<snapdata remixID="13581161"><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" id="48"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7sfQmYHFXV9nuqZyZBRQVRUdxxwQ+URWSZdPUQZZF9U9yCgc8VBWVPVyca4pd0dYAEFRUUN0wUF0Bk+wiCYbo7YZFVUcHlQ39kExBlTWam6/x9bt2qrq6pnpkspCdw7vPwkOm6de+tt6r71Dn3nPclaFMEFAFFQBFQBBSBDY4AbfAZdUJFQBFQBBQBRUARgBpgfQgUAUVAEVAEFIEuIKAGuAug65SKgCKgCCgCioAaYH0GFAFFQBFQBBSBLiCgBrgLoOuUioAioAgoAoqAGmB9BhQBRUARUAQUgS4goAa4C6DrlIqAIqAIKAKKgBpgfQYUAUVAEVAEFIEuIKAGuAug65SKgCKgCCgCioAaYH0GFAFFQBFQBBSBLiCgBrgLoOuUioAioAgoAoqAGmB9BhQBRUARUAQUgS4goAa4C6DrlIqAIqAIKAKKgBpgfQYUAUVAEVAEFIEuIKAGuAug65SKgCKgCCgCioAaYH0GFAFFQBFQBBSBLiCgBrgLoOuUioAioAgoAoqAGmB9BhQBRUARUAQUgS4goAa4C6DrlIqAIqAIKAKKgBpgfQYUAUVAEVAEFIEuIKAGuAug65SKgCKgCCgCioAaYH0GFAFFQBFQBBSBLiCgBrgLoOuUioAioAgoAoqAGmB9BhQBRUARUAQUgS4goAa4C6DrlIqAIqAIKAKKgBpgfQYUAUVAEVAEFIEuIKAGuAug65SKgCKgCCgCioAaYH0GFAFFQBFQBBSBLiCgBrgLoOuUioAioAgoAoqAGmB9BhQBRUARUAQUgS4goAa4C6DrlIqAIqAIKAKKgBpgfQYUAUVAEVAEFIEuIKAGuAug65SKgCKgCCgCioAaYH0GFAFFQBFQBBSBLiCgBrgLoOuUioAioAgoAoqAGmB9BhQBRUARUAQUgS4goAa4C6DrlIqAIqAIKAKKgBpgfQYUAUVAEVAEFIEuIKAGuAug65SKgCKgCCgCioAaYH0GFAFFQBFQBBSBLiCgBrgLoOuUioAioAgoAoqAGmB9BhQBRUARUAQUgS4goAa4C6DrlIqAIqAIKAKKgBpgfQYUAUVAEVAEFIEuIKAGuAug65SKgCKgCCgCioAaYH0GFAFFQBFQBBSBLiCgBrgLoOuUioAioAgoAoqAGmB9BhQBRUARUAQUgS4goAa4C6DrlIqAIqAIKAKKgBpgfQYUAUVAEVAEFIEuIKAGuAug65SKgCKgCCgCioAaYH0GFAFFQBFQBBSBLiCgBrgLoOuUioAioAgoAoqAGmB9BhQBRUARUAQUgS4goAa4C6DrlIqAIqAIKAKKgBpgfQYUAUVAEVAEFIEuIKAGuAug65SKgCKgCCgCioAaYH0GFAFFQBFQBBSBLiCgBrgLoOuUioAioAgoAoqAGmB9BhQBRUARUAQUgS4goAa4C6DrlIqAIqAIKAKKgBpgfQYUAUVAEVAEFIEuIKAGuAug65SKgCKgCCgCioAaYH0GFAFFQBFQBBSBLiCgBrgLoOuUioAioAgoAoqAGmB9BhQBRUARUAQUgS4goAa4C6DrlIqAIqAIKAKKgBpgfQYUAUVAEVAEFIEuIKAGuAug65SKgCKgCCgCioAaYH0GFAFFQBFQBBSBLiCgBrgLoOuUioAioAgoAoqAGmB9BhQBRUARUAQUgS4goAa4C6DrlIqAIqAIKAKKgBpgfQYUAUVAEVAEFIEuIKAGuAug65SKgCKgCCgCioAaYH0GFAFFQBFQBBSBLiCgBrgLoOuUioAioAgoAoqAGmB9BhSBjRSBGpc+J0t3qfyNjfQSdNmKwPMaATXAz+vbrxc/2RAY5OJpDmhuAJ43QJXTOq0vNL789fA4HTuWEZ7omJMNC12PIvBcR0AN8HP9Duv1TRoEVvApW0+jM/461oJq7N0H4NVBwA++zJny+u1o3lBW/8ioyrGxjPWdPLfv0WD13x2HtgRwv0v+VmPNP5E1ThpAdSGKwEaOgBrgjfwG6vInPwJV9l5OwD/HM5ZyvMbFhwHaQv7dA37j7lT527oY4Ou5+IYR0D3hGPyIS5WXd0IsadQZeEWB/IcnP7q6QkVg40VADfDGe+905RsJAjUu7gHQcrvce1zy39Rp6TX2bgewfWisg2kDtHDluhjgQZ7V78BZYce4wyV/hzHm/j8Ab7TGerpLles2Eoh1mYrARomAGuCN8rbpoicLAlUuHsXAG8bar13JJ2zSwNSnozXngLf3k39X1jVU2buCgP3kmAPn/dNowUXrYoBX8OzDAwQXGv8XuLJA/v5Z461kb5sG8MfWGle9oJ/OemYsb5mAvxWo8oPJci90HYrAxoaAGuCN7Y7peicNAknPdvykKe+3AN5hvcuPuFS5IOtCaux9G8AnQ4NJny9Q+ex1McBVLh1H4K/ZMc5zyf9U9rzFDwP0Y3vsdy757xzL+EqimHrKk+ZR1IVspAioAd5Ib5wuu/sI1HnWtgznznAldINL5d07rarG3ncAfNz0BJ2Rp/KpHQzh3GaPKPu54pLvrYsBrrHnAyhaY3maS5V5WePVuXQ6g0+xx77rkv+JztdSuh7g3cJrCbbL08Lfd/9u6AoUgY0PATXAG9890xVPIgRqXLwLoLeFxsh5d54W3NzBsH4KoG/ZY9e45O+V1a/KxU8Q6DxrMH/oUmXmuhng4vkAfUzGYPAnC1SRF4FRrcberwDsaef9tEsV8cRHtTrP3pkR/Mb2u9ulyjaT6HboUhSBjQoBNcAb1e3SxW4oBGxG8EADVN6DymKcMludvQUMlMKDNMel8oJsAzdre8CRBCvZi320gb4tp9O8kXTfOpf2ZfCV9vNfueTvvW4G2LsagDH2BNovT+X/TY+3nOf25DD0IAEvC48FO7i08I7s6yjNBnh+OB7KefJnd8LmOi7tlQOXAvDgWHvkG+qe6jyKwGRDQA3wZLsjup5JgUCNPbYLuRfg7V2qPJa1sOu5tNMI+BZrgOsuld1OF1BjbxWAKXI8B2fXflpwU7pvlUvvJHBk/H7vkr/dOhpgCZFvGxp+2r5AZdmLbmsrefYuDQQ32g9Xu+RP7XwNpRrAeTneA3rX7lS+NdtQFzcDSK7jtXLcJV9/aybFk62LmEwI6JdiMt0NXcukQaDG3v+LjAeAL7jkR4lMo9ZYZe8eAt4gB0ZAO06nsvF0063GXlVskXxOwGfy5Ech6bjrjey9bAh4xH7wWHPezdfRAP8LwGYyRh+wxa7kP5oer87epxk4135ec8kvZM25nEs79IBvC425ZED7tmQp81o/35z3q/bIvS75r5s0N1cXoghMEgTUAE+SG6HLmFwI1Nk7noGzrLH5TYH8XTqtsMalMwE+KTxORZfKC7MNcPFMgGw/fMsl/zMdDLWU/xgvtBMhxkSYsJIEIM1ErFUu+Zt0mE+M76fDY7zIpcrJ2f1KswCu2Otc5FI5s58cr7J3EwHvNogAJ+TJ/8rkusO6GkWg+wioAe7+PdAVTFIE6uw1WMpxDSkGfXCAyj/LWmqK7OI6l/zpHQzwBwCKxrjJJX/XDgbxLwC2Do9l78dOxADXuLXvDOCvLvlv7jCfhJ/tCwYf4VLl5x36CZnIHiEeY5GElI5wwD+1xjfIk5+bpLdYl6UIdBUBNcBdhV8n39AIVNn7LwKkbOb3DBxRIP8PndZQZe8MAqyXx5e5VDmoU98ae/cDeJUcHwG9YzqVbXlS64wVPPv1AYKIWnJ4NfCqPTNDwqVBBtswMO/rUuWq9LwTM8DF9wFkkq4IVM1TeSA9zjXsvWwK8ACAXjnmwHnDNFrw93S/5Vzargf8O/v5Ay75r+6MRfFSgA6U4wycWSA/Km8adYq9H/JSsi0D2451Pzb0s6LzKQLPNgJqgJ9thHX8SYVAjUv/DfB3rXH4UYH8GZ0NcOlVBBbDalqAYGCAFso+7qhWY0+UiYw8IEAnu1Re1KHfgwBeKccaoL2zMqxr7AkhxoftWB93qfy99FgTM8CtawVwgUv+R9Lj2ExlyZSW9pBLvog2ZFxf6SSAz7QHvuGSf2xWv0GeVXDgDEbHGPTqApXFwGe2KntLCfjoWNfa6Vz9XBHY2BFQA7yx30Fd/xohsJKLOzYNn/ArR3ushxbIv6TTIHUu/YjBkeHqyCRV59L0ptf6aztOxzrfGre8QwKdmqfyGem52z1vfNEl35T9JNvEDLA3p5lw/T9yXidPtM6lUxh8ejh2Zy8/WSfc9Kbf0/SmI27rtnUlmbwI9OM8la1xHY1wlb1DCPiFPbIqB+7vp4pJ8tKmCDwfEFAD/Hy4y3qNbQi01+5y3aXKGKVDxXcBFJFrSHLUDk1P8k9ZkNbYizOOR4C3T8/ge65xcTZAkUHN9EpTCWDnFMj/7NoY4Cp73yTgGDm3UyJUu7fNc1yqjKpjXs7eNj0tnuiOmdnNsd4KQDLAbbIX7+xSxZZojUasxsUaQKakabyaYn2EFYHnIgJqgJ+Ld1WvaUwEwn1PWgGwYbAC6HiXylHJzKhza+yJKpDZP2XQ/xSo/KWsCepcOo/BlsIxe8w6l/ZisAn5EnBXnvy3p8eqcTGZrHWJS/6ha2OAa+yJd3lIeG52clWdvT8yYNisCLR3PoN0pMalLwBsspgJ9J08lQ1XdbpVufRlAn/Rfj7okm8StrJackyA7l4Nnpa1H66PsiLwXEZADfBz+e4+D69tJRffPAzMGI95qcbFmBqSgXsbaPRPp9P/kW1YvYMY+KU11vc8gSd22I/Ofjzdt86z9mU4EYvVVS75+2YYVyGoEE/ZtAC5Nw3QfKvXG342yLP7HQSRhGBmtvQEQ9BxdnMAZ9oALWiTNhzkOW900BAJQtt48yzCkRp7ksj1PulECPbL08JRbFpX8nEv3hSb3g6wqQ0m4OA8+Zdm4bmcT31NDrmVZEk6AO5IfRmdL9fbCyztp4pkiGtTBJ4TCKgBfk7cRr0IQaDKraSpsaT3IrRqnKRp5LPyVDmxE5JV9v5MgC3j4c+5VPlmVt8ae08BeIEcc5B78zSa/9fRhrrldTL4/QWqtEkOLufiG3pAxigz8I8C+YZNKtkmYoCr7N1LwGvkvBHwG6dTJcrANkNVuXg4gYxUYSdvfAXP2TpAIzJ6T7vkvzD7uoufBegbds1/KZD/lk5Y1rm4mEEn2OMd6Taj85MSjeMldek3QRHYmBBQA7wx3S1d65gIDPLs1zoIhMHKtLHEB6zB3ofAcYkPA/kC+ZHn2TZXlb1jCLBGl29wqZKpfFTl4hIC2cxqOtalsjFKyVbjlkACwAtcqkiyVNzu5Ll9j2Fotf2gMYK+F02neUJjGbfxDPBynju1B0NPGtZLQ4XVN2U7mjeUWsd8gCyXM2cKP9S49DmAJcNb8FxaoMqRWTehxsXrATIKSQx8tkD+OVn9quxNI6Deukf0vgKVl3W6se3iFBIxcF43QAvu1a+CIvBcQEAN8HPhLuo1xAjUuPQtgGPN2xz6XtZP8+KQbxqqKhfPI1AkvXexS/7hneCss/cUW++WgMPz5F88ery2zN7LXfJNPWy74UsaNVxZIH//dJ86ew+yLVfK8qTHM8BJz7WZiPVQPqO8KOlZAp1eFrzLABxgDWtmxnidvcMYMF48AU/nO3jJcrzGnvQ7zBr07xSokrmfLMdX8tzNGxhKUGfSt10qW8YufegVgY0fATXAG/891CtIILCST9i8gamiXrSTNQiZxic6ZSV72zQA2Rs1fMkAf8SlygVZoNbYk5Ie460ycEkhIzlKlIV6eGi1aBNK5DeA86a0x3YdF9+dA0VCDPe75G812kh7kj0cXUMhT34t2Wc8A1xnz2Ugqlm+1SX/XRlz3AfAEGo0wLvsQRUrMxj2tBEF2SPuASMYob4pWQpOVfZ+QXGyF+a75EeJWKkXj+KHAZIaZ2mP5YD+/oxM8eik5EsIgFtzWLVXP53V8WVKvwiKwMaGgBrgje2O6XrHRSCZaRwaSzq3QGVTjtPBsMb1sgBu2Qx9/elwrZyX4laWcOioxCbpV2NPmJ0+IP/OEl0QI92LodURzWUW3WSNS5cCbLxnAn8oTxVD7Ri18Q1w8YMM+knYny5zqdzG4pWkqSQgGMZo45oSafi5S/4RafxSCWMduattWF1edKIXgcz65mj8KpfOIXDMld0pQ3vch0E7KAKTGAE1wJP45ujS1h6BKhc9ApWjEcb6AV/JJ2zSwFQxDjvY/l5Tks+KDrSvocaesFIdHRp2PrdAlVGGvc5J44fMMqLknimA/3bJ/35ypjqXzmFrgBh0YoHKRhhioga4yqUTCLw4NOB0bj71AlJjT67BMmxl72kny5iyXgLCl5LiOQSKDOX3XfL/O+uuNaUYi00pRt8euz2HVf39dJbUVY9qo1+guFSgSnTu2j8UeqYiMMkQUAM8yW6ILmdsBKrsnU0gJ8DI1wfo9D+O1bvOpQsZHO/pjqVJW2NPkot+KOMFzI+CGrsP0Bl/To+f4kR+0moFJ0p5gDv45Bc+jl5JgJK2qhf0ht2o/FByrBp7Uncskn3iNZ5dIN/8O2o1HpvFajwPeDw2rSp7XyPgODvf11zyv5Cc/wYuvXIYLFnThjHsxRh+0fZ0pmR4J9ZYfJPV/H2RfNiJA3uQT3kLOHe9Q/Qye/LHXPKXdLp3CS1meXm4KE/l9491nwf51Lc76DmWwUGB/Oia9KukCEx6BNQAT/pbpAuMEEgaHdkTdDBl32l02j87ISQ//A56ZD/49dKHgN/kx5AVrHPpEgYfHPYd7TW2jGPpKoD3Cf/m01yqzEuvoc7eLxkwYV8CPpEn3/BPJ67low5oqR1jFBtX0kMl4Ef5FGf1eAa4zt5SjjmWR3vYSRaqACx10z9Krq/O3scZ+I5d/6V58g0uyVbj4tzm1Z0WfkbLXCqbWuHRWLS8eQL9Mk9lSw6S1de7ia2MYTPS8PcAI3tlvQhFZ67g014RYLXUJZv98gA8b7wa8Kw16meKQDcQUAPcDdR1zrVCQEg2GqCkV/qrEfTtl5UY1PqBLn0oAMdJVYzO4cy0kADAe7lUuSa92BVc3DsAmdIZAv4yFVO235lOezrZb5C9mQ7wA/vZhS75Zk84anU+9W2M3F3yNwNPNdC3RbLUKDlHk4VruUv+e9rHL57mgOZ2Mjo19oSX2sgiOuB9plElElyAlCjlMPQIAaaml9DYJk+n350cv8aeSBIazzMAjhog//zk8Zv5tBeswuo72NZGp+eI+ta4uCdA8hJk2liCFultAwf04WlUtvvYox8Zk/CGISE+2Ss6mgO/Rck61urrpSd1AQE1wF0AXadcewRWcOmoABzvlzLw0wL5HxprxBoXzwTopKgPIbdNnua3GZzoWHtolv/Xpcp+WWPX2BNpvu1CA4bP5Mn/VrKflfl7xBrYJwn8ujTLVI09KbHZ3I7Rluk8yLPe4cD5bTgm3+1SxdBFRm08D7jGxbsAMlSbAYJ3DtDCSEoQqQzpf7nkR6FhM3yNi5sx6P8RYELLq4Et0jSRqQStO13y35GNU/FKgAwjWFaoPTqnznPexmiYFxJ7zYtcqlgpyOy7W2XvJwR8MDrqgI6eRuXopWftHzI9UxHYQAioAd5AQOs06w+BGnvCWJWQ+6NvulS2UoCj55nLc533YujXZPmcJeu3k0i81eyVhCxTnhMAnxhIhY9DI5VMYqK6S+VRgg5V9pYRsLf0J+CofMqLTFI8pvmob2TvZUOAMeAAHnfJf0nyysY3wN5/zNYtgD5gi10TusPtPMwYRZlZZ28mW++dgasL5Ntwe2sFNS7VADZCCllJZPLhIHsfd2wYG8D9Dpz+LK1h6VtnrxFlhTMweC363jOP5gWdnpoal74BcFKk4iSXfJN0pk0R2FgQUAO8sdwpXWcbAsmaXHugY/1p+AM/ezdGIKFQ49Ux6KJCh+SeGhdPAijSvv3DJgj6d6aFYtDSa4jVjxjBIQVaaPmiw25JvmkAP3HJtxq/0fHSaQCbMDID5xfIPyo5QY09SeQyYWIHw6+cRmfG+91jGeAVfPIrAvRGSV9PueSba45alb0fEDAz/JvmuVS2+7jRujwJ2duowmie5irPOpjgRBKOmepIN/OslzwDR15k/isclU92qZKpkVzl0oXUSpZ7kuDslacFN3R65Nf03utXRxGYrAioAZ6sd0bXNS4CNfaEIjH2fDtJ7rUMT/FYAp0d/U2gj+apHBFDtM1XZU/EAgzdJAFfzpNvDGW7gSzNBjiSFsza5301IydkF2Jg//0Mhl+zTyKTuM7efs2EoyvsmL91yd8+ZYAlTC4Sf5JctNNAQit3LAM8yMUdHdCtdqw/ueRb1afYwN4B4J322vZvJqZFAhJYxie/cBP0/oOAl4bHG1vl6fT7U+uK94cBmuNSeZSEYZ29eQwY1SgGri+Q3591Q+tc+giD4wQwBh9XoIqhvszu7x3PQLIk6xsu+ceO+7BoB0VgEiKgBngS3pTn+5LWRPmmxp78eH+khRnNdKlsyomyf8CL32dQ7Gky8IoC+Q+n+1bZez8BYmjAjKdBtHuBynZPNuyd3Oe15+/WVEASBaK4JaUMCTwjn8g2TopHyAlpL7fO3q+b4ViTSNUkCDnQJf/yaOCxDHCNPaGOFApJeXlYnk8kcKW8Y4kEvLpA5Qeicetc/CjH2dkYJSnYDJvv2lRGir3TrP3hKpfeCebriUJRCgY+UCDfiD4kW5rYhMA/yFPF1FhntRqXPtZUW0omg/3YJf+jnfpHn1fZ+y8GH6HZ0eMhpcc3NAJqgDc04jrfmAiEdb4wHs1Ekmosw5KEfuMSGAd0wDQqR55l23zWAF2bSKD6W3Nv1kjopVuNW6FYAs7Pp0LE0r/Gngg0RKL3X8+n6lBr7El9r9EazhIzaNYfi1rSm+zcbUa2zqUlDLbCDu2h4LENcEtqkUBL81SOBRSSxhnA/zXrcbduN4pJMQl8wSX/a8njdfbOZnt/AJzjkp/chzVd6+z9gOMQ9+jQezRec6/5nuZe8xvs33c6GH5vMsyenHcFl/YPwPELCICrNkPfwVmMZanzkkl733XJj3i/9ZuoCHQdATXAXb8FuoAkAmuTXLOcT9myBz2yJynemfh9/3bA+00j//osdKtc2p8SP+YMPquQIUVoOZtlH7MnHCc4yKWFxrOMmnhXBPw+NLD4Tw7O9slEoxobsopIkvDhTfDoVjvTt4ej82vsSQjc7A0T+Et5qgjftGk1LlUAnmVmTtW3jhOCjkuUAFroUllYqEyrc/GLDPqy/fMCl/w4enAzf6r3GbxMQuYvD4/z1i5VYpIRSVBrILiDAJMQxsC2BfL/0H7/Zh0IOJEO8EgD3J/mmJb+VS4uppYkoXjiBxQ6vjR5uwegKwE2YXEAN45g5JDpdMaDybnT/65z6QS2bGBZ1zvWuXpMEdgQCKgB3hAo6xwTRiBkNcoJQYUhVrBtzAQr6XM9z3n7CBpihM2eqXh3zR/qfZsG5k9Zk7eTSEgPx3VpQSyTF52TNIIArnPJj0LC8bBV9n5JlnQD4DkuVdr2ROtcup7BRqovTelY5+SeJv3CpbJRCpKW9J6BdiWgsT3gNkWoNi+2xqWLAT40XAtOyJP/lWi+JIUmgW7IU7lNcrHGxdkAmT1vBi4tZJJzeMubOO0Rjtlu/FvXNTsPBAlxiWwyE4uB3E8h2oiiBH/qQe6Q3Wn+mCxoGYlatzZ1jWeMx5424QdVOyoC6wEBNcDrAUQdYv0iYNmNxAjHBAtNr2zcZJuVPLu/gUCMsPHghPkqAPbP2uMNf9xbggfy9xN4cup+dHakw2suyoasxQs2odqsJKHruDQ9BxbiC1Oz+wSe2j45TpWLpxDodHv+DwqJfc7r2HNzVrWoWarUFg6vcvFwAkV7p23ShuPsASckBPn9BaoYqUBpybBvAyjskVBZqnLx+2T3xxl8aoEqZ0TnXcnHTdkUL7wjqi1ugN6zB5XF2Matym1Jbn91MNyfDimH47wooW08WigiGlD2iB3gigQz1sM5OIf00wK5Hx1bOjlPtutXg2bsmaIDXb9PrY6mCKw5AmqA1xwzPWMDICAsRzkMLU0SLTS92x9vhr6jx9r3s3ucv2iFjbHsAfxl/yPo5430sm34WJiuXiXHCFTNU3kg3W8Fe8cEgOz1SrtnCvr6d6F5beHPGnsi5bdzOE479aT1zqNQ7QMu+abGWNpynvuiHgw9Ef2dZHJawRJ6NVKJ4nHeWkhICo5lgKvs3UI2guAA/VEoPs0kNoK+TafTvIizWjxuyXY2WPQg919JLzNJTdnUB77ZJf/dSZxu4rlbrsaQrNXspzvAZ6eRf04ayzqXBhlcsJ8/wMCe6TC2HPsZfyD3KrxZ9vGjGuQRAIcmE9HSY9t8ACFpicPqBPx0GH0zxmJL2wCPs06hCGQioAZYH4xJjUDGnvBVIxg5eqz9v6Swgr24jtmyozNr6XiXyiZpKtmq7F1LgKGDZODMAvmnJI/XuE3rNit7+LZIbYmAw/PkXxyd33xpuDmS6UuWRi3n4ht6QPdExippuMfxgGNDOgJ+43SqiKgCUiU/tzSNmXlhCI95hzEQecq3u+Tv2H593nXN9wX7cjJaMzkp/sDArwvkvzeNYYoARF5VOmasj85ux5gCDqF4RPD9iHXLzp2ZJDapH3hd3PMKATXAz6vbvXFebMZ+3o09yB091j5g+/6pMZpf76SUk1IGAiHYLk8LTWJV1Ko8a3+CE2XhCkNTf0bJUWz40pnY7epG/J0CVT6ZMMDJTOoz89a4W48uDonnsOoFkYRfJwNspRVjXurN0DclihjU2TuDgYjesc04Vbl4HoGiDOE2rd5UBnKbBy/XYEuTxPt1wheU4IACLWzLQq/zrG0Zzp3RNY9FS5nMhLf9R2VjJ+/NSva2aRh6UjL77NIcYP408r+4cT7xuurnCwJqgJ8vd3qSXafUwDKoZ4AW3DuRpbUnK5kz/pSDc/RY+4GjE61Gsz5VcCA+AAAgAElEQVTJQCGp//AgwBFZxCj2KGtoYi1ggH/uUqVNoL7O3skMmH3TNEd1ihzjXpf817WMe/EoAkX81te65O+ZMM6xUU+Gpzsb4DbBijZjWWNPwu3GM2Xw0QWqxLzJNfb+H4DXyrE06UeSc5mAU/LkRyxhZpk1Lv4MoEhsIlMTOMnqBdDKEfQOZIWFa9xiBwsx6JygJUfDML1gxzHZCIFOzKf0kzs9YxJl2ATOM2m5yIk8k9pHEVhXBNQAryuCev4aI9C+F0nfzuEZr5/OElrHMVsGEYMQaIiYfbI+tG2MpO6uPZDpTVmBAjFQfdZALS1QJa6fDQ11absesHh6m8rfBPpgnso/axnL4mYAJa6Dd3apckvreOkPAL/d/h3X/NZ41vaAc3v4Of3LpXIsjpDcW2ZgjwL5g9KrkwGusjdAgISLpbXt1da49CjARvwBCHZwaaEwYokHGxN3APRHl8qWPtIY13cBJCFy23jzpKhEnUtHMPin9uATI6D+6VSOPV35vMpttcVDBOyZTyR/tfBp1Uzbz0bpFCdvrkQlHDjfEzKV6PMs5aash0oEJwBHyrw+Fd7v0SVVWefpZ4rA+kRADfD6RFPHmhACKV1fOedWAhXzVI5l6zoNFIZDsTRREyrJOWKExxJ4F2as2JimGamiuUbXjTqHubRAErrilvKqb3wAf5mWTPCqc2kxg08IT+CvulQ5vmVgivMBmh3+4PO5BaoYAg9pTYGJxyPD3gN61+5UNlSSVS5eQqBIozimzuxkgJP7vAz+ZYEqRnv3ei7tNAKOXgaeaAoXGKEGO8c5BPqMXfMClypzEmv+CkBfkL8JdFaeyiKEYZpNlFrRqr8e7a3WePahQBDvd3fyTlMMXDL8Epf8j3V6DqpcmkGhKpap0ZYa7KY05IyxXsZa1zRnT6BRifbd5XPVEe6EtH7+bCKgBvjZRFfH7ohAlb0rCGiT+htLqzc5kM0OljKlqDZUDnfcJxQ1pD0xJGxZ4umZRqD98lSW+tK2lk7+6UXjtbvR6f+IOtX51E0ZOfGCjRRhulwn3I+EqVEl4FEHzvb9tMDwQVtBiIgc5B6X/Hj9yfAwgY/JU+VcOSeZhJYM/3Y2wK0wONBSiapz8TMMirKS02FuqZk22csEZ/dICGElz94qQCCav8YjzwFv7yc/lgxMllc1tYPvJDT683R6nNF9A5/6mmHkklsMmclwdS7ty+CYj7qZTX75Neg7uJMaUpVLxxE4ydB1TwBnxsA45Ukhnp6QkvjJm07AlXny99evqyKwoRFQA7yhEdf5YgSqXPwEgc5r/zGkixoY9gbojD+PBVWTQeqtBCxN1IiOuV9o5f3ECE+z40qoeL90IpWU0wxh+DqO9xTbQ7JybpsmMeOhPsrtvivNj7KV5UdeQrLR/rDnki/elmlV9v6vSWtpjF0A3meAKleHnxfLBPLCXi3SjSp7JQIMsQeBz8pbxq7OBri4mC3DFAOzC+SXrSH/Vivcyn6BKiX5fJCLezugZeHLBO4ptL8UJI3Vz1zyY+3dG3nOG4e4cT0Ir5Rzs2hDa9wKuRPo7j707pFRviXsZWJ8bWgcK/qAg5PyicnnoMrelwiYl/jslhFgxvTEi0HWc7OC52wdhF7v+9uPj1Z70q+oIrChEFADvKGQ1nkyEVjJczcPMPQHRvhDbtvfHVBxGpV/MhZslsxfQs9JvdqO+4aDPOctTsiWZfc46c8BnP0HaH6bsa9x8VCA4rApA+UC+SZ0HLUqFy8nUOQ1tZGEpPZhf5/HjtsTHWHqkFPlOnFmdrIMSAhEmgpFu1jDHCdoJRO7xtgDjkXqk4lWTeWlm6KXlWQZVDLjOFlexfyzXB23yR7xttY4x/vPoUFvKVEx+IoCVeLogr3OBQQYIx82PsylSls4P7wfwRUAv8V2+kOA3CHp+9HC3DuLgDikT8DVATCjE9FKdJ7dpxbjm+T8fmw16O1KzqE/TN1EQA1wN9HXuRMGrXQOge0+ZPyjvegaTDl1LGF2uw8pe7wJRSQsuQZ9R2WdJyUzDJZ91S3tLDf2AfunPa4al+YDnDC6PN2lSpTcJDW105uEEpb9SkbKTXdpfny8xp7QWhpvO2kIa1zcAyDLIEV/dqlsqDNTnNEjT2P4pSJduIKLewfWQ5VuLvmGxKKTAa6xVwXgSh8HvM80qlwtEoMvQO+/W+QkLY7nGpf+1DKArWuscltm9gqX/Hx0V2o8Zw+gEbNgNQlM3tMkMIn/br9GOYsWuFSO95XlExuRkFIlw9/N4AcJdEg6ImGOMVMNpe+3NIzNSn7yAP4yI4tgJVqnbD28F6srBGqr2WZwGxuZfg0VgW4hoAa4W8jrvKMQqHNpLwabkGxsgoFBB05xLIF26ZtRO3p5H3BUViizxsX3ASSe8BRjHoArf4W+A9MGu8beVUnvuhd9L9mN5kmylGkpkpAUVWTpCKeVHZzec5U9YcuG1TJ6yVKgiOpxkGe9w4FjZBCbSUZ/yZNvvMUx9oD/zMCbpU+A4J0DtPB37VSZiEugUobyfpf8rVrX1ipZCkAfHGjL9vZiqsvkPrOcewPPffEwhv6TuIXLXPJjpSr5XAzjXhi6jFs5AKsBPsSliuDd1kTysQ/4Xotr2yDxTZfKsQ501ldJhDQcUCUiT4n6OHAOmUYLZCtCmyLQdQTUAHf9FugC0ggkw6X22JMM9sYSarcG8bSmvzQ3Md6KALmjs0KaKeYq2V9dmk+VHa3g0nYN8HVkk5AAtBmTa/mUraegZ0UUPm9yOR/VlDaM9Wpr7MXJTQDvGxmYOntfY+A4WScDXymQb7Kmq1y8kECHh+vnokuVhdZTfMRe09Mu+S8cywDX2HsKCHV4+4At5AWkxsVZAJl9aAZfVKCK2Qetciuk27zGs/Pki3SieOPyghIlqLUlizW5pGc2JQRN/TABD63GyLT30hmR2pOEpuOXluY1PpoD7TEtVZZU5+ISBlmZRbOqj7hUuSD9HCzn4pt7QVJmZDz6cE76nzyVvzTWt8YmnAn3tikXs+0ul/yoBEy/dIrApEBADfCkuA3P3UWEfMu0Ww7Bbf1UETrGCbUqFz0CmQSi1o8v/4AwMquTZmxoPEbVkgoHs5Qp3ZieeJBLn3PAX0/M8FWXyvEeo3w+OlGMPu1S+dvROVX2TiVgoTEj4N81MKU/4leuc/FYBp0dGg78KE++MTpVLu1DYOvttZK82sfCTwvkf8heU1yi1AvaUkgjsjzgkI6RI47quNQoSaTBwKwC+UYYIpkkxaD3FahskrHq7ElymxG6J/BxeaoYjIS3OofVKwn0jvB6W2PZ8T4F8LcibBj8yQJVvpPEvcalrwBsypqkBaBjB6j8jfS9sVKQUmZk9qAthm3qTelzlvNJW/Riis/glOYvL3SpEksyps9L/72Sizs2gN1zwNX9VPnLeP31uCKwtgioAV5b5PS8CSFQY49tx1UELF4FLN6T/EcncnKd57wNaEiClqE4tO1OBhU7acdKn3RNabi/iKOzQpxJikg5l4G5BfIjvVwzZY09KQn6dLQABr2rYOt0rWjESgKMOEHy/OV8/Et7sMlDEbmHA9pxGpUN4UadvUei8p4AwbQBWrgyFYL/k0u+YXeqsSdlTduE44dzZxngKpd2olatb+zx1di7O5JpJNDeUm89yLP6HThSw2vKpfLkbyH/XsGlHQJw9KI0NIJnXjmdviL7x+IxxxnIDPymgT552ZA6bHmpSM4tH33LJb9tTz8jg7mN8jLC12Zmi5dthCHCFsx0aaHs9Wc2+1IjXv4OiQ5McPrH276I+ku4eypwIgNS6zxVPnfJ19/ITqDr5+uMgD5c6wyhDjAWAjX2hBUp9mIAuhsIFrtUib3I8RCsculCAtvQbGwGT3OpkixHaRvG1pZKrXBU3iL7jGKER4U6a+wtQvijaxsd6ya8MiuhJ0lVVryAHmket6L1xuB/kEFhxjbjcaKgP+KSrrEnNafW+6JFLpUNF3ONPbl+wwdNoDPyVD5VPLge9Am7lx2KXl2g8gPJGmHAOcilBZdlGeAazz4QCC61p5t9Z6H8JLDQWZo2gqGXT6dFj9S5dDqDo+Sk81zyDSNUjUtnAnyS7V5xyTelUYbLmZ2VIBgCj7SucY1LDwNsjLgwcD2BJ/NJScbm8c81jyeiDVjskh/NEyMvWAag8ynen6d/EfCxaVRu45ZO3uxkqVbi81GCGGM9ZzUufgpwTkxSWgL4vUu+qffWpgg8GwioAX42UNUxYwQkBA1AallNSDPRfsWgRVHYczzIUko+tjtdxuBilpxdaEy8XQFakihz6RjyrLGX4HmWs9v3JdOZvQycV7BGy87181aNKX/PpcrH7eeS5SweqIz5zxE0thclpyrPOpjgSCKYtN+55L9T/lHl4m9bId7gkAIt/GWNi+cDZFihIpKOLAPcTrbBP3SpMjM5j4TIC1Qx89TYk8QuG0oO51nOp2zZg5xo/kbUjm9zyf9T2L/4XYD+2673Qpf8iPtZPONvk32ZsNfZljGe3m8HkMkXnSILkaH+2gCO3IP8iLyk7TG5gee8ZTis7T0seYBBJxYmyAVtPWd5EUhqT0sk40fNyIWUn0UykuM9onpcEVhjBNQArzFkesLaIFBl7xAynhXF5SzGJIG/0wNalGRY6jS+FWiXetY3JPo8AFDRpXJmeNLW/kqtsCl3sS0z9FljT+pUDXWjxDxzoP367b