatumP1VgBEs10N1vfgPJCnksFZCzVw+/CYITBYD96YATbWJ+p2DN0aa7l8ujNIEv21vyo8LN9TpGAFMPt/8ypGC4JwHqi7aRXoRG25swB5NT3+TuKZCMbpTvv1Rnmfm3VWlQ1pA8DbHJ56X9cUXehvnM+nu+SEj8NLd7qrA9imabGIFmYcxzF+dObZcuqPzngxKnXviwgP9fexIRTgRsP4b+ohnshL8NKayXoMrbvcRt7h9Z/Pjv7lIXjUo389Sn5ifrKgpdWU3DOY7U4TFVYNP8p2rbqjTf8b3wL6Fi/he4Aeu3NWevzuUZ9BTdTxGuDNAkqvAR36Y7FS47jFG9tlY5iACfAYXvxFOXURWRphuALy3vKIZQX4XBGQlSCsEmlZti7pw8IMSevcvuF2zumOWr8o1Ub9KiSeicSbhXy6m26akUpE3g+UdHesXs56dK1OXjrGgZp+6T4FyLjMU1iPoJsdU/d7r/vuvx8HfPGgcOas10/tnjv3tKY/IOKipro8aaCBDdr75DyI6BHzW66mcHoMPXDKUfVAluQBd4KgYWI5PUpuusMXmb0kMK68O13B2VrjleD5Kzg7u+hrumsd8GShtbmnc9ECHrMgSVlgX4WnSThUZJPXslOYIfFpaG3MdtVoIWACPFpWcgTOQ0QLsHdPcrtp3UlzeSTQXZSKtO5glh/8nQzUq9fZpvVLV3cz4Mvw1DatX7iB7rB1N53mGBaRDyIO1ZZcTvag4TCtiKt+vt4zuqVVeuvtt3HkMcfh5ltuuefTO2x7yNW/ufqZPtvIoRXgVufSCfJBJLq79e4FogdJVwnL7Vq7lgdyK6RHv+nJiawEj5Mgehys683lq+oPt8RqgIvcyYlAHcZmIdHY6+Tf8HL6I+01IKdrrX4Ii7Ry1WBMxO4xOgmYAI/OdR1VsxJJ7XQrAPEKiJMVQFkRHldMd0SkO/p2lWsG63kuAfJ6tpvWijtql34FSF5FSd5CLrd06gELWSezJ+tusFHM60Ktw8X/dynOOff87h223+6Miy68SPNLV4SizUfQOi/1kn4SIrqzfcrZ6/3/Ik6WSW2sHlfKPMPLwrrcgv4gaQBR+1aHrPJJhx4Ja03obNdaEda3FmoB7MNGYBETGKwvrEU8TLu9EeifgLPpFicBvhNpX3dTaaEEZycUPbpMhboFx6uWaetxtu6m9UhVbcGrAbpz1t1eS7vkATt69rnnsM9+n8dH1/3oM6f+4KSjVltjjVvTHeXQ7oC1S3XE0p2w/tDQkKk5We5nZdpKXu8B55pdoP0o01kQ6A+fWUjiV1J7v3izkCvNymyttmttlahdN2wJmAAP26WxgQ02AVftaO4yiAqTEOgRqB59xysiYeYZm4ab6H9a9H3Y/NuY19mJk045FbffeSd+dvFFN2+wwXrHIOF+Q2oDXvjFUOcr3ZE6ZzrRI2DR8DTdtarH+yzMDV/DxIlvzW+1o4Ufmt3BCLSHwLD5kmnP9K1XI9CXgMgr44AVXWxonEyC7y3vvGzTI29nr0yPvtWGPXTt+htvwre/8z0cfeTh4WGHHvLSfHhtL+pB6m5UbeozkUi2a02cl7o6wJU4Cx2ph/B8Z/xa1AO3+xuBdhIwAW4n/RHWt5TCg0Gprn87wmYwiMP1PCCRZXtjSlMnIvWYHiTv3MZjnTlzFr50yKGYNGkFnHfOWVhqqVbCbAdx3oB6m/+nN8lKah9/E4llf0wpC19mLt9yQpVBXRm72YgjYAI84pasPQNOxdfTknrW2k1ARHDG2efgit9cial/+B0+so4mm7I2bAgkOMREeNisxrAeiAnwsF6e4TM4E+DhsxblkTzw4IMYP36CCfBwWxoT4OG2IsN2PCbAw3Zpht/A7Ai6ak3adAQ9DJ4KO4LubxHsCHoYPKIjZwgmwCNnrWykQ0RguDphDdH0F6Qbc8JaEGr2mTFPwAR4zD8CYwfASA1DGiUrZGFIo2QhbRqDR8AEePBY2p3aSGD4JOJQL+E0BWUr6SrbSGy+u7ZEHPONzD5gBPonYAJsT8iwJzBWU1EO84WxVJTDfIFseMOfgAnw8F+jUTtCK8YwYpbWijGMmKWygY4kAibAI2m1RtBYx2Q5QqIDgiVBToTIINaiHQYLr+UIgXmQ5G0rRzgM1sOGMCoImACPimUcukmISD4rhr58WuQgLSuHVeHBVSVi9n9g4iCOypWV05zBSaIl5LQYukt1mMQzEYzT5P1aQjBqtU9nM44+jiTZAPA2h4cN5yO14/MgHkbCx+GlRRhWB7ANRAazKEGrU2nHdf8FeTsSeQkeZ0OS9QFMBqilJAdq6oz1FERLFvJeAA8AwRPzUxLQlTbs1lzertCGlrJMU4WiN1Woy+k9iD+C+F5awtDVmdbqS/oMvuTKGnqzgNJrWZEIrQ1tzQi0RMAEuCVMdpESEAmPguAUAIsPEhEB+EaalJ+akD8VVE1t+GqWoH9mVgy9aQH3VschUlwLwAZIuHlWQvCjrVVG4ltA8qArKO/fB/gvAOFkiLc3INuh+Q+NuZkj1iJNTdnq/BfiOnUqUwesJj+oOAeS3ALB1fDlCcT4MHx/I4hsBkCFuZVcmV0gH0Yij8CTuwF5iOx4fiHGnH5URJYCwkmANwmxTIKvPxglK7yhVbI8rUk8mGUs54E8lQzOWtix2+fHBgET4LGxzoMyS5HwZQh0p9FK08T7rvC9QKveaBH07D9vJlCaCXRoMfRB3zGIyHJAvCGSeGOQmwFcH5ClWxi0Cs2j6e4W3t1A6WGg8BzmzFkSi4/7DET2AfjJfjycn8yEarGsPGELXY6US/g2kMwF0oIKWv+4UesE5DYQVwP5m13JwlDzZOrueHOIbARw3RZ/+LyR/vChNwOleDpyhYdJag3gQW3uREd3y6VJQDIJSVpsQ2s9Z7tprfucVslqsYwlX6MX6PXWjMCABEyAB0RkF5QJSCk8DB5Oz/7uxFSPgcv/97Uou/69OJNc/O2hICeprbVrMpLcZEC2BNMv+w+20Hd2FIqH4EGPQh8EZj5BrpZW7JH33lsWEwu7QrAvgK0B6Bd130bcn35W0i/qbRrUxtUdpP470zq6I6kpH/V0rtvBp0J8F4SzQGye7XIbzavYsx5/QcKp8LtvKD8P7ui/tD6SeDI8b3MINgTwoRbLPz4DkYcB3gsvPbr+B0n90bTIm8yZszQWK6wA+E6owUlIVKTTdS+LdgkJT2Iuf+kiH5B1MCoImACPimUcG5MQEQ8I10l3tAlUbDcAoDuqFsoCitqOH4B4DyApTUeu+DC5RM3RtnR2roRCbjcQe6c7NojG8zZqd0N4HbzkdSTU6/fIYn+rr30PQAhwMSDdZY3ApqcTovPQ8euuvrpFEFwFkRtBrAJyTwAbN5lkCcQdSDANXvRHcsJr1deJzHk/SvmN4HEjEJuC3mSIfKAFYPpj6TEI9Oj674CeXOSfJWmlmVqAZ5e0n4AJcPvXwEbQhIB0dq6IvDcZvq9f7JtCZHKLR7tqf30Q5AMApwPRQ+S4fzfqRrq710DB3x0iewHYpMlOTHexd4GYBgR/BOKNIMmxQLoDrG/PAzIb8FYD5P1Vb7YayjMcngedb9XOl2+D8mLKXrBGgwHeASbnAoUngWg3iP6AwaZNdv0C8i5ArgPia5uui3StjtjbCMxEGfg4gAktwHlbbcgQzMhs9o+QrBH8Fu5hlxiBISFgAjwkmK2TgQiIyESgpAK7ISTZwtltsdpAnwOgwvYEJHkQnncfIA8A+adI6usNm4isA5TKoqt9NmpR6ukLmQqENwITOoHoEIgc0cTb924I7gehNmIde3Wbk+0gR9K/Nw07qhe8RyC4HUx/qGzZANozEFwAL/gVurqWQMHbBfT3AWQLAEETztMhch08mUZ2PNfPmuWASB3n9Mh6U4jutrlWP6cUvbcink8dvCD3wfNnALlH6cKqrBmBthIYSV8IbQVlnQ8eARE92g3XQczJILaCh/V7vGg/0tTOWtO1vAThDHi6u8V0IKc7nAG/TEXC9QHulu109di6UesG+RdArgK6b1a7pYishCQ8AuSXASxR96EiwBuQJFfD5+4Q7Ff3/r8AGQewlePUwQM8aHdSe690AnWOd8TvEKtopp7gu/Q1AfAtSHIpvOgCcuLrmT39MxB8LrOnNzMZPOzEGNPIwj8Hmkb2o21DJMnG2Y8CdfJqwUmQap9+Ij26FvwdvtqV80/396NtoLHY+0ZgQQiYAC8INfvMfBEQ6VoF8NYHvE0gokeTukNsJWZ2Nkh1ctKj5PsB/wGS/2m1c5FwEySyO4g9Aa7Z5HPzAPkTiKswu/NWLrnkbL1OJNwUwmMB2a3B7u0dUH6OiFfClz1AHl0bmsXXgeQhwNsQUI/sSlPHpuH+b07tp9UOY8rjEYBrAzV22Tk9cc/nI+a1CGR/SPoDpT7kKEy5AueR+UccVw0NinaGyOcyp7VmObOfAPWYmtPKn21l3UXmaXzwxkigx9e6U9cdc2vPmtqQRe5PTzL8vHpdv9JKn3aNEVhQAsP9y2BB52WfaxMBSZNRqJcrNoGndkDR3e0qLQynCPJRQHe28f2AzCA7nm3hc73qJkKgtGUmuuoY1fgIm5yDJLk1dSLy838iNclCKg4Ewj2c8Da07z4H4mIguBwIdwR4JgQrV42xuydM6xfwMA6Cg+vGrnbp6lja4STG9WNR0a3b7fMaUN6G4MCakBziZUBOAPK3ANFBEHwt82quX7rbQe9cMqfhSWlLn5U43Am+tw8EnwLUDNGwPQvyOkDUBj+DpI635SZSXBsxN4aPjd3RNT7W2mkLNNHGIxBvOpLSDOQ6VJTVnGDNCAwKARPgQcE4Nm/iYigjPTpeH4lsDaZ2W437bGbvqwb1DIgZSDADMWYgCB6bn2xIVV/iOaD0CSSyFyi7ZiEhjRZkdk8c6k3w/D8A/l9J6tFqrxAk0cEgDm8s2ry7J73kFMC/GYjWg+D8vjZQuRX0L4QkZwNYp3cAnA0iQbrzqzStn9uC5/aQPlf1Y3oTUG/imh38i0jk2/BwSI9z2w51o7sbxNFA8BgQ7wSR49KwsD5NngZ5ARD8mqT+KCmvwUTE4Q4g9gG5fdNkL8RLSHAD/r+97wCXpKq2Xqu6q/rOEAQVBTOgKAoqQd8v4SkGkKTwABMGgigKiiQxkCQoSjCCiIAIIiaCAXNAASM+EXkiiIpiBEXSzNyu6qr9333Oqe6qDvfeGWcGutnn+3yP6a46dWqdur3qnL33WhE/DzR/tCzbxhUVtGciip4Jkf8COCy5rH/0qrT26+7WdZH9AvHC/1sRtewrdebtYvcZAkbA9xn043thkXQ/CF4ZtpL7y1OG3JjbNv6pI9wOfopFi37GNeolQEuDhvsBzdvbgNFLZvrcAcDDRpz/r5m64C+hw8+h2byCdCIS3SYij0GRvgmM9gVEJSWrTVfkXwbkVDL5sYisA+Tvgsg+gFRrY29wW9CFPA7EyX3lOtcC8rAg5FD2fcc81aGWBpLldWz/2DRz/O8hOzxcg0sgxbsQRde6LWj/wlV+l4M8F2gco5nHbhsfPHRGdnIwTuxENYqzgM7pg2VJsgB5uq0rByN3HBJ7L2n7bxBejoifAZpXLcsLXO8F4K4Ho9N6JiJqPFkTvHSlrCpZczXdPfkFiM+SyRlzHWzfGwJVBIyA7XlYKgRE2htB+KtZTloM8OcQ+an7X1b8lAsW3LJUFxlysIisArSfhyJ6GQhdffUTZnnWbSAuQyf/HJpTPximD+3ju3KoS8oaXK3fAZFzECUfJfkHJ/ThkrCiw4HqKlYTjfL3IsovRBGfDGLPyrAzMDobKHbo237XUh7VjS5bf7z1P4VpWc7vH8PvAFSFTP4EkQtDnLuiBsUvgZ2DUfB/wMYRdaUx3gEpTkaUfEh3GkRkXRTpG0DuO/jywTZEvoAIp5DJtf034HdZ8uehyJWMXwSgWtpVPfyfEHwNUXER0Pp+dYdjWUDRc0SWrAtEz0RRkrKKvMyiL01sMuwelvX6dt7kI2AEPPlzvFzvUOTetSGtnwOicnv64/1/ruZS/6fbyXH8K5JaR/oftxAjfAEakWbPPn+k2QFVO1ouBdy25A+HXd/Fd/N0V0Sj4rtyM8gzcNfi88rVuUhnZ6A4pc+koTNjOnEWovg4IHs0RD4LsEqqatRwMoTH+9Wva4rHNfWVJPrjrH21t/8xfLN10H+t/rH8OCQvlUIkt4M4FILDQvw09K3mBNErgOYNKLKjQbyuJkhC3AREh5HNLztCu/PONfGghXtB5I0jtnxdnBhofG1YnFdEdx4626CQ/wG5a19SWPV+/w3BNxFFFwGN75Yx/v8UUZ+9n2kGva6O/f989n7k9cyTzZYmSfA/HY+dP/4IGAGP/xyu9DsQuX014EFPAOIb51MCtDQDFLnrwcDUdkD0coiotOOoxJw/gLwYkIt1i3jUNRyJF+19EEUHQGoru/KUq1HIKWgkl5er5bDK1+3V5/f1e4XGOXWVI3n2VlDqovuC8xDJtyHRR2e2rsut+XudUQHxqgo5qaZxdXuzWnO7IpOzqqvd/jrf6pj0JeN8kFpm1LsPyutmyq42g0CT1HpN5H1stI4QSZ8e4uPP6cPt26AcTLaud0SsbkZ5uiMiKqFrjXC9ETegKE5HdM/55FouQW5YE8n+G4VmoUNFVEaUH2nSVPEdsHERcM+3SJ/lvrya35nJNgBiVeCasxxueV3X+pkMBIyAJ2Mex/ouRO55GPLW9ojk5QBVd3lEaYrcBOJigEq6P5/tpl18F50DAah4Rl95jNaBFl9Bnp/KeOGPyn5E1Bmn83YAb4RIJUlK/gA2DiebF8uiRetgQfxpAD2SIe+a0cDeD0WxNugStMoYsa4cj4fwxAqR/XEme3qql9zkam3DtqqTftRzV5SDUu69fLvSmJWYr8bpRWPkIWOd90Dyd4KNI2sreeIQIPo9RM7uS9D6GRi/jOTvRTq7QfKTAfay0KmY4wyg+Z6qqYJki5+FRuNQINoJqGLuZuV2iJyF6c4ZXGUVlRId2UK8eVdIsXvfjkT1HDWLUEnMz6CRfJ1UpytrhsB9h4AR8H2H/QP6yiKLHwU0d4TgJSGjeJTZwfUo5BJ0cDFbrevmAs3/EOOQmUxVje/291mL71aIN0GRaYzyHRWy0ZJd9bo9FVHyAc3YdVvSImeG7ffy9J+AxZ5AY0+IqFVj2f4EFgdAGudU+vwTAJVF1PpUbboa0xVeuXpTA4syxrk8t6SrfVWvoXWuusItS4605nodoCyt4m1gvg8kOr1HzAoL3wU0z4Bkn629iOj9UA4gW592IhlF+hYw0lrqSkkTb4PIuxHFGmPvOmHNHidGG8QXZsaqCXGunngOMlZjDq393g0CtaEc1vSF4Aco8s+jUVxOzk7wc13TvjcElgUBI+BlQc3OWSYERPV90VCHod0Aao3wKLODX0DkEkT4Atn6zVwX8yYN+YsgxfAtTUDjux8FFn1iwIAhW/I8NBunQVxtaK/pFmwUv4PkX0RXw0V6HMi31o+R9yFK3gFkp0JwUOW7G0HuAxFdKZc10LqaOxukrrDL9j0Aus2urKYr4arpQbVueFl0pKvnVPu6B3ArbU/0KrcpovKZvom8J6h+lVvkfwSp4YBzgQqZecnJg4HOWyBySg0X4uNAfLBuyYq6RBXZu0FXP9xrxHXo5IcwXvCdGuxy55rAKntDROuJh5QG8Tso8tPQaA2NE/c/Ky6cUGA3kLpNrVKWw5pidfXMM3AJovxL5H+eNDjiOvaxIdD3Z2CAGAIrEAGR9pNQRLuAsktIXBn10vdTH9PNLyanNBN3ziaiK6tsLwgOGP5jjatBJYdefLfHM9OPBxqnQJzSVbX9OMR5XVxZRB4HyTSJqCJfyb+7elX8+xco1jjXuyd1m17ztRBeWiGse0Hd1oba1IVMYr1XjX8GdSmqUxOe4XupbEtrXNHFGV1T671RylHlAHrH1M6tbnXLNQBVIUqvpWVGVwPOjELbtEumEt0u7sbffwMWuwDR2ZCqBjS/ADb3BrInzSSq6cuG2gqGptv22LmUlPSZ5257Xncoeo1Uc4vDyKmbqx+7ODHSHSEj4sTADSA+AsQXzDfJSkQ2AHR73N2rOmkNaxqD/7EX/sgvW1oxmBF92seGwFAEbAVsD8ZyR0CkvTEQ7QIpdg2mCqOuoeINlwCdi8mFuj07ryay+DFAfABERsgfav2ublfG3fhulxZE633Tw4HozRViUyL6C8h3Ag0ViHBKSyLpPhB8sJ4IJpeByetdBrhkX6wpZol8HlFy4IxpwMUVospBeRWEb6tkEP8exLchLmtYm9aRrtZzGhKNE/uVM92WbZlNrdvVc9VdV4+pJFZV+tQdAb/17U0jiLO8ElW3ROo6UE6C8IJuPJq4CmjvhiL5MEgNG5TtR2CsLzFtIDs91IeX301DiqPYmHIrZK80lr8aIhoTVw9d31zyUvEhIDmZZM0i0p+XPWtmvGU9cV9YQbfJ9cWmqVvas8aJqw+Xe7HqkbH2P6r93JNxcVmZRDavh9QOMgTmgYAR8DxAskPmRkAk3cxLQFJXuqPMDpTYroAUl2A6v5ir1H1h57pKiO8eHOK7/UpSPr6bFmdywQKtt601t02dZ3sj4nH1GC7vhRQfRJScQjLoQN/xIBSrfgR0YiMlS0xD8iPZmDrVGTRI9i0AT6yQyIeA5qEoUq2Z7REU3db0Y3qZw1yCong1IkdufjUsONWV+Xg20q1oTQ4KfcsNXofZtWrmcjWuW/3vyjG1c28E+NDu1nPtmphGIa9CFJ3vzSMcKZ8K4E/hBcRfXeRziJI9UWSnwN9X2W4C4xeQ/JNIqjsSH66/tPAysLl/WaLjdi6K9DAwOqguP8m/opCj0Yg/MczTV5YsWQ9JtP/wemK3ctddBdWd/t+5nqXq9yJaUpdpvFhXxpoEOPx3kfgV4CQxL1vaayzNeOzYBw4CRsAPnLle7nfqtgmL9O1ehGKk2UEH5He0XAiILyGVYObfPHGmO4eSlWEWeCPju+VVJFu8JZpNjfP2GcbzErBzONkjbPciAVwEqW6n4negvFi3U902piffngY05V1k61jJ0w/UiMklK/EaSOHqYAOJvQ3UDOog5ajOQuKSsMK9uXpm1bHWpqvBv1ReaFQAJcQx5a89ha3qfytJdGOdWvajK00vWkJeAtHkJNd09+HWnoOTqDb2FSBP6o6V0c6AbD6zdD2mN358kI3kLZK3j/bJWN12K1i8gJy6UZYseRxajS/VY67yd1UuI+Mre1AsWQ/SPNknTFWaU0zrHMJ44dXDnhSZM06slomRSod+YxiRz/b0ichDUWQhZuzK4IbnKRD6QvNpoHmSSVHO/+/ZjqwjYARsT8QyIyCS6bZgPQHH96Y2fd8ClXQXf7E/8Wk+Fwzx3ddA5ACAldhi9+yrw49st363v18ReRSQqWFCVaVKD7tWlZ3I+IrqOSLZIRDRlV+vCT6OKD6I5BKRbAsIdAVUJijlkOIQNqY+NEBIPknpBEjnukrJ0ZdAnDHjCPX1cIG7Uch+iKjZxNoyFyemi2krYV4MUX1rp62tNby6pR7qZtX3mCFmXP1vjedCt1TV0Ug9jb8UYp660j49iGV4re5CXoqIH+/qLpMvhOCNgLumDuAfYPOpKLIjg062/1jkGDZax4mkB0LwgUrZ1D91B4SMr/YKVh2V7tSt9wqevma4D/fnBFnLp9eOJS4E4rfRCa0MNh8nznccnXwnKhO6VHHi+rg0XJHtMqP8thsgLxhq4CA8nI142N/AsCHbZ4ZA3yNugBgCy4iAdNqvQMQLA1kshhTfQIGL0Ui+vKyuMS6+WzTeGDJx+2UHNXv3K0q8w+K75W2IqHhERy0ClVArVnRKKNHxQHRWVaJSNMYq2Wd6Gcmup3+D8nqy9XnPOZ09fCZw17HnXjDam2x+IRCRbruG5pKTXgbJvt0r01HVqGIrSOMrXf1kLVti9JQZb9rdPbHhwhn7PjVy8LHZ+jaxrma1PjhsRzurPt3u1wMr/40bgvKWDwPU+1D/21/3ZDP5BUjxfyDLFe4NYL4TJLoKoJYjabsCjJ8P6XymO079lHgTmXxEpL0bhOdVtpwXgdE+ZFNtCCGd6R0QNc6qx3zVx7l4ZTXZzpNp8TqNGdfqi12NNU4Dmu+fLdnKxYldFjx3GkKUvp7Yy4vqjsJSNxFZHUh3hkRKxiqF6rfqC3kFm62LlrpDO8EQGANvUpuk+zkCItl2AFvBYWiZlYBEUt0ePgSi+sxS0Rx2v/Z3gDgH6JxZ3S4eBo102rqqU4WqqgWi2gSejijW7cKa+ILI9A6QhopKlISj3f4YzPcsryW5akG7DF7vk6tGAp1sF8YLfxgISFewpXiGqJJJQQAAIABJREFUJiVtC3ReX9sdILdBkW8ORmrYoAT2J2R4EZrQ2lsfzy7k5YgYfsx5t5e0lOM9kconQOpWrX+h0Cxlzazu/2/gLlfCRe4dxnoUBKpjvfrgNdBGB/+FGF/q2ipKcTiixjUQ0RIp36iZyM2PQbJvhtW1fqrJZS8lWxd7MY2mJqSVOwMFpDiUjSldHc8YI937cEiiL2rP680Z70RR7MdmS+t7uy1sAes2ve4CVJ+DP6oTE5utcrdg6F+GL3Vr7g9Rx6Z+ARYsgcilyHkak9mFXGb7s+vqkncwzXhKMbFmCCwTArYFvUyw2UnLAwGv7ZvvAMhhENHkl74mv3OyjlHz3GHZsfUfbo3d8rTBfuSbvqyo9eu+H3qNXx8PsrodKiDfS8bdWl3J28dWVohKJ7eC4mOdnnj0B7iUy9RkpK2A7LEQ/KzCKlovfBqkc33XtIDyCgBPh3Rri78HkW90Y7CqMU3denakqyT4Voio1aE2dWo6qRub1Vis3+r1RF47Vi6BuK3ol7rv9Dhv9+frj+n6vBai8Uz3wT/B5kYo0kNqdc/UEqn4j5DsKgAbhHHci7yzraqJiUxvAOG3APZi4yLHs9E6usQhbPHrdm3vd8e9WMUH9DsZibSf7MuWuG3toSB/AMgh81BCWxNFZx+weAPAqrlE2d33QghDFbF0e9+aIbDSETACXumQ2wWDPvNrwEhXcL1M4hIa8mrkxaloJF8Z5mbUR6Rrz4Q6j4VAS5KqEo6/AaNDyObX+hH3LjeNSyF4Wu87+SsYvZSMlWC0ZKaBInt/LfYJlcLMX6AlU55wdKu2u+q71ZMv7oRkarxQxq1/xih5puSpxl/9itUlQMU7QzKtd/YymSx061fJyieKFbK7OgQBfFwgyj0hYbsfUCnIC7ovBm4rm6o17U0hKJVjRf1zD0PEcqX5U7A4DhLpVri2O8B4/VDr7BPBBGewkRwgRfpToKxNxm/BWGuH1wgkXKp33a5b61ovK7L40ZBmPTvc7zxoDN0ZdIikm7hs6pr/rhphYNdhZT4ine0hxWk1ERC3+sbZM6HxY0lXxzyyBd3pndCINF9hUHfa+fsWZyBqaT3x3fbXaQisTASMgFcm2g/wa8nixY9Bq/EGMHpt3b7OAZPOiEN8BVRbusH63UES1XKZzpsA6MqwGiv+l65igb9/hHy0ilLUmkjnVRBRs4RS3EIZS2O2B1bKZFYFOud1k5d8D67eVXWMPdE0NE5arvb+GUjoRpH0gkot7J1gvBmQrR5WxE2nxUxRMYqtIRrbdO1GMN4ekpXlU4vBYlNIVKqALQaj3SHFVz3B4koU8t0aAUd8LgRb+++jHSCFEu5C/+/iSZBIS3PCv+P1IJm+mPiXH6fvjCsh/HHQou7Ar3jvhmSque2lJIlPkcmrRKafGF4+HuqHL38C863Ihbe6LeT++mh1quLdrymNFUTueBCwqmal71OZnDakOIKNKa277puzWxcAax844w+ouxW9ufYZ9e8Dmh/WJLn+8wb70TixOjrJkDgxVbdb64nPHJX0NVf/9r0hsLQIGAEvLWJ2/FIjIJI+A4XolqYmDQ3Gd6U4NyTIDNTvDruYdKZ3RKS2dbXVszr4nI0ofRe56sCqyGsTZ2f2+fYuBnEkmWh811OJGjJ45atSr1m3dL8ANPf2etCOYHTlW67cF+mWrs/8dTWwn+iOmbKn00UuUo2nevMGRh8HGgdAsv/rrpIFByJCHJSidBSXopDzEEUaV9Xr/wC5ehTjk2GQGgf9TY2AVSay3GYu8Bo0qCYUflu/KF6MiHt1y5uIg1HotrQqSbmmq9unAPnpkGK/8NkVjJJtRNqvqKy8lYT3JpPzRLIt3ZY5UL7I6EvEVhpjF7ltVWCNcyEVhTDyJ8D0i8jVbuti3Un3QcRT61rRStbJfsPK1ZwVZpEcA7rdjmp50I0oikPZnLp8Pg+niKzn/YmjfYbGiVUcJsMHmCS6k2HNEFhhCBgBrzBoH9gduy3cvL09okj1mZ89BI3feX3mueO7PXJsPwWINM5bjwuqqL63CRwqwCCSbjojyq9Zzr1yJudVK7uQLc0aDry2+DGQhsYxyxinEuaHgYbqGueOWGQNJZ0twikFGL1cM35D7avW4Pp4MPFxMnmddwZyq9GQTNbcCMifCSkuC59pzHVdSNbr18WHoyfPpF4f6QemsVC5HeS7Q9/vn3mhubtvBayrbM381reIdwBcSzHxx/MEoPh1L86LH4LxdpDOH3ox6WgXoPHTEKcO2+LR7s4BSlJVyiqJ+V608425YMEtIp2XQApNGvPJadB+79yOfJi+qOgW/mkg3tybe/mtrxVe8Mce5kseB4k0i7saDvg78nz30XXAbj71pameN0B+EygOKeUv5/oLFKeK1lHNbtWdHhYnvgIsTgFaGideLh7Xc43Jvn9gIWAE/MCa7xV+t75cI3sVdFVXFe/vXfmH3n/3t5eTG3XdcGYbWMiMVcEPzYytKmDdAkZvJZuuVGhYk3z6EG/yXmlai4v4cJKLe0Sg26ouiajnKytyHBstV6LjE8YyFc3o6T5LcbBm+rqaVx/3LUUy/gAm+t+EpNd1bflE3s5G6yQpsisBCfFWeTfa+Ucx1VRSUiJrg/HDIZmqOvmsYUZ7AIVuMStRQDOMZxLOVq+vgJWQw30SHwWi70KKEpfvgPFukOwfAb8C053H+nCAOkC5i1zFKN5a8rYmab3Hf6Z6zomaVAgkVRWo0l7wVxoPVgEKyafV8ai7gwDi8zM+0S/vxnzz7BhQjq2Q8J9BvKBqshFqho+e0Zx8Z22eRN7DRiuMb3B2fWlYoUlkPk7uWztkvKvt4bzsBkWuT5A/ofQnLl+uqhe8IfRpceJRf2j2+TIhYAS8TLDZScMQEMm2cmUeQIgNdo/S+t3LkUenMI5/OF/0vNJWe39EjXfOxG0fXjnvLlC3Lu/8wCjD9rBVrFu1Pacf4F9gtL/W7lbHMGTcmuRzKJl045GSpx+sreYqGb4i2XsqghPToGzuVLPy9pEgfRmRW3HHmwDZUyFOUENbCqaPRdHcFYzU/EC57nIw0QQtJY+wEs3XhUQfBOgFMgp5GYgNawQsuAERdZWvfXwJLA6CNP4QrqOJVg+FpF8GuKM/pHgjos6lkESJ3+srUwU84uuATOuF/S6AyFFstE4QaT8FQn3J8CEE8qQyW1zytjpFHdXFVPAhNpKuVKVI+qawYi2T5DROv2tVFctfano7CM8B2NOJdqvq+BUku6vm+tzdvhqwhjoyqZRnr+ab/AeK/ERELY3pZvN+5rJsCzRcPbHi1G9n+U/k3IVxPFSha77XsOMMgRIBI2B7FpYbArVYp/+RvgNFcS4yOZNT83M4Kgcjkm0T1JEqW5NuLfYpRJ23kwuHqiP5H/LshRBRcYgeaRM/BAZ/yEU6L4UU51RimTUhCddf/ypOcDobarpQCk1EvdijFIer+YCz4fNlRyGBKXoR2fyySPZ5SBDeKJOaiux7gPgYcYG90ZCfQqgxYsXwb2T8CClSLWvyDkZ5Z2tEjefXCLjIv41Gs5R5vIZR8gyR7K+QUN9MeQpyPhNRGaPmFYzibWpJY+QXyHgP73tcqJSkDuBOLUtytoz5tOo3+zpmN9ZiRzanXGKY5KlqZ3sFL/cBj2Uj7kpVirT3gFAtDcuSrcUo5LX9IhZy771rY2H8yXr5Ee9CUezFZits2w8+ss5fumi+p67f7Y77ZVA969U1z+OJl+np9RFzf0SRblH7FyHfXGx8Hl3YIYbAnAgYAc8JkR0wXwQqNbO/gxRnImqdM1f9bn/fItPrQ3hyRQ+5PETtClU+cuQK2ulGF+l7vXBEt+UaOyXjbj1qlyMkPQjC0wD1E3btn8g7uzJe6EqRtIXV24d63bkkoT18TFgFJlo/76k88TJGsdNxljz9ZMUD99uMkhc403nJNOYc6nWxKe5t/wWrtPRlQuUhO+D02kBr++BE5FazjFovliL7c/c67Xx9JNGrawScFuej1Qg2jvwLo/hRUrS/2F01qyMT2l+DTGmCmiYwZVjUfhRWbT0SgjJ2rtvfG5L8gxSplhOpQ5K+9JzPRvIa959FdqnGzj0e6iDV3oxc9R9ui17Sz9fmjXgzmXQVwoZIeUoQ7OhtYXdxdzKnuhXuZTP9OM5GFL+BpPr3Dm3+GqL99el+67zJ4fO1uuzNv6yJor2v7py4OLHIu9hoVbbUR43EPjcE5kbACHhujOyIpUBAfEnQHaWl33xPDQ45h4PUrctKiZDW5zaOBBrnzdany2yVTLeWvYyjb7ci58uHbRmKZCpeUSVlreNVR58bez++btWmSUZ+69Rl8t75gm45TZGq1GRQd1KzgeTpWsoUvG/9NjPZBgrdkr5e8vb7Zqz3Dg/9f5dR8rxgeagrcN0C/haZbCuSntGL98pRiJL3QjKNVytxChgvRJFqrNZLSGodcJScFI7Rv+lOOOaIyhb4R8nkjSLpNyFQXWO93r5kcq4U6Xe6W/UiJ7PReqszskekiljly8KzyOTHoqEASa8FuHa4j+8wShxRi7jt4G9BpMwg15Krl5dynv6YIWYWIiew0eptYYeOJU2fjqbGlPH4ypz+BpnswVZLpTmHtmB7uBckP6FnWOEOVW9ldb5S20PnfDXf5vvEQ7UMbb7n2HGGwFwIGAHPhZB9v0IRcD9sebYXGjweum3ba1re80Fg0SlzmTmItFV4Qk0Femb11KxnJwDRLXsJBNBEkalrUW+7VOOz0/m2XFDNznUrKc1MDlummsGbblWW0QwYN5D/rTFNdz+S6SrdG8+T7yfjQ+TOO9fE6gvVh7fMMN6RbH5VilSVtDwhCt7ARnKmFG01WvDbzeTzgey3EJekpe12RsnDagpdYVUmRar36uUg2XksED8BIvqSoJ1fw6j1DMnT/eGStFz7FiMl/I7WDZfb6Hfg7sWP5xpr/Fsk04xzn0nt5DnjLfQlSCTbGiI/6E4VeSgZu5pmkXseBkm0RrrMOL83lGl1dy6c3vdAtrlLjNP5qq1uvWiLsz/U0qOypRqPJ5OPVT4b+M/gmqQqa/WXOtWDzuUoNOJZX+pm69u+MwSWBwJGwMsDRetjmRDwAvpuu7BXc+vZQ/1jDyMZtlSHdy8iC4Hs7J6lnjvu3lDbO0TQQVaDpOf3TAwcwf0YmH5xrT7VrdI6V/Vcj+TPXmjDE7RXc4IKVPi/H+k5/Ih0XgMpNP6sX98W4qe3i6TqYxyEN+Q3jFobisYWNU7rt6QFzB4JLPw3JFMbQk120tXuQ2ayr59YSdy6llGyyQgC/oWTt3SXdglVN0IyFavQcU6D8ZrA4jUhsRoS6Ge65fwIkndI0Vbf4SeFc1Xq8f2+JtrFsR/mP4/2IpuuFlnytm71vzXMjIDYjEz0+jN6GUseGwwdHhVwuB1sao3wTeVMhnprjTP7FxUP5BfB5FXDTBdE0n0hKroRXmDceNSb9969yTVnXc2KyPqQzim9rfPuBX8SwhplUtwyPcd2kiGwrAgYAS8rcnbeMiMQEmbeDULlEytNrgOLg8kF352r80CC6rhT3Z78NRjvWv2h7/3g68qspfKLwcLP/YJfAt65VzWT2q/OXDJTqXL1L1C2KstmnIqTrHJNV0qR+DGZqP2fbq+uEQjLr+QFb2Ej+aDL5pb015VzDiCTM0RSLdc63x1Lfn/GHvE54aWkXC3+mlHyFJHO/0AKLUvSAy9nFO80nICzrwDis5wZ7UY2L5Ei1WQudVjSa2yhKmMi2RUzZgu+Npt4NZlcIJK+0ZXa+IHfDCZP1uxhydODQGc5GGK+LiHLEZ5I+iNISaB6zqLNyQerexFE2k+CUGPppXLVn8DO1irj2ZsTWRXSOQ+Q3SrzfQ0Y79i/c+H6XLJkXbSiLwDctHc8/wzKHro9Pvczs+S5EC2ZopZW9ZrgAkSdd8yW2DdX3/a9IbAsCBgBLwtqds4yIeDVqNKDQdZLRoDbQJwAxPMqGamvJsNQiA8C8TtJDjgyhRWZ1vhWhTjUJ1YFNrpbnn5Vlur2aSnEsXhmhfzCuol8ek5PQlEzhPPNy8QeydsngPS1rMR1QPwMVyvbae+CiFqe5Z2U0FzPqWoV7csB7hCOVyGRD0g+fQAYeYUqkQvYaL1a8vRAED6ZSXA2G8l+Qwk4Tz/e3aoVvImN5COSt88POtGaQXUgG1Oni6RvqahufZVRa0c3N+ioxrTfwi5kV8069jW62c8g8KQlciIbLScQ4hPmGtf0Mr1xLpns2yNYt1Wt3sdeAtNpaSe6Eu7GUUW+10SxpQp2qKxo2X6LtgsJ3NL/oImLSXe0ZrheHzzP5Chve5ipW5Leg1/Z+6YuUqciStT28N7+69q/DYEVgYAR8IpA1focQEA67T0Q6RZiMBfwR7RBXXW1TyJXmzO5xccXW+raU7W1uw1FsT+bLU9wfc2vxKDkG7ZDHXPUXHocNSgBSaaZv+WWqKCQPatlMuKkE9W9J7RC9ijt9JwNnjR/2fULzvPnM16gyU2QQkkd3giAciLZOtLFNiX7WzduzfxxusUtkl4IgTolKYm/gUzOrG33lvHeqkvT8M+c8b1IqmTjY77Ep8lkT/9C0ijJbQkYr0PyLpH2CZDwAgFczShxYiGSLXkeGo0QS+a9YOdpXavGTnt3ROwJoRTYl81Ey41ck05bLRbVirD8rdFYsia71UhORA01pPQl1heVPwPFtlWlsurUimTPh0BXz9W8gSvBzivms5IVuWctoPU2SL+4izOveCub3gfamiGwIhEwAl