<snapdata remixID="11781023"><project name="AngleExperiments2" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="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><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="47"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7sfQe0JFXV9d5VXd1vhiD4gUoUhU8RQSUqCGYlCYIEFUUEwfCJZBQDIklUgoqkHwERBJRsFswKSJKgKIKCKDk6DMx7ryudf517q7qr+3W/1zPzwjBz7losZrqr6t7at6Z33XvO2ZuwZggYAoaAIWAIGALTjgCnvUfr0BAwBAwBQ8AQMARgBGwPgSFgCBgChoAhMAMIGAHPAOjWpSFgCBgChoAhYARsz4AhYAgYAoaAITADCBgBzwDo1qUhYAgYAoaAIWAEbM+AIWAIGAKGgCEwAwgYAc8A6NalIWAIGAKGgCFgBGzPgCFgCBgChoAhMAMIGAHPAOjWpSFgCBgChoAhYARsz4AhYAgYAoaAITADCBgBzwDo1qUhYAgYAoaAIWAEbM+AIWAIGAKGgCEwAwgYAc8A6NalIWAIGAKGgCFgBGzPgCFgCBgChoAhMAMIGAHPAOjWpSFgCBgChoAhYARsz4AhYAgYAoaAITADCBgBzwDo1qUhYAgYAoaAIWAEbM+AIWAIGAKGgCEwAwgYAc8A6NalIWAIGAKGgCFgBGzPgCFgCBgChoAhMAMIGAHPAOjWpSFgCBgChoAhYARsz4AhYAgYAoaAITADCBgBzwDo1qUhYAgYAoaAIWAEbM+AIWAIGAKGgCEwAwgYAc8A6NalIWAIGAKGgCFgBGzPgCFgCBgChoAhMAMIGAHPAOjWpSFgCBgChoAhYARsz4AhYAgYAoaAITADCBgBzwDo1qUhYAgYAoaAIWAEbM+AIWAIGAKGgCEwAwgYAc8A6NalIWAIGAKGgCFgBGzPgCFgCBgChoAhMAMIGAHPAOjWpSFgCBgChoAhYARsz4AhYAgYAoaAITADCBgBzwDo1qUhYAgYAoaAIWAEbM+AIWAIGAKGgCEwAwgYAc8A6NalIWAIGAKGgCFgBGzPgCFgCBgChoAhMAMIGAHPAOjWpSFgCBgChoAhYARsz4AhYAgYAoaAITADCBgBzwDo1qUhYAgYAoaAIWAEbM+AIWAIGAKGgCEwAwgYAc8A6NalIWAIGAKGgCFgBGzPgCFgCBgChoAhMAMIGAHPAOjWpSFgCBgChoAhYARsz4AhYAgYAoaAITADCBgBzwDo1qUhYAgYAoaAIWAEbM+AIWAIGAKGgCEwAwgYAc8A6NalIWAIGAKGgCFgBGzPgCFgCBgChoAhMAMIGAHPAOjWpSFgCBgChoAhYARsz4AhYAgYAoaAITADCBgBzwDo1qUhYAgYAoaAIWAEbM+AIWAIGAKGgCEwAwgYAc8A6NalIWAIGAKGgCFgBGzPgCFgCBgChoAhMAMIGAHPAOjWpSFgCBgChoAhYARsz4AhYAgYAoaAITADCBgBzwDo1qUhYAgYAoaAIWAEbM+AIWAIGAKGgCEwAwgYAc8A6NalIWAIGAKGgCFgBGzPgCFgCBgChoAhMAMIGAHPAOjWpSFgCBgChoAhYARsz4AhYAgYAoaAITADCBgBzwDo1qUhYAgYAoaAIWAEbM+AIWAIGAKGgCEwAwgYAc8A6NalIWAIGAKGgCFgBGzPgCFgCBgChoAhMAMIGAHPAOjWpSFgCBgChoAhYARsz4AhYAgYAoaAITADCBgBzwDo1qUhYAgYAoaAIWAEbM+AIWAIGAKGgCEwAwgYAc8A6NalIWAIGAKGgCFgBGzPgCFgCBgChoAhMAMIGAHPAOjWpSFgCBgChoAhYARsz4AhYAgYAoaAITADCBgBzwDo1qUhYAgYAoaAIWAEbM+AIfAcRUDSeC8dOmv1c56jt2DDNgSWaASMgJfo6bebf64i4Mg3wNlu/Dk+PB4Ji8QHADgIGY5hrX7mc/WebdyGwOKGgBHw4jajdj9LBAKSNb8I8gh3syJHMmx8sdeNi0gdkjwOYFkATzCorzgeQCLNdYHkCXLpR5YIIO0mDYEZRMAIeAbBt64NgQVFYHACHlkDEv6r6GdcAhaJ94HgTIAPgXPWJld8ZkHHZ+cZAobAxAgYAU+MkR1hCCxyCAxOwMmmELmuuIHbGdRf0+9mJI9/B+AN7ntiQ7J+yyJ34zYgQ2AxQsAIeDGaTLuVJQeBwQk43QmSX+qRkZ8yaGzbC6Viq/oJAMu4qDKjZUnO63NsBKT7IcsfZq1x4ZKDut2pITC5CBgBTy6edjVDYFoQGJiAs/iTIE72/ItvMax/pDepxutDUK54/8Kg/qq+K+Ws+QWQR/qVMrcio6um5aatE0NgMUPACHgxm1C7nSUDgfkg4BNBHOQJWL7IsOGJs6uJxHtBiqxqwdkM63v3JeC8eRfAl3kCDt5F1n64ZKBud2kITC4CRsCTi6ddzRCYFgQGJmCJL4TgfW5QOfZhrX5WTwLOmueC3KM47qP9ypVE4g0huLlY/Q4DtRf026qeFiCsE0PgOYyAEfBzePJs6EsuAgMTcB7/FsAbPWHm25BDP+tJwHl8OwC/7Zxifdbrt/Uh6qNBft5/J1cwaLy770pZks0hcjREftevTGrJnUG7c0NAcx2tGQKGQC8ElkMYnoAs67sVO5OwDUzAEt8FQbFdLK8mG3/uHreIPK+oFY4ADBcJWFkfov4LgHX9Slk+wFrjgp7HiSwLSe4BsIIn/2gFkk/OJGbWtyGwqCFgBLyozYiNZ9FBoBb8HQx3R5LctOgMqlh7DirEkcday7u0J8HRFchlx5CgSPImiPzGX5l/YBD5UqSuJtJcD8KSwJtgpNvPc3sfG38CglOK7+4Bo/8lKYsajjYeQ2AmETACnkn0re9FG4Eg+AhCvhlJ5mOoi1AbZAUsIisUK1sd+SiD+qyeZJklnwbly+47wYkM64f0JtXkcIgcVRD1jxlE2/U+TkJIcgeAtf0180MZDp2wCMFnQzEEFgkEjIAXiWmwQSyiCAyhFv4DabY5gH8vSmMciICbzVchosZ2td3DoL5WH2K9AiI7uO9yeQ9rjYt7Hpc3bwG4vvuO2JOsn9vzuHT0nQiCH/nj+BRQW4vkfxcl/GwshsCigIAR8KIwCzaGaUNARkfXRD34pSeHfCty6K5xO68FuuKLkOafmbZBDtDRQAQsyZYQ+Xlxud8zqPtkrK4mEt8HwYvdx83sJZw1676xxzTXhvDO4vMUHH4BuVxPUpVq4pfICQwbh/a7JZHRl0MCP8Y4fxuHhjRubM0QWCIQMAJeIqbZbrJEoKPeFfgdg/qbJkDnBaiFtyHN1gEwZ1FBciACTuM9EcBbFQouYljfbSyxjrwYEhaEy0cZRC/qSdJZchgox7nvyKvIaKs+ZL4xBDcW38WI83XGI9UOsiY+TJq14qLyjNk4ph4BI+Cpx9h6WIQQEJm3EiTS+OTz3bBy2ZW1xiXjDjEMv41AbkeSf31RuZWBCFgqMVvyBDIasxIVae4A4RX+vvgjBtH2PYk1j68H8Fp/GD5C1r/Vm6ibF4F8r/9ugjKltLkLApbb3U+BybrkUg8vKhjbOAyBqUbACHiqEbbrL3IISNb8NEifdAS5D6yvR/LZvgOtYz3ktcuQpq8EkCwKNzQYAcdnQrBPQZoHkvUxLxAiyXEQOcwfw8PJ6Jju+xMZeSkk/KejXl1LM1qxV0mRDA+vjqGabukPuWtkfD2jqDSC6LisiCwNif8CcA0/DXIYw8ZXFgVsbQyGwHQhYAQ8XUhbP4sMAiIyCxLf1pJTFPkCw8bR4w6wFl4NwWnIsisXhRsZiIDz5MeAePMFyq7k2JW+5LGWH/lt+IxbMoquHkvA8QEQfK34/DcM6m/phYFkzeNAejIHrmNQf30/rCRrHg6yyKiWu8H6a0iOLArY2hgMgelCwAh4upC2fqYFAZHRNYHwxWT06/E6lGqmLvA0mK5Lzn6g7zlhuDWIzxUZ0dNyL+OOf4A6YJHkTxDZwBMwX092rkZFpAZJ1AHpee6YucPP53JjE6skj/8AQDPBtaTokwyHyvre1hC9mEf6T0C88EYu72atUWxtd96JyPCqkJqGAXy/eb4da0M/Hvd+JXkLkP2btCStGX/4bACThoAR8KRBaReaaQRE5AWQRDN1n48+Mc/qGCWPdbX3dk8sOJ9h/YPj3kMt+BsQ7I007bmtOp33P+AK+GFAfFIVszXIWR2lVCLNV0FaZUp3Maj7ut1K82QZ/QuQmvt4JFmZS42N00o2uh8YfKM49R7w7nXIdeNemEgWnwdi9+K7XzCov2MC8j0eIlqb/BQYvYLkY9OJtfVlCEwVAkbAU4WsXXfaERAZXg1S+0+rYwbbkLWe2seOc6X5Sgj/BKDhSYqbkdEf+w5chTkCboU066t/PF03PREBi0gDkgwDCIq47RDJDkKUNP4QAnzb3zvOJ8e+gIjEH4XgjOK+rmFQ32IsSTvhjb8CeHmB4yFkdGJP8pVkU4iULzBNUDYkG3puzyaSbg3Jf9qe03R1cvb904Wz9WMITCUCRsBTia5de9oRkKx5Dsg9CyJ4HKhpgtWj/X/g4xMhhV0fcAMYbTqOZKIKc9yDNFOpxhmtV52YgF3iVDHG3uVFksVng9jLYSP4JMP62K3lPP4VAB/zJQ4i62UsuAWpSLodJC8sCfkU2Ft4Q0QISfQFp8ymPomsH9x/buSFQPoXiKzoxyjfZtjw47VmCCwGCBgBLwaTaLfQRkBElockapf30uLTXzKo+23mHk3kmRUhDY1HvsB9nWMv1up+Vdir1YIvAlgGad6XOKZjPiYm4OT1ELmmGMstDOobdo9LJL4FAq9sleK1rNfL+l33kcgzL4A0dLVZdx8wfTE5u73DUFxQJPkdRLx+9DjCG1KtSwYeA5vrkss83ndu8vgXAN5WfH8vGG1kilrT8XRZH9OFgBHwdCFt/UwbAiLxRhBo4pAvhyEPJaO+WsQi8SchOLk49kGgti7JfqIbKszx50KY46lpu6mujiYm4OYukKLGlvwR2Vnf68uAEjVmUHJVY4XnkWxWu5E03gMBSrnJGxnU/cq10kTiTSC4ofgoLmK09449TpYD0jsgsorHGfuR9W/2JV9JDoHI8cX3oyC2IOveh9iaIbCYIGAEvJhMpN1GNzEkh0EK5Sb9KsWGrNdv6YWTiESQ+GaA3g9X5EsMG5/ri2kYngPKXUjzGatbnZiA4/0g8ElRDM4gax/vJM7kDerT67/nDWT