5oaIRKswCOSTUA5wiXFojhjViuhCHLfKeSTFs1Lp0PsDWgoZjBcp47NYehRwgwSVUE5915WnBznUvnRXuYBJTz5M+ucqlMYEvSgfku+V/M9oC9/2k6uabch0F+gcqlOnsL2NbjEug7eSp/ss6zd2YEol8shuapBvq2mE7zViXFJAD6oUvlmeG1tTFVtYV1azz7A0AQ82Hbe2H2xKWt5NI+jZDlKtpGuMQl/9D0Pa5z0ePEnr+EuEfQOPI9dLp9eWk/wxp12ct+TesIS7Lari5VJPltzCaMZSPgkxIKULY/18MXQz96ORpvKD2uCKw1AmqA1xo6PXFtEBBNWDY/fKHyjm2PAVicw6pFkdzeWGNXubiYLNtT1E/k7RroOzFLYUcyiYeBHybKXuS0USFQKaEZwurLCBQJxj/MaBxQoNNviuapsZfwdMWq5N48jeabLOAaF88EKAqrxqVHVuhB6nOl/dYlf3vbP+HZkp83BjNJGcn/61Jlv2QyFxB619kGuOWlRslTNS5eGWnkRt5znUtlySoPlxN6yuF6PCHeMB4yAYVIMKE9BM6LXKqYMLpll0omKaU841N3IeREKMOE6xlc7cOUA5OlXPJ5KhwuHy0bwZQZ0+m0KPs7fhxC5arVlQTO5hgBP8snmLo6PT9WrlHukWw5bJZ4fu4lmC2CUVrQa/Oc6zmKwEQQUAM8EZS0z3pFYDmf+ppeOCdGlImJwSVBSQxjR2GFliGcnQeCWvvCaCWBi1lKO2Ht6erz28tfRodCRZ4uB7qUbHgW4LtzwAFRNqzwIzfCeSNWpVtd8t8l65D9Vge8MvLQCc4xeVpgOZ1bdbUO6MhpVF6aVBIi4LY8+TtZbd0brMF6sECVV1W5eDiBLrTXelUzo3vfDh6wlA6ZmlsGv79AlYuqXHwgQTqym2SD19m7lYEdQ8MVKjqt4NKMABzhnnh5mP0ZRmA4pJtlVn8LQP2yL20Ntog77GTXdU8OjhvxXoeKV7gcIJNIxsDvGuCDplPlb8l7lvT47ecXXIO+GZ1IVJrJURKB2CM5BoFikYqxHtQaeyLIIYY3mahlKD6HESyenuD8Xq8PvA6mCHRAQA2wPhpdQ6DK3jQKfxDb9vAI9MsGGosHaGHkNWauUZKjXoxNr24yUkUeq/QbsspKZ2WdlC6Daf4YX9KLvplJr8xm9ApZgw1v0soceg/sp3lGarDK3vsJMKHnsNEcl8qGrzkpFMCAeIf9QpWYPIeBqwvk73Mzz3rJM3DEy7OKPrT95ui967GQyMJk4RJy2xAamweAhLel3eGSv0MHAywvMMa7doB+Ru5fjEYknrBqM/S95F8Y3obARoZQcrI2QbDFzrTwP1X2lhGwt3zIwAcK5F8oIX+JIjc5tw2xB4M+X6CyKauqcWk2wPMjBKJz5G+hF21g+LKEvvI/GHRwlDkufSxhh5QZxfeegK/nyTf10elW49mfleS9iDwlPM53P42RdwljWNY50WeDPKuQQ+5EBhtVqUS7mIHFBfJNNrg2RWBDI6AGeEMjrvNl/LgWP2xDisaTTPyon52Ds2gaLfj7WLBJWLspT/iVVJ8fT0HfSWnyf+mTLoeR0GgDmJn0zlZy6b0NsBhhs0crCj0u/IPEXZI/0mHTZB1tjT2hpByw58WZxMlyIoD3cqlyTVK4gYAv58mf26S5HEy8VHxsBFzrAUViDw+75L+igwH+ZxTuHQG/sQckBBZmb7xJF1lt0kUO1Nmbx0BEZGEEFmpc3BOgSAoyWb6UyOBGnFXcXsfcyuI218ugGjzJxI64oZ/KgQ7up/K10f1ZwbNfzwi+z8D06LPo2tP3eQWf/IoAveL1Hp16NmIe7U7PhszTQCDbHWmjfgtgQumjMuL166kIbEgE1ABvSLR1ro4I3Mlz+x7D0IkB88kOUSxID+B+gKVsSUqFOjZTJgNHyDYigylG525G4KVFAGSQdFmMhEgBOirppdW4+AGA4gSjporR+Xnyj4oWUWNPuKBjIyLC8OLtNkO8BzVDvJbukIcJOalFvbl9znDvtcazPgY4hj0rEmGos3cGA2aflYGvb46+kx7D0KoowetpDL9oKnpOcUCG9Uu0bFdh5IwXoPdJuzbeDH1T/4WhRQQca8c+M0/+Ke0sY2FtbTLLGghLsMJErcbKJo9zrz3/4GaI/FIrgCGGPmrLXfLfE/1RZ+8HTVUls6ccNj7CpUocLbB1xlLjazz1sNHxWXuvNvnrjPYyNqxm0P6FhEHPeihqXJSEP4muWMpPIGB+1CE6czP0Ld6O5g2N9TzpMUVgQyCgBnhDoPw8mSPhld0rpBt58tNe6bhIDPIpb8mhV8KFbSQODEgpioQLo73QzLGqXFxCbTSH5gd+lBiAfGozaaVWOMrQ/UcOdFTSW6uz92kGzD6uGSkhCVjjWdsTclUGR+L2cYZvjT3xPGXPUdoFzXKej5gkL179DyLalICAQNs/Azw8pcVehRHg7Q74XQ5I1iXNCCHU2BNdXRMS70Xurasx8tGkAZ6Cnh8No2FKhgD8wyX/tUlBiAA8IwDd0mO1iqXTatCWmwAvZ7Bo/jrM/EQfTXmNhOObco8/bpZPfdiOt8Ql32RxJzPFCfQ4o1FwaaEJade5JYUYYoXP5MmPmbGsgIW8bEQJeIEDmin74embmSZIkeMMXlmgSiQn2eH+e0KzeSIBuyc7NPfBz21gePF4MpdZg1a5dALAMuZr5GVngCqnjfsgawdFYAIIqAGeAEjaZWII1NgTRZw4QUaMTAAsBmhxlLgzsZGMcdwzTJihfVPn/KQBXrwHVUwZTVar8exDgSCWE7R9ljmgk9O8xLZMRpKPImKNpyxhR+y1jRZxT+75Fj9DLaF7MTvGgxTjDDiyb2t4maOkqFQI+HSX/Fl1Ll3S2p/kOQz6BQG/t+s2/M819iQxy5ZS5aYHGNkjaYAd9FyXUCi60SV/tyQvNAPbNvd+RWbR7NvKPnueyofU2JOSoVOtwTQh8FTS19NA0C9GdnTUgI8pUMUmmbXvCTfte5sOspVblJcSG6GgRwg8sym7KCVKcVvO3ja9oErGfm1m6Vh0oqWuFI/X0He2GktimkRQrpnosyf9bLKdGN3jU0xs17nkx1GPNRlT+yoCaQTUAOszsd4QuI5Le+XA3014OPHYBPoxhwxYkjk74TbI3sedMFHLaviaU0cAWuRgaHEnXugb+NTXDKPnaoBjAn4RBxCRgzQ/cZWlXMb5YZSxa41Rm/eWNFTh4vlzLlW+Kf+qcem7AEckFWgA/UIeUeNWXS7AK12qTBMP30GP8VSZ8QDIhGIPIcAwg4mnXyC/v8aeZBobyURGY1dCblaUsETgGQ3gLUkDnAP+zC2v+WJGYyEhF/FfP+iS/6oqe5JQZTxDBoT56hIw7iAKKR8DjLxVPMQaF1cA1G9vkqk7vo494UaOEsHEhH/PpbIlGyl+FqAkn7N5sYhucp29jzOQ5IT+E6ExM0+nm2zvVr/iRxkkiVYREYgcut8B7ZN+cYrOCfeI+4TBSkqLTDKbbX+Ql78B8uV5nHCzWejyvB2RcdK9Us+dlKWc8MDaURHIQEANsD4W6xWBGhc3A+jIZgbwjIgfOTXBoA1PR5SJ484v2cKr4JwYME4mCj1K2/7qAIumkW/KZLJalb2UMLzp9a0n8OQXklSJYdmM7MVyZHikX5sXV+XieUniBgZ9uEDln1zGp73gpVgtIXJTQwvg3s3Q9+aHgRf0YHhl9BLQDNmemKfyWUnmKGFtIjQuApxEohlvzSARnz9IBmPwcfJyEO3niggCg1+QNMAEerolCoGvS4YwWSEIBi4l8AnN+xKrFgHB6xm5wwksBk8MsmH2qnPphGZI3XwG0B9H0Nv/cuDpxzAkGd1R6Pi3/8aU3Q+k056uculDBI6TmYRYpUAVQ7EprZ3cw4x5Qy+cj+1G8/8c9ZH9/39jdSVdlkbApXny05nL8W1ewd4xASCGd+voQ2Y87RDOnIpgsWR3j/tw2Q4ruHh4w4Su4xeP+FQhBWlmgi8FeIlLFalZ16YIrBcE1ACvFxh1kCwEBlk0cYMZAB2YPm5LdGRPt6PxTJ9T5dI7HbCQ5SeSfIzx+LWUqBRoYSZf8GiBeDPyzQCfkvRmwvKZIdmjjDJ4pV+bN5fkpWbGSI54fxG9r3LpvQROhDnJKCul1JTuk3Auw3ktAcItLc3UETc9r2QN76kAbUKA5brmHxJwV4Ip6msB+LH2EDQJqYSREyRwiY14Q0hfKQIRAD9DIKOCBMDUEtfYi+t4GcgTgntt2NzoAkdqRunSLQbtKUlQK7i4d4PpCqK4jOqiApWN1KG0KhfLBIoYvGTE/10NOjIpxhGKQuTOSL34GA+9QP55Wc9VlWftL7zNaa1fSZILwu0Oo588kWYz6MXjfd3o/nxZAGdpUgt5ImNqH0VgogioAZ4oUtpvrRGQOkwHjkjxyX+bJAci4GmpxWTga5JBPJFJajzrwJA4v52QQTiGR0CLp6f0Z2VMW3cqGc37tM9haCxj6kQpo6nDkxKZ2MgnvTphUgow9XIGoszfhxrgA2VPepC9OQ4gdJCmRYQbSeMKhIa5zqXLGbx/2JM/wuAtCM7X7Kk1wDkjIazwO/FKCSR1s0bTl4E72z1gbBdpCTP4aPG2I65nEXAAAhFeMLq6jODzBHoEIEm0kv3gK/JUPiBlaI2RThF0IAC+OED+fLvnehmAV4Zj4NcOVh0QMZnVuXROMpFOuJUL8I+MyrhCA106jsDRNUew/c7B8J5ZWwvLubRdD1iuq60kqfkcXBcKfCyU9YzbhDDFJlVJhript060ZwAsDRAsHa8OfdyJtIMiMA4CaoD1EdlgCDQza98qTFRkDDFHTFLJ+Tsa0KxFVrl4rDU0ybGekBpPQrA4T6c/kT6vxqU2zVp7/MIcnOMjFif5LJ3Ry6CLevDMkWJgJEEnQHBZxCbV3C/8g4PcQUJJ2Z5QZbzPbR3QVgy+OlqL0DxK0hcDF1njdSUDJ7REG4Amf/IuTS7qmAIzBxzaAISrWszdyqaE4a/aPWBnr8iLbO8rLwK8S5AYq5mVLeHssyJqTgJEaerh5ktFTHwisoUB+L5EMlicuGUpKGULwezLC4uXA+dAwc9SPUqZUbyHSsDZefKNdy7Nij4sjDz0xD3qINJw6qZsXrgMzeemif73yItJweoVj/cgr+Diuxsm5J9O1DJXcQ8DSwm8NBKgGG88Pa4IrCsCaoDXFUE9f40RuJKPe/GmeKF4w0cCtNvoAWiZg2CxhHbHG/wmnrvlKgwJ2YJ4Rm26wQ5o0TQqizFoayHTFZYl5PPkuPwAn5osc0qzPYVenvMxMTSDPOsdDhzxuF5vjWIdCA6agtyLViOQ/WATxo3KiOrsncstTWFTrlRjT3R3DS1ikyjjPQwWggybRU7HIyzFsjrA+FQiUetvDD4/tQc8k6xIhYRvo77NrOC7ADo3QVRyHYG+3CT6kBpmabe75O/YXl6Eb+XJ/0yyjKkpnXjfFDi7r0bjScC5FOBIVOPvAYIDB2jh7+p86qsZOQnhSwa7bTTPpXJctrOCS/s3wF+J2LVspyfkpUzqjNP3agWXjgrCBKukLGAgUZOp6FuURbSSHqPGRRF/EAPeJgQS9mNJBFvyBJ5auh+d/fh4z5seVwTWJwJqgNcnmjrWGiMg5SkBcCS1VIiSY4iWsHBDm9DrWC3MXjVqS7FMnvl5BV/hwFnUZIGSEqm2NlpGL8XqFNYKt2X4irfXQDBTDE6VvQFJFGqu0WrkhqU9SY7ncEKaB/CPOaR1NCQjDDqy6alLPbDJpJasYgL/kQEhnpC2HOB7W14iLQB4tj02FID91B6w7LX22bESfVmyuyV5ypTOEHAKg94eZW0zINf3BFkeaMkUJ6AfoI8087QN0Ud4XsgZnfLwH2fgoAL5g3X+4rYBRmSvOuKGlhD856dZ6koZo8bFuc2R0jW0mWU9UjMcGBYrsmH6aCX8c8mAF07r8Z4JCXE74M83PVtDpZlsDFziAEvy5KfL1cYbVo8rAusNATXA6w3K5+dAkuBE4IcjAfq1RWGQZ/cTGkdaEo0XpcZ5TH50V4PPTSbwZM1ljZ94w0n5QTEh3xzC8OL30hmJTGAxCmk5vcj4BSdEBBOS6QvmJVGyUXMP8u+yRyyGJ5RZjELD5lwTRq2zJyHe41sGDAcDtC2Dy9YQ3jaMKXvnglV/JIdEyH6YEXwgoREsLw9fEm/VjnEJQOWZ5YQAACAASURBVHs0PdmXWpO4yJbeCBPWIidWYaJ/AyxUmJGs4hfRti8dHBLAkRrnXg74kYYz9e29WH11QpyhBPDvW0xexmh/JU/+CWnNZAYOFdm+Goswhhj6eFthhMBH5akimrpC/flfDuhMBqdrumOazgina/mUrfvQK2VFn03d3xsJtFheAsZ6xm7g0iuHw31iiR5EBCnRKU8yeCkjt2SAFiRKqtb8qZUXDsbwy7Ukac2x0zNaCKgB1qdhrRGocvGoKDHIlr1clANdtDuVb13bQWtcfJOEpsUQZ3kuzaSfc4SecSyh9J/xB3JbYusTiekkUJgkZI3eQ1Ib2kDf4qRsod3TlB/22HsTlqcAwayIaEIyfgOQEElE44n3J0b4khoX/7vpZSbqTUPJvlQIdxXA2zaNsBg/Ow/PAZzeyNMU/V/xVNnW6hLoLDblQ6ZJmZJQTW5rr+bbAEstryRVnUdwotIfIfCQFxgTGhfmrqi8h0I2seWRPnDomQfDETmHZGQ3ja/Qb8oYUXKSZeJqk1qUWT/uUuV7g+wd5IR80y8J18X/JDhH5aksWd3CnCUlaWc395zt8VBViYEPJb1YkRnMYehEqfnmFsZycQ8x8aIH8dfFR9DPG52eqxoX32WpJz+S7tMMb/9FDK+EmieiFdxpDqHnDMCHkRGQYKPyJDXZ0YvG2j7zet7zFwE1wM/fe7/OV54UBEgOxsDfCHRRgMbFA7RwrTyNm/m0F6zC6iND+cB4vzGeRmpbA9BX9sgILUedbuQ5bxxCQ/YPP5da328c8KI8VX6a/Dy952sN3ff+jb7jpObVZv7KnnKCFCQ2RCc7rfCxJF/N7gH/bwMk12+VjejHDQRXRjSTzPyYQ84HEwlaEnIWTzIKNUvYXEQdzN42gatstYod4ILAUkU2S45+EiUWiehCQsghaBr0wRZftQljS2mSqec1iVYc/JTIlDCJJz0jB2c/BkdGbFUO3D8C2pcAo/YU9sMpA+SfOcjeTAdI7rHflYMzs58W3GSzxRc2Q9ptQgiSwV2gSlyqJOPVufjBACT7+O9OPZTf6ENu0a40PxKiGPXMVnnWwQRHIg1tEoX23tUlqWoqpizZmU57em0e+OvYcx3AGt3RpUpKTbk2qOo5EQJqgPVZWCcEQiPs7ANwRjKVGVoYnS4Wg5y1DzuRye2PrCRttf1w23OlnlcYtjoq29R4zh4IDXGyvldOv5DM/vCCmJEprfRj5/itEGaEta9ztg4Q/CD5UhAZpDp7C1repRg45xhGw0mxRMk+tYRsJTHIEGAA3CCQ5b7mRUmxeUsCERkmMch2L5evEFGCcAy+ItorJdByBkf7vb/hNqPWGpvB5wKUI8B6zvQLgKU2OSF6wZ8j5IJIDzg02ijnyZ9dZ08oGhOSj7wyB8wU3eQaz8oDjvCAt6lbEXBCkh+8zrN3YwRyX9L39XIgt8il+RJKz2yWFlPC1EmGtKjvhYxgaYEWWkGMiTxlrT51Lu0Vso7xYSKwkX023xAAy5QXes2w1d7tCKgB1idivSAQquew1Ni+L8tjtZM8JoYYaFycp4UmRLkmTRKtJFvWJm3FIU07xgPCsMXg73ZiK6qzN1MyaptreEdi3iZPBS9mOIsivmqr+CPUkNE+quke1cAK2xfB+X6SrzgyTFUunUMJIYkA/KEccEDoyYeNwMexZamyRu2EyJiJwRVKRQJ2tAb61xHhhISQo/C0RHejut72f0tWb5hZLlnbUb0yA5JxPRJ5mVL2JKVI0ZrC2uC4DlnWuLQBXO6AftLqQ+cWqHxMlUtfJrDsLUft8hxWzeyns/7VQRrylgDDHxigM40nK3W4ZAyvqVWOf4MY/DvJXM+Tb9Sh0s3eFxHq+ATB7JvHrXk9/5GkKiklmkiCVnpsUbAKQk9X7nn62Yq61wi4isHL1pRSdU2ec+37/EFADfDz515vsCtdzqUdegzhBb8vOzRolvI0gy8G6KIG+i5P7smOt1DReQ3QiMqYzF5cssneqQP+dj/5kRh9fHg5z32R7DUSQ/aH4yQd2Ze0LEpGcF5aWnxAPhMRgz7QcbvQgntHJyWFBqrO3k8Y+KAdZjUBRzAgZB+mpAjAn5pe8DWJRKNlzezkp7glTi+ZuZFQ/e9ahBpyHt4aDkG3A2xKmKSUKCpnCseO+ojEIqKXjXhMAkSIXkQRLCkJfbPp/UrpkB0bdwXALAeQffEp4XXjp3nyP1Rn72y2Eod2HT90qTyzznNfHWBoMbWu2y6Nv+1S5dMRpjYzWfZ53xDfFMbjTFhk9+YjScX48CAXd5Qys9EqV9KF75a9XQe5pePpRiefkW/xp3q3weaHOaDDmHEQ0ShCDtNdyrUcOFeJt7smDFvtT6T+pQhkI6AGWJ+MZxWBkL0oNsaJ+tDEtIwAhIsIfNGmGLl8ezrzqYks6ko+bsqL8SJJ1hLZP9krTbefNUOI35Rs5fSBUD9YPDCKRRRsnzauaitCIHvFEQ+ydLvP8jr/rMbtyUliqO7HqqNfhakS/pRQpjTRNF6QDEUzIApM00XiLvyhxzkEHGP7rwBgZfeYm8lS5nvKwFPUUhP6a5ObOOJA/j8AkryW6tM6V+qRozEd0DcDm2XMwD/IlDzF0olw4HwuQCD70JGW7q8ewKqDX4WpIqiQSHLir7pUOd4mYsmLS5LO8V8AHxttDViNZPF4U/eJpfxqcVYWvTCeMZxjCdg7497KfVryOJ6U+t3VE3le6nzqpkBOXmwktCzbEcm68eQQV0mdeAONZQN0+h8nMrb2UQTWBgE1wGuDmp6zVgiI1FwPKPKMxTvObFJb2wAuHgYuH6/sKBrAEjxIPXHkeSbHXhGAvpbF6WtF32Uf8r2pxSwBgkVSiiRiAY9h+HSAv5DsE5XnVNkrJZOUmobuV73oO3445JXe2Z5zJwHXJEuTGPhptN6Q69lkOZv+NlM48hLl87bSLAYeJiuhmPx3Yn3xOamxbibgRSFXtPHwfio1vtF5DAhJhrwoRcQXN0u2N4V7w/E9E37pAvlfrnFxPkBR0pgZhoGr/4Mph0rimpVlFHwjbeRoqmvJhJvDbOlkq7J3jAN8MsE0Fh8WzHKgJdOonMn7nR5L1JIYPYcxSAxv9EKU8dyRkKosE29XGM3W6gHXkxSBNURADfAaAqbd1w8CNplJ9ovlR13+S0rJJX9wrxbPmBBcnqfT7x9v9rAcJS5jMqQXiXaPeFvDWLV0On3l38kDdZ79mZD4oY20QTJnF4+gb9F0mvfvNC+yPX9FDnxcgNyuyWQlEXsgYK5wXCfUesQTH25nikqGj0W7NtY/FkEBq67E/2zWMbclAzGwilqlQsJf3MaxLeVAiXOSY8VzNPc7b28SUkRhbDHG1xCoN+Gl/pUQHMdwhDxjl5aR5uNycK5rgL+aIYhgkrSW89yX9mBIDK94vbGClYhwhMQoC4yOcNRuZO9lqwEpQ5rZTEyLWMTMYQIeTZQRjStneS2f9Ppe9Ep4+VC2/NcZz43ch8sAFka0q1xa+P/Ge7b0uCKwvhFQA7y+EdXx1hiBQZ792hyC/Tg0xPJfmiA/GlMM2MUAXz5ePacVVBevS/aKbe1svLQhMayWNMNo80qLknwso5YYItvoj6JlLDrCQiphaR5tiNh0kRrfkwLgUQckXq/ZN22+CPw1QHCGg1wZ4M3Dj0h+8KUO+OW2T2wcmbEKzI+TQ68AYwgUMVtJ/lcULm0LK7dhTYBQNEZhVamZzZkO0VhSUwu8JLHfeQdg9IiliRCG1G9H+8L/YnCxuVd/avxSwhgioqMDBH0E2TduM/p/csDHTKPKr0MFKOFubmkxN0urpN54kVBIJkU3Qg+ZPi8SlkIOknp4pB55aQ7OkiRPd9YDVuc5bwOCwxgsSVTxy0Kyrwh/BMBlOdBVjXBPVzL0tSkCXUNADXDXoN94Jw4NFW+bw+obI/Wb9XU1wmQ0Aj5AjLH8J+HSrLEJdEOA4OJe9Fy+O83vuE/H/LNcDbdGDFvpMLMYxB8S+Dt58iWr2LQwozsQz+3DqbmvsmxMv6px6bQkVaMxrSZzmH7uACKxaPdP6V8wRBT8JdnMDccTpiphtYrbHxLlNEmjKNqzpkY30eTlwVJOjkIm61hyjOTYyTnb1tT03Lk58mkMSMjdvjjgAaGtJOOhhwQgiXZBU8DgI1K+wyELVXp74QKCszhPC26OzhFJQULu0wCPkqpsZndfKx6vi52WEB3RkXxjBZd2aJjMZTNG7Mmn1vY4gy91gKuGMbxsOi16ZH09qzJOqAW9apcRDN+5vsden+vUsSYnAmqAJ+d9mdSrqrEnP9BRk0zbmwCW/26M6BvXxwWE5T50UMIYWxrGUaNLFvBFAfiKAapIuU1mq3HxfZZh66MZHa5l4NykGEOVi4eHIg/tIu0EfEs8OQK2kT3JlMd+lwPn7ACBJFSZfVQxaAxIWVOcDWy9zZh5C4wRWF3dlidLjzdLpNroFO1Ymd/bDsdEYODFYGZQmMyVnMviIJ5vay1hQthnWi8M+L0D/loAEvm+ZAmXhHHFS75ccEqITdhheWXo8VaM6pO0QfY+7YRygimqUIPTj4zhpcpVne6hJMUJMQbA+5PhtB7dQj5r+qUkUj2DxrK9aOF/1sfzGK6/uGMOtAuDdwFIPO1YJMIlX39P1xfQz5Nx9IF5ntzo9XWZK/iUrQP0/GWM8SQj1Rpk3Oggd9OalId0GncZn/zCF6LnkMB4xZLIFYdwU6fQH4HgYkLu8iTBRrKTeE6BCU0HosaUJloQ9aCv96J3yW40z6jj1Ll0AoeKPPHepPzIS80qI/gpwfmfBHuUtXEmmUlqeRNZv4bswhBw2PYP2CzoMIwdht6bhkxqml/VfmGdQ88ZJijOnE4ck/3zKKs5OZdkQZtMbGlSp92sxxV5QtuEnMNZAfCs5DxSkywG2QH2CWurQ5EJ2yRLXBKsTJ2xvEgx6HgKE7FSMpSyV+0scYCl06gsL1KjmggzWFIM4ZKOMr/T/R4E8EvZ083hFVf104myL75OTWhRGc4uQLALhcZWCFE6RR9krreplOE6Qf68O1kN8PPulq/7BVsKSqE0zNL0zZrgodBDxo0E5yZGcHMnsoyJrO5m/lTvKmwuKkqRMU4Zq3CUZvauED9IedMVWaT5okvbi56ojMkmPNlzmZ9wiM5qYGTpAJ3x5xrPeh2Qk33Ntkxo8WQD8GIHJBzRCRYpk2EsSU0SQrX7qmZs2cdOGOU2wzoq2xnAWCHn8eAada5kWrfC+qOMujBPJUPjvwIgL1RtDGLCxc3gG5yQSCPpOYsJ/yrQWCxJTVay8RgGPtYqn4qX/FspIxrGyNLpdIYYz7ZWZ28/mCQqQ+6SLAFL9rtXRCPE0x1B31VrUkuenu8a9l421Xi2wS4M2sUSlkT79OPhfE8A/qGyYo0Hkx5PI6AGWJ+JtUZgJXvbNMA7EpwdGbyjlI2kPKGOY4dlN2KUnZsaCG5iTLltbX9AQ0lD3td6xp1+rO8nE6amKwpUXpZemGQ4N8BSxjSq5jSki8T5BfJX1NlzOczsbWPJAugXjMZygiNh2ojQQqZ5WNSFknu+BNzBreSnThhJBnacPbzWNyk8cdyx0hnRlkVLaB63jOZm4MEc6LuBoX9s8+SlyyXCRCZ76XWetS+Q+3i7Jx2/FF1ty4hEHKGthSF/OhjG6I6KTER9JZP9kgC8rEALR93HieAkwg8OVu2Sg7MLA8bYdhD+GDUcgx9prlG2OW5zQLcNgW+fnkH4MpF1aB9FQA2wPgPrDQH5YZuCkZ0CBMYYN0OC0X/p7NZRc4b7nmKQ6aYAfFMOwc15Ol1Yjtao1dg7gMP9QfGcMj30sKxF2KCCKxqYumw6zZOQrGk1LkoNbKTG1EbUQKArAP6eaMhWuTTDAcu+p6GMbDXDKrVpRt1rap+V7mnJ93FDeJnX6ELXsTMzN4jCOSVSQO1YSbJUVL8czXRtqCrUto8t+7a3WQaxpVX2PmnDzG4bIuG9jdSIromOhYINUw4LQAc2Q9pyvzrt8Uum+iUEumpt+MRD0hUxtuLZ8rvDLHS7Hz4mjpK5jVsAus0BbhsG374uL4rreMv09OcgAmqAn4M3dTJdkoT2ekA79QA7iJcs+6IRCcQE1ikZxGKUbyTwTQHotjUpHRnk4t5kftwN+cdbsuYL2aWkzti5Yioay3a2CTsruLRdAD6SGUcSpfdjTf3stxuY8vMerPo0M06KFIWsQfsHwCuSBBfR58n9Vlv6E4U5RzrVQk8ApzXtkpzrn2gXHBDZQyNlmGjLGNg2uXZRciLCIgdTz2Os/gQblSVqowVlxgNEQhNpiDPulPFW8gmbj2DKYc2tiP0IvA939vJ/36TavATIXeXSAhGJmFBbzqe+phc5Y2xhEqXMC1Inw54ak38vLxQMui0A3y5Gd122Sia0YO30vEZADfDz+vZ35+IHec4bCSM7hcaYxChLCUmUIDTeooR28UYCbhoBbmH0Seh6FH9wepAaF/do/rAebI1xZvasiBWEdcbBFauRW7YnlR+SkiuAZojua3q/UwTtyXG+QcCKAPyBlrJQOLsN68p3LKq1FX8znSCVte87Hgbr6/gTzX1r8dZtG7W2ewFInzbFIQnJ50C/DBDsBaaPgUaVSt3KoKUAL5Wa32t59la9YMlcFuKVfaijt893EEh4qpdNRFBBqCUD9Ozi2H1ba2zTLw+ZWAkFpwO+RUQqJKTMCG5XMo719VjpOBNFQA3wRJHSfs8qApaycKdwH1n2k41hFsGAiTRhR7pJQtgEvm28UqhBntWfQ+6QZiKR1Ksmy2ra5pJSFiltIgTL5Me5xsUP2zKm/dKLsvJ+d1NYA5tMupKuqZpbMcOtEPBYiVYcMMhZs6/pBM+JE7QYaFBE2tG6sJhfOnGtywg8yKGaVLpGWl44rrRlRBcI0xmjIUxUgkU2B3g48M0EvjiAI8QYEqbv2ML67EaUJCWebVvi3BinPhHKOvJt4uECfHsW9/REHjTtowisTwTW7Ju9PmfWsRSBMRBYznOn9mLo3QzaKQpdr8kPbmSQHdDNTXak2zsxZ8mPupS4iHeWxT2cWOJVzQzZKwnOMgJt1aRUnAHwKPYmURpqavs+yOD3tIXawzpf8bCTLF9xKDjFYvWsPhupudKhb9n3lN+FmBrU8lSLFOLraDRntjBcLWmyZS0l4GEGHwTQPk0VoUKni5ASJok0NBAsG6CFUkc+qg3ynLfkMBIbW3khAziTlCXjdNm3vYUQ3AYEtz+OZ26bqGDDswq8Dq4IpBBQA6yPxEaDgBDrB+iVRJodGY71lBOydmNfyb1Rkpdkrw5j9W1p5qIql97phDWw+7YL2Y8a+Lpm5qx4xn8Ok3tMfWs6+/pmgB9mpulJqbv2MqCJQT9Bj9YMtibVwhmzt3FKCzUmkVFRkkzoNJ3nvVJGJC83DNrOJlGNIteI5iBQVRLfCM5VeZrfllwX3ddw3zbYqRl5EO92olsSIpxwk4SRRwy39ej7OjGUtZcisOERUAO84THfaGe09b+fBLgPoPvYyPLhPoDNvx049wXAfVPA9+1K/qMb4kJXcvHNgSFLCMugEHpKEX3imEsIBeCdG4HgFkm82Qx9t21H8yQ0i1C5iQ9n0P7NOtPdx/LmGPRrIJja/H8hEryP+zMeAkHqXBP7wBsCmXWbgyVsHmBLcmIqytDAm1AuxBsOHGBgrKgBA7+WBDcAV0URCCshGSVJSTay3K9Oe/Jpf+ERScYT7zZMlKLbB2i+1Ho/6205n7ZFD57ZKoCzFQFbMXgrB/Tq8N9C0MJbEejJBvh8rQd+1m/Hc2YCNcDPmVv57F9IioJyvAmltEcYke7j2EDD/DtA7r4Ajftfjin3RwZvvMHW5Pj1XNqpYRJzYi9ZPKpMtaXUuKsIZFi8GuD/z96VgMtRVen/VL+8FxFQVEQWV1yYcUEYiPDS1c8IiICsKjoatlFARFRASFcHJRHS1QESVHQUFxSTcUFBRECiQEh3JywDJCgguAwqEmRRlLDkJa/rTJ9b91bfrq5+r18WyHLv9/GRdN+6detUpf862/8vE6+qQOG9MSMSpEdVOIfbWmzs4+OCHkX+IaQctliDSvqCSMj/e/XsxnPJ63LuI2B+eUJb2XqTuEVTPIpEYtobts8vFdOXM7zrhmjWg3FUAULdaMBW7oURqxht3yMmYhEXSWFZgcoiXLFOh7wQbIUX7gjkdiA0dmSQsJ0pUCXwjgDJ/ZL/ugmEdOzHUVKu01u0SS/mAHiTvr3r9uLEA0aEEz2PEnKGtT1DU4ReFHoeEo9avGkBaAFuD/zQCPjhifCWr603LTSWA+iflIurZVUrVIosY7TL+BurVijcQfCWemj8LYI3CPChTVarKd0O1Bq8T4Kxi6VqZKaPSYyxtnZdg+MzJA0VC5fQjr7IpuHMWPtqBl/uIbqb4b0WIGHHMi1naarPblsT5SPt3fKyLTCwdA+aIXZa45H2Wgm8A0Dag1W0osKg1uv+etnHkxH4QucB92IqN0cs4ADYPQfjsoCI06/A8A6rwDv0oW/7BniH+IdN/bjJD5rxGNIqPuM6T2ry07E3HQN1DNi8XMA6B1q+CvzweL3pKpe2BxqTPJXDNSxePb9Y3BdTa9LvCfwSBkkbVVcwBiCKREJ60SassDYGWc/HSuuRSCAK8GYOofdk4G6AVgP8Jv1i8/oe9yX3UUUacqClzwDLpOWrx2MxutcKCQtv3+zTludwXTGJydakJ13Y1JZHwMMeSP0/h2i5vChGoPUW0enVLm7exmcBB8Ab3z3bKHYcSxZGGpQ9BdDyo6hFBuw/r0sGKAnxKi+a4GlvmpfnAPUjOZY3LZqycZuLoic0LF69/IhHpBiTIO0u2wL8llGYltaG27mne99LIZYtjmQtKhXQmaxlceU0LWPwPymWKJQWoDamsKzNxUQnUiSlerfviKkbK13FPLp5raxe9JIXvHUWgQEgXN3qhQ4gEawQ2cXl8mLXAB7uQ275MJ552EkN9vTouUnjtIAD4HEazE1fdxaQVqN+lXdrKICOEAO1l3gwiVe9Lj1H8e5UmDsuHvMe8hBpb6bTm67ymZMAT5Pzq+rcrn3DKcs8BfAzAIlK0Lp8yVirG9AFeLutKeD0OANbjqMn+07Jo0v+VtikjDxktteq7q94qiZyIv+3iEHW6lLlYFGzEsWp5QKwBFouSlMCsDHQ5pZHyD1sU5Gu9RndAs4C47CAA+BxGMtNfX4sIG0qI+iTqlOpNt0hAnbw4G2f8qozFZHWcMeid6xBWjxqLPfACqT7QP8cAbYl0KsBlmIkAeWe2Je6NQmN1maU9mazALQXj7d3O4xrNSHruA2I7oF6keEnGd42kfJWW6FgKyS8Ln9vBExNWmI5EClQ1WD7MMNbLixcvV+3m+ks8NxbYF3+g3jud+/O6CygLSDE/sDAjiOgBKhjsFatIuspL0j/FC+aQNJy1WBELwDoJXEFbc8sXsk9HBf0Pfd3/imAHmRETxBIJAqlFe0lce6/e654DbZp5fulYp6U5xrnXRsqTJzD8MODdOFa6/2uwd7cIc4C69QCDoDXqTndYhu6BW7h0narFEBKNaxpO+kIhfaqAzvm5WrWqRECJggJ9JgH9DBhLKAeZ5i544wUu+pSXDWhN9WgHjatpvCjrKvdTa5eipkEVEl5r/3LJ9MMEYdww1lgs7DAOvlB2Cws5S5ys7GAtC29CBN3WK2AemTHKGldEbIFb/u4IEhV2fZvNkYZ/ULFI05C9ia3zohUMdNq8MNbYeLytW0rcrZ2FtjULOAAeFO7o+vxempcOjlCtM68w/W41edq6S0JvDXgbSUawASSYjEpItqaga0IEO7iF6yLzYzl9a6Lc3RZ41kGrwDoSYBXEOhfAK2QP+uq7xUMlrCxG6os3HvMp/JXnTGcBXqxgAPgXqzk5kDAF+CvOFM4CzgLjGUB+qQD4bFs5L4XCzgAds9BTxZwANyTmdwkZwH5WXUA7J6DnizgALgnM7lJYgEXgm5/Djx4EmLeygNvxeCtWYWgSULQ6u/yfxoHh/AG+pS5EPQ4bowLQY/DWG6q84DdM+AskLbAhlyE9Tzmgkd7UFwRlvtn5CywBhZwHvAaGM0dsvFa4LluQ9LkG6vXtg1pbVuLxnPHXBvSeKzl5joLrLkFHACvue3ckRuQBZ5fIg7+O4MaEm5m4KVrSsTxXJhzLTzoNiIOBvrJEXE8F7fMnWMTtoAD4E345m4ql7apU1GuyX3KAtK0lzwa2HanvxwXRGsqSoiUoIhfPOk5Kso1uZ3umM3UAg6AN9MbvyFc9mYixvCyXlSD5H6Mxgn9PN0vJcYA0AsBloKzXoYTY+jFSm6Os4BrQ3LPwPqywOYmR8hajpDWQI6wF+Adl1+65je1qxyhzmUvjeUIhQP6uZEjZLBwe+/g5AjX/Ka6IzdcCzgPeMO9Nxvkzu7ms/tXYHiHVeAd+tC3fUPRMgqXciIdKBSN8t826/ACLIJ+EnUipd8qur9CdbgK/PC2GFj+FpopWrs9jSqXtgcakzx4kxi8GwO7EahXndn7REyegT9IyJXBbwcwZZQTPwFQDnFr0sYwhOUqGk1kgcHXEHA3QMIZ/SYG7UbA63u8uIcAuk1smAMtfQZYti+VH+nxWGRLG2JHnXtfT8Ib+IcoLRGghSFigYgcIqU1LaIR430Ge71eN2/TtYAD4E333q7zK1vExRmIcKLn9QxUY+6BgEdiQCUlLSegKvlED/yQ/LBNhLf8HRSK2tAaD2krGkD/pByiSRooRELwjT0u+DdWknu4g+AtbaDxtxy8QYAPHQ10CfgTix4tYxdQB2f0MwC26PH8z9U0URdqo81k5tVE9HsNxDuOspGrGXy5h9zdjMZrAdpdZBoJkBebl/d4AZJHvg2gOxi8bAsMLF1b7uiFPONlfXh2xwieqFPtaLzp+M+Q6xEJDihMoQAAIABJREFUy17318tlPBmBLxyiyoxeJrs5zgIOgN0z0LMFahyITm6vY6UAKUE8VhG+F1CNATZC7qEIjfXmMdzMpd0bCmy93Uh7twD6etj4ShGTF8+sAV5GoKUFCu+tcfF1DLyPQAcD8Lutw8BSAh4AsB2AyfY8UUWKgEdEG7eHfTyfUx4B+OWdKkh8S5Ph6XEArwUgOsjdxgIGLmd41w3RrAerXHqbB0iUYXeAdgNYXn4GerjAEQYLIN8m94GBZQUq/7qH48Y1ZXRvmncEyER0Jva6sE+h+13t1Vib+Tz3oGzmD8B4Ll88YA90PMCiBatAVbzWWP1GANZ7KAIeGgA/tLZea6/7WsLF10fwJskPu4SR9Y+85CjHHAz+jQfvViC6g0FLt0H/UhPGXsjBLn3g9zHoIAL27rYYATcz6EYgmtj8f4GAPe25HPGj5JEIxe865oY2oAkM3CsvEgS8tO16gP/NgZY0wOwBQ7HNswcDNxL4cgDX+VSRimkVPt4aW0okQu6ZAeV/6+3S6XGKQVndrwi0bIjOlRee9T7G9qZFKYueaoAvdR7wer8dm8wJHABvMrdy078QaUeKMGFS7NUm3u1rerzyB41H5YGWrsbw0ik0Rzy6ZMTeGr8PwAGcAtLUOW5qAu01EaLfxzlkHAXglak5twP8GDNNIYLtPT2FWCVp3GM8hVhrSNyRDkNLFGMxAMmNp73eBwmY10B0F8F7c/NFZH8A7+j+okJVBq4geNfl6dz77XnmvsagHO1OylNWdQS9jD9K6Fq85BFgGWfc114WcXOcBZ4PCzgAfj6s7s45pgWkRWkCVu3JoN2lSEryibrydsxjRSZPfpQFcD3Q7ZJTNB5Y+uA6T98D4CMAfs9o3px4cYzoWoK3gECSQ5wKsADvBHtNAq6QULMHTGFgl+Q7xggII2jnhpa/q9C4hKhZ1Oyeg5E6V7IHferVzOwRSdFYPAi4j5Wnj1cRsE9qi6sBmtcswJpPwGMMPgSg/Rlc6A7GuLl5L69oIFowRLN/kzVvEZ/1hhxGlKcc55JV+LrXF5c7xEsmREuBaNmTeHbpgXSR0GW64SywQVnAAfAGdTs2383UeNqugLd7XI0sHq6qqn1hjxa5wwAugZf6NPuu0Y5bxNMGc8gdxuD3AHhrd6Cgn0Wq2jda4NPsv9S4+J8EmtosyjowfQyDv+6B7mdA1hRv0B4Szv339o+4EVdGqyHV2/2j7bmXVqWOPTGDqOs/8eSczNywAVfWYeABivO99ljAiKoE7y0A/jN9PpIIM3i+T5UfLOazdmY0Dm8Ct9hi31Gu7XYCXxHBW1Cg8p2j2UBelhiNBJTH80LGwP/Ks0HAUoCX5Wm2FH254SzwvFrAAfDzav7N8+SL+KzXEkZ2N54NAdLG02vIUXKJtxJw2whwB6N/6RSaKWHdUUeNi+9s5g0PJdD+AHfLOYo3eAUQXTOM3AJpjZF+ZoCmEngqAKnuTQZH/Dh53lcJWByBP9DMhx+f2sQyTcLxNusoThU4ibcuCkrPx0iduyPI/RcGP02gNns1K4i/ScBVAO8LpqNBHS1ndzJoPsDzCxQ+dgNP33GCjjIAvD+1XjxS18x3EegKBhb4FN46lkHqfOZWEfomeXF1+ySpvAbw6rGOk+8Z+KsHviMunJMir2iZvGT1cqyb4yywrizgAHhdWdKtk2mB6zl4aR9o9z7g7SaU3BaaHd1u0nspRTe3SvFNpKqSy1LQ1NNYxMV3S+WyBt03ZB3EwNNSKETwrpmIxoI9aPa/ZN5iLr0lAh/FjKOIOiqXlzHwjQYGftyHlScy43QiSvqe5cddliDgg6lzyuc7WZ89arXBpEPBPV3jGk6yQ9/SBiZV23rQnwFOg5hUNkueN9k7Mz9BhDnD8L41EfxRBh8N0Jvs/TDjYSLM80DzJlP5bvluCZ/6khEMHEHwDiTw/ty9HesegK8Ectf5NKve63Uu5DN3moCcKfIyoPzi3o7ne8RDjgu8eJkHLPWp8kRvx7pZzgLjt4AD4PHbzB3RxQIL+ey+AYzsHiHSFcnKI5H/2vKkWYfHecm47SRSBA3R7Xk6r61YpxfD1zh4L4MPikG3I4SqliDg71IQxIiuaWDigik0U4qN1KhxUcKlR+lQc1tOlkDXAHxJnsIrqlya6oFP68wb038zWHSAJT9sDwmv2h60VO+qEG9WCLiXa12bOQyIeIQJgUtU4XXWercD2CO1/g0E/IGBE+3PBbAi0NwCledXOTheX3dbq5a+t/MBzPOpcr05XgQ0IgwcEamXJBWq7gaUvwNwJYGuy1N54Xivu87T3syqWE7yybynrr7u4bePhRlM8slLBYxXg5cxBiTiIi8wbjgLrLUFengI1/ocboFN1AJLONiloQqkvN1abFLtbSvdLj0u7BHA9W5rILptbX7Y6hwcEYEP0KCbrkY2WxAWo8sj0DUFKi9I72sxl6Y2wEcR8O70dxJybYLlpQUKF9c58JsEG6cBOKx9Hv2UEN3IoFNSJB+PAXwPQO9szee7ABqrLamDGGMtHqNe1pJwuaQC1CDgRo7z1gk7GAN/84BLWIWk+fDUfq4kYG6ewlqdpx0A5MQrlorytsHAL3OxRyyA3DaqXJRe60MlTA1QN4KMBwh8ZQReUKDZHfexFxvJi6KHlZNycQW7FHntyT2yeDH4cQlZA1gq1fSrwMumUHhfL+d1c5wF0hZwAOyeiXFbQPcDH93Nw8xYUMgdhE3q1mbo8TZGdPvahPZu5xMmrMRLjoiA92jQzSS3kEKiZpHV5U2v5xqfKjel97WQz3jFBPRJUZV4q1aeVnmlKzyiCxsYmT9E5/++xtNeBeROA/jTqXXujMBzPZCEceekvrseoEYMKMmQfdhgbOeEs4ByFH7mMW9d1rHWOTpyvuJd2pSavwIg1cPvtc/EwFeaBWy3eCB5EWnLiwP0JaAxV/Kpi3jaWz14JzFwdEZB3a+ljWk1RuZPofP/lr6SOgcHAnQ4x7br9lL1YDMC8bNmn/aCEfRftzaeqaRKJoImNSvdTZGX9HNvO6aF4wkPRODvuf7fHq3lpiUWcADsHoZxWWAxn7FzhL4/jHKQ/GArNikBXA+52ybTrD+P6yQZk4VO8oXoO8wC3S4/jvRbILqCkLs6T7NuyTrvYi69PVJtRNFRGZ7WfQB9ZQImzNuLZj4px9e5dCqDT0dMX6gGA3/3QHMY0Y8I3jkM/rB9LgK+qMPTQ+ZzyTUzyPIK2/KtNlgKL7KVl1VnTBdvjWLSzLn2mva55N7YOd8fA/hAa3GuR8BiDzQtdX03N8An5+C9JwKfniLsEAa0OXkqXyjH1Li4DYM+o8PTqcpqfhTw5nnA/MlUFi+8Y9S5NEVaxRg4oBnG3rnLhQuI/wzgBTm8/LpBOk1eNNZqxAxoQvISTaK4yEtAebRq9Tf5FEq43A1ngZ4s4AC4JzO5SbYFUpSU0sepAZdvHasFaDyWlB9uAh0irT3yXxPUuuUI5Yf7cmkZGqKKhAczR42L4jGLx/uRjAk3MPD1AoU/Md/FIVEJN9NgCnwuZmAuAbsw8KNUb68INVwE0EkApF1HwrmCiF8HIJ+Z0ZZnbc8DJwDaUSGt18r8d9vlu3iNdmaOdMFX214I9FWAPyGIrzd7jwf+cgT6ZKptS4C82MwXXy12SueHAV4idipQRdiw1FjEwYkecFwWaQcB/6PbmK7rdg9v4mBvD5C+bcnzZ1azy8tRk8xDecbPorFgP11YN55nr9vcRVzcLac8ZZ6EGJTVPZbhKCjXhYU3rzUcAG9e93udXG0sNchvzmH41kG6cK09DXtTt3BpuxHwey3QzSRfINAtEaIrJqDv6r3p3N92uzDmy3I13KmKqprOWJpEQuDxewT+luQuzRpxv2kk4dV0r+t1BJqbp/Kvalya0cTVs9uBmecD9ONmVfHXWm1V9A8g+jKBzjaApvOr7zLH2j23QgFJrZ5hqch+UeraRusZzvouWSO1dlvhlb0nAXKo/fJnABhaz4cZ3knNavQDm0pUJ6T29IOm5/fhOpf2Y7DYTXqh7fEDgjc3T7ME6NWo8rSDCLkTARZ+7fS4QQExdp9HdKRoEmcOiWQ0gCMoXiPJX6cmP9nkob7KA65bjdUL0uxna/sP4uc8Y4sXY+WkEay+e12vvbZ7c8dv+BZwALzh36NNfoeLePorc4gO1CQW8uPdjfh+Udyny1d3Y7YyxlrC03dsqBCzhJo7aBQFqOY2Q6/fsUOG8YuFeLwSbiarcpt+y4jEk/tWlYN/J+AbKbGFlXJMFIelL7XEBv7IiGYTvIoFZJJXFfIPU9wkvaev0vteGbdF4aVaicjsQUBIVyyPFopu+846Jib64Aj/AGELixrzQSu/KiFciWbsp/fyDwLOjIBiIjPIWEVEx0WI+gn03yn1pN954JMmU+XGKhc/RvDEjpaHKhXFErIXjzh8zNynmICFPgVQB6tYMxQuZBnzc/DmDdIsUcnqOup81puA6Igm65kUx4ln2jGa1/NMBPw8B7quAQjxR88tbZv8P0J3gc+LBRwAPy9mdycVpqQI0XuEAlJ7TJlqRVI1G/fpRlfn6bzlY1muxsX/sNqI2oQEpFiGwHNXY+X8KfTFf9pr1Xn6xyNEksu0NW1FNnDuCPrnTKGZ/5RK6Qg8L7WHxTnwKRFy72BE4vmacTsh+nwE78utNbkOkJw3KWpi8G+tUOoNlpdus2dl5IRhF2xlFW/Zx9hrdTuH7PtqgF8MUF7+InrHBD6lSRwy0wY1Bp+Sg3dTA/wlAhJPXo4hoJyncPpCPvvFfVgleXPxiBPpRa2hPCdPsyQkn4xbOXjpMHCaBxyjpQKT7+K2MYkuqDYmYT0bddzAp796AiYc4akirq7qVRI+/7nkjAG+zpFwjGVV9/36sIAD4PVhVbdmpgVihSHFRGVAN3OesCw1gCtWA1fv26MW8GIuHaTbiNLkF3KOxRHoy0NUvix9wjqXDtAFVunw9DwgmiM57bv57P4nsPq8dAW0FFrlKTy1ykGJgFnW2r9iQIqOvmMB1z0R+OpUMZO00agKac23LF6rET0Qj08XfdFTaR5kraOsCrUY/GjTI21r29GetKHytNaCkE3kLDKUZA/x/mk2wPKCYPZx2zBWHTeAfqnwTkLLDJxdoPALNS6eC9B0267y0vQvDBx+MM14RlOMChCn+6Jv0IVav0jfkyoHJzWlK4/P4uaWnLtuY7qml39mIvTA6DuCQUdY3n3GofRzAAs8eNdNpnNF4MENZ4H1bgEHwOvdxJv3CRZy6S19CmQU6GZzAjMikGoXunwrjFy9K13wdC9W09J2po0oqTa2jr2sKQj/3wUKJXTdNmJyBmmjof9KfbVI97NeJZ9L0U8uLrSyW2Gkyve0PJUvq3HxAoAEYGL4An60HCuP2x4Tr7AA62EPPCMCXWydS4q+3mSxSwlYS3GSQKpo7+6l/2xXPydKSrF3Gnvr9p8BJHPaRRfsNdWLgTqXsHYRIIQnyQuIBz6xeUNEVN60d103gv7D+7Dq2wCsam/+kk+Vzyzi4BAPuMgKpcvS/wD4k8ILLX+pcyDFdOINp+4TXyJRiSxu5hpPO5jhfTKrN1vquaSN6Uk8Nb9XoQWhrgRyAsRSUS0vGd3EL66TAq4GGguG6Lyu9QW9PKNujrPAaBZwAOyej3VugYVcersFulbPa9upnmHwFQBd3kD/1ePp4VzM018doSG5XWkjaqM/jEGQLvTA3xjMIEhYyGdvmcOq04hxOghbW8D5J83oJECiRo1LJwP8FXvXUl3bDzplEs16sMbBJS3QFDCjrxeofFKNg/9JgIqxisk7khCdYyqINaHFz6yqYaF67LOUhq62wtQWg5a0WCV51eRzViIDSsJPrt6aQ3fGrE/KS76GQAdp0BVWK6mENt73xRFwKLXy0r9h4PPE+BEoabv5vk/hR+ocXMSAVEPrQd/zqXxMnc/eIcIqqQxPRSD4Gz5VEvasKpdO0QxiLRlJxpNMmNNA/9wsXm+pPJbcvC6kSz2vLC8P8zzk5o+n3e1iPmHCLniJhKmPYMYhKcnI5BxNVacbxSuO4pzxr9f5Pxa34GZtAQfAm/XtX3cXH1cOK9IEyeuqHGLGeIJAlwONK/I0uyP0ONZuahy8o0mHODVSVJEd1cEPi+fK4G93I/moc3BM3LNKtgJSM5rKcxneHFOUo4uxpNCqje0qAj43ROG5cXuU950m8B1qAbjKfaYBikAfYeX1tSqHJU/KQMkcy4imEzwVwo5Ve1TOVIWABQAIpPKsDF5CuiWKYw/QeJMJuUdqzo1WjvYeBp4R1icF0+ASg8pmDx5oVgS2Qsn0DZKuIbC8TMTQDnwlT+EpVS59gcCfs+7X1TmsPGaQLvxHjUufbuaRv5i6l3dEWP2BIbpAiFFQ5dL2hEgK3cQjTn6DmsxZv5He6jyFUsjWMUyRHIM/RqCX2RMY+JcHzGsyWs3vRcghvbh46JGqqFb3PF15bqbXSMlS8oJectFjPc/ue2cBB