6R6FrfukpS4X5NlumXo/wWKGoT6Otd52jOd9ht14Z4pD/+B2DnlWoCMOx0key/nTdubxu0CAIbYUs1kISuwmQrNZzvbYVKcQgbUxWNaJVMbP6isto7h0y6iUFSqHKVlNaBXyRjV6oTLAvDljLbYLouucrfAjEFC0D8mFHYxi5SzcL2K3Bic7XdE0k/BcGe4bPXksk5Q1fAPk56djjuQjJ5pUi6GQSlpvFNjBKnYS1FqnFP/7IRTOVFFq0DSVSe0mc+550t1GrQHS/ZZRB5sUeMlzCKu1iJpBqHDytf3RXobEL2Vq+STx8MRqXxhJ5/MXjVy8ht+hKutCzMxcnLsrA71AOZjL8/fH5lbUh6HuDsFcumPsOvZnNK9bznbEFgROfZJ8L12vfB4vVqOzlnJ3aAIbCMCBgBLyNwdtr8EJAiVTWmilSg3IRCVDi/tMObsyOR7FSIqGNPaNQs2BPI2KtMDWnSab8CkcuMDtufUIGN15LNoBbVO0ny9EO1LdC+shgvNanWfKVesYuRaiy0rb3MxFSf0zWwd1vg+dPJKc14hhRtjVl6shJcyEbyynDOpZBQTyvyNjZa7xW5+yGQKd0J0L9LXZmuqdeomzlwezL++nACdgIkpf1iMFOQVkjq0gxxAafXIlf/l+RtLVE6yY2LvIzs1i9/qmdYIRczau3uxzv9eKBxLSS4SJHbzMSsr/Df6TXS63sWg/JLMHmmbr+XKEveVu9lr23tsfgwG0lFJzp8LO2XejWsbinaElD2I1u6ih4+15IdPnNn7wLUIavb/8fYSLR2d15NOtM7eWOIig448DtGSTXHYF592UGGwHwRMAKeL1J23DIhUCHgO5yhfJR8aD7Wce43enr68Ugi3Qr0mb3+l/uP3gBhtGWh5Bpnhuo/h+dbTeahK6lSKarX28DWJ84gk16JkifYEyo6xe0gNenqUH2CVaa+uSH7WN5Dev1iL7zRuaG7oiQ2IZNr/XZ352/d7WoWG5BTv5Vs+oVoRJ5Ayavp/YV1tVpZFcvTyNZ1wwm4/VQIfxlurrfaVfem0gs3L7ZnPPV1keknQKKQlazbyk3dhr5XJH06BC6bGdAVe9MJc/j7ab8bwreH/q8FYyVZJ/Po6oa9VGWoG+aJZNwjXJ+0dTqk64ms9/guMh4QtRgiDSoQHsaGL3Ua1kJSnj4rVVOF632CVqu0dZz1GRaRBSjSN4fs7gerzSKj1mOX6cG3kwyBeSBgBDwPkOyQZUfASfq1omcD2dd063W+PQUbPF0J9ewLRS5E1H4LufpIkX2RTOuJKz/8WkJUF//vUrlTwiozfB2NaBnM7vXELNUnjjSRyDcp3lL1rBXJD4DkwdaPfw1lR1pGpKU6A8Ib7vN63PR/GSWbheOPAnmcvw4+wkbiEpOkyO4GZDX3+aL2w7jaarcPJeB77lkLq7RC3TPvYRSv7vtNPww6cwxlwaPZaLmdAylSLaXyGcXVePYQYQ5/qqwZsrwf4c5h40CyETKn9TrTB4FRb3ufxQvJKa2lDpeWJiTVHYGwle1ekd5S1dzuHetCFxqT75ljcJDUq8+TF3PJTu6rGVbbxdepheL8n71F6wDxi4D423OVws23TzvOEBiGgBGwPRf3KwTcKgTZeRC8pDKwu2b2ct/OxlQpIDEwZpFrYhRPVcME7xjk22/BvGZ/1/uBd1udGoMt441a/vLcag1q0CXWkqOQ6COXMmr5OK8npIcGQvKa0wVey2bikrScCIQMCm+47/L250B6V6UaIVazouVlZOuzoZ87wiV1W3oVJ4YxLAnLi4BoFrjfiuXiB6uIifht3dKowWU9h3FUCF8+z0bLYT4gzMHFjy/FUKST7osoxJnBf4QXju4LkRTtS3pylPIXLM4256o9f2YRrcXOtMzMC40oapRX6L32T6qIPCYkxvXsIQVnIorfPJvBgki6N4Ra91vRcNaSs+ZrLMN54E/HPrgPETACvg/Bt0vXEZA03RRNUT3h9Srf/BIsdi9jqsMw8z/qnU8B4t2CfPspGO88tJ7UuzbpqraUvFRDei2PqatmFe1v9EwBnNSkxn1V2MJzZ56qQpOWVOlK7qdA/CyShSex7BBX1uK/uwGIn+JVpGQBJFM9Zrc6BWWjMhFNNCtaxEs8sniC3nPY2lWfYW03M0pcKdUwAnafF+lvu7XRlI2dBKbGbyXSz3Xb9+9kvI4fo3M4KiUd7wbjtTU84GUXs/+DYMNwTkXpSnWzM63/9VrLglPZSLra206K1MeDg1SlfJNRq5okpS8uD4Nui/f8mVX1TMu9uhrcXYw18x1TX6rIW+o9fBlovpLk3eVx/f8/6G5rnXhJ9HrILSC0ZrhMSht1un1uCKwUBIyAVwrMdpG5EBDJVDKw57TjyekUIDmm6ts7+EOrhgiJOvJUxBnkMjB59XBFJbe1qT/03jJRy12mO1v315yKODOAU7rXyztbVQ3iRdpPhlC3cP0WeeX7EBf+dZcIQ/2t46tO+8WIVMHJtesZOd9gVY9aD9I1U7iNUexW1SLZtkESU//5A0aJyyafhYA1Y9gb1ZPbkbFKXeo29j96ilb5+t0yokJ9frGRO76QXdhsfdH3X6lHBm4GYyfM4b7LFm+JRrMkS7Vf3Ixs6f261ve9juMwMq55MsuSJY/DVPNKiJTlYf/0amODWcf+BStVhyRndBHa/4LxDqq93f9MdMchMoUiPQbk22rHkG8nY5+AZs0QuA8RMAK+D8G3S7ttXDWf/1TXecf/hP8dbOxHNmfNlBbR0iCNE7KXqerqiuO3DHPMCVuaShxlXPGOoHKlDkXdFkwANLHKO/EMMYaX6uqYcCU/vR/+9i6QILwB3A7etX7XwCFvfwpkKCmSE0hvQiCd9ksrfr69bWJJ94IEC0HBZ9hIXu6OH7IF7T9PLwLxMjcWYu8y9lkT/SjkZWz6LV+R9vGQkJ0sciEbrZClfftqkAepFGjQlpZdyZ4dYK00CkNWuXn73TNGFGXCVoYOnskkubaGs7Q3DGpZ5VaxGmLoTkRXLatCpk0gf7+KiVT60BcDrSkeEOyoX0fj+I1zAfGxa9++F3yGdTfCmiFwnyBgBHyfwG4X9T/+ne0B+WRXfcnD8i1Md/bmwoWqVzyySbv9ZMT4Zs28fYSrjr+WE/HQLOgynrhkxt1IS3pqNaZBIEO3KEtS/yGjxItohObGLYXzwZ3REr4LcPKMXX/imvBGTTlKy5l0JYrgEYxNu/rJte1sHkt6L12R7J0QOSFc6zQydlveIwm4WrJFHknGJ4Z+joGIzziubBuH7OHSjvBOMH54WT5UU/aqCHP4/nTl2rl+Rsv7QX5s0Q5ksyyB8pcpUjWu3yLApmS5uQp+1LHMnh1Kp8oSopvA9tZVbe7a8Xn7OJAV5yS1RHSCHd0V+LCHRtQXWdJzAG7f+16z4/kaNcWY7Vmz7wyBFYWAEfCKQtb6nRUBkexkiFR9e6dDWcqcW4MiS7aBNNR6sFw5qcDGYWogMOLHdzWgU7XJE1BeNay2VKpyjuBdYPNpJEsnIojcugDycCWsYFzAY8jYZy57wlSDiVLLuY0l2XpcZRU1XPAvHCVxA90yoUBWPbWsvHghY589LPn0mWD0+sBoB7Mx5bKMR6+Ap98Cqt6xY8CPsTHlamElm94OjW42d1flKly7UubUI1JZtOgRWBD/vlJa5LSkK/eqkpDuRQHAb8B/bEo+eknve3kspKPqYJ6kg4xm/xwFN6sLumVjzvaxqSvbe4bPp5PS1C3tkEDHO0DsTsbfm+vPTiR7a3gRqThn8WQyLo0l5urCvjcElhsCRsDLDUrraL4IiGTPhYiTaQzt9zOJSi+dT3KMSPuVEJ5VsR5cjEL2Y9NJVA40EVf68rla/FB46LCa0uC445WktAU95Gqn4kQfRF15tP0RjDeuZU6rJ7EERa3+rem8fS7Ivd2Z5PvI+Aj9Tz/GTA0OfFIY44eVeskimSYg7RzG85JSInEkATvJT2rykUtWIrWcxl1jLUhWJpktAuM1ym16key9EPEEJPIJNlr7lPdcV+HixWTshDlCn5rRrDFkXytLvpWMa3H8mg62OwZOyat/oiTPDgFD0prv/VIwecmwUIL71ktcqtBKSKTjEhTyejYTJfJZm4hsCknryX7kc+dD4HP1bd8bAkuDgBHw0qBlxy5H14B6AAAgAElEQVQXBLyIf6Qx1gfrDz6i5FCSrnZ2tib59KFg1EuMAv4FcrdRUoWeJDofrsUNR9SSeqcdNRYIq+ohqzWRe9eGJJo17B1+KrFUd60lS9ZDq6Hx5MQTUmWLWaQRtp/9ucT/I5Of+DE6e8NyG/hGRolfXftt3F6tbs6tGMe6rTt6BZxlW6IhZYJUt8Y49KWCFE6Ksj629L8gKN2E/hW2ofMhY0vRzjfkggW6Kvbjq8WudT7Sjche2ZEfa8UkArgD7XxzLljgxD2qrU/wRLe1P0I2qyYN9eOzJc9Go6EuUaXj0tCEr2HPlCvvKhZqFru+bGgC2BYqhjLsWPvMEFhRCBgBryhkrd9ZEXClKFjSGqXjPPjj3D4RwooDjtrQjRbrDyRVjxcKzmQjqdYJexLxUoo/rNjc/SasbOtaxXn6URBe3pD8wcyKqaZvXRfe4HcYxc/vEpUzDxAVllDyuwWI1RFJAsntB4Gu6nUwF7HR8mYMjoDbf+uW9DBfj/TENToGvGRdSCMQpPydUcuVHIVzPg3SJXEFcQpdQer9a9nR72fMDbxkKPmCGRWuYL7gMqi/DYg3wBA5mY1WbbtWJPs+RHzm9RCMwwpfV8rhxUL+F0y2KKU8q3MtVYz99QaMM2rHizwJkvabbbyHDa9GNldziXyYWlR1aJrrHPveEFheCBgBLy8krZ8VgkCwj/swBD4O6pvW7WqMsBub7b943XLPb8cCzd2GCTiIZCdW7O1SZLIZW62yPjbwTropBLpibWrREYj/UqOE8roDwhtFsSObU93kHsnTM7oiIX06yKLJQeJWYkpgzkbQc4+TudSYasMLVsQLu/rTo7Kg3ctEtjjER3MwXtAtH6raGrLPOrCqhy34KBvJG7v31pneAVF0efj3HagIc/hxOsMHxUbH2QnYlCt6f1vt9kaIXdlW2B3gu8nYWzdWmp/vzsXdbXf9jnBWjaMeMBGNNTsnq57dpL7QRPGBswl2rJAH1jo1BJYCASPgpQDLDl25CIjI6pD00wC9ybz/Kb8GzHYiVx1d/+njg1raVKpcac3oNsOEG7ytXViZ+h/7/clE3ZvqxFCklfpafIysC/3XhDeAG0AvvNEddaHWg6XIBv+75jFcrcWtbU3XbAP/wSgJ4hajV8AOoSLV0hqvzhVsDt3nUttq7tYg+++cd+8P/Hj5d0ZerMN/5xS21LVqQJijd0x6ZuUlqVuvXAVRJH29rpC7n/WttCvXWx2SaUJVWdtdoJBXVq0hB+bHi3to2dozet/xcrD5itkEO/r7sX8bAisTASPglYm2XWveCDgZyFVaX4XIJpUf7C8CTRXYGK2A5OOCulorVa60/EVrSwcIW1R1SjpqKO+lJiuuQHXi6OwBKcrEpn+FsqNu/eiA8AZxAJmc0SMUZ4sYyp3kb2DymF4ClDNm+DcgurKeBuMHl2YVItkWEHExXwD1eO6IFbAjzGrcmNySjF1WdlDhUlnLKYAdsKluS86XNySr/QmgJ17y2WQcCNmR9xshWmPtWk2YI5y/dihLCjHu6CVkc8BTVyTruUBBS4iaWpo0UIsb6sM1ll2Wgy1Cnu/IeMFQa0I/hn+tDln1/JrWNHAtmG7fH5ee94NoBxoCKxABI+AVCK51vWwIiCxZF2h8E9L98dWt2Y8iig+aXQNY44FO4jAk5bgfeCXfoUINUrS/3vOS1ZjyvRuTa2o2creJOEGK67qWiuQRZFxmQbvjRDq7QIpL/Um8DWw+vpYZnafvV9MBfzDOZiPZr7xAzcoQ+AmjxHv0+n53hxSexMivkLHPhp4lBuzPy74MkZ38edEeZFNLtvx5RarJVv8V+uxaCvo+K8lSgg+wkRzcG4uT+7y5p6YV7Uo2S0WvMF5X4vPecM4t4F1PLQVIev38ew3Iqr8CSgUs+Qaj1gvL76v/X0QeB+lc1X1Bckl37mVqpLuRexkqsromOHEzkG9bxs+HXcs+MwTuCwSMgO8L1O2aIxHwEo/QpJqealFFzGLUiT4OmF4FMEgbam1osfUogYa+ciLden4WmZSZwN3LiGRHQaSs870RjDfpt1OsCW+Q6lNcEYpwpKfKTl59i3w+GXdLsCRvvxWkJ62+BCaR9M0QfDB893E2ktd1iWy2FXCengXCkzxxEJl8qHdeJZFM5Ag2Wt2XCZHseRApk69uZZQ8pk6INaepWi2xG77XuVYrw5BpzaOHeTaLpP8Pgm498bDypR5h6/MQXdkzVlB3q0RJeGT8349lwBXrr8EVa1bBDvvTNARWJgJGwCsTbbvWnAiIpOqE9JpwoAQd4ZE+sOGHv0/cn0tA7DiqrtOX/fDqroG7yLvYaA3xpV38KEhTk7G8kERR7MTmVJmM5HmxLryhW8jrk3TCG/77Gtn8E4wfVc3+laJ9MUDvsETZk+zVM0vePlnvPxB3XfBjNgKWrCeQIXIKG63DK4T2CgiDub1cwqi1W+87l8Clil5BJ7v+UiIij4BkKk/p9a/JmjCHu9/O9I6IolJC9C6wsxG5sKsS1nsRaB8L8hj/b50v2bJUBet/SGayrLeB4PLufPkkvAHzjCHnqSGGlq353zniAjJ59ZwPoR1gCKwkBIyAVxLQdpn5IVApr1kMyuuGqVVVe/Jxv9V01dZLvinw6lGCDM4zVjKt9y2N269klPgSmr4meXoBCK/xTH5zRgWq5urjCKdGoHVNaPd9TeQCF7BRJwAp2hp3Datj2bBqHi95u1o2tA+ZfGIogfW9QHg7Ppzrju0va5L2kyAM2tdyK6NWfZWbp+eDeFW4565YSPe6kn4KAq9ljTqB947JvjGjBratPwSfYiPx/fXjW6QaY946fPy7IFVZCwF0++ykr0KE8ytd/Ay85/nkQ0bmA/jbb+8ZhFsWgjyejI8eNhb7zBC4LxAwAr4vULdrzoqAZEuei2ZxA7nK32Y70Cc/OUWjisH7oPNOtY8+UYg7wc7GQ1do9QSodnD80UzgbgsORlXhjc3IpF5+U7R/17VXZLEDOdXVSxZZ9AhIXGpea3xTFbCcnaEjj1rmtbPr65nbz74C3i7YLWo3tYxkEYmCIlZIlsoeSXqpTE9Y09tDolA+Jb9n1CpfVML3rhyrLL9KwXzD0lmp14ezOdRjWu6zSiJYHT+3w6D1wV4be4RUZa/fPocqyBfBZI+5So1k8eJHI443YNzb+rc/QUPg/oCAEfD9YRZsDMuEQK221rPHrAIMtZWhHl8UL2Jz6sv9Fw9lNxoPLj1vT2Mj8b6/lSaSvQ8i5fbudxklXqyiS2Y1svp32H7WGt1AZlXXpCGOQjVv3/ipJEtf4JFCHB4G2RiSaeKYtq6HcPe6NSenfpcjWRi2odd0xxNDXipSjWE/138/XEdZ8vRUEIeEa6o38/+rlmV1x9KZ3hlR9KUuaERtpT+Aed1lySXnVWuW+4+3fxsC92cEjIDvz7NjYxuJwECSjeAsNpKqWEftXG/Q7kqOvIGD4GNs1Gt5e8TY2RtS+C1cV77k3I7+We1QRNYMWcG+v2FuQNI+AUIvNiH4LBuJtwkMTfL2iWBQ9xri5CRFugjAQt9/vFZ1DKOUsNylRB4KyW4Pl1nMKClLsvxQ8vbxYNeC8N1stGqCGJKnn1Ftbn9dOZFsHVm/96qphCa7uazvmpSoG4N3Swr1yNE+ZLO7hV7HIT0TLIVWXH9amjQgVdnDLf2YKnl1+xiS+GZ/OobAOCBgBDwOs2RjrCHQJ3qhLKGCC7uO2ooUNWaXTK0INw8d1UQo6uRy55qQBdd3s7CleDMbUx/unwLJs0NBl+CjlHYDmChJd7ePPRGmN0BK16RoF7LpzO67RFKkGrv2q2ZGO1Zt8UTkwZDsX+HYRYySVeukVUliGpJEJkWq9b2lucNDSGr9rx+tdHaAFGUy2XcYJV3JzPD9iyGFLzEifkMmXoCje75uY6eKkf9ceBgbsboT1Zrk028Co5CBLX8Fl2xErjFU81uqYiTANWC8Ncnp/j79+DT00LkUkJ5AC3koGc+arDesL/vMELgvETACvi/Rt2svNQID1nVOaCF+9qziHHn7PSDfFi6WgfLUarJTnVxqspS/BONn9BN7iD3fANDHR/uENzxJtDeClFvGvBtsavZzzV5PilQTjoKfbvwIkt2Yt0h7Ywj9NjJxE5n40p6SBGeJAfvrpzdCgvexv9/e9rXzxs3KuO9djBIfgy37Flfz+2dAVvfXl43JAWnOijCH/A5MNhyOU/YzAE/z/QyXnwx4aXKY3m/sjhU5iY3W20c9IF4lLVNRjqeXwx5lMbnUD5mdYAisJASMgFcS0HaZ/xwBl0wz1VQRhrAtqwIL6dazqRyJTG8H6frgKpntTSbnDRuNiKwPyX7ZWzkOt6iTTntXRLwk9HF7KD2qk2vePgZkKG2SSxm1fKlRl