0ujGkmTd/DnDL4phPk9FXxxJr/D0I3uM/5+UMop16Ypw1jwX5Wf+d/Bms62q2Z021xPEGqEFj88Vl+RkyKuq27Uk3BBYfBIyAF5+5XCLuxBFPoOIN8lWy8bfxbrojyxlyL1jXlW3PWlORkbdAQo13apsH5q/uW/JSx7rIwh8jyzTpqGPVOF2TMCEBZ/FJIA70fDe2zlkkOQgiPlGKwSlk7ZOdBP308yGztCzLOygxX6sbD5Hh1SHRXYCUOw09k9hcaZgEagqxlL9W9lZyVs8ysaJG+w6AZQhhgCzp5joAP4Vc7mPY0BCBNUPgOYGAEfBzYppskI5HkpG3ICxJUh4C883JWf/qh44MD6+CoVBXtkUpDi4m68VqbexZkidXAIUr0AQyiqiFP4fgbGTZ+DKWUzR1AxDw98BiZUrsRXbGtSVvXgbQZ3NTdicb3+0k4Ob7ILyw+OxWBnVfT1xpkjW/DPLT/hq8lox8rXD3cXnzcoA7+o95JYOo+HOPYyX+PgS7+m/kEYxmG3H27Af7zrGMvAQSXANwZXdMlr2VUW9yn6KpsMsaAguMgBHwAkNnJ043AoWOs0oizva/5fgn5sVbcOmlH+n/A52+E5J7azx3jryfbJTE0nGaiKwJSSorNb6FjAqj+q4earUtATkKaTYmLjoduExIwHn8ewC+ZIjckuxUuJI81jjtS/z3+cvJobur4xZJfggR7/crcjjDRodEpYgsB0l0Lv7HHdNHeEMkeTNEytXuPDB6NcmeGeQizd0gvKA9V8F2ZK2vQIc8++yLsFT9DxCUNovDYLKW6UlPxxNofUwGAkbAk4GiXWPaEBBpvh/C8wtdYiWXW4Ham0jO7U/CzeMhLE3mRxHn63FoSMljTBNJjoVIEavE7WC0cb9YJWrBHUDwCaSpj6VOYxuAgP8BFMREWbdaayvDw6tiqFbW0s5hUF++k3xV1SrR7eelPUHLK8jG3zuPifeHoNCWlnvAugpkdMR0fWw9uQnAq4sXgS+RUc/YuoyOroV68Jd24pycQI5nYyjLAulvIeKzuJ1GtVvJtwl8GufDujIEFgQBI+AFQc3OmVEEOuKX/rf3J2B9x75JPSKzIYmKP3giAG5jUC9/uDvuRWTO8pBZGoP0W5qS78dwqHe2bhjuA2J7pJlfKU5jG4CA57V3CqLnV8t3JB3dHkHwg4IUx1gLStrcGQH91jpxB1lfr5N8JYDEfwf4vx4jHsJwrPCGZKOfBAOfXQ4NGYysO46H8K0AXlP0oy8+m5FUIZExrUiauwKg17l24+TBZHTSNE6BdWUILDQCRsALDaFdYCYQkKx5DMj2aor4f2T9Y/3GIjK6FiTQMhavP0yeREY9a3lF0j0huffRdSIerixJNZO7mwpz/Atp9mYAHSvEqcZkPAIWFa6QpJRrnMeg7leyRRNJjoGIx448howO7/r+Uoj4bGaRoxg2juj4Pm2+CwELU4rewhsiqgntyo5e6PsJ9iJrPeurRZITIXJQ0cfTYL4R2XuHwg8pPgOCj1Zu6FiGjc9PNeZ2fUNgshEwAp5sRO1604aAZPFpINrlNZQvkf3LhyQb/TgYnNYaILkVGV3VPeBCsUn9bzfxJISTGPZRbKoFR0C4ArKsI4t4qkGYgIBfDUlu88SHu8m6l4hsE/AvIfLWghg74qwishSQPgg1V9CWyKvZaPy54/yqOQN5PBl9agyGWXyiKmcVn98IRq/rpTAmkmwJkZ+3B5f/H8Oh0/vhJ9I8FlKWM7m5OZ1h/f+mGm+7viEwFQgYAU8FqnbNhULAZTvX8jsnSqZxW5FIL4HIuyo/4IcwHOqpQ+y4NGt+F+T7/fF8DBxdj1xmjLi/SLIZRK4trjueZvGKqIV/RZqpV3BfVaeFAqTHyeMTcEU/mfwNGbXsA0V0+9g5IPm4L6MXVaU6RUa3hxTb05C7GTS6yDt+HQSlXnYMZq8gZ3UIb/TQ2B7jxOTmwiltDf0FEK9CJnIBw8YH+pJvNnowGLQFVcgfALVd+sboyxeO4eHVEEUvYxSVZWaTPR12PUNggRAwAl4g2OykqUKgQizDoHxkoqQaEVkWonrF3Kg1ph5lNeV3InNXgDS0NOnFxWe/YlAv5Q47bkuy+HwQnhDIq8nIi1J0tzA8G5R7kebHThUu3dcdl4DT+MMIcFYvUhNprguhJjsp493HoOEzoUuyyuILQbzP37McRzbKhLTich1lQpczaIwR3hBJroKIdzgSfJdhvXQ+6sQ3j38JwK/EIf8GmxuRy/ba6lfjjA8UyXflSG8G628dL/nOXdUn7Z3p4uHk0WT0hemaI+vHEJgIASPgiRCy76cVAZH4XAj2KH9lQaqzzrjJNSLPvhBSV+lJnxQEjIDZtuSsniVE4hx58FtACo3jfiYDY3xr38na0E/GAFLHK5GFVyPL1gQwOh2AjUvAWfMIkF6QQuR4ho3WFrFIvDsE5xXkeDHDdl20iAxBkofaq2NsRNZbilReeKOm5Up93aMkHd0WQVCWDvX1WRaJD9StfY8VYxBv6udEJTLyZkiouHtREOAfYLwFuXRfkw1/605sRFfM/neuj+PTdMyX9WEI9ELACNiei0UKAZHmOhD8opWF7H9JJ0yyEZEXQ9JrAFm1uKGnkMgWbPRWyxJJDtcEo9bNExuQdc3E7Whdx90FRuv3VNOqhT+D4AJkWYegxVSBO/4WdPwtCPb2JJvvz3CoyETWLfj4/4H4iCekTo1sSUe3RhCU1n//YlAv1agKLk++ApGSzK9lUO8Q3vAqVoliWNoSfoGMjh6Labw+BG1ZULLncW74zeY6iKgvV88vyPoBsLY5yQ5v4x7zdjREKolZmoWNt0+knjZV82XXNQSMgO0ZeE4gIKpuhPDqisCCS7ZBEO0/XrxPpPkKiPux9uIQkAcLtaz7et245LHW73oXH+CfhUhER+mLyOPLQJ6nSUhrFKTVUxMZtdrbgfyrSPOe5U2TDfy4BJw3fwpwa9dnLjuz1ris7F9y1byGd0YityCj0jFJyfnbID5UfHcCGR3aOs8Lb6iAhidCBjuStSITukBbkk9BpNTHvg98+lXkis9U7118SZiKnZTiGb9nUH9jz/mRkTUKlStv4AA8CcoWZOPOfni6vIA8+UZnch7+CWTvGE81bbLnx65nCAyCgK2AB0HJjpl2BLzKUeOnFaEFJQxNuvng+KIbyRshoqs4r5YF+SeYbN5ru1JkeDVIdHMrCYi4iKzv1n2zIukukPzigpieLMqSxqpv1VRIIjgQaaqxzSltE6yAb4UUNbVpuinrszWjGwX5qYOTbiGnYLQcSa0X1u9qkEQlH31CFLEpWXfn+e/jAyAovYD1ZWWd6suQiLyoKDvyLz8MdiVrY2Q6ReILIUWM2SXBJRuRs0tRkBZmPqygLwesqFxxGzLqK3oi8uSykKXPA9hOygNuA+Otyf5qaVM6UXZxQ2AcBIyA7fFYZBEoEqwu7BBcgNwMJu8cL/4naXM3BE4tKyhu7hYwUrWsjtWYI5a0uSMCXt4CgfKBXolfHavlfjXHYbg3iJ2RZltNNajjr4BjjY0WRBqtTtIRnMjw5pCa7hBo6xAjEUneChH/4kA+QEartcnXZU7f1VbWGit60VWb23NVWyREtbfo+8pXyjKQ5LcASv3pHLnszlpvCdHiBeIFkERjzxu3sedPwNpuEyVqTfVc2fUNgX4IGAHbs7FII+BLjZJvdggvuCSc6O3jxQE7k3wcq/wQvH1ncqMxFngi8dch2L8AYgSMVHijq7Qm3qDwva2p5D+I11YTlIpzZzlhjiB7G2LcMZXA9iPgIpFKt9H133YGRrPKlapk8X5gYVEo+VkMh/ZpkWy1ppr4Jlnfr03A6Q6Q/Iri70+Bw2tVFa1E4g0LbEK/snbYdFg/ishLIYliUrgr4Rtk/YBujERujiCvvhSQ7dsvRb2T5CovCC+GJL+oJOFpyOJMBNG+E5UoTeUc2bUNgYkQMAKeCCH7fkoQENHaz5FGr+3HXh2OEWAAHwDzd4wbD8yaR4NsJ+L0EW1w4hOS3AhgnaLvW8FI/Wrz6lgki08H4dW2yN+T0djYZS34AoSrIMvaSk1TgGB/AnbWf4XOtTzMoOElNX0N9MUgd/Hjx4fJulP78sIj8f0AfayVfAMZlStlSB5rnPj1/iKdWdX+o+R3EPGxdMEZDOtd3sNuBa2x5zI+/jcw2qTc/u7CuFNcReQYho0Opa6O40XWhsSatFcm3+mAjmPYWT7VbwpE48wYmkdy2mq4p+BxsEs+RxEwAn6OTtxzediFP6wS3vMh8m0E9YOrWsV9fyy7hRhcUg53Gj8uGJ8CwSda1+whvViQ0MsgiZbceNlGkRMYdpoBiDz7IkhdV3GlA9B7WWt8v2u8KyAM70SWqX5yX5emhZ2//gScbAERdULSdjODemtLVvLmPwFqqZTW+L6KbLh6YJGOcx4Do5VJZv67LuGNZvYKzmoLb0jafA8Cfq/o70kwXrc73ipZ83gtJyuOeRaMNiTZ4b5UjKMzc5k4lazv2/d5SEbeiDDUBLMi6c69PGjZWl8hlvJaTvM7n30CiL0APAHmm5FDamBhzRCYNgSMgKcNauuo/eOXvAUiVVWie9W7lqzrKmncVggyqLBCWRM6jFz26Rcf9MlF8SUAd2hdWHAQw3qZUNT+WKoOP+7HfGsyasskerI6FCJfLU76NxitNya2HIZngfIA0nzKzOH7EnAHIcoPGDTcfYtqMktSvhAoCS5PMnXfVWUjiTPJemv1LhJfDEGxauZlZLRzex5drFZJ3IuakJ8io+OrEyiSbAWRn7U+Iw4g69/onmTJ4gPBsi7YjepKsK4qV26MY45Pm+9DwG8BWMp/xxHk8lHW6hr7n+AZkg2KZ6JdZsVxrCcnuqB9bwgsIAJGwAsInJ22cAiIJMdDpFwV6cVGQR5JRl+e6MqFMMOl7dpQ5CAOIceSakE+ShSaYOS1nXWjNJcP9CJtkfgiCN5bHPdoEQ9uqTOJ3D8L8kKNb67tf/d5BBm164n1MxXmyMNfI81UZaqno89E9zjR9/1XwJVsZeJ00uski6TbQvJSIOO3DOpqIOHBqHoDZ9nbGM1yL0cisjok0VVhIVjCzapiGSLJFyByZHGZv4OPbkCuNtK6rhoy+LhvYciA75F1r7JVaUXSnCZnlb9Hqh39tl5Jc35c7h51lVsk2akhBHbu691c7cuXSumLUfkCp3PYU896ojmw7w2BhUXACHhhEbTzFxgBkXRrQL4Dde9pt19gNN2Ts2drSUzf5gUacHUrbul/mfvGC13MWRKNZZZqWcPFCrfcrvVk5I/TlXiZBfxrBvVCLrEgLB235F6wgny6KEtS/9x288IclyDLvKvSJLdxCPgkCA4sbubzDBtOHlOy5pEgvQxjhXBE4tdCUJYbPQlGK7WStiT5KkTKWuAO4Q0RFTxxbkeFu1SwDVlrr3Q9sSuRlzrU9xdx9Q7dbZHkDcUKuSgbcwl2KrQxRp+7uI+jQFZiwtRab80F+Nu4z4vISpD47FZ9tAfiCZB7kLVSfGSSZ8kuZwiMj4ARsD0hM4pAsTWqq5+KHrM8Aob7kLVyxdZzjC6BRgJNwClrRXUNdSoQHdBr61Jk5MWFsEOZsKPCDpuPMZtPktcjFK031axeZZKDGQ51yGFK3rwKoNc7Ji4g650mArXa24D860jzdacC4HEI+PsQ7Or6zPEh1urf8bcQXw3g7X68wU5kzZVeSdY8DuRhxX18m6xrTFRfRJ4HpPdCpBDekB3JRkt4QyT+LgSFqYVczaDRoZMt2ehBYFDGYjNkfCOjqDS3KN7xA8tVAAAgAElEQVQPmmtDqC9FpXCKJtZtTs4ao3LlQgnIvgbJqzFhrUfWbPieQisl7iKjW0LCcwBpJaQB+A0YaYnSlMXpp2Le7ZqLFwJGwIvXfD5n70YkOUQzbDtugKrjWz+inzG7JwqnA60rmLJmtIwfqmDH2Lpf0R/94A+A+tW6K/T80RdJjoJIe6VFbFgtrfGSmdSkrSF3mSzdnNHsDoJBLbgdwsOQZR0rw8mYpHGSsP4AES8RmWVvZzTL1fZKnjzeumdma5QkJ3nzLoAv88dza0Y+5i3Z6IFgUL50dAhvSDL8eoS1UkFrFJQNqytQEVey1dKQ7mWCMPZlSFejuapcjfFVFtFYc/wdgDtWsNPa7m2qTk7duLqSrDxWXWz/glE28jODhDomY57sGobAeAgYAdvzscggIHG8AWqiCVNVDeLbwXzn8Q3a9Qc6/W5H7SigccTtem1lFlm/SopFAo+ouP/m3baEIvG1EGxWAKRboxuQfLYETLJYs2gPdn8nbgSiTTtKl8Lww85ZKM16ui0tDPB9CTiPVS7S45fIK1ULW9xLBwv5RnmIQcOVG4l0aDLPKbafR11ZEpJ/QFBkTLeFN5ydIZI/QlpeyScyrLdi+SKyNCTRGLnf6ieuI+u+hKlo3oawripXZThgXhEOaJU+dRyLoR9C5LUVAv0RUPvA+Ipo8hJIouplbZcs4D4QuwyS7Lcwc2PnGgKDImAEPChSdty0IOAE/ZGoI5LfRvXtaUj+mfGN2m+OkL+qUwPYCXZkb++9pZm+F5JfUFHLugmM1N6utWr2Bg+uNMlvkQouYNjeahaXZJTeAYhPMsqxN2v1syvj9sIcDLZCktw2mQD2ImBfz5to0pdflftM5zmdClTVzOjkixA5wt9b24tX0ua7EbDUj+4Q3pCq1SH4KFhT0ZJ2kloWfxcst6a1TMyVHLW2lP1qNtHYcFkelYPB+8laWcpUIWqXBKYCG36F7ufgDATRfuNrgsd7QngCUGyfezAuB2t7VF+gJnM+7FqGwIIgYAS8IKjZOQMjIKOja6IRvBFIfkYu9fCgJ4o0d4NQycyTSUESCJoH9POM9Yck3S44DxQuOD22Njv0jXuWvoikO0PytqYxgw+StVapi0j2CUh2ih8gHyoI6b+tMXthjpciy7zJwSS13gSsK8tGadH3DIP6sg6TLD4VhMuGhvDzDCOfmJXHWkLkY9QMtidrPyo+1610v/KvCG+IyPLFC4ePpTLclwxPbU9Pujsk91aH/pq7kDXNVi8u1aMkjDiQrH+9GxaR0Zf7+H4rGU6Tx44lo4rDUedZooYReXI8WDhB+a8TdX8i6+cOCr3IvJWAaHsg+iVJ3VGwZghMCQJGwFMCq1209aObx/8qnISecvWzQf3knnZ+PSCT0dG1UA+U/F7T/lqN24P39fOOdZzha0o1Aah4vjW+iHdX1Z1a48uanVm1glMZdoo/iMSnQgoCA+eB6Xqls46TyvQqWn6MY03sV0QY/r0Q5lCv3UlpPQk4jtdHrWXz93cG9Vc4PPJYx+dXnEWZkYisA0n+6sfMuUBNs5+HO4U32ARrryCpc6jm9l+C8DPFDdxWqFk5aU/nYCW1vwDit/WJ08h6WwDFz8spYEUUReRohg2fmV1pIsnmEFHpyyJOD4HwEIb9faGL7XR9Vvy2uW93gLJLr7hyr0lwuy+5ynVSLRefD8h/GDR8jbM1Q2AKEDACngJQ7ZJtBKRNwMWHcjdyOZi1oXEznLt+kE+EyEHtz5yB+zG9vGbLY4raUhVqKMtb5oHB3r23OmPVmm5n15JHkZHfmvUZwbOBRB2G/FYocTsQbVwp13kTRH7jv1N3oew1HTHrMPwWKI8izfuu3ub3mem9Ah7dFhKUuP6KQf1thTa0rsh1J0HA4f9RHWeR5LPqs1zc4MUMG+9x95o3NQZfiG3IZQwa7s8io2sB4W1Q2U5/n28mIzVMUHxUr/smCF5d4HM34HyTWzXQIsmREGmTLXEKWf9k932LNN9T7HwU8XmMgLJPL4OM9vyoOAqOBDR8UU4a/h/DupcNHaBJOvpOBDyxlZDmz7mHQb2dYT/AdewQQ2B+EDACnh+07Nj5RqDYSvx/ALp1k38ByoFkw6/CJmgiyZYQnNeyDvTH/x5MP9BPT7qoMdVym1KqUAU7Du7e8vRqWen3AXl3axhdik2F17DWB3tCF/kKw0Yru1by5LLW+eQPyKitvFXHOsjD3xXCHK0kronuebzvexNwujck15cOfUk4n6x/sEtK8m8M6q90w89jjW37zPHCM7gQ3lAd6ch9nqWbMZr9R3+7yZUQKWz+eDmDaKdyfJI1vwzy08Xfh0HZqKrRLd0KYz4e+57uUrHiOM28Ll2sngKpOxc9LQidBaLE5wKslkDNQZ5/kLUht50+URNpvhJCVUXzJVrt9jsw/yg5pC5Q1gyBKUHACHhKYLWLdiMgaXMXBPgqQG9s71vT1+02v0wuM6EYvs+edZZ0FWEMPoY8/xhrjdKtp6NrnwGMbrH+MVufIo8vAyx3NURe5y/AHORuZK2l9TzGYYn5tuSQE3EQGXkppHY7IF5LuqIo5f6uwhy5/BB5fvpkPB29Cbj5RQjLpKqvMmx8WrLRT4CBj1ELzmdY/2CxtV/qHs8rsp+f6dJsbglvSDLyVoRh4XHMZ8H01aTXgxYZ3QYS/KR1T+x0LhJJ3wORCwHNnnYr5+uBOe8gV+woEROpJIT54x4A+pttiCRvg+BcQLyBhG9/ANPdyNmdoig9ABd5ZkWgcVihE67+yEWT+5DjU6w1xngZT8a82TUMgSoCRsD2PEwbAq5EJdf4LLV0xyso+faYbikD0RmD2MeNtRp0K75vANHnejrseAEOJeGy7EWPPwWIDqyuwhzBo/GH1lYzoOUxW5FqDO+b5MklgBRbtHwYrL2mLHWSrHkMyM+5A4k/F9vUsfu7E+bAqUjTl08G4D0JOIvPUpcjP1Dsy7B+qmTxBSB2K8b0cbJ+RmfNtVzBoPFuJ7wh6b8AWd4dm8uOrDWuFJF6sb38Kn9dOZZhw22le9Ww9DZAVvL3xEsZRF432q+aNZardcVlXPhuoLlFtdxL5Dc15K8/CUR1O/ofaGbv4KxZYwQ2RKQBpCqB+dkOHEWOZNiYUHu72C7/GAR6D94z2benIXIigvrXLFN6Mp5Qu8YgCBgBD4KSHTOpCIgMr4q89iUQu3deWP4M5geSs349UYdF0o3WeVZjdGpzt2Nvpx23eu42bL8cnPOh6mpMRkZejEao9ailFKUKRGxebkV65a74FoClqtJvGNSd3KLLwvVlSX5VJjiAYcV4oBbcBuHhyLKBtkfHw6AnAefNnwHcynOhV64Sie+qxK431hpYyWPdVvYrfcr7yMb3Os0Q5J9gfR19GZIs3h9EkaWsso+u7GiOu7081nkqNKXlIbCuddIuC7sIPeiLS5lIdT+a2Rac1Va58jXDqa5iW9vZ6uAERtv2rN8eGXkJGsGlACuiK2pLqYlW9VJOsy9sIiNvgQRfA+hfJsomOB9B+tlBVs4TPZf2vSEwPwgYAc8PWnbspCIgkmwKEY2/tUUWPCtcCdYOmagEpEiOOguCqsD/syA+39NxxysqndfhjOS2REff1bkqk5cXutGlWtb9YLY5Ofs/nlzcyk41pP2/H1aFKtI9IHlR8sLHCsLy2+thuCeIDyHNxvoIzyeyvQk4vh2AJxcqptE9kKSs0R0BH3w+Rl64IoZqWperYx/F0/NWwnLLPQ1JtNxGzSP0m4PU2EJUo9u/UPiVIoMPkTUvbSnJQW7F6JsUHsJup0BkeHVIqEIblZcYp+/ciqf6ayc/bL0I+Mv8AKzv3lvBLP4wREMYmp1cNPJK4Nk9yeXdC0G/JiJrQlKtC27H5f3BN4A8cLyM+vmcFjvcEJgvBIyA5wsuO3iyEXDiEVnyIYTU+t1qPE+3f78BzDtBs3bH/4Ftvh/irOkqDjf4HhDt372ScglXefL1jnIY4m6Mui3PtmBEMrw5wlp7+xRyN1hXEnFkKpIcB5G2xCGxEVn/UyGGcV17hcmvkVGZwT0LYXgvgmB7JMlNC4NlHwLWsfmXBkarAem6FSvAPzKobyZZvC+Ib/pj+GMy2k6k+W5IRXhj7vBaXM5lSp8EEW/sAFwPRpuRFJF4Qwja1pHkl8nIlSd5Yo2VfEvxjHnI0q0YzW5v43uC1pBAW2CDOK2Yrw77Qbc1nieqOLZ3BS/Ngt+PrGty3zjEO2d5YCmVON2/rXrm7vtBZHI4wuhcvZ+FmQc71xBYGASMgBcGPTt3DAIiohnHT83vD5sXUYgPBdn5Ywnd2gw/D4Tj/liKyEshiYo+rF8Z1P3I+L5uE4CCQDvLYgB161Fh/8oqLd0VkmvSlzdlcCsmZ5PnMpk7t3LxD+DZjcnnP92ReUw2gVyzgtWWD6gFh0O4DrJsjC3f/DxO3QSM4LGvQF44r1jZpmA0C0g/AxFvlViY20sea0bxG4rPPkjWz5c8HiO8IdJcFwhuhou5uvM31W1ekaeeByytJUdlPP16BvVNC/JVGUpN1ip3NDIw0EQ2DRW4JiIvK9StVm/dbx8XK4nj16AGTYaqhhn+jkR2YaPAswdoXkoz+xAkO6YSKtAj50HkGwjqx5fb6INi7q+JFcoXsEHPs+MMgfEQMAK252PSEKiQwj2Q/AwEjbNJjrt67e5cZHRNCI/vEt7Xw24stgt1ddmzOZ3iPP4KyKrPcAbyS2TUQ/Ah3h/Ck1oZusATyNIdO1drekwZA3Wrp8sAV0KT+cznUFeCPnFJ8F2GdRfXliz+DogPFgP9JYN6WeayImrh3UgzVaAa13JxvIkZS8D18yGJlhBp7w8waKwmefOnLfs9Bu/DsyO/xlJDDwLqLKQKUaMrAUP/C4ErNfJZ6ZET3pA8VhUqr2EtOI9hfY/ivs4HUTo//RfMNtKMaBEJgfT7kEo8d0wpV7IZBFcCLftJKZymNAzR0USSgyFyXKskyo/jLATRx3s5XZUni2gfLqxRej8XX8kVoBxKDs2XspVT/8qbHwYDrSleU/2PB0n2mrR/VHahxRoBI+DFenqn9+Ykj1WM4k2tXsmnkOfnIJEzODS/P3zJm4sfUi/u0PqFxXcRpJ8ZL2FGJNkKIhqH9RrN2ojrAGc/12F158tkcpW8LIUfVLBjr45VW9VL1xPBNxnW93N/lOYuELZWeJqFTNbPEd1O9/HT5Xz/balHeGGOJ5HmnS498zFdYwk4+DXEWShqu4FB/XWSx5oQVcRv85cDwRsgKOqEeRUZbdWR1U1eSka7iKTbQXKNz+rA5xRx7AdF4r0gaGtdU3YlfbmOZPHJHZnMIkcxbFTETBxO6o3sy7SAYeSyN2uNizqm99lnX4TZkTofeatHP4ankecf0qzsfhAViX3HVV4OykNvL17cvFDKgM1JqEb8GIJgr5Yloz/3twzqReLZgBezwwyBPggYAdujMWkI9JAQLK8dA/ITZMEJjKK+K9jugbiSkbz5MQTh56DZx+32NKiqRXO+3l1PWh7ijRISreEtDeH1qyd1JVPVJ9YPe4w7KwQ7vtG+XnoyJG+XylRWQpLFZ4LYpzj2WTBaTz1qJWt+Xq34PIegrQ7lhTmuQZppTfTcBZmAMQQsuAsBdbtc7+hKsH5Ie0WsUpy1F0AS9QT2q1o33uiqIvnKC28QmwLRnztUv0QOZ9g4RkTWgCSqHe0JVPAthvWPuD9mzS+CRf2xu07wTbLmXlA8vvEnIdBVabmV/yTIHbulQb1vr+p/s5oLcF3h2zvGI9hf29VvHwCRztI2zcbOs2MRNAYqbWuNNUk2Q5gfAnBbAPWuuXkCGXfoFdJYkDm0cwwBI2B7BiYVARFZFkh2L6Qd1+5x8euQywkI//ETcl1fIztBc2SaJ58pEqcqoglqLxd8iqz1FU3oMob3PfmEn0M7pRJV/J+aGFRm7uqve2sVV2yxfg9S1gA7EtqfYf1kpyHsyanUIb4DjNQGL4LEfwbos4tFPsOw8WX351r4U1CuRpKPMSKYCI8xpCdyJIJgbisrWXAaRK6pEPLP8czo+7HMLDXDUFLJwHhV5NHB7e16XsMg2kKy5mEgdetXB/wvsK5Z1Qkk0a12b9wA3FO8ZIxIptrJWoNdNPJSoPZe3aL340yOAKVSn6v+y3h7VZ/Z1xq72l5fQ102keMYNjrrfTu+TneB5JoZ3SnuIjgVQXRc1aVpPExF7qgj+99tEbjQRWk/WT3lTvhrnj+eBeIg82bHGAJVBIyA7XmYEgQcYWXNrREE+qPWq+zmHpCnA7VzBo0TO9lABJqZW9medMP/PbyrjvrQjmmFQbza3VWFOO7WspROycRe2bnBN4FQBTuywutWV5Eu6cgZEDJ4r74AeEnD4GZAvHuTiFeiknQnSF44AvGpYjv3YSfMIXImsqzqfTzwXIxZAYPPA3GAuwD5GeTywtbfRY5GwH9C4EqIAPwGKpUpia4qyy3yHYDwxmLb3Jf6MNiZrF0mWVPj6mpQoB+Ogi6p7K8ijgAV11I68o9g9A5NUnPznycqsNFaCQPqu5x32EOKjKwBCa4EWAk1yCPIsp0ZzdbksH7zqStqn0xWNvJqID9ocHlTFR1JdYv5410mDuUVfwvmJwCNn5cvFANPkB1oCAyAgBHwACDZIQuHgEi8MXI5CKTWYbbtBf0P+lOQ/BwE9dNJOnnDiZqko9siCLQGtaoqlfoknfhIculHuq/hVbiSMypetXrIcFEz3EoCKupTVSijagCvq7o9C2LpKrNRaUZsSUbXSTZ6MBic0CYEH/ftiI0z+BZZc1u38MIcRyHLVK96vtpYAsY6IL0KFWV3CNV+0L8oMNgGapvot1V1B0C30iMIVHdZ2z/A6JVAdiokL7fSXayzMx7sUr8PYTh0ok92wlUt6c1KmZbIY0sDy50DQUsVC+QNwOj2HfXWabyXN0Ao4uRuKJosVd+H5JNj5/DZFyGvH1GUJGkiWdnuQp6rwUdbEnMcNF3GfB5/XGP9nZ7B7qQREJcjwddZr7dLreZrduxgQ2AwBIyAB8PJjpoEBGR4eHU0Qv3h2xuQUiGpvHIM8McgThhEGMFt+yJVIvkUfOlT2TS++BXgkVPI1UbG/oirZ62c3rLN84x0KVjbt63ipHrO6bkdGb2Aru7epWUoY4Um+DhY0xrhuyVvXtEW+uBDGIk3wuzohRBo3W8NYAbK61SRqhDm2Btp9vr5hXcMAZOaZe23T7N8a4SBkrqvi2akwiK3Vf6+OiT+fUuXm9A65T9AVJREs5mRgtgYw8mjmKUkJIXql1zJoLGjLyVKr2lnM0tLqKSIvf+gcytXSXXuHmW8vihlOgmCvSr33YTkn2Y41N7OLr4UuX8W8KJ9IaKGD+259iT9VaD2zUEsLr3wCw4B5J1j47s6hzgTqGnMeEIt6fmdLzveEOiFgBGwPRfTjoAXV2juAQa6ShurjUxeiyw/EWH9xxNpQztHHKiQvxNqKJN89J7+DgYHkbWfjSXhkZcA4RUt+zx3gNYbB+8pdZ+LLdSvdWoUqxhH9nZVxHJSiwj/ABWe8O0/YLS5K+WRVE0ZXlR87leSWXwqWHoK4xoG9S2cs1IY/hPkTkjTshRooPnoQcBaJuRjoQx2h+TnFxf6Jyhae1xmG18DBl+D5JcV3z8FRmtCEl316/g1tn0aw/onOrPa+QhY023iRqES5ut4nTBJtoVKdYoMrwapaflSe0597FQFUXxMWOL1IXIxwEptr0pfQqUzfa10pYmkW0NyXalX8wk0Se4sIPoiyTG7HZ3nS4QsfifCQMuaer3o/A2Sn4agYfHdgZ48O2gyETACnkw07VrzhYBPbMq2AUTVijrjeZ4J7oEEpyOYOE7s1JlAjQ93XUeu9vHhxt/G/DDn8dEVGz1PPeRXSlUn90F3hi90tSdvd4STDG+GsHZVpbTmLk/C6SsKqUrfpfDTCGrfKeKrhVKV7EY2LiqEOV6FLGtv1w6AYse4yCMBHNYSzRAeBopP9iIuhrDWskoUHgI620W/WqZoEpNuhRcZ1C5jel3k6R6gfKU1FPINQO3OgnxLgn0WWbolo9nXiYy+rEhiqwpsdLhOFfKVukXf/t2hljVFn6ATLGk3keY6PnO6Wo7kCP/3gKhUptop9m2+fjfdC8w/DrBMjqse/xsfLgg1vpsPALkdYghMOgJGwJMO6ZJ1QefTCzaA8Fe9nIgGRUMkVuGEgyB8VyuRqf3r/xTcD3V6RmmD1++6kjbfg0C3oPHiyjGjRRbrl7szY72dXnhW29HHnXU9mL2/ZbnnM301Tlxa6j2ONNnBE0+6c5GIVK6+rwPnbIn8eYe3E5cc5WyMPH8TGBxfEON/gGfWI/+ngVr4D6SZZhs7relBWucKGKeD0EQibXMg+GFLBETNH+i2bn35EOUDEH63OLaJFK9FhB9C4IlT8kMRBL8ttsz9YSJfRfD00ZDl9GWjzBJWlStNQLtUkuFNEdZ027ncDcgLgQ2X4S3y7Ash9Qu6bCTVt3cf1hpFglrZlct4P6zIeK/mC/wbuXyatUbLHrIXTk4cBTV1O/pwz/iuyBXIeBLr4xP4eHMgIksBzbcixSijIU3Ks2YILBACRsALBJud5H5Y0+ZuCKg/rLoyGYbkVyHHZQjrP1rQcg0XX83D/wOpW8rV2K72ovXEP9aVy3hxYlHTBaSqYayGARXbQz4KBkcDwZnVrW1vq5doNm9VYOG/oHy0JTThMn7lnHbSEZ4Fgz0dAWWj+4FBO3YpuARB9D5Iolm8RTKX3Aumm0OiXwF4RUFsXlXJCXNwLtJUa1kHap0rc/khwO2LE/9avCj4Puh2BbwWNXEDct0qL5OjeCkk/2ulhvdOMHkrpKZazmV2tspvvh55clH7PEfU+zMcOlmkuROEKnpSCmx0CJlIOroNgvDMDt9e4nog/0BVlcrbBOYfgeSHA5Wab/JpQJPFamoT2OEhXAXKx3dd/W6P+C4edxnnPtFvgdTHfHldvB0k2AkQdZzy8fVcdusWExloAu0gQ6BjK8jgMATmE4FCLrCd9ds+vwnwF6BcBgz/YCIzhV7dOm1oJHtARLN32+VD7YOvLbYQf9IvTiwiqwLJlyF4f1cftxXqSL/t+hGvOvz4r1Q5yscwR4rM36qUYgbJDyqI6IuQqhiF1sbmWsL0p9ZLgOACBDy/8MjVq8/FaLoel5u9DPLwWqSZrtqVcCZsXQT8J4AbFiep6YGuUnW1HoP8KaRwASJOheCjPhnMkYfuFqgy1rIFWW+FXHZvZYo78ss2BAIV0lCNbt8oR5KNL4rE+xYyneXq/wnNdCeja4vaXtXb7lT7KsqzunB/U6F69pqOGycuAKLD+iVFedLOtvXEix7xXbkTpPo+a3y3L3n3A9ttYyPZAUIlXU1y6xbm0PDCoQyjXv8GJpxDO8AQsBWwPQMLjIBXqopVIOP9Hc42nVdMQf4KUDKOLu9VXjLeAJy+cxZvV4gk+CShzqZJTKcD877dj+glGX49ajXNuu3SB+blYHpodVvbx5JxUcVsQHu7B5R3+drXHmYCLUJKvgGRdt2rU4finZC8LVUp+BiohFj69uIisr4bauHPAPkVUq07nbh1EfDDAFcqztIV8CuLP6sM4xrtXQDRetvSku8aEPe3rRzl5xC1gcQZbaINdgVE49kaYy7IlyeT0f6SNb8AH3su2/2+xnfoLhkZWQONUKUs12t/LY+Awa5V9SuvpV07vhWfbvWBG5GmB/WvA3YuR3sW9btVo4byCr8uXs6umt/4biH6spNLjIPojki13Kl9O8RdgMbNaxrWGEhQZuJZtSOWNASMgJe0GZ+i+3XElcsORa1vqZjU3Ztav/0Wkl+O0ewyLrWUKjMN3JzLEHAgBO9y2bid7SmInI04P4OzZo2pJ/ZEnuyJgEe1y2r0AnwWkqtDzgkto3l1/MmXPqVTV5ijkOzzvgZWViscfdrZvuTJQO1g5PGFrXpcvbw4IYoNnA+wb89AjRG8OIePcZJbMJrVgMi3kTl5ygmTgrqSwzTDuFyFDrvsatfk7sqLkSahqcSj35IXnKhym8WYRlV0A5JrpvQyxfe6rXwLiJNbMItcgqC+W2EP2F4RA3cXTlL/EYk/pFrZlS1pvUH1d/5YpcxLna8OAYP9K1v6etxDyOULCKNv9yJOGRl5KerBx0B+uMMX2A9wFIRmdp/UT5Cl34MmomVWyU4Q7FSIe/T+XST+4u4FcuX89jHwQ24HLlEIGAEvUdM9PTcr0lwPCHaA5DsCrNoDdg9AV2GXA+llpdn9ICN0cWJEn4CIxonbBu3+ZN121ZKaE3vFif22YnwoEOwHl0xTNj4I8nNAeF5ppViYD2hst4xvljrLuo2bQ5LOeldPUPtCEq3BLbdEte