8DuGVgrC8SsWJ6EmHXItGM5qTS9QoB3TXh84x/saYcSPPF435+xWRG+n2tCnVkXU+Oz3gk0JEzcxujU7OH8CcGTgqCEsKPKpf0JnO5D/bWEqwtUvkEXj33XfsmIgDOGKLwgDUxSrCQhYQJJyFcNYZESPWFD5aiVhaTVSrU8eaAvRe1sWzZFZMJUxeCrCaSvR/KXSTuPzWbVRi/ZrMT+cjM0/Cm9lR+w2ptRcKKfMvghsrxbBkuYeksCJVEBBp1ToPLn6xx8hgFFtKGvbEkOOGaQKn+o8bQ84AkIS0FcMgg4NU9hAs51nr4XKyDuuK9XA7k5Pp3bwV6WIGEcnfhEp8yjmvETRjS/QLN/tiYPt7RTSZhak390ocTkW8QrduxXa2Jhd4yxgANg9yyssQU0JWVbL6wGmT8J4EZoXDFEs5esyQlu5xlbrMTwUaz6dzs9agauikBffOco5Py38lmvXRUD78n2HsTL9MBz8lSR3G4yalyaDvC57fulS/6J/lOkoOgmLu6ZA323/UefP+pT5ZI0IEmRUg50hQhLmHadpuCAsEd91VNSfYru8gkiEkpPKQCSIdSKlxMg/bcmbCzsTypXybHC0mQ99/tWPtb+82KrRSoi8C+4FXr+IgHCxKXy2R7ovQ2O5hklpwg8NQc6uSkHuLc+x7MeaFIDLJ6hVEKrYYB0EQfHeIDYw4z7cvCOGaRZt8VCCxNnN0kx5CUkGQy+vECVthepOhc/GIGkAl1559b4aj9yc95B5yrPOWvolzOxV0aqg+oEnj8RA/P2oBlS0T7ucRMHvhB/kALkpF0sWScCz3QgPG6zugNa/5acLZwF1swCVS4e2/Lu+H4B3Rzo8r3HEFYf7WxC/2e1EdktQeawr4kXWaBQWmsyx2X8gdwrsPNpxCR53oTSUSqHI2CuzjUmijaxV9uQCumE17hZZPVkhGhagSqqXWYxF98dgb5nUUQ+2STQOKZA4ZWdQBQXJ1U5kFyradNZHYHf4YG+1ToPnxXzDZPil5bQdJO+84BW9S/PRosC8v8AGrZywFLQZXKr1p9VDnigpW7UWiMWo8cvWuFv/lLz5eQxgMxLh+j4Hk+qCCxWsGLgxgKF+9S4+EWzT/k8Ao4dovBSXYAldtFhW6nI9o7NU1mlGGocHMXARXbKgIA/MfAhO1QsAgmSm/diRq0WDSfjESae8zf8ce6R9OOupBxx+5kKabdRgmq7/sFqYxICkjUakmaJ4pcR8Y5V7YHoROepkoTp12hhd9BmawHnAW+2t37dXLgI3RP4sawq1vGcYRFPHyQ0DGNVmv3qCSFxGAZ/fay2pDqXjtRsTO9oPz/99yqsnrsPnd/WYlLj6R8AonR70kIgOtXQala59CEwzyOC6VX+swbfRRqArFBnXJSU0Z4juecBBqu8q4DhStABA8y/1YL2qyNEUz14tlcuwCggLeOHAs4G6CLwHE9XXzNwAQGf1fOE+UrA70P67/YaAqlHAiSAMQGMJzwa2IUxfJ0BfQKVGCx83pawBM/yqXJWjUuXQun+xkMKt4YovKrG0/MAfw9gw/M8QuBjDTAJeYkHuoDBsn97VHwKA/uDG/iMnfsxQUg8JLxsj1s1C1lHK5k9SZjUVsdsXB9v9nAnRXZ6zlMCxIzcvCGatUaRGXOuOn/uzYzV22aJfIznuXdzN28LOADevO//8371sZSgKqpKyfuprYmI+1yfwiSH2m3DUqClGawsIYE4jOupPG+njmyVAyk0Ot5ek0Dn56l8pvmsxsVPQHEjx0OAs4HomCGa/ZsYeCKpWDZFO1f7FB7cCcqQVpwZDCwxogUMOsoDv4qT/mG6pFlcJC1Bn9enElKMZwEy1yNFT1JJLWM4Alc8kAr/SxjUAwkns3i+8snnAE/P5R83e3tfYPLfDHyBQDsBrNqvCJgegf5CmmAk5lGGcF9LG1JCxdkC20DC5SaX/i/Ae69Ps+oCSBFGvtfs4U6iCB7oU5OpbFWVF89unlHWtcdNPoW2ApP6TgQYYmKUuHK7NdT1zOml0EpXXH8qS2qQgSulaEu0nbs9U+5zZ4H1bQEHwOvbwm79Dgtcy6dsvRVeaNqIMoq3aIGHaO5kqvxyLPPdxme/YiVWSf5QvB67r/NuqaidTGU7R6mWq3Jpd+nzbLYY2ZW0DzSrhM+0xRjSOWHhS/bgHS20iLEH1JDiJ+318ZIchg+OsPVExqqbrXzh73wK31Tn4OtW29GVPoWH17goyks6lEnvYnBoRAriAiiabjFzCWBK25OM/xNGrhQAC9GFhO9lJHOlRxjgWVYhmHiSgVRXx1P5fp8qu9Q4+Kmp+ibg4jyFH69xIC0+b9Rr/oXQv7eHJ1c2MPDzlkAFPUDIHZync+6p85k7MHJSwWz1e9NMn8oJ6GrCFMlF2+mFFVLdnqdQ9V7bYzGXjpXKdVv0QN4whNJyIvrnTKKZHVKG6TVqXBTtYun5zqjOV+H2eSvwtPQTK/UrN5wFnisLOAB+riztziP5wDdKUZX82FrhStsy3xkBzZ1CZfF8xxxVLn5SCDFSusQrAJ5DiObm6TxRAmobNS6dALBNiCHf/yQH7zM233Cdi3MZdKo5mEGX9+HZo0R8QoAmQu7nlrd3Xw58sFQAVzn4od0L64H3YXg5BicvE00gL0TALppTWrzQawk0LQILF7MaBG9PRvS/rfPz+wlklJpqkepPbfOAJdfsy3wP/P6oNReExp6MXLKWB3org6VA6kCZz8AJHnAfA9XW+endhKgRgYS6Ug1hoSpQ+KElXHx9A4o5ahf9+Z0eGgcLVagUXzUwUV56jmythYvyFJrqa4gOcx9ykt9Owtl6rnBzp4lRIAQarLilFeHJVtYNfYDBwtHd1qvd7cFZzMU9G6DTmqxjJjxvTSV5AZsvRVtOUnDMf3puwjqygAPgdWRIt0x3CyziaQUvbiOS/yQcmgwhyBdvhoEv2yT9o9lTGJKgfpA7Kl+7AvgtfPbWq7FK8oeKfMLaQdGn8uzk7wyqI/iO5Hgt8PtWgSoqVK0BRjw17eXxoznkDpbK33QPrOFFbobHJSeraRzpSz6VP1PjQMBOASbAHybQa1vhaOWdfxsgk++8k0BfY/A39Z5+GIHvTwGweNIKWAh0PINF+lCHg1Xe96MW8cZ0Bj8AkFRPy6j5FBZqXPqiRbd5XTPMe0Cdg1l2z3KTy/ozPpW/tISnT2qoCEBCgXl9DisPMepYdS7JfiUPG18h8D8FhEdJ1ZL5TELEBJbWKHv8xsPqfSfTBY+mn4GYVU3ldzVjWDLjJiCa69NsU00+2uOj+pABFiAWQpG08Ifwas+PEM0fotnJC8moC7ovnQXW0AIOgNfQcO6wsS2wiEtHeoimAtQhOReHRpUyji1gMNYP59s0i1ICjvrH/Ub5AS7Q7Ex+YCkUA0j6Y+0h/cNn2EU0S/jslzSwSkKodr/weT6FiRh9jQMpkjLe3YjoFUvFr+59TSQNhQ+5QOH+sTIQGeB8CIgGCXhzU+j9Wr2ZO30K/6OZ8xTSi4K+nhMoDidLXlcA9esRWIhGdCsQz4mAp9oBGFsaSkxpgfJA21sAWGHg/1oeN1WbOfGhGgcibKBAmmI1qnsAT4qTFAd1sy/4eK0AtaCdDjLyfZpd1zza8jJiitMu8ylMmLCqXCxLuLtldP7FMOgou5BuEU8b9JA7H+A2zWXxygsUGru13TiRMpQXsAwhiEs1m1nPjFX6pUlA3ShSWefin0fw5mdxiI/99LsZzgJjW8AB8Ng2cjPGYQFhiRJpuSbASqg53dcpK7VxLfey9O087UUr4Z0WMT5L1FLWabYr/dED5kweBcSrHMwii3VKn+/iFXjq0zaHcBxW9aTK1waCwKdQpATVSHt1pgVFe8UCvoZ44h//xMArtwT392H1EtM6pPmjL6xz6SdN1ifpxxX6ytNy8K5qUmvKC4kaEbxXeYgEfIy3LmFZqepWbUdyDCN6kQ3ABO9fwqlsrq9ZMX2rlTNeEME73kMk0odqNKkbX99AdIg5RhOlvL/OpVMlrBvPot+OYMLgU6BVL8awSBcabeA7cljpx+H44kdY9zWrI0Bfz1NZvG9ts+CzDJzfus90ywR4R+9F5/7efCZiF//EcMUO+cdr4ao8hQnbWPpZWczBSREgYemdzXfMeMYjXDAR0dw9aLZUhPc0FnPxfY2Y7rLtRSC2t2Inmw+wqDE90dOCbpKzQA8WcADcg5HclN4scBOX9sup0GmbcEH8Uw76vmjqjpfCbxEHH5Xe0BTj0YhUwnpYNTcrVCnnu4XP3Gk1+n5pa9JKhS/ARfHq7Cuq8pmTCN73bF5pAj6epzDJFae9ObvCt87Bl9sJJ/jDwsxV40AqkXUbES/xqTJ5EU97qwdPeWjMeBiEXbUEnwIp03db5+CRppCEYmGKwLvnQFJFfYj+u4Sa/80GYAC/9UDQDUq0AAAgAElEQVTSqqSAqwGe4UG4oNXfH81TuJ3dl0zAGRFwKRh3EcWiCxGit8XV3cXFrSIrnOtT+LkaF//TClnLmkledzGXTomsULIUkxWoklBt1jn4KAO2zX9HaByTp/MSBjI5vwZzAX+bfWq5B9p/cpe6AFE7itCvNZwTT1yWu1d6vocolOex5xFX06vnLclhWwc/KG1YrvWoZ3O6iWNYwAGwe0TWmQVqHEiYN2EkEjUe+REEaO54xc9rXJQcqxTepHtHf9gAz30nVZKiovQF1Hj64UCUbi9Z4IE+m/4hX8Kl/RtxC862ep2nAT7Op8qPzbp17vDikspeIZpoVh8LEYUesfiAluGTcK7SwmXw+wtUubzGgQjZGw9RhbdrHPzKyimfzPCEwekuDchPFyjcssaBXO8eGlALDfA+NgDnQKKuZHKWt/sU7lnlQKgmlSQhg3YlRHmrpep6n8L9ahxI/tu0XX3Np/ATVS6+zyr4ekbC5tITXePixQCdYNn7aJ9CpY9c49KM5itFwoomAJ+n8ALLhqJAJHbSEon0OIGPyVNoQvFqqkhWTgBVbJ5tvcbnfApTLGWtnWiWMgHOVIEVS/5dXvyuH8+DvoSn79hAJGFuody0q+sz26bGs7ab6yxgLOAA2D0L68wCFjXlg1rSL03KP+a5FvEZb8hhwml2AY8GImntkZyxqQTOXKvKxXmdqjk0y6eyIbRIjtNendBCmh/Yv+ZAxw5SOan8TXtvtucnBBNSl2WxPN3hU6hAssaBgI3RwP1Bs7L2wxKeZ5DY5oXyckKgXVeCnuhH9FcLwHcmeNKSZPKfC30K31Xn4K9GqH4E/AYPmGoDcATM7wOpsG6zt/mhPIU71TiQViPVYxsXZkU3NtMDCRHJKng7TQRvw+C7BGRiDWF+pYRZmxXrUqBl+oDn+RSqiuUaB7ebULsIIAAYNKxk6UgAAR/LWx6o9PYyWHLsRtox8kDHTKayoua0R40DuV+m71l9JUITBaoYKs4u9z8QmksBTkOnqeZJaLyB1XOH6Pwk9D3mw6gnVLl0qi7a2slRT/ZqNTevFws4AO7FSm7OerdALHq/6rSI+bMe0UutEy7XYgsWM1PndmJ9X0/ynkaEXn5072dEgU8V6XFN/cC3Sw0y8BuAji1YNJpCEiLczOZAVclLoVRyq1Hn0rU2u1OE1a8TxR+tfavZsXg1ITeYp1m3VzmY2SLa4O/5VDnGrgRuqh6Z4qjESyag8iSemrEVtpTqXPXv9QUYeOHTWHmmDcAvxMTznsWw0VHmFXjqBVtjSwlbq0KuJoWm8m7bi73oUwUqX1Tj4qWmJUiIOgoUnh2rWzWWAKQoKZsEJIdKn+4i/uxrPUxI6BwJ9Is8lVU7k4wqB/MJ+Ij5u3BP22QXi7n09ggsbUq7tm5IXFmdvke6yEtC80oZSo9h4bYWYYzRHsoaF43a0g5mXsT8d4/ogm3QP/ctNHPVaMe775wFngsLOAB+LqzszjGqBbQnKsU0beo5wiGcgzdnLJ3XLhJ43x9A/+lZRA1VDj5viwswuNoAjplClT+ZjWpvTdpaNKDzL3xUDjJtNDVuZ3WylX5qHIiKj5EKTOgWaxwIcBnijv0kLFrl4BrS/bimxafGpZuNupQHfCAC39nyXPlRnyrb2UIYxiurcfGRVlsQ7+yBdo8AHUqnW3wq723bioFrCxQeFIf7ScLgMh7wKVSEHjUOhBjEAPgin0KVXshQQprhUyWu0GZQDcVrrNTB0wQ62GYiEz1nRiStXgkDFgFfyFPYIewR53gnSCFcW+uR5gNvE3pIP2RynoZi02oXhABwh/SKj6ag5f7JOgs8FxZwAPxcWNmdI9MCVQ4mawYrUZpJhojeN9CYO1Yf5rV8ysDW2OqXpn1HL7CKQMU8lS2pvNbaqV5X+eLKCeg/Zi+ambAgaS9N2mt0qJRuGQa/17TPCJtTBBYKSo05LYUf26PVrVYSon1sEQcneoASdjAtSkv41JeMYOBRAuXkc0Julyfxrz9thS0ltKtoJSXc3IfcK4BItTgxsLRA4e5ZAFzl4E4Cdot35fkjaPzNhKWFvnIFnnrR1njRaxiN++K1uNGH4ZeLjm+Vg6TVKAI+PkThxaK/q0PsirWKEXvM8ucqF39CIFXJrc4Geu9kKqs2sOs5eOkASKg0DcvZg82CsEMmU1nkEdXQfdlCMZrce6M3bD8L5s81nv4JaTVr0W2qHd3/DEb+Y3+6wHj+WYdC+tBzyElaI11RfYX0oBcoFAUpN5wFnnMLOAB+zk3uTriQz9xpArzT0m0nTSpE+YEW7mdV2DPa0DzMSd9tPJeWELiYpzD1OXA2n+3th+FLY3nDZHQwL4nXFCGS8LEJkf5uAnLvNW0zwuKUQ58IsytQEmWfpoC88mqF4MEDL2HgNfF33kl5mqVAt8aBVPwqgQgPdJTkPe0eYZEqzFM4WOfAt4qpHvIp3Enk+lhXODcLsTTftOgwt5iwRBKvxi2eZgJ/SOQWaxxIfln19QoDl9imzoHsUeVITa/vYi5NFXpLbZlbfQoVeNZ5+scZkerVlmuNQIOmoK7OgbBHqWuVl40GRvwpdL6ihryFz3rDajTkJcVQWd7lwTs0Hc2oc+mbTQ7sj1n35AfXo3/qTJoZpe+/rlAWb7hNepBAH8lT2ZCKdH1sdMGcFGq93Z5E4AtXI5o7hc6zcvFjPYHue2eBtbeAA+C1t6FbYRwWkBAogyUsaApx5GjprZybw8o5hklptCWrXJxLFk2kBoCLGug/bQrNTGQGzRq3cvDS1cD3DPWi/lyAXsLeyRCvbASrrmyFRqVSd0QoFpN2GTtfqg/cywgD1Lh4gSHDaLJc3eBTqNiyhDiC4BmP+dc+hQrca1y6AmDhKRZwU1XDNS6dDrCuHqaf+lQ+osaBgIbJgV/sU/jx7BB0IGBvJApP9ymca58DoM/6VJ7TXtUdnyPeTyCV12+L7Rm91xCb1DiQCuJ94utVoVulvKQB0WolivPaxqB1PnMvRp/wZSvObQIW9qH/MDvaIJ/XuXQeg8+wbsWCEQxMnUIzHk8/ByJb2IfhimVnNYWAy/IWCUi350f3bMt9F5tuY+Yx8CApkYfOXPQ4Hm831VlgXBZwADwuc7nJa2qBKgeHkSLVbyfEZ/C3+kBzBilUYdHRhoREPeA243XpuQ8DJHSSVitQa5VFfNYbPDTEs7PlCTNbWmocSMGVCYlGBBxst8lkUCcm+d06T9+LEUnbkfo3RaADW5q4pasAVmxgBmi1YP3jrNuUWj24gUgFGk1bRQRiAzuDP1+gyjnZIeji5wj0BRsoaxxIDldyuTK+71P4EbsXWahAPax8WUyqYbdb0c99Kqu+Y10MZdqFmOBJUZkC3lSeuC1MHR8bCMOW5NJNpfkVPoVJ6NrcqToXAwYpqUYZQn4xgsZR76LzRBCiY+i6gfMA7NT6kgWw3+FTZUzN