+TaG0Loa1KJm8mkp2Pss6dfGIzq9YjvM0qeUzt/LgIu0isAeLMIcnsy/nr9+ulvu0InlCeTrZAZ7Y+Son1J18JR5Fg2WqXvb+BHJWlXkrSW+6CQ/2GzFcRIqvepJUTy3fCJ2iCqv7KeN9BE0r0g6G1Ts3gh6X2Rhx9/79pAcmVFsGUxpjtP4sKFt446xz43BO5PCBgB359mw8YyKwKSZc9DoxSK0C3NYqvZ1I3ErfRc3DeIevASRnG37rX/YlJkuq25S6CgAdIsj5/Rj75qRj96y8BEJ7JRj5F6Akt1NbexJ8BBWUbppK9BBP8iIPJ5NlovqY5HOum+iOC9iYmLyKTrkOROmYuAVUNb4J2PCryWzboHr+Ttz4HcI3y/F5vJJ2vXl4r8JvArRslTB/DK2yeAIcZNXj3joLTVUKKskjl4GaN415GkWmQXAxJeVvjXEA8emQ3vVNMkUgEWP8c5n2/ZzvZDMi4IGAGPy0zZOANXZccB8jhAThqlctUlyqL9VYDbh3/fEiwGnfbxAJnIkudCGqVC1SKweBo5NbBS6xPeWALGTyBZlhKFMcoGkOzGcI3F4KJHDkpcpqdD4B2HpDiEjan31wmwosAlGMjCnpOAq1nIHFSkknz6YDDyMVPiDDI5oH59lYxcRe+rTAJ7Ismb6sfIIyGZeugu8P0MCnO42/P+z5Wdhfx55IJyVVybChHVxs50u9xbI0K+xqi1w2yPv1NPg4YYeIvV+doPxTghYAQ8TrNlY503AiI1XWIlmWeQiQpwDCFfV098DUC/yhMZyAwuT5LqCk3k02y0gihFr1uR7O3aRyCQyxm1vC5zpUmRamzUJ4WRW5Fxabrgh5BXMn2lOIiNqa6cpP9+jiSsfPrNYFTKWA5kiItkW0JEdbO1XcMoqbgIhZEX7a90najId5DxewbuI29fCDKszkfvMNQyviHXgYlmOmfD5yPdHALFx7ch+tvDzrPPDIFxQ8AIeNxmzMY7JwIismkwZShXZm8n45NGnSiSvgkCT3BuNevKjgYUmURkPUjWE97oYHMmPU/gsn8plMyxmft3Ia9is6XWiN0WsrLv8t64bINNzVLWkqPeMTXyi3YnmxfXvp+LgKWzG6QIJgwy8BIgIqtAOv8CRMUyUjB+UH/WsXTar0TEC8J1f84oKbPIe+NM083QRPlio/1oMtbvB4haFch8WVJwnsKbyWQgu7yLoWRv07ru8G/daVDpyZrIyZwPgh1gCNzPETACvp9PkA1v6RAQcWVEuppdL5z5PUaJF40Y0kTuWQviMnwf5gkT+7DZk3zsI72eNjMwtF/v4JOVNaztIL7RV0Nc04ceTmxF+xcAfYbvECWpOVfANSUvuZZRq2frGG6q9qIwxIwi1BOrjnNQtIrXHeYsJUWq28nbuG77tKdr+HXSvREFiUzgNrC9EblaWa88MDu1fiG/B5dsPqqMaemeEjvaELh/IGAEfP+YBxvFckJA8vQcEPv47vhPsLnxML/Z8nIi6amQrmLTT8D4WUMVmwaFN2p1u73+anKJ32KUeE3kSpP69nDNnrDbT5H9o2f9N0h8cxNw9UWAtzGKvSBGbRxV+8HBbW7Hp0X6TQAv8HAOl/ms1xUPF+bw3CyEZOqCFOwQcRo5qDDWw9L5Nat1oTeHEJzLRrLvcnpUrBtD4D5HwAj4Pp8CG8DyQkBkyeMgjZ6CUp+4xQAByYBm8YC7zwhi/XVI6KoJbwTC+iGAZ7nzivx1bC74+OB1K4YGBV7DZlI1GVCiSiCZilAQYA42V6k6KLnrzLkFrc5GnUWANBx1MZ4imdYIuJO+GhF89jMHjSTcdTpL9kPUOCuc9yNGyRaD9+P0pTVx6smzEbUn4exZM0YNipG2oRrbtTHWRUMUjnXJBUP9nZfXc2T9GAIrCwEj4JWFtF1nhSMgImtBMq2tfegojeLaj3t1dSeDTkU98r0+gWyg/XrhDSkOZGPq9CFEpHZ9ZUZ0B8weWzU66PZXtH8L8PGerIaJXNRWr39jFPe8kUMncxGwH6aKbcg6/jpDVtE1sRC5mVGrVovsCdMZRqj3bjP088iq3WL3nvLpA8DoI+HfvwNvejK5UY3we8dWHJeAobsEdRLuam6rneOTSY7ctl7hD5ldwBBYjggYAS9HMK2r+x4BkeknAI1HjfIC7pJAZ3onRFFpxDDSt9aRUE14g7cH7eMBG7xaMtcQ8QxPaHc9GLKglJi8M2g8d/oIp5ehTP6cjAeTn+ZYAftrZddAxCeDDcu0FmkGzWivhMUlDyEf1JWs7L0wVEU9hidPeWWqzs2AzCrM4cc14LO8M5tTpYfw0IfIeQIj/zM5pWVP1gyBiUDACHgiptFuYmkQEJEFkPRagBu480SOZqN1/Kg+pEi1RMhvvZInknHNnGAoUQkOYiOplQ65S2XTL0QjKi0JBxyU/HDaL4Hws75f+Qqj1s79Y5vfCrj9ZYC+BIryUrL1uYF+ioqzUV5sz3iqppjlRpCnbwbhS5pGvFj4cWcnzPyf0tjhh4wSL1YypEnePgrkceEebwKTp5NcsjTzaMcaAuOOgBHwuM+gjX+pEZC8fQTIUJYkt4CJJmoNF+jIsi3QkLJGV8thNiCpmcG1FjKGb/NxW4255usNi1VK3j4apJd1HGGfKHl6MIhSJOMsctDlaV4ELOnHIME1SHAIG0lN7MOTa/vdIL3mssgxbLQCKfZuL8TWtbQo3JvzLa5ldvvT5VGQTMU6fPlXzi0Zx2W8tx+vVSHprwB6wQ2Rt7HReu9ST6adYAiMMQJGwGM8eTb0pUdAZNE6kFjLjryNYCEvYbP1+VE91TSRRyQqeSJLXw/izNDP0GQld1y1vreQXdhs1RySQl+ngPD+wyNW5/Mi4OoqU3AqG8lhAy8OnfaLEdE7H2GwXrg8Xoq0l1wm2J+N5GPDMBOpJJhhUAO7eo502nsgYrkqvwPMNiJXGSk7ufSzbWcYAvdvBIyA79/zY6NbzgiIpK+HdIlywOSgRhDT0+sjiTT5KnGfd/AMJiPUtIrsm4CU5TpHkPH7hhJUkeoq2cdJGT+G5IBxgOTti0B67+AR5hHzIuCquYHIZ9hoeW3oShORR0OyP4WPbmeU+HrogeOqymL8FqN4oLzKUXiabo5mV8UqRVo8mVODkp4VYq+YRmB/cjixL+fHwLozBO4XCBgB3y+mwQaxshDwjkcqHMEMLHYkp0rN5kHSydtV4Y0rGCVebGKQxNaEZEqsIVO4eCI5VdNNduTkjAMapUrULYySdYf2V6Q/ALC1+47cjoy1FrfW5kfA2bYQKd2ErmSU/PeI62nplt8K9lvnvVKucILI9AaQqMSqA7pt6FHevt8D4N2bZhHm8F9PPxESXQ5IDCbPHeWUtLKeD7uOIbAyETACXplo27XGBgFR4Q10boaI36pmsRM5VZrY18lQ0r1VJCJ8OFTZypNN+6UQfsYfN3p7Vor277pKXn1evuWF50fAFU9hyO8ZtXwZVT+ZV92KKC8jWyEBrI/0qxKbxD7kCMUwmd4REvmsZvIOoPn4UWQ9Ng+EDdQQWAEIGAGvAFCty/FHQPLpw8Do5HAnNwThjXw4gWVfAWTHQDhHkfEJQ4+rOhQJj2Bj5Da1ZgNP+f7ih5Isy5a63c6PgOUhkKxMlppmlPjkqH4CzrO3guIToIY4L3VJX7IjIRKyxXk5o3jAZMJ1IdIIwhwb+j6Lw9mYOmX8nwq7A0Ng+SJgBLx88bTeJgCBIJmo9aZBeAMHspEMCG8Eslk91NL6OPEQYY0ugRXplQC8Z26eb8N4gcY/a03uvvuhWHUqCE3wHkbx6sNJc3Y3pN41s7sBWc39+97ptbj66oPZy9mS56DR0G1jbVcxSvz2d//YasIdzsBhLZID9dAOlzw9AERFmMPZNsoEPB52C4bAckPACHi5QWkdTQoCQVFLY7raVH1p/ZFEI+09IfRuR8SvyEHjekdIXvRCHZDUXzcLK9shYh7tp0Ko3rnabmKUPHEoGc5DiMNdt0g1buvrnSlPI1vXDRKrimi4lXIMYHFwRqqJg5TniKTXQbBx6O+VZOvC4WTt+lQ/Za/j7GPGpmA1KX8kdh/LBQEj4OUCo3UyaQiELd5nI+eRjOtevdV7lSK7BJBdPcnw+FGG8CLp0yH4RTj3l4wS73TU10Q620OKr4b+riDj4Ylf8yVgyb4HEZ8QxWgHslmKgNSuLIUKk+Bp/jhsQib67yHjy46DyFH+C17KKP6fUXMvWbYlGqLiHN9no3XspD0jdj+GwH+KgBHwf4qgnf+ARcB76ma6qgu