53DwhVjrFcrf0NompU+ETR+81g9FpGul3N45Bl7RVzH0DGZme37mMuoPFK1x5rmTH4BK+idAiqiqVbsn5utFSILv69TnGeli7plroqZ5XEfi0YvRt5/E2Qu1aG5eqjXfkVEt3iLp2SPClKfjjDIbeqL2wCPwiRYztjwpwH5CcDziZwjHuWi+8CWka0XY/63ceK+l2N7z40yPNTjGUNQFXKnHtTqWzW6/Q/gUq6+ZW9yqQG7c+OMwR6IWAEbM/FlCIg0lwbebCD33Z1W8D9njm1G7wMyC4b1DKuiBPrikuJrNdW5LWgnADUx8SJRUbXAsITIKLkUW3XF7KW17d+qH2NbGVVrzWx2BX4763IlzunIzkJUKLaG5Koc0+xQuYzoJZa4ZSWvR5xDoRaguXrhYmPsDZLBTA+hjRrq3DNNwFDxUd8gpCqOrX/rMTmbRMJ9fPd2B+i9yI/rYhiJCD2hfAEQJPZXLur2Db/FqSoFfbnqoDJnkCyNgRaxlSJ1auONLYrZSELj2TNJNddjHYjfwBkh5BDhZWi/8rHd+NtoWVTPeO7uFSmxyQAACAASURBVBNUPAeP77rwQZt0y5h5N8K6S3O9J93sSnLo7in9B2IXX6IRMAJeoqd/em/el4iE2/utPr6u8KXtNYhbIXI5AlxaFe3vN1q3vYxs+/7JOOgbJ5Zk5K2ohRof1jKgdhOchyD6rGbNiprS5/FRHWVFniW+iqD+WSA5sSNJyREWVWNYt3SLulg+5l4wROtSyyY/aclDQh6+4MLzNvnAHh/TF5H3IE3/MN7s9F8Bt85KK/HLZyur+GcAjVmW6mHVMTgRj9P9qlC8jaETGOH73PZ+VQxDt5mD6EAgVSeizrg11fIwUv3sec6WMU++VPFG9lcl/ow0O4jRLM0KbyMiE8V3+Svk2UkIGz8rdyrGxUma6yJHEdOtxqQ7zlKsroXgcgTZD8lZ903vvwzrbUlFwAh4SZ35Gb5v59+K2rYQXUm6VdXYDFP/Q30HcrkcKS5jo/HniYZdxIkPKuLE3df0cWJfjvKvFg2qG0+efBzkZyvEo53PgeQnIqh/3etAq0+unNEZQ8YNYP5+IHx/R7KSElee74sgUOLy9bHEvyHQlWiR7ctHAdGYbemW9BU2Zs0DuAHSbMeFJODq6dUYsco3luVd/wI4u1L2cxuI5SGtGurHwXwvSKAr93ZdtUu+qp1W2D22/Z+1BpnyCbJxodfejg8Ag4M7tZ75GES+hCDSOWglL4nIS7w+c8/4bhOExsxPJOu3DvAMbOATu6hx3V6OXHoJFf74PfLsEoT5T8ilBt6+nqh/+94QGBQBI+BBkbLjpgwBkWdegKyxNQJ5H6CKS60t1K4+VQpSE2142QBKSKsD6b4APtxlqK5M2ATyHyPLTmQ0uyUB6YwYkH4GwP+1VKXcCHQ7NTzUOQPNm7cSZkW63domHleuw32Q5y8qBDvKuKnqCx8DwbHtFag8BARKet6FCPIIwFK2cvi888/fco8Pf+SnSDOVfWy9JHSDP8AKuNd8ZU6LGmr/19035wD5MMBC9xmanPY5MPxc5aVEJSAPAoJ7IaLiJVWP5pvASG0I7/UOUNnxLRtG9/LhlK5OA2pqE/h46+XHiXiEBwPBOwHpTqzz9buj6WlcanyC9C9e3BGS71ypYe7GYBiQ3yDH9xDWVQHriSl7qO3ChsAACBgBDwCSHdKJgDdBf97/AtFdC6N+1QtXkaefDwxtCWimsCsDqSRAdZzxLx8zFiVjF6/tfT2nO70XguATkJZfb/XQa70/cTtOLLptKdR4pTevb7ffFvHh2yRLPtUh1ej4DOcikF86+cx2/FTdki6FYPdWQhPVAUqqyWNzK7W4P2Jt6FEnbJKm1UzjjoEsIAFrfLP8N9/u012ZT1WUo5Roz4Nw5877kI+4emNpZU8XPF5aL8av8fKRlZcTf8QvQVE5UKf17OK7WVz6746t3yXuRJ6fiuCZ80oDh95zm7wBuewIuuzlto9zx8GcC+S/AsOLgGd+QS4/ZzL/PXtVrORlQHT3ZP9bmMxx2rUWTQSMgBfNeVlkRyXy7IsgjT8V27BaLvNXCG50/+W4EVH0l8nyTnWmDVn8doTBex0ZdqhaVSBy7jWiLkSXALXrevXvMnCzeEcE1NKbHqbragjA0/D08LlcbjmXieu2nJGfAMHLKr2p7eGZCKKjgGQ1iHy/a8WlxgLHQ3h0x8oRUO3iah1yNS6rxKjbxK7m9Mxzzj7oox/b9yikmcaPx2QFu7GN0aier0dGY566Si///VfHohe6AYAmKZU1sLqSP9g7CVVj5fIwGOzmNKLz5AuaSNZRN0vcDQSHqCWjG/OcOcvjebM/BJH/6zRjaI1d63dPBMKe8V2vHZ6+Gbm8G+SOFcOL7pv/LwRXIwguAsJfL4gIR2/ClxqQaDKezqP/T1zNdQDIg2B9w7LUar5mww5eYhEwAl5ip37BbrxYHf5lnLN1G1PVn250/yX5jZy18EktLf3dPHgvCJUC9Bm9Y5uWpVyJNLsYtaHf91LJ8hm5cjCgutOIui7REScWkdnIVQs6OLRTW5hPQLKvIMguQB4d3+UznIDBWUC+TSWe6reyQR/v9a26Iq0O446hpZ73aDNp/gJp3jZEqJ64cARc7atrDHJv1wvFfyBygSqHdXo584dgeiByvhsMP91pL+k8no9HUD+Z5PD48V02IXIpArWhrKtlYkfzilrZW5Fnu4BObrNbnrQ8/gkIfoZAa5kbv9N+F+wJr0yOqGtWsAlybgI6wt2gXWPd4+rE+r3uYWHHYecvvggYAS++cztldyYS71PUe2odaVmqMk5/mmyEG0FVOMKNmDfvpnKVuSCDFJEhZM03q7ISiG0qta7dl3sSxA+R8mLUar8lOdrBPCKrI48/CQYq3N9N6E1fTyya+HO9iKwEZCqtqCbuVdtDlTs8ELms4Va+nXjc5lfBrbhq91Zv39s/+9zv/GDvfT62CbJMt1adlV/H2CePgKuXfaqrrvrfANTur1IWxRFIfiSC4LZCPtJrTrumXsc8BwiPIPlwEZct63c747suDpyfCaSnkp2CLM7rOYvf4cq7yG0BFPHyMSg8DOFPEPB7QO2abkel+Xm2XOgjbWyCoCRbKuGW5hLjXUrrqW8F8X2yftr89GnHGgJGwPYMLDACfnWS6Bbc+sjlDaAT3dAf5O5VZa8+7nKErNvWmdu6vn1BfkBFdFswfSNy2QmU7QGq2lOvNgciP0EQfr9wbmqtkLw/cbJX4f1bXaGWxHINqHWx4U+B5NVFnLNLFlN+DoanQHK19ysFLXwmtVO26oj5akJSd8JR95gff97/vODpuXOfOQJZVlgFtg9ZyC3oXvh0j+lxQG36OhKt7lVHIgTqNFRIabavpKIqBwLR7c5iUkSN73tIh8rfQX4TiFTwRLe+XXNZ01m8lauvJrdsxcS7R0rchxw/QuDCDX8kqdvp89XcCxyS1yDPN0EQbAKR1/bZEu++bgJARVRuheAPyJNbEc3+q0lRzhf8dnAFASNgexwmFQFHZkjXR47XIlDRBVm/cxu2b3e64rwN4E1AdgMgN86vCIJXWko395KY0DKeHmTqMnLnIs9/DsHFCOtXlzFCf368I6RfnBj/AHE6EH0biLcGqEYPbf9bp/yEsxFgVkXYorzh7jhrv+3nFkBfP/mUew885JA5SPMxohGTTMDdY9GXhq5VJy8D5UkIPtixFU1V2FLDhfrPgGRPiLNF7GWe4eK7ZO2nFdLVGP82CINdIZrwJv0S7u72whhyORDdOEj9b/UpE2m+Ahk3Qehitrqy1Zrv3mVvnY/nfYDcCgmuR57eiNrQLQvq8jWp/8jsYosNAkbAi81ULro3IjLyYiBYHwheCxFVQtKVcsUmsO/Y54DUhKCbAP1/eNP8JLmIxK8tyFhrQquJVNUO5wFytTOunzP8cy7vs2R9nFiJ2ClljY0TU85CwgsRahaui4+W8o9eXQr5n4Bgo64V5ISk2zGw4eFkldVfkjw995ltkaadzk1TswWt3Wtinfc99k3n4BaIruoL1S7/+Vy3BZ3xCkSyG8TZR/aQBYXKaqo+s6vfFZf9nWwLkfcC1Cz3UrWr+yG4A3TmEZcPUvvbJvV5KwO1TZBjY5C6db7RwM+aal+L3ADBDQjrSrb3L7r/qmxkiwMCRsCLwyw+x+7BbxvH6yCjmhRsgQC6Stat7AFWJXIfhDci0JWy+srWbh2k/EMkXt8lXXnt335mEaMgfwnIxcDoT8lln3TGCy4JyxFMdyxSbRd/hDy/BCF3aDsLtSbkX4DMqtT5zvdMffGoY+Ijjzn2KqRZ6ffrrjHJK+B+49KY8LwxJT7ERcjkSgTBLoDTZ+7aTtcEtfxMBMk3yaUfkWeeeQGWbrwTAs1m1zrvftvvSoBXIsDlpYTleIC5bWukG7mtZLo49cYA+5QjVa+kNclyR2srOZRbgPrfF2Q7e74n1E4wBCoIGAHb47BIIFD8mGqW6UaQ/PWFiUPvLeTOEWsM8A5IfjOC4I+A3ATU7xzvx1RE1gHSHQoy1j57tQTkrwG5FIh/DCw1DCQq6rEfQHUs6m7XuJUT8ZaWyUH7CK251WS1+f739uhjj+GlL3tFPjz3GVV0+kdrpTd1K+CyCyXeilmF+1hjn78uyK6XNeRdzgkpiL6DkZHl0Ai2A0O1NNRa3355Add70pXLyaHW/XWD61/aErU31BXt6/xWMtceR860fQnin8jlVkD+iCC8EajdNshL2yLxD8MGsVgjMN8/CIs1GnZzixQCMjy8KurBBghDjdtp6ZCSZb/yo+rYNd56M6irZF4PJH8iZ2lG75gmo6NroRGWZKyrqF7/JjQL+ffeuSlS84CNIXnvemL9sdfaXeFL23rLrtuqNvN84bz3Rz+Os8859zRkWemeNNUr4Kp0pULyJJBrCZXuAPQyvfgNmJ8INP4GJO+CYJfCdKG6ld16dwD5e7X0A7Ir+s6L6oZngW4jbww6AweV7+x+IeiF45OA/MnVpQfhH4FQd0jmy/ZyvibHDjYEFgIBI+CFAM9OnV4EvOlCvI5bHefYHHRiEbqdPFFGsW7aqtbvTZDgJuTp9ag1byG94EaLGYaHV0Oj9i7vbsTNxlldXePM64P8EeTU4zXhq9u4XctTYoDLtKUfFwyvv9xxB161wcbDhTCHajlPNQEXA3WmDXofGhroLjdLXBKbyI9BvBjku7uERqo3qy5PKgF5OYLkB2PLjub+D9L6xggKsmWwAaQj3twPOC0ru91tJQei5hW6layKVBP6KS/YTNhZhsDkImAEPLl4LtZXkzT+CAKna6ztQaf+I2z/P8wfBPTvzQc1fjodYDihDIxsgLymAvxKyhsAXHOAvjUh6k4I/oQA17kVMx68g3