3yUc7DKiXgTJ9r7lzHUGzRGd57GeR/e9s8DaWsAB8Npa0B0/FmhKq07JrozVB/wq/qErL+jFhHUufZjBKeFz+jkrYo3w3uwfaSFVoHkAv8F8H4E+OUTlRF6wBQDtoVATJjbfx5SJnp0rbOsHrXEgxU7SAiM/4pf4VBHuZeh+YJ375EdH0NhVwrQpBinVtxvPL91ryENyoPcMUnmB3RJkWnuyADjVMqVan3Sf83Xxvui3PpXlfghwWn3Fsai8Fkm4q1XIFb3daCLXuCjc1EYo4Sc+hYnsY7r/O0I0eYhmJ3q7qfC2vJx8K0/lNhlI2VOdix9nkE1N+scGcNQ7KZQWtI6hw9wSkm6rIRCmsEKXGoD0IlUu7R+/GGI/+zupeAdQ7vZs9fLMujnOAmNZwAHwWBZy36+VBWociLKR1UZC98fE+ZVv9LpwlUs/IU3d2DqGW5W3GQtpr036Sw194rAm2BBt3rbRGQJtb4uJW6RWL7RoKlc0w7uJ2HtbjpbxJFE0mKfZ98RAZwOXCnGq8K2tmkTgUp4qoa74fcRsbhj0in2p/IgNcMazzgbg0gEMNp6qekG4nkvbDYATyT4Pq7cT9jDb4zQqR/oF4IJYV1lG60VCtXmxtwQUi9ybHLPZazNMLkVsWqmIlmyDCVPsVp9OoYp23WWzjtgyAl1KugiNQP8g4GhT4JX1zFQ5kBe8WanvkqrtXp6zGhdPiAU+WMlD6nGPT+FbejnezXEWWBMLOABeE6u5Y3q2QI0Do36zUsg5VgJzbTL+0Raq81lvAhr3ppiI7mZQsaArbrOOT/MTN0k9/kaAsFtpT7B1VDr0mdUOk5YmND2xsorkJHNYJWQcyoMVIYQChSoMLLnnVcDDAFQvrQfazVQC1ziQvPeL42PoP6T/uElyISIQRtEn+fG3dXnNGlkArKu3l+qrUzrEMai2vQQd3CQLuTrWRGYRY5DxT59ClQ9NrbG6H9j+HRT+Xb6z27ckRNxA/6DJubf3PiuAvjBPFcmzJqPOwUwGPm8+MC8e6Xu4iIvv9kDSK6woMuMRHePT7Mw0Q7w35cmKN2wXWLWFy8d6aKV6eyJwGsf5YaWS5FPofiPHMpz7fo0t4B6uNTadO7AXCwhbFIH2yiFaOkgVAw5jHlrlYkBWTlAOIPB3CSPTuvE/a7AR3Vmb1EHC0/9lCqXaAaE95JnVBpMGcwBtldNVDs4kQMkZNgUWftPAgIDSUxqwEiEIAv4nr0k82qke+S6fKgo0qlz6AoE/p/eYnMf2Lj0MbDeZZjyaDcAzXh5h2HjQiZde4+AS00fLoHMKVFYgWOPiMoBUQZihypQ/1zmYz5pMg+Mw7HT5fCGfvWUOw0uawg1vjY/BtAKFkodVwz6Pvl8qtN1u8+AijmUA1SDwSXmqqEpxe2hqSWlTSqIndq911gO0kE9/2QQMhKmqatnpbJ8qpp95zGdvCRd3awB754BfisbzmAe4Cc4Ca2gBB8BraDh32PqzQLNwRwqtbCWlpxgcjCW8nuYjFocuQu64IUt5x+w61dojH6ucqX1VwkvcByyyxAF+41OoqoRl3MBn7DyAvsUMbBeDCY5ttiQJ1aIaNn0kwAcYD9ymqSTg7Lz2mKtcvJpAB2lo+qRP5a8u5Bkv68PwY3rJp30Kt5Q/ZwGwfF7jQMBfkYeMYGBbqSSucYv1i8HXFKii5BbrHHyeE4lDWHSTxfcAJBzKCa2ldU3HNIvgxDuV7x4Zxsjkfej8hN6yxoEITSiABvDoCDA0JVVgl6K57Ahnm3Mt5OLrJ4Au4UQ3WRW3nZPXLxDdnkCdS5YXAx0SVzPv8yn8t/X31LqVnQXGbwEHwOO3mTtiPVmgzqX9GPxLe/lmS9AiD17RVN12O3WVg4u0wLqZcnU/cKwJn9rHSYiTQFeZPCOABdej/8B072mdS1fa5A0mf2rWqnHpqwB/Qv9d9eea76ocnESAUErKSFqSYpC0GatgtTEFDwFQ1IkM5IUgor2IC0lYeRQAlqph3XsbF1FpwpO63styn0LVF9zeRhQzbLWurdV6xMAnbN1mu9+4WbD13z6VTzbHpfPYQqqSp/Jhtv2lJ3tfrJJctZJbZGCYwYcMUaXt3st3EhbuBy4hrQQVr9N+zqxnQjxoD1RJawZ78A6bTLM0Teh6epDdss4CPVrAAXCPhnLT1q8Fqlz6GoE/3n4WnnM9Bs7MImUw8y7jD+S2x+slN2h7r/OuR/+xWcfp0Kb8AKv8YpzLHDgw3XOaFgNIC8RrqkoRO9AjN8Wnc4WCUo1mTvRO1qxUDD6uQBXlNeq2HMUYBSDJ8+p2qd/pz0degIEX7UEznlnEwYEeoOZLH22ewnfJn7sBcJ2DG00fcwQcNEThtbfzjC2exbCwa/XJsRFybzRRATs/TMBBpu2qysVjCSQhYDnv0iYP9O7m2mp81juBhihfqdHksH6XTTVZ5eB4Auwiu462L/Hscxi+1tKMfrgBPjRL5YqZqYbSdwhIeowB/PBh/GHqkfTjRrcnU4B+HwxXCGT3GEu4/bsFqrRRW67fp9ut7iyQbQEHwO7JeF4tsITPfkmEVVJolXhfzXzlnz1QcTKVlb5ttyF9wQRIj68RrpepX/Yp/HTWMRLS7ANJf6fJK/5xNRoHpXtNU32vmcLw7eFifNWnMMlr1njawYAnVJYKZPPYbVeiIxVQtDM/8SyfKkqlyc4126o/NpgReH6eKkphqTsAF+cZti/7paHKxcVGbJ4Qtx3JOjUunguQyvHa7UHMl+XqWCrEHNpW0SE+zTYFYuI9fwWA8nztsLaxe52Dnxn9Yr120hdt5tzIZ75pAnLycrGzsdUI+LApXfKuVQ4uFHlAczwBv4yAqUL1OdpzUufSkRwXaGkebjX7iWHQv0mV+fP6D8CdfLO2gAPgzfr2P78Xb1Mxtn5U6fIGVgdjycY184hvbNJBSrGQlSvu3pqkK1x/avKJ0t4yAn5vusdUh1DFszUgnYRszR4Xc+nYCKy8QzAe6afc3u+gcx8w39u8yk0OZkWmYb6rcfCXFse05/s0S4WGaxxI4ZgUkIlX/sUChaemgbZJ2nFegcJpowFwlYPZTXINpe9rS+elwCt5SUlRej7oU/gqa68JiYfhrzbf3cpnvXYVN24GxS9OHui4yVRWXr51fBJSlxcRD6vflS6gu4mDvftAVzNYtYsRUFsJHN6tUj4tpCHCCiPA1HSeOf1kL+azdo7QkPuge7XNDD5xPC1xz++/GHf2Tc0CDoA3tTu6kVxPuwpQvGkGlwpUMaxNXa9kMQd7i/4tAKXao8enfQq/nHWQDmFeaecRbfGAFGgkFcMaWN46mcrSy6xGnc/cipETkgnVH8rgMwtUEck8NRZxcbem8MCdGkz+7sHbdZBmCRCJ9yt6uCZsneRz4++CaqvYiI4xzF41DiSUq0krWv3J3XPApU8DbHSYv+lTeIKsX+PS0Yi1eBXI5SksmD3bbU52OFlE6SNEohWs5CEj8O5DViV7lYtnEMhUQd9NaAzm6bwVZt3FXHpLBP6NZd8O7m35rlPcAlf5KB9GRKaFre22ZjCSPRDBmzpEsxLyj24PT4oZTE0j4No8hbr4rduR7nNngXVvAQfA696mbsUxLGCDh556p1YwMpJ4XVeIf6wFfFn10Kpi37jNqKuAQ5WD77bnD7N7SrXijs2S1ZG7TMkQ3vow/jDZzkNWuTiPEsEH/pJPlSRkWue2FpzzfO3NaoBc0eSAVhXODNq1QGWpJhbVoaQyOgJ9cIjKl2mg7xBjiD8vHemBfxSv06p4rnLpbQSWkLJAzlNNTuikQrjGgbRRKa853YpV4+IXAVIhfQbPL+gQuPxd59+FHUzTfHZGINK5dMA72adZpjgtuc81nnY04CUV5AxcWqDw2G4PQpVLUymOQqi8NgP/ImCq9DiP9Q+wxmfti9gbTuQv7WjBWMe7750F1pUFHACvK0u6dXq2wBIuvr4B+r0Gg2/k8GwgknhjLWB7cXqu5P4EfLv+6GbkDU/NU2g8RAsAhLZStRwpGUA7D2smLeTSW/rA4mUp8CLQB/MaEGOwVDnpR1vXwXv4VDFkFxJmlp5Sle+0Pc06T9+DEQk1pHzzeLP9SGQA1ahxIMfrAqjI92m2Cll394Cn5QHPqEHd6VOYgEyzHemxljCCt2eeZt0ua6U88z/6FCqlp/j8xf8ASM2L7YKX2zlXnV9VgA9gxQhocIoVMYjt0so/iyyiaCVn92UHn2EgkZG0Q/Etm7b+JCIXHjxpU3q5+TQCjh2yWsGyjtPXtQ3gVQBWEQIG3uxoJ7tZy32+vizgAHh9WdatO6oFRLqPQX1DNOvBXkzVKQKP3+XgHTc4StgxnS/s1kMaK+ysEu/byNwNN/O2ignJHu1EE/xjnypHpr5PBOxtekeZI7nOHGBCpInovQaDTwCkPO90OLTGgTBpvULD385GaKA7ABdfB5Dpy/2bT2HCJlXn4JqWIhSf7FMl8URrHIiAgSpSagCDdm7cps1sMkQlAhTm2mtcvAwgww2dGWZuhn5XWlq+N42gf78s5ao6l77Q1Ck2ZCRtzGJZz0mcjpBq7RaFJIFO66YHnV5jIRdf8wJ4z+7lirF6+Wfo5qxjCzgAXscGdcutewvUODinGWpW1cJ63NqH3HF707m/7Xa2zjxh997RlIyghID3LVD5BnvtlKSgaNUOpr24KhcfI5CS3kvnmKscnE+A4oFO0zTaIXL7JeFaPmVgK2wpwKVGDiu3MHKN3QBYy+09Y45ZgacmHkgXidcpnm4CbukQr023ycAFBQqT1h07R8vgxwtUSTz0+AVCRQ/k5UIpHtlShmYfVS7tQ2CRNdSjJWuYvoep/uoOhaX0fFE2aqhwNCkN49j+OHcyhQmQr/un0q3oLLD2FnAAvPY2dCusRwukf4wBXDeCkeOM8HvWqXV+0M4J/9Cn8D+z5mpZu0TMnYGvFCg8JT23ysENhtQhDVAxCLXYpiRC7FPYJhpf5eK9BFJMTIzoPQWanahA2Tq8gHeET7N+Gq/Z5s22VWN3A2ANiFb1MSdec42nHw5EV+hrS3SJ5e9VnrY/wVNc2Qz+bYEqSjXJjBoH0uM8FP+dFEuX/b39gsHAjQUKtX5wa1YnWQp/2KdKhziGvgb5/EPmaAYdVaCyFN5ljlu4tN1qRALCB1gTvuZTaIhS1uNT6pZ2FlgzCzgAXjO7uaPWswW0yMF8Aj5oner726D/OFtlJ70N7alKr68qzpFe0eX4w4FZhA1azk6qkrWmLN/vU2WX9JqLOTgparFaPTCA/sFJNDNRGNKAIepHCrSMZKBZJyVw0Nbqo6uqRUlIjQi51w3plia7RUgIQwoUTjLzRgPgKge3tQguWq1Oi/is13poJFq5hMbWdtWy3SJlC0fIOVNSh/f6FFoKVyLSfPYrhrFKvGAVxvaAT0ym0JYWVFuvcfE+gIzi0F8nIPeuvTKoQqXAawe8/loG3q2veYQRHVag2YbEpOMJjFWrVklhVkLKQsCPVqN/ala4ez0/wm55Z4ExLeAAeEwTuQnPtQUWsxIVEG/H1mhtI7vI2pPkAxm40irKuYOBA7oRNdQ4uNzWkn0Gq7fcny542l5b9wULsKjiKQafkuakrvK0QwmeFnDn+1fg6V1N2FeOsUUW0h52KjTbVgCV4qu+0qfw8F4AuMaBeNCK/jFDNjApBEuH2m0P1RZtkHXicPgLRStYgacGwzZKxyoXP0mgi/Qe/+hh9WC673cBf/aFW2CCEqvQ4wqfwvdl3U9d1Cac1KqQTArcCDhschd9YLOGTRKiP7t+GDTVkW481/+S3fnGsoAD4LEs5L5/Ti2wiM/8Nw85Ad+E+rDpzZ7rj5HPi/OAwnKVFOM8MAIc2I2gIa0hS6CP5KmchKJbP+YlqZRV5BdSSyUau2mDtAvS81k+Vdq0aWsciAqUkclTcoBmjZQcYpsgRFMFSWTx5sRz23PYo4eg2ziqT29qF8+1wEmuUYXj03KAKTnEZT6Fu9nXWuPidIDO7d0WNNuncocKUZ1LH2ZwopLEwPQCheWsB00LYghvtGaxovtz4MMGUwIPGfckXTdwZ4TG1CE6r2vdwHP6oLuTOQvEL5VuOAtsOBbIyPm2AUjWTnX+70pThCM9oQzvwG7EDFo7NtEGJuCyPIV2qDtGWy7umQOJ96vC2UA7HaN8YrfpyHlz8HadTLP+3ALYs97EaNyn//63EfS/0g6HtnurdGaeygmpR40DAV+tqdsO7KMDcBtQzvUpPL21n9IZDDbkGW1eta4Gl6p0VXVNyO2Sp3NF3EGNxTz91Q1EdxHwoviT9jar2B5tNJwjDfBgFr9znYMfMZBUkTPoPQUqJ3lx+z4v4umDhEh4o815b5kA77CxKpfrXDqVwcnLR5bi1Ybz5LudbI4WcAC8Od71Dfia7TBoFr1heutx3m9YwNcuvmnzMu1jRDO2D/3ScqQ9Un7cT1X1mvk1DpJCIAIuzWcQQ9Q4EE9O5Ryz9YRLAYONd3exT2Gb4ESNgz81NYZfLcc3QO9+J5UTMpL29h/+qE8VYelSYwwA/i+Avq0gEvhRgcKkmOkmLu2XaylO/dmn8DW2fWociDbvifH1UClP5TZmshSZyPd9Cj+Svid1Dr7LLeGE0QrgHoOuGm+GzJeNYNV+U2jO41mPZ8o7lyv7xTYYOGy0eoD4pcGiDQW+7VP4sQ348Xdb28ws4AB4M7vhG8PlCrhMAOb3IoZuA6Bc21hEDO1iCAqikiph2zZVDt5PwI/VDMYzINrbsFOZebHnzXYxViItaIH4rc0Uqi6e4iN8qqgKZxkL+cyd+pBL+qBHsGpbG4BqHFSbUoZ+PLulJ9wDACd6vuKU+hbtpH4BScQLRtB45RQ676+t/RYPB8hUSt/mU6hZruIZ7RKGwATQK9KeqLBugflmImyhXwI+UKDwJ+lnL1Xl3SYGkfWcLuLgGE9rEevvM18A0sdWOfh3Bh85RJUZG8Pz7/a4+VjAAfDmc683uStNF9uMRcCghdqTylwGnVagcsK8lALgJQTsLZ8R8IU8hWd3AkiLwrHJDf0Tn0JDRqGm3sCnv7of/eLhiif69z5s+8pBOu1Zs06dgyMYkEIwGXc0c8N72Oeoc/B7BjQrVazta74f3QOetivgLdN7/0OewjfY6za9SWG2MoVN78tTaAAXS3juC0bw2IOk+Z9XYdVr9qE5SUhdg7C8mBhRgzZKTevaZjLweX3tNxcoHMx6AKtcOpWsMDGBT8pTRbzwzJERVh6zOG+Te/DdBW0yFnAAvMncys3rQtLkHGMRL+h8rpBrGA7kjl5dY8EaF08H6AL993tfgGhwD5oterpto8aBfLZ1DDKqRSZdFXwqgXQOki7xqfzRdiC0C7zoGz6VVei3tY9AKrKNF9lGATlGG5JNifmMT+ELU+e92FAwAp2FUjUufRvg/4qvi08rUKXtJaW96htP+hTq3GzrLLfztBc9C0/y57qfmD/rU0UXlHXY0SIiACAAABS3SURBVOoxxooGeJ+svLE5ajEH50TtxCxjFultXv863NVuLBZwALyx3Cm3z8QCGV7QqIQLsTD7ql8ZIg3BFZ9CxdqUHlJoFCES4NhBvouAjw1RqPKp9mhn2qK6T2UdKm7NshWO0rzRMqvGgfQgq6rqtOcngvV9GDah4g6QGw2A9drJy8EIBradQjOS3GoqErDQp/Bd9rXZ/M5p5aTWy0GpBnA+Bmn6VIHKpv0oWWoRBx/1gG/pD5Z78AbtArX2l4JA2MXU75EQedyA/v1m0kz5LHPUOBAazZPMl2NFP9w/H2eBDdECDoA3xLvi9tTVAqmiGvnF/lHeKjLKOrDKxfMIlFArEry98zTrluy5wZcJ0ExY/AufKgdmzbPDwwR8PE/hxfY83T9sxN6fXInoVfulvOgaB08AUKpOhMbeeTov2VONW2FkAB3EFz0AcEIMArSHr+t85l6M3M16v//0KdzG3vuveNqLJsIT3WLl3XtYvV26n7fOwYkMqFBxU4WoI8zdAuritaZArilreFGBQqV5nB51nr4XIzJ7Es/7/AJVlEJTt1Hn4IdsEbX0UrTn/mk5C2xIFnAAvCHdDbeXUS0gxTQECLCYcf0I+g8YjeUopdYj/tVsnyodvamy4CKeVvDgiSKSHryfTxWLvzj+uMatQiUBn4kY2HUPmpHwL8sc28tMy/jF3097M8MzOsMrVuCpbW3yjkUcHOgBhvXpep9Cm5Rk1CroeI+BVFPvK3+OgIOGKJReWjU0x7R411rVKXpLnmbbdhUFo0RWMSsvezvP2GIlhkUrWOeo2wvMzLlqXNwXoKSyO0I0NESzpbisY9S4WAHI9Fx3qE2lD9BtU0LUoa5ThlM1yrKs+2xDtYAD4A31zrh9dVggpSN85zDowNHYjRbzWTtHaMiPvyZxwH0+hYqPOWvUuXQlgw+V7wj09TyVkxCnPb/GxRpAKvza/Mmf4VNlZnq9Gge/NExeBJ6ap0pCPCFzaxwcB0C1FWVxJ1c5OJ6Ab+hzfM+nyjH2Ocb2gIuXAnS0Xv+EAoXftI+3ua21pKNQOCajzsWPMMhwL//Kp9BQQiZz2rWRue5TpSMML5PrXPoag1X7FYF+lqeyYunKGjUOhCjD0IE+4CG332Q616g7dRxyPZe2GwDLy4UibnG6vt0s6z7fEC3gAHhDvCtuT10tUONAcopbRGicMxarUY0Du1oXPoVdn/caB0cB+J76EWf+O6ix9xCdrzWLW9tZzMU9I9Bt+pOnAN7VSASaWTa/MwHPrMaqV6f7W6tc+hppUAI6lYFsgCWgkqcwGA8A1zkIGVCefhYo2QpQDPp6IfWyIe1KE9D/Z9ZFYGne6PglQolFSGX2lvJ3DzxpMlW0rnFrt4v4jDeAczd7RC/Vnx7tU2iLZbTd7xoHbH3QUV2efjg0e5ooH0nBmevzdb8fG40FHABvNLfKbXQ8Fmjqzwr4JCQSHrzDJtOstipls56W8JPCK0MXGTT1gCtZ56ty8APSKj0M/nqBKh1ecp2DY1j3q6aJMMya7a1AmR6yeL/H6/mf9in88ngAuMaB5Fq/pI/5pk+hEp5vvSS0ebgdLVAyzyYCIeDYfIbQfZWLXyOQ8m4Z+GGhq+pU2/1YlsPKQSOtmLbzYp5+aIRIc2urb7vej/E8E26us8CGZgEHwBvaHXH7WWsL1PisfRGHntVg8HcLVJGQb+aocSBaw8IdLOOObdA/mMWwVOXS9gRebhaJ4E3Oorusc/AzBg6ReVmFQXHucngVQOrfH6EzB1vn4BoGVAEYAx1EFmOFoG0iEQKuzVN4kH3x7Tlo5hEM9Kdz6XbBGwFX5SlU4Xl7CE2kh2hxy9a0Q4HKD6fnaaUieclR/cdN4q/P+RQaXumO+1Ll4ncIdGzri9x+Pp3bkY9f64fFLeAs8DxawAHw82h8d+p1b4EaF7fRRT/mh/6Jpvf4km5nikUclJi8rgTurlGb0ry9smCpE5n1L+YTJvw7XrpSi9OvZtCr04C0iKcNevAUaDHw1wKFr0zvr8aBEGnsqufkCxQmICef9QDAkwmo63Xv8ik03n1yqioHQrihpBgjRJOHaLbYwfpevXAICccEmXIv/j7xRPrG6vReqxz8VFSK9F4vKFCYVJzbc1Pay0/kgMHRRBWaXvw/WvcFdwCqKE4qx91wFtgkLOAAeJO4je4ijAVqXLJIJoBh0CtGK9SqcvGbBDJ5w67SeLJ+jQNhsZoofyagjUHKnH8RFz/ogX6o/565Xp2DzzCgyC0I/LM8VTqKkmocSAvTy2NwbGkEW+eZ4YEUO1dWjjel/fuoT+F26aekzsUrGaSLznBqnsIvZrwIJJKNEfhDQ1T5Uec6bYxeK30KX9DtibQlIBn8rQJVTJi94xBdYGVRfXaSlbgn31lgY7aAA+CN+e65vbdZYCEXX9MHeqD1IZ/oU0VXEncaK62KxECHp2kB+6cB1gDFt/hUUTSVGYAlAKVVfrLPX+MgkQTMqqLWbULiRctojKB/yyk00/xdfTiWB7yQz57Yh1Wiu5uT+Svw1ES7zUk+a69iRpsUYuu6iycAZHqcL/MzVKP0WjcbNSqAPuNT2eSf20xU5cD2zIXEo6sKkl7XPj9GwK+dQhVF7+mGs8DGbgEHwBv7HXT7TyxgiyNk5T0zwNJuFbowTxUt/ZcJrBKKfVX8DZ/sU0WYmDpGNQqeJYq9ZCB6tU+zhdCibaRIPA7NU3iVPSElUvAXn0KllmSPsQBY5jZbnew9d4hO1Dk4hAFVmNaNTKPG014FeIoLmhkrC162d1vj4icA+qreY+aezf7rXJzLoFP13zNbnOxrtfPhWeIP7p+As8DGagEHwBvrnXP7zrRAr8o3NW55dgw82EBj0FYFshdfzMX3RSCt5kMPrMCKtx9IFz2ZAawJoAH0c5/KqhDLHtdz8NIBwJLc6wTpGk/PA1EtPi7b2+4NgIuWV+r5Ps0yOWG1sg2u8vdh4GX7Uvj39J5rXLoK4IM1UHe8MMjn1/IpW2+FrZYBrHquPfD7J1PFCE20LSkqUDnkROxC575Hj1TIwXK9BLqsQOG97tF3FthULOAAeFO5k+46erZADIK0GOA3xQd1D5nKt1UuLiaQUvNh0DkFKiuVn/SocvBdSnRw6ZM+lY1HmEytc+kAjokjZLV7fKq8Jb1OnYsf5DHyyL0BcJDkbwn8oXxG/rbGxbsBenMMrnRgnsrCLNU2alw6GeCvxNePSwsZusixnUpfILD040rl+ZICVSZ3uyk1Llkhfbp/GDw5C/x7vqluorPARmgBB8Ab4U1zW147C9Q5mMVASYNgVwYn+T6lfytFWG/3Kfxd1g5qHPwTgFIG8pB7fRaDk513JfD8PFWEACQFeIGEwo1yUKbcXo8ALKB5sl78dJ9CrczUOl2di/MYNFXbIpPVSzOK/UEf9S+fQsVfnbHvNwKQ6m1ThNWhj2wfYzOKEVDOUzh97e6sO9pZYOOygAPgjet+ud2upQWWcHG3BkjabVSeloHDCxTapA9pMLSKqtBBaGEm17m0H4MlpyzjOp/CA7K2WuXgGtL9vc3aqExQrHEg4Kvy0QxML1BYTq/VCwBXOSgRMEsfO9en8PTRwJ6BawupfmEzv/kiIp7xe+TvBHp3nspJn3U7qAY2gUjXoi05psrBYQT8VB+/MgceHKTK0rW8xe5wZ4GNxgIOgDeaW+U2ui4sYBcLMfA/BQq199e5+hKevmMD0V/NN6MJCbTzHWe39Mg6NQ4eBbCt/DkC7zNEFZEkbBs2A1U3hZ9eANgm0ujGyLWIi+/yQKKTLOMxn0LV+pQe7a1T3Xmy04IWOXg7DdKsh7rduyoH8wn4SPx99+K2dXHv3RrOAhuaBRwAb2h3xO1nvVpgCRdf3wAJx/M9DBw5WlGP7YkC/HOfKh1FVWazdQ4e4aRvt/HvWTzV7dXNLIQW22URS9ih2W5tOr0AcHubVbZYQkxcgkcAErINAcGOamn5VPMtqwIoAh7NZ/QVG1vUuHgVQKpoqylpmOl5m7la4eoyAG/Ogd8wSBUT6l6vz4Fb3FlgQ7CAA+AN4S64PWyQFqhz0GBJ5ypvlT44RGUBio5xEwd+DlASewy+sUCVfbLmVbn0IQL/QAPdaL3Eov7zOpmXQ9/bBumc36TX6wWAl/Dn3trAyK/1sf/XFEDYOWtfNW5VSzPoPwtUNkQibdOrXLyBQO+SDxtA4Z0U6krt9lUXcelID6wIOwiI8hSqXmQ3nAWcBdot4ADYPRHOAhkWqHLpVAKroiUG/rdA4aRuhqpycCEBn4kBh87MU/n8bAAuzqVW/+vXfAo/kQ2ILcatEazaNq2kJMf0AsCiaNSHftH9ldGVoarGgfQ0K1EJBl9Y6NIPXefSGQw+T9vkiwUKTS9vx2VUObiNgD3juXRagcqK+csNZwFngZYFHAC7p8FZIBOAWzzJADrUiOxDbMILBu1aoLLxOttWrnEgfbiqNccDTpic0uiVzxfyjJf1YdiA5j98Co2EX9tavQCwHFDjQPp6FRf2CAa2nUIzrB7keMnFHBwfJdrDWOxTqLWO2w1T5dLbCCzygzJGJduw1Zi68V27B89ZYHO3gAPgzf0JcNefaQFLk/ZBrfmbKQJQ5+l7MCKjgVvzKSx0M2mNg2EA/fJ9AzzpnRnauTWetivgSSuPjLt9Ct+atd44AFjC17rXOHq7T7MNgCbL3sTFPXMtjeNVPoUDo1yDhNp9+Z7g7ZmnWbdnzdWiGHIuRbYxmhazewSdBTZXCzgA3lzvvLvuUS2gAW4I4Jk+VW7qNrnKpTKBgxiQMD2f0TIk3y3i4m4e6E75M4Mfb2Bg+7T8XzwvONADrtHr/TJP4f5rA8D/397dvMZVhXEAfk9bKiiIgu7rQqlYUNSVzSRm40bcK+4UP8CPpc0EpBEhk7pUBDe68y9w5aq0M126ECpWBNudCwVFUGipOXqTm2ZKMzMpQ/smkyfbds577nNf+HHuzD1nULvf1ogXmjHWI15cKL12E5DtUZvjEQ/H1V9LlIc2/199emHE60CD2l2u7atNNUpvvqy271PfOst+XXo+opxej3puoaytaDkCBG4WEMA6gsAUAv26fGl7R636bKesfbfTcIPafatGfNH+28j9j8/X7hulfRw8btep3a6Ah3fnqhFvzu/w2LuZU792h/bFjrfnSm/rAIabLqdfl56JKO2qt/zUKavHp+DzUQIHWkAAH+jb7+KnERjUD5+ocf3i5hijT0jaDLilLyPKa229Tzqld2rSyrZE6c2NWGHuNoAHdXm1tiv0nY4t3JpDv3bPRMQH7bV81Slrr4+yGf7VdIkjJ+bKxz9M4+izBA6qgAA+qHfedU8t0D5iPdsMNC7c2hXmje9iD0V55eSIV336dXsnqRrl/fmy+tmkoB5X+3xdfq9E/bQdY+ROXhfq8svrN16RGv3dczPOcPhH1MVxj+inRjYAgRkWEMAzfHNd2p0XGNSlV/+NeHTcd5zf1JV7H4irf2/N5nrE44uld2mn2Q0fvTfuRKHdroCHT3Iad0Tj2do9fiTix605/Rn33PdSWflnlGBT/3DEz3Nl7es7r6wCgdkUEMCzeV9d1R4SGF4pR8TlTultbLKx01+/dptfQD+5uapeP7lQzjT7Vt/yt9sAPldPPXcoDl1oB/i+U3pPjan9S0RsHCdoZbuHGshUZlZAAM/srXVhe0VgeEOMyY+ql36L9tfI16M+sljWrkwTwGfr0rEjUS63ofp7p6xt7EM9acxRG4DsFVPzIDALAgJ4Fu6ia9gXAv3afWzUUYZbFzCo3cs14tj/pyH99WAcffhE+ejapLAcF+oX6+mjf8S1ZmOP+0vElbnSa1e4O5PtZo77AtskCewDAQG8D26SKR4cga1Hy5NXysvvRNTmvN/mDeR3O2X180kr20ljHhxlV0pgbwgI4L1xH8yCwG0L9GsTws0uU6PD97YH9QECBO6agAC+a9QKESBAgACBbQEBrBsIECBAgECCgABOQFeSAAECBAgIYD1AgAABAgQSBARwArqSBAgQIEBAAOsBAgQIECCQICCAE9CVJECAAAECAlgPECBAgACBBAEBnICuJAECBAgQEMB6gAABAgQIJAgI4AR0JQkQIECAgADWAwQIECBAIEFAACegK0mAAAECBASwHiBAgAABAgkCAjgBXUkCBAgQICCA9QABAgQIEEgQEMAJ6EoSIECAAAEBrAcIECBAgECCgABOQFeSAAECBAgIYD1AgAABAgQSBARwArqSBAgQIEBAAOsBAgQIECCQICCAE9CVJECAAAECAlgPECBAgACBBAEBnICuJAECBAgQEMB6gAABAgQIJAgI4AR0JQkQIECAgADWAwQIECBAIEFAACegK0mAAAECBASwHiBAgAABAgkCAjgBXUkCBAgQICCA9QABAgQIEEgQEMAJ6EoSIECAAAEBrAcIECBAgECCgABOQFeSAAECBAgIYD1AgAABAgQSBARwArqSBAgQIEBAAOsBAgQIECCQICCAE9CVJECAAAECAlgPECBAgACBBAEBnICuJAECBAgQEMB6gAABAgQIJAgI4AR0JQkQIECAgADWAwQIECBAIEFAACegK0mAAAECBASwHiBAgAABAgkCAjgBXUkCBAgQICCA9QABAgQIEEgQEMAJ6EoSIECAAAEBrAcIECBAgECCgABOQFeSAAECBAgIYD1AgAABAgQSBARwArqSBAgQIEBAAOsBAgQIECCQICCAE9CVJECAAAECAlgPECBAgACBBAEBnICuJAECBAgQEMB6gAABAgQIJAgI4AR0JQkQIECAgADWAwQIECBAIEFAACegK0mAAAECBASwHiBAgAABAgkCAjgBXUkCBAgQICCA9QABAgQIEEgQEMAJ6EoSIECAAAEBrAcIECBAgECCgABOQFeSAAECBAgIYD1AgAABAgQSBARwArqSBAgQIEBAAOsBAgQIECCQICCAE9CVJECAAAECAlgPECBAgACBBAEBnICuJAECBAgQEMB6gAABAgQIJAgI4AR0JQkQIECAgADWAwQIECBAIEFAACegK0mAAAECBASwHiBAgAABAgkC/wEIOkndr2k+lQAAAABJRU5ErkJggg==</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="-4.547473508864641e-13" y="2.5579538487363607e-13" heading="96" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="195,255,121,1" 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="14.000000000000028" y="10"><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="14.000000000000028" y="40.666666666666686"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="14.000000000000028" y="74.66666666666669"><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="14.000000000000028" y="108.66666666666669"><block s="clear"><comment w="68.5" collapsed="false">Script A.</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="14.000000000000028" y="279"><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>195,255,121,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</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><script x="244" y="121.16666666666666"><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</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="466" y="106.16666666666666"><block s="clear"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></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>