+w9iMTIZ61oqkr4PA184KzmMj2Xs4waWvhcAbOAguYiMJZvf1o+cTA3Zd5OmnQfjyI2I/Mjl76HXz9BMg9grHvZ5MSgOGOlFLuikEPw8fqjCJbkPXvIwfsA+E3bghsJQIGAEvJWB2uCFQIiAy/SJI5IU0iBvJ5EkjV4OSng2Bt9IrsC+bSZk13Udw2TEQ8atF8lQyHhDP8MQ6zxiwZKdAxIt6kMeSsVfh6mvSSfdBhHPCvZxDJq+d5V5+M/Ny4LfGWbyYnPqSPRWGgCGw9AgYAS89ZnaGIeAQkGx6WzQiX2dLHkPGAzKOJVS12Gkn25TJKuV2dJ2A8/QsXakGInwTmZSJTH3HzZeA0wMh+LAfMD7ORvK6oQScLtoEzdiv3meJZbtuJDsaIp7I82I7xlMDdcr2iBgChsDcCBgBz42RHWEIjERAOu2Xg9EjETU/1O+32yNft1WtCVcRgHtCAtZwq76ifTnAHTwRyu5k6+KhhDnvFXB7Nwi/4PuQrzJq+XKpvhY8iDURSzOmCzBefdTWsju26LwZUvyFzdZF9ngYAobAsiFgBLxsuNlZhsC8ERBJN4GgjA3/gFHy7FEn15OhuAUZ/+g/I+DsWRApDRFGJn85ei7S7wPwalnEpmQydJU+7xu3Aw0BQ2BWBIyA7QExBFYwAj5ZS8uB+EgQB5DJGbMQsCZ1hdKdfN1hjkqOLOe9Al7yOEijlJb8J6PE61APaSLpGyE4HZC/gMkTLblqBT8Y1v0DHgEj4Af8I2AArAwEROThQLbOqPKecgxStP8GcG0Ai8D4wSO3tedNwJJAsjsArALI3xm11pntfl25FOK/kfzHysDFrmEIPJARMAJ+IM++3fv9DgHppK9DxGNBfJCMR/rj1rKWZ8mqdqtlyY6A4CAUciybw8uL7ndA2IAMgQcAAkbAD4BJtlucTAQcCWu4dkRJ02Tetd2VITA5CBgBT85c2p0YAoaAIWAIjBECRsBjNFk2VEPAEDAEDIHJQcAIeHLm0u7EEDAEDAFDYIwQMAIeo8myoRoChoAhYAhMDgJGwJMzl3YnhoAhYAgYAmOEgBHwGE2WDdUQMAQMAUNgchAwAp6cubQ7MQQMAUPAEBgjBIyAx2iybKiGgCFgCBgCk4OAEfDkzKXdiSFgCBgChsAYIWAEPEaTZUM1BAwBQ8AQmBwEjIAnZy7tTgwBQ8AQMATGCAEj4DGaLBuqIWAIGAKGwOQgYAQ8OXNpd2IIGAKGgCEwRggYAY/RZNlQDQFDwBAwBCYHASPgyZlLuxNDwBAwBAyBMULACHiMJsuGaggYAoaAITA5CBgBT85c2p0YAoaAIWAIjBECRsBjNFk2VEPAEDAEDIHJQcAIeHLm0u7EEDAEDAFDYIwQMAIeo8myoRoChoAhYAhMDgJGwJMzl3YnhoAhYAgYAmOEgBHwGE2WDdUQMAQMAUNgchAwAp6cubQ7MQQMAUPAEBgjBIyAx2iybKiGgCFgCBgCk4OAEfDkzKXdiSFgCBgChsAYIWAEPEaTZUM1BAwBQ8AQmBwEjIAnZy7tTgwBQ8AQMATGCAEj4DGaLBuqIWAIGAKGwOQgYAQ8OXNpd2IIGAKGgCEwRggYAY/RZNlQDQFDwBAwBCYHASPgyZlLuxNDwBAwBAyBMULACHiMJsuGaggYAoaAITA5CBgBT85c2p0YAoaAIWAIjBECRsBjNFk2VEPAEDAEDIHJQcAIeHLm0u7EEDAEDAFDYIwQMAIeo8myoRoChoAhYAhMDgJGwJMzl3YnhoAhYAgYAmOEgBHwGE2WDdUQMAQMAUNgchAwAp6cubQ7MQQMAUPAEBgjBIyAx2iybKiGgCFgCBgCk4OAEfDkzKXdiSFgCBgChsAYIWAEPEaTZUM1BAwBQ8AQmBwEjIAnZy7tTgwBQ8AQMATGCAEj4DGaLBuqIWAIGAKGwOQgYAQ8OXNpd2IIGAKGgCEwRggYAY/RZNlQDQFDwBAwBCYHASPgyZlLuxNDwBAwBAyBMULACHiMJsuGaggYAoaAITA5CBgBT85c2p0YAoaAIWAIjBECRsBjNFk2VEPAEDAEDIHJQcAIeHLm0u7EEDAEDAFDYIwQMAIeo8myoRoChoAhYAhMDgJGwJMzl3YnhoAhYAgYAmOEgBHwGE2WDdUQMAQMAUNgchAwAp6cubQ7MQQMAUPAEBgjBIyAx2iybKiGgCFgCBgCk4OAEfDkzKXdiSFgCBgChsAYIWAEPEaTZUM1BAwBQ8AQmD6nTmMAAAFWSURBVBwEjIAnZy7tTgwBQ8AQMATGCAEj4DGaLBuqIWAIGAKGwOQgYAQ8OXNpd2IIGAKGgCEwRggYAY/RZNlQDQFDwBAwBCYHASPgyZlLuxNDwBAwBAyBMULACHiMJsuGaggYAoaAITA5CBgBT85c2p0YAoaAIWAIjBECRsBjNFk2VEPAEDAEDIHJQcAIeHLm0u7EEDAEDAFDYIwQMAIeo8myoRoChoAhYAhMDgJGwJMzl3YnhoAhYAgYAmOEgBHwGE2WDdUQMAQMAUNgchAwAp6cubQ7MQQMAUPAEBgjBIyAx2iybKiGgCFgCBgCk4OAEfDkzKXdiSFgCBgChsAYIWAEPEaTZUM1BAwBQ8AQmBwEjIAnZy7tTgwBQ8AQMATGCAEj4DGaLBuqIWAIGAKGwOQgYAQ8OXNpd2IIGAKGgCEwRggYAY/RZNlQDQFDwBAwBCYHgf8PfkagVnRsaGUAAAAASUVORK5CYII=</pentrails><costumes><list struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-80.90169943749606" y="58.778525229248004" heading="306" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="12.333333333333286" y="9.999999999999986"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block></script><script x="12.333333333333286" y="40.66666666666653"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="12.333333333333286" y="74.6666666666666"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="12.333333333333286" y="108.66666666666637"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="14.333333333333286" y="298.5000000000001"><block s="clear"><comment w="68.5" collapsed="false">8 branches</comment></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block></script></block></script><script x="297.6666666666665" y="325.8333333333336"><block s="clear"><comment w="68.5" collapsed="false">3 branches.</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="302" y="134.83333333333323"><block s="clear"><comment w="68.5" collapsed="false">5 branches</comment></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="14.333333333333286" y="491.99999999999955"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,4,3,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,254,250,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here? it erases it</comment></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script><comment w="358.8333333333333" collapsed="false">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>