yJqxUu4pbq3PSeIm7ZzyxCk8Ruhrr++KSi7uQyXU3qSnCh/q1tte12uOoXv/g80tzhPw0xYCUxxaha8+xXw8TvkKsKllMU6+f3rHHWXyLnpQhHf1Q+D74ESLPksw0QBJtB3JayZk0Pgs9dEI3X8joEmpgX/ZmkWi5OeZO5c1fAMo2VgXAVINe5XgW5rAK6edfSt1UASZHzCNbqZ075gKyDxQKBQR76xeJG7SYWHgGR+D+Qfpq7Y66vRPag+0/wIIKCqJW0ETwIpA8CQw9PRQ2liNauZhshzzYBuamPJ8sKAyCgP+bqCHQLEFwDpLcAjX9g7tzlseysd0JkV4Aa4+2Xufu3QrtaV4uDbJUPMCR/yC9+9Ststc12j+VJuiqAZBoIuGtsbhv6WcCJmRQ+x2OGr2YHV4G4BKhrudFcINa6cH0p2gwimiSlOxZDE984HwPym8HgRqTZ9ag1NCu5ZeIw8fmDHeFr2bEykHpizVtkugqof3YEqwYVA4xZ++TDDKLS0GKwQdhRSywCRsBL7NTP/42LxAdAcGRfkYQFuCSgP7Sqo6sEzQeRZw8hUG1n/buuqOsPkeyphzw/3Yk0NYlpQ+TcDHRm9JrQM8CPqjrm5DdDcFMRU7wHiDeAuAzgd4xjFqFxaCXqrhXk/Iy689jXbPRaPPjA/R994rEnzpxGAtYVvL6Y9KnR5VxI/jMILkEodyDDyxGGG0Nk02J13F2a1AuAEVfqpIlSgVyjMVxySGPpC9V8yVO8ChCsgkxWQciVkcuqftWqK9ZgZUAdsAZafQ8ylnkgjyajnvKhg1zAjlmyEDACXrLme6Hv1q8YRrXWciW3MshzfdtfAwFWgmBlsPh/fxejBRnDPFBX00rQucZyHwLkAbf9nWcPIpqlK+1Heuk+9+usooa0IRBshkCzrztMF8Ybpxou3IKcf0HgVrovBfDmvmYRC3LHPc759rnn4VOf++yDTzz82KrTSMC9Rv9flyGey30InGeybkPrKrdXdnj3+cXWv/wJAXXrX7eS75gfFTTnpuSfwWJ1miuxavlRsWrVFa37b/YkQa8c/Qyg2+58yG2/B9RnUIU6HgaCh4D0YWBIXxZbHseT17ddaXFFwAh4cZ3ZGb4vEVkBcbwy6sFKyGRlhFwVkNUgrJC06iR3iD4szKjV5/Yxv3J2K2r9odQY9QOQ7EHkwUOou9V0Xzs6EfkfINXVsWY569a1JnnpGCdq+qN7Z1Hzq5nCugXdb5t6omv1/X7evHlYc+1XYst3vO2T3znrWyuAPGKBLza/J5LzIKJbzE94T2G3DT2x5KhmIEt+k99B0DKxmm4l993REJmzPDCrXJ2u7GOt2WoIwpV9nF30M121TtLOgrsXNfB4CJKXBPsAAhXhUJLNHy52YaYlp2F+p8WOf24jYAT83J6/5/ToRdSAfXQVv5rWlTRXQg5dRSlJ6wpmpclfyUCzen1sWn90dTUD/geBxqb1BzfSFbaupp3GsIisiSzWWHIp9qDlMIOQ6wKXHY03qUcefSx+ftXVj/7xD7+70GsvT0sb9F6GQd6MXFe3wXVAcjPpnbD8qnVkJaC2stv6dTsnshoCrgLR7WCdb65U8R+ejBvzOycCTRh7CDkeBvJ/I6jpS9rDQE3nWvMQVAfbmiEw7QgYAU875Nbh/CIg4uJ0KwPZysjylUFZFQFXdSsi0m99e+eayXqeU0AeKVbT6rijcen7gfwBpPIEarUVXAYsZJ0inqyrwV41r/N7qxMe/+ijj2Gttdf5/+xdB7TsVNndOzPJ3PcoggqiWAArCCpVRVCx0xSkWLABYgNRmu1HUQFFKVYQUbBXpFiwYEOaCCiIKFJEBAGlSXnlTjKT/a/vnJOZZMq99z3vq+as5ZI3k5xz8iV3dr62Ny656Dd3P3mjJ4+T5pt2nlk4wKqk/wLJPNtrfL6+8R9087VcjjWiaSWHELED1oeNaNVa3G3Y2laQVUQ6LCRsmtDBa+0B612Lu0B9Xm2BpWGB2frBWhp7rdeoLTDWAj6n214XaHiQbtiPvhNK8CAgC106oJ5B4dWMDW3hbPOmLaRqueD1AfOczdubkZc844XKBxoxRxRFOOVzJy7W+Yt5khVimSdsLxo3+gpnx/1sNp0Jr/dMl7V1zKa3QbAXn9uQd29x+X5Ft6HZuS3kWmuvdaYWrY9bbi1QA/Bye2vqjc22Bbza0by1kLXWRWwhUAt9dx+JnKEy1rWb2P/Ms1xu/zau+tOf8PStt8XNf78Baz10Jt1Vs23JxZrPiq/MI/XFdLIQsKw9zbxWq3i/DfPS27HqqnctqtrRYu2mPqm2wHJggeX2R2Y5sE29hf9RC0i3zAEe6XtDu/m6aEQP91W2LuTt85Uu9G057GUzXrzDTth6661xxOHvWzYbqK5q3qjl1G9FruC15r5K3QrgOrwNE65C2JGc1KO2QG0Bb4EagOsnYcYWUCfdB1RZ/3bG5650B0YRkGvtfk+pKyKyiulZqs6d2mI//8Uvsdfr98YtN16PVmupvgdYtfm/+yQrLj9+J/Ka/dHdMfFmNpPTVrrnvb6gJWKBGoCXiFlXvkkd+EY4deW7shX3ip66+VY48IC3Yd+937DiXsTKuPMc+9YgvDLe2Nm/phqAZ9+mK+WMNQAvf7f1oot/iySJseUWRqdcj+XGAjUALze3YnnfSA3Ay/sdWo72V4egSzdjGYegl+FjUYegpzJ+HYJeho/mird0DcAr3j2rd7yELbAiFGEtYRMs6vR1EdaiWqw+vrZAXYRVPwP/SxZYWdqQVtB7VrchraA3rt72krNA7QEvOdvWMy9FCyw/RBwwbuHmkiTiWIpmLS9VE3EsI8PXy668FqgBeOW9tyvNldVUlMvlraypKJfL21JvakWyQA3AK9LdWsn2WosxrDA3tBZjWGFuVb3RFckCNQCvSHdrBdrr/6QcITEBYU2Qq0KaRS3a5eDGmxwhMB/K767lCJeD+1FvYaWwQA3AK8VtXHoXISkJYugPdyIHTlYO6yGCVyVi+H9g1VnclZeVM87gPDcJORND91SHefdWxHOMvN8kBLOZrulzxtnTkOebA9HWiLAFhCfM8PwbQPwBOf+EyIkwbABgO0izKUoww60sk8P+A/JXyHUTIt4L5ZsC2AygSUlON6wY6xrIJAt5MYDLgPjqRZEE9NKGk8blHdSW8kd4qlD0qUI9p/csvgTxASdh6HWmTX3JnsGbvKxhdBvQuT2IRJg2dD1qC8zIAjUAz8hM9UFmASl9J4QPAVh9liwigHc4Un4aIb8DVKM2/Gcg6L81iKGPFXCf6T6k9pMAbI6cWwcJwU1mpozEu4D8ci8o3/gt0PgbkG4GRXsAehHGv2jMC4VYS4WacqZ2WIzjrKjMCrDGvFDxfij/CYTT0dDV6OKJaDS2hPRMAAbMppg03VgI8g/IdQUiXQjo9+TEDdOdNN33kh4MpOsC0broal007IVRQXjDVLIi0ySeTRnL+SCPJOOPTbe3+vvaAmaBGoDr52DGFpDSmyGYpzGTYcT7XvheMNUbE0EP/4tuBTq3AhMmhj7rHoNk2rPdLZB3twL5TICbApqJbJABzZXOu0V0IdD5A9C6HvffvyZWn7MTpD0BPm+KCue/BKBaLcgTzsROK8gxvBvI5wFOUMH0j0eNBYB+BuJ0IPmxlyxMNwze8daQtgS48QxffO5wLz6MLkWnewmarT+QNA3gWR0+omPecmddIF8XuRPbMK3n4E0XmsYzlbHk7Yxi877rUVtgWgvUADytieoDCguok74JEY4O//ZgamHg4v8bJspu/27fSq5+99KwnFyudeFmyJubAdoGdKHQx85g7RAKxe8RwUKhlwO3Xk2u7xR79MADa2PV1kshvALAswHYD/XwIH7nzvXi89uN0MY1D9L+zkxHd0UaZh+rdB7w4B0Qnw/xNhBbBy931HW1Af0COb+HxuQPi+fBh/47myLvboYo2hqC8Wg+fobOwLWQ/gDwYkQudH0VSXtpWuJD99//UKzWegTQ8EANrovcQNrd9wK0O8h5BJvJKUt8Q/UCK4UFagBeKW7j/8ZFSIqAdCPn0eYwsN0cgHlUM5ADkuWOL4Oiy5B3LkGz/QdyjUpoWwsWPAqt5stA7AFwa0DWzztqXAjxbET5v5DTjt819P6Wj30AQApwNcB5WSvgsOiE7Dps/+bVl0cG4buQfgTiMSBfDmCrMRfZAfFr5DgTUfZ9cpXby8dJ9z8EnWRLRNwSxDPAaDNI68zAYPay9EcIFrq+ALDIRXIdyVqaaQbGqw9Z9haoAXjZ34N6B2MsoAULHokk2gyNhv2wPwPSZjMM7Vr+9XKQlwG8BMh+T875x6hlNDn5OLQau0DaDcDTx3hi5sWeD+JMIP4+0N0Syg8BnAc4OG4AdC8QrQ/oIaUvZ9rKszw8D3a9Jc+Xd4O60dleeNyIDf4azI8HWn8BspdB9gKDZ4zx+gXyfEBnA92zxt4XLdwA3WhLMIAy8DQAq8zAOHdbDhnCpSFnfwXJCuDPYI76kNoCS8UCNQAvFTPXi0xnAUmrAh0D2C2g/Fk+b4v1pzsPgAHb1VB+OaLot4AuA5JrSNrnI4ekjYBOAbq25qiRuUpf6HtA+iNglQVAti+kA8dU+14I4XcgLEdsey+P+4MHuSL9vVnb0SDgXQHhV6B7UdlmhNGuhfAZRPFXsHDhGmhFO4ONPQE9C0A8xs6XQDobkc4kJ66f4p41gcwK5yxk/QzIvG0+aYooRX8q4gZX4AX9FlHjUqB5JX1bVT1qCyxTC6xIPwjL1FD14rNnAclCu+lG6HIzENsiwqYQnjw2z1pZWjdBvBSRebe4BGiahzPtj6mUbgrwZcHTtbD1qDEJ8heAvgtM/tjylpIehTw9EOQbAawxcFIb4A+R56ejwV0gvGrg+78DmgNwJuHU2TPwrM1k+V4tAAYK74hvoWug6SrBdx5OAfAuKD8FUfYZctV/hXz6ThBeGfLp41IGf/BgjDPJ1p+nu4zw0rYF8nyr8FJgRV4zKBKk5aevdqFr4QI0LK+c/HWql7bp9lJ/X1tgcSxQA/DiWK0+Z5EsIC18DBBtCkRPh2ShSfMQZ9Izey9IK3KyUPLvgMZlJP8908Wl9OnItQuIlwMc1+M7H9C5IL6Lexf8lGuuea/NL6XPgHgIoJeN8N7uAfVFZPwmGtoV5EHV1iz+C8h/D0RbAFaR3RtW2LS8/81Z/rRcMGb2uALghkAlL3s/pE+gy7MQ69WQe0EZbDlKnV2BE8jkCm9Xaw3KdoT0ylC0NmfM/bwatDA1zyzOncl9l+Zbf/BWyGHha/PUzWOe2bNmOWTpdy6S0Uis6vqWmaxZH1NbYHEtsLz/GCzuddXnLSMLyJFRWJUrno7I8oAy7/YxM9hOG+SVgHm23d8BupScuG4G5/XRTSLQ2SaArhVGjQ5hk/cjz3/qiogaybmkkSw4cCCQ7uqBd2R+93oQnwPiLwHp9gCPgfDo0h4nIZyKCHMg7DOwd8tLl3tplycwHtyLge6At88zQN0N4XWVNiLiZkDvAZKfANneEN4aqpoHb92vwOh4smntSW64Z6Wb7oBGtCeEFwCWhhg5rgN5NiDLwV9K0vY74yG1N0SXW6GBrXzoGk+ZWbQFRrRxBRRdgrxzKZoTBsqWTqhHbYFZsUANwLNixv/NSXwPZWah402R69mgy9ta3+e4fF/ZUNeCuBQ5LkUXlyKO/7gobEilH/Em0HkOcu0G6qWhJWTUDbkX0jmIGt8BGr8kaaHVPhDk2T4g3j4atHkhyOOAxo+B7KkQPjGcA9VPwcZnofzjADbqb4D3gsjhPL/eMP3cGVRuL9XnanBPdwJWTVzx4G9Erncjwr4AXzKwuwtBHATEfwS6O0A61LWFDQ39FeRngPirJO2lpLgHq6KbvgTEniBfPJbshbgJOX6IiKcDzd8uTti4xIK2FaJoK0hPBziquGxw98a09pde6DrPrkA8989Lopd9qd75erFlZoEagJeZ6VfchaV0PwivCaHkwfaUERfmwsaXOsDt4FLMn38Z16i2AC2KNdwPaLe9HRjtCWIHAGuPOf9uED9Ah99Fs3ke6UgkekPSo5GnbwejfQEZpWR5oYe6hQAAIABJREFUmEf+Q0DHk8klkh4OdD8EaR9A5d7Ya1wIOtd6II4daNe5EtDajrKzP+6ZITvUophkto4d3JtVjv8rVIeHNbgQyj+EKLrShaD9C1fxXRfkaUDjCKs8dmF88BBoRJ7YkWrkpwCdE4fbkjQH3fRFrh2M3HFE7r2A7dshnoOI3waaFy7OC1z/BeC+B6PT2goRLZ9sBV7mKRtL1nTDoidXgPgOmZw03cH197UFyhaoAbh+HhbJAlJ7Y4h/muKkBQB/D+lS978sv5Rz5ty0SIuMOFjSKkD7+cijV4Iw72sQMIuz7gBxNjrd76I5cf4ofmif39Uhrihr2Fu/B9KpiJLPkfy7I/pwRVjRYUDZi7VCo+7HEHW/gTw+FsRepW1nYPRFIN9hIPxurTzGG12MwXzrf2umxTl/cA9/A1AmMrkZ0jdCnnuiBLY/ADsHIefLwca7q0xjvAfKj0WUfNoiDZLWR56+FeS+wy8fbEP6HiIcRyZXDl6Aj7J0n4+8a2D8UgDl1q7y4XdB+Ami/FtA6zflCMfiGMXOkRauD0RbIS9A2UhepuCXJjYddQ2Lu3593spvgRqAV/57PKtXKM1bB2r9HpB5dfbj/WfXc2n/s3ByHP+JpPWR/tcj5AhfiEZk1bMvGCt2QOOO1lmAC0tePGp9l9/tprsiGpff1Q0gT8J9C75ceOdSZ2cgP25ApKED4RRE8YeB7FGQvgOwDKom1HAsxCO99+uG2ePyqieJwTzrQO/tf22+qSYYXGtwL5eE4qWCiOROEIdAODTkT8PcJk4QvRpoXoM8+wCIN1UISYjrgOhQsvlDB2j33rsmHjT3DZDeNibk6/LEQOMno/K8kkUeOtsh18tB7jpQFFa+3v9AOBdR9C2g8asix//fWtRX72dWQW/esf+fr96PPJ95svmiFAn+t/upz1/xLVAD8Ip/D5f6FUh3rgY86PFAfO1MWoAWZYPSfQ8GJl4MRK+CZNSO4wpz/g7yDEBnWIh43BoOxPP2Poii/aGKZ1ecchFyHYdGck7hLQcv38KrLxiY9zzLc5qXo272LlBV0n3hy4j0Cyj6HKAiND/PCRUQry2Bk3Eal8Ob5Z7bJVmcVfZ2B/t8y3uyl4yvgrQ2o/51UG8CuDkEK1LrD+njbLTeLaVPC/nx5w7Y7RegDiJbVzsgNjWjbrojIhqgW49wdRDXIM9PRPTAV8m1XIHcqCFlz0ZuVegwEpUx7UdWNJX/Emx8C3jg56Svcp+t4SMz2ROA2Bi4pm2Hm61163lWDgvUALxy3McV+iqkB9ZGt7U9Ir0KoPEuj2lN0XUgzgBooPv7qS7a5XfROQCAkWcMtMdYH2j+I3S7xzOe+9tiHsmUcTrvBfA2SKUiKf0dbBxGNs/Q/PkPx5z4mwD6IEPeB3A/5Pk6oCvQKnLE5jkeCfHoEpD9A+BEv7jJ9dqGsKqjfrRzl5SCUtdr+faoMUs5X8vTy3LkoWKdD0Dd/wMbh1c8eeJgILoR0hcHCrQuA+NXkrxR6uwGdY8F2K9Cp9kcJwHNj5ZFFZQteCYajUOAaCegbHN3V+6EdAomOydxlVWMSnTsCPnmXaF894GIRPkcE4swSsxvo5H8lDSlq3rUFlh2FqgBeNnZ/n96ZWnBI4HmjhD2DBXF48QOrkauM9HBGWy1rprOaP6HGAdDsPzu4JyV/G4JeBPkmeUo31cCG2vZNa3b4xEln7SKXReSlk4O4ffi9N+B+V5AYy9IJtVYjJvBfH+ocWppzpsBGC2i9afaMG/MPLzCezMBiyLHOZsh6fJc5TWsz9U83KLlyHquHw4UrVW8A+zuA0Un9oHZzMIPAc2ToOw7lRcRux5qf7L1TUeSkafvBCPrpS61NPEOSB9BFFuOvaeENXWeGG0Q3wNgBXGun3gaMDZhDuv93g2CyVCOGvZCcD7y7ulo5OeQUwP8dGvW39cWWBwL1AC8OFarz1ksC8j4fdEwhaHdAFqP8DixgysgnYkI3yNbf51uMS/S0H0plI8OaQKW3/0cMP9LQwIM2cLno9k4AXK9of1hIdgofh/JW2XecJ5+GOS7qsfo44iS9wHZ8RDeUfruWpD7QDJPueiBNm/uiyDNwy7GrwFYmN1QzTzhsuhBuW94cXiky+eU53oAcJ62B3qj25SMPtMP6aOB9asIkf8DpKUDTgNKYOYpJw8COu+EdFzFLsQXgPggC8nKVKLy7COg6x/uD+IqdLoHM57zy4rZde+awCp7Q7J+4hGtQfwl8u4JaLRG5okHnxWXTsixG0gLUxuV5ahhtroIMrGI7g/I/75ocMw69ce1BQb+DGqD1BZYghaQ2k9CHu0CapdQuDLupe9Sn9PtnkFOWCXutEMyzyp7A4T9R/9Y4yLQwKGf3+3jzOTjgMZxkGO6Ko9LQp7X5ZUlrQdlVkRUoq/kv1y/Kv5zBfI1TvPqSb1ha74R4lklwJoHWlgbJlMXKontWi3/GdilaEpN2NLPUgpLW17R5RndMOm9ccxRxQb6x1TOLYe6dTlAY4iytazN6CLAiVHYmHTFVLJwcS///lcw3wWIvgiVOaD5PbC5N5A9CYK9bJisYBgWtsfOBaWkrzx34XmLUPQHaeIWh5ITN5Q/dnlipDtCY/LEwDUgPgvEX5tpkZWkJwAWHnfXakpao4bl4C/xxB/dsxeVDGbMnPXHtQVGWqD2gOsHY9YtILU3AaJdoHzXIKowbg0jbzgT6JxBzrXw7IyGtODRQLw/pDH0h9a/a+HKuJff7cGCrN83PQyIDiwBmwHRrSD/D2gYQYRjWpLSfSB8qloIprPB5M2uAlzZ9yuMWdLpiJIDgOyMElB1Qb0W4ntKFcQ3gvgF5KqGbVgf6Wp9pSFZnth7znQh26Ka2sLV0/Vdl48pFVaV5rSIgA99e9EI4hTPRNVrkboK1DEQv9bLRxMXAu3dkCefAWlpg2L8FoztJaYNZCeG/vDiu0kofz8bE85D9kxj3ddBspy4aej64YqX8k8DybEkKxKR/rzsmYBVYbt+4oG0goXJ7cWmaSHtKfPE5YfLvVj1wdjmHzd+78E4P7soIpvRQ1ofVFtgBhaoAXgGRqoPmd4CUrq5p4CkebrjxA4M2M6D8jMx2T2Dq1R1YadbJeR3Dwr53UEmKZ/fTfOTOWeO9dtWhgtTd7O9EfHD1Rwu50H5pxAlx5EMPND3PAj5qp8FHdlIgRKTUPdwNiaOdwINyn4O4IklEPk00DwEeWo9s32AogtNP7pfOcyFyPPXIXLg5r1h4XjX5uPRyELRVhwU5tY1nofZjXLlcjmvW/7v0jGVc68F+NBe6LmyJiaR67WIoq968QgHyscDuDm8gPjVpe8iSvZCnh0Hf13FuA6MX0jyZim1iMRnqi8tPBtsvqVo0XGRizw9FIzeUaWf5G3I9QE04i+N0vTVwoUbIIneMrqf2HnuFlUw3uk/TPcslb+XrKUus3yxecZWBDj6d5H4E+AoMc9e1DUWZT/1sf87FqgB+H/nXs/6lbowYZ6+15NQjBU76ID8pbULAfGZpAHMzIcHznTn0LIySgJvbH63WEXZgmeh2bQ874BgPM8EO4eRfcB2LxLAt6ByOBV/A/UyC6e6MKYH3z4HNPUhsvVBddNPVoDJFSvxcih3fbABxN4DWgV1oHI0ZSG5Iqxwba6f2XisbZg3eGvphcYIUEIeU7f1GbbK/20g0ct1WtuPeZqetIQ8E7LiJDcs+nBLX8FJxo19HshjentltDOgLSAd0d8/PsVG8k512x/wxVi9cQuYv5CcuFYLF66HVuMH1Zyr/mXMZWR8Qd8UCzeAmsf6gqnScIxpnYMZz71o1JOiafPEJpkYGXXoz0YB+VRPn6SHIs9Czti1wY2uUyDsheabQPOYmopy5n/P9ZFVC9QAXD8Ri20BKbOwYLUAx89mMn0/Bw10F3x/sPBpJguG/O7rIe0PsJRb7J19UfiR7fXvDs4r6ZFAZoIJZZYqO+xKY3Yi4/PK50jZwZDM8+sP4QuI4neQXChlW0MwD6goUOpC+cFsTHx6CJB8kdJRUOeqUsvRD0CcBOmnYYH7kWs/RLRqYhuZyxPT5bQNMM+AjN/acWtbD6+F1EPfrOkeM+SMy/9t+VxYSNUUjUzT+Ach52me9omBLMNzded6BSJ+oce7TL4EwtsAt6Zt4N9g8ynIs8MDT7b/WDqCjdaHpfQACJ8stU3dZREQMr7IM1h1jLrTQu8le/qe4QG7PzfQWj6tcizxDSB+Dx3RyvDweeLujuOL72Q0oYuUJ67uy9IV2S6QFXDphSMFHMTD2IhH/Q2M2nL9WW2BgUe8NkhtgcW0gDrtVyPiNwJYLIDynyHHGWgkP1xc1RiX380bbwuVuIO0g1a9+yMD3lH53eIyJCOP6JhEoAFqSYrOACU6EohOKVNUynKsyr7dr0h2M/0H1JvJ1ukeczp7+ErgnmLPPDDam2x+LwCRhV3DcMVJr4SyX/TbdIw1Kt8Gavyox59sbUuMngxodw9s+AbohBx8brYaJjZv1vqDQzjaSfVZuN8OLP03rgnMWz4NUJ3D9G//0qfN5Peg/M8gCw/3GrC7ExRdCNDakWycB8YvgDrf7u3TPiXeTiafldq7QfxyKeQ8H4z2IZsmQwh1JndA1DilmvM1Hef8NeViOw+m+ZssZ1zpL3Y91jgBaH5iqmIrlyd2VfDcaQRQ+n5iTy9qEYVFHpJWB9KdocjA2KhQfag+16vZbH1rkSesT6gtsAJok9Y3aTm3gJS9GGArKAwtNhOQlFp4+GDI+JlV4hx2v/b3gDgV6JxcDhePMo06bfPqjKGqLIFoMoEnIootXFghX5Amd4AaRipRAI5NewnY3atYS13jgnYVvF4n14QEOtkujOdeHADIPNiCPMOKkl4EdN5ciQ6Q2yHvbgFGJthgAHYzMrwUTVjvrc9n53oVIoYfc97vKS11pAdSfQmkhWr9C4VVKVtl9eB/A/e5Fi5y77DX90MwHuvVh9dAGx08HTF+0JNVVH4YosblkKxFyg9aJXLz81B2bvCu7VMrLnsF2TrDk2k0rSCtiAzkUH4IGxPmHUOa9zAosRe15/fvGe9Fnu/HZsv6e3sjhIAtTG9RgPJz8A9TYmKzVUQLRv5l+Fa35lsgU2waJGDBQkhnocsTmExN5DLVn12Pl7yDScYTZpN61BZYLAvUIejFMlt90mxYwHP7dncAdCgkK34ZGPqbo3WMmqeNqo6t/nBb7pYnDM+jc31bUesvAz/0lr8+EmQ5HCqQHyPjXq+uuu0PljxEg5NbQPlcpwce+wEu6DKtGGkbIHsMhMtKqGL9widAnat7ogXUqwE8Der1Fv8a0s96OVjjmKaFnh3oGgi+C5JJHdowpaZjerlZy8X6UK8H8sqxOhNyoehXuO/sOC/35/uP6ea8ErJ8pvvgLrC5MfL04ErfM61FKv4HlF0I4AlhH/PQ7bzI2MSkySdA/DnAfm5cOpKN1gcKO4QQv4Vr+7877sUq3n9QyUhqb+TblviiykNBng/o4Bkwoa2JvLMPmL8VYFlcopju1yGFYYxYFt6vR22BpW6BGoCXusnrBQM/8+vByDy4fiVxYRryInTz49FIfjRKzWgASNcBsg9CsJakMoXjX8HoYLL5k0GLe5WbxlkQntr/TreB0SvI2ADGWmYayLNPVHKfMCrM7gutZcoDjoVqe17fLR58cS+UmfBCkbe+jFGylbqp5V+9x+oKoOKdocz6nT1NJnML/RpY+UKxXLubQhDA9QJQ7gWFcD9gVJBf670YuFA2jWvai0JQpWNl+rmHImLhaV4K5h+GIguF27gHjB8bep19IZhwEhvJ/srTS4GiNxnXg7H1Dq8RQLhg77rTQuvWLysteBTUrFaH+8iD5dCdQIeUbuqqqSv6uyaEgV1HtflIne2h/IQKCYjzvvFFIP4g6fqYx47AO70TGpHVKwzzTjt93/wkRC3rJ76//uusLbA0LVAD8NK09v/4Wlqw4NFoNd4KRm+sytc5w6QAfwSaLN1w/+4wiFq7TOftAMwzLOeK7zYvFvjXZ8lHGSlFZUid10IysYSC3MIQy3K2B5TaZFYFOl/uFS/5GVy/q/EYe6BpWJ608PbuCiB0rZR+rdQLey8Ybw5kqwePuOm4mCkjo9gWstymG9eC8fZQVrRPLQDzzaCoYAFbAEa7Q/mPPcDiAuT6VQWAIz4Pwrb++2gHKDfAnev/nT8Jiqw1J/w73gDK7MXEv/w4fmdcAPGSwEXdgfd474cy49z2VJLE18nktdLkE8PLx0P99nUz2N2GnHuLCyEP9kebUhXvf30hrCDd8yBgVatK36d0c9pQ/m42JqzveuCe3TIHWOcASBat6N9rX1H/caD5GSuSGzxveB7LE5uik0bkiWm83dZPfPK4oq/p5q+/ry2wqBaoAXhRLVYfv8gWkNItkctCmlY0NJzfVX5aKJAZ6t8dtZg6kzsiMtm6ivdsCj5fRJR+iFx1yCvy3MTZyQO6vQtAHE4mlt/1UGKCDJ75quBrtpDu94Dm3p4P2gGMeb6F5z7fQrq+8tf1wH6pt2dqL8eLnKeWT/XiDYy+ADT2h7I/97xk4QBEiANTlO3iLOT6MqLI8qq2/vnomkYxvhI2aXnQv1YA2GgiizBzjtejQROh8GH9PH8ZIr6h195EHITcwtLGJOWGebdPBronQvl+4bPzGCXbSe1XlzxvA+G9yeTLUvYsFzIHihcZe4nYxnLs0h2rAmucBpUYwsjfAZMvJVe7o2frTroPIh5f5Yo2sE72G9Wu5qQw8+QI0EU7yu1B1yLPD2Fz4pyZPJySNvD6xNE+I/PERg6T4ZNMEotk1KO2wBKzQA3AS8y0/9sTuxBut709osj4mZ8zwhp/8/zM0+d3++DYfjIQWZ63mhc0Un0vEziSgEFKN4NgVc79dianVatdyJZVDQdcW/BoqGF5zCLHaYD5GaBhvMZdByxaw0Bn63BKDkavsorf0PtqPbg+H0x8gUze5JWBnDcaismaGwPdraD87PCZ5VzXh7L+vC4/HG0E6XC/McuF6k6QHwlzfwK57h/wgM3Ltspve4t4H8C1zCb+eB4F5H/p53lxMRi/GOr8vZ+TjnYBGpeGPHUIi0e7OwUopcaUVQDzPLS7m3DOnJukzp5QbkVjvjgNNu+9LybXthcVC+GfAOLA/r3X9b5XeM4/+jZfuB4UWRV3OR3wL3S7u4/vA3b3016aqnUD5LlAfnBBfzndX6AcK1rHOLuNd3pUnvg8MD8OaFmeeFY0rqfbU/39/5YFagD+37rfS/xqfbtG9lqYV1cm7++vfLHX373+HHLjnhrOVBsLlbFG+GGVsWUGrJvA6F1k07UKjRrqTh7sRd5Lw3pxER9GckEfCCys6oqI+rqy0ofZaLkWHV8wlhlpRp/3WflBVunrel593rcgyfg7mNh/E0qv6snySe9lo3WM8uwCQCHfqo+g3f0cJpoGSgZkbTB+GJQZq5OvGma0B5BbiNmAAlZhDHD1qgdsgByuk/gcEP0Kygu7/BKMd4Oyfwf75ZjsPManA0wByi1yIaN4W3XbVqT1Uf+Z8TknJlIhKDUWqEJe8E+WDzYCCnUnTfGoF0EAcToQv6qX8+1mR4D6YAmE/wnihWWRjdAz/AFI/1e5T9JH2WiF/Q3fXd8allsRmc+T+9EOFe8mezgjuUHp6gTdxxf6xMXLVXnBa8KcdZ543B9a/fliWaAG4MUyW33SKAtI2TauzQMIucHeUda/ew660XGM44tnaj3PtNV+C6LG/0F6WOm8+0ALXd77yXGC7SFUbKHavtIPcDcYvcV6d8t7GLFvK/I5hEx6+Uh1009VvLlSha+UfbREODEJagvHmtVtHw7StxE5jzveFMieAjlCDRspmD4GeXNXMDLxA8O6c8DECrQMPIIn2l0fij4F0BNk5HoliA0rACxcg4jm5dscPwDzd0CNv4d1rNDqoVD6Q4A7+kPytyHqnAUlBvyeX5lG4BFfBWTWL+yjANL72WgdJbWfDNFeMnwKgTymqBZXt21KUe/v2VT4NBtJj6pSSt8ePNaiSM7y9LuWWbH8UpMvhngqwD5PtPOq41eT7HnN1Xt352rAGqbIZFSe/Z5v8t/Iu0cjallON5vxM5dlW6Ph+onNToNylnehy10YxyMZuma6Rn1cbYHCAjUA18/CrFmgkuv0P9L3IM9PQ6aTOTEzhaNiM1K2XWBHKoUmnS/2dUSd95JzR7Ij+R/y7CWQjByiD9rExcDwD7nUeQWUn1rKZVaIJNx8g16ccCIbJrpQEE1E/dyj8sNMfMDJ8Pm2o1DAFL2UbP5Qyk6HAvFGUdSUZ78G5HPEOfZGQ5dCtByx2fB2Mn6E8tTamryCUbezLaLGCyoAnHd/gUazoHm8nFGypZTdBoX+ZurJ6HIrREWOmucxirerFI2R3yPjPbzucW5UkraBe60tyckydieNv9n3Mbu95juyOeEKw9RNjTvbM3i5D/hBNuIeVaXU3gOiSRoWLVsLkOuNgyQWmjdvHcyNv1JtP+J9yPM3sNkKYfvhR9bpS+fNj1b5u91xfwysZ/2+5hk88ZqcfCxivgVRZCFq/yLkh8uNz2CK+pDaAtNaoAbgaU1UHzBTC5R6Zv8G5Scjap06Xf/u4NzS5GMhHlviQy4OMblCo48c60E73ug8/ZgnjuiNruVOybjXj9rDCKXvgHgCYHrCbtyFbmdXxnNdK5KN4L19uj+dKxLaw+eEjWCi9fs+yxPPZhQ7Hmd106+UNHB/wSh5oROdV2Y559Cvi80wr30rVmnZy4TRQ3bAyXWA1vZBich5s4xaL1Oe/bO3Trv7WCTR6yoAnOZfRasRZBx5K6P4kcrb3+95zabIhPZPoAkrULMCpgzz24/Eqq11IRS5cwt/b0jy78pTaycyhSR76fkqG8nr3X/m2VmWO/f2MAWp9ubkqv92IXqlp1fuG3EgmfQYwkZQeSoQdvRD2D27O5pTC4V72ky/jy8iit9K0vR7Rw6/hmy+Ad5vu286bKZSl/37rzWRt/e1yInLE0sfYqNVCqmP20n9eW2B6S1QA/D0NqqPWAQLyLcE3VNI+s301KCQcxhIC12WWoSsP7dxOND48lRzuspWZRZa9jSOftyCLl81KmQoZUZeUQZl6+M1RZ9r+z++zmuzIiMfOnWVvPe+sNdOk6dGNRnYnUxsIHmatTIF7VsfZibbQG4h6avVbX8c5GFh/l8xSp4fJA/NA7cQ8M/J5EVSelI/36v3I0o+BmWWrzbgFBjPRZ5artZTSFofcJQcE46xv+lOOObdpRD458jkbVJ6LgTjNbb19iWT05Snv+yF6qVj2Wi9ywnZIzJGrOJl4ZlkcoksFaD0SoDrhOv4JaPEAbXkwsE/h1RUkFvL1asKOk9/zAgxC+koNlr9EHaYWGn6NDQtp4zHle7pX5FpD7ZaRs05cgTZwzdA3aP6ghXuUNNWNuUrkz10ylczHX5OPNTa0GZ6Tn1cbYHpLFAD8HQWqr9fohZwP2zd7A1o8EhY2LY/rL3nU8D846YTc5DaRjxhogJ9sXpa1bMjgOi1vQQAaCLPTLWoHy61/Oxk90WcU67OdZ6UVSaHkKlV8KbbFG00Q8IN5LMtp+muR5l56V54nvwEGR+se+9dE6vPNR3eosJ4R7L5Y+WpMWl5QBTeykZysvK2CS34cDP5AiC7HnJFWjbuZJSsXWHoCl6Z8tSu1dNBsvMYIH48JHtJsMkvZ9TaUt30LXBFWm78nJEBfsf6hosw+j24f8HjuMYa/5Eyqzj3ldSOnjPe2l6CpGxbSOf3bhV5CBm7nmbpgbWhxHqki4rzeaFNqxe5cHzfQ9XmrjDO7lfFu/WkLU7+0FqPipFaPp5MPl/6bOg/g2qSsaxVX+qMD7qr96MRT/lSN9Xc9Xe1BWbDAjUAz4YV6zkWywKeQN+FC/s9tx49TD/2UJIhpDp6eklzgeyLfUk9d9y80Ns7gtBBq0HpV/siBg7gLgEmX1bpT3VeWufCvuqR/umJNjxAezYnGEGF//tRX+FH6rweyi3/bF/fEfKnd0qp6RgH4g39lVFrQ1lu0fK0PiQtMFsXmPsfKDMZQit2Mm/3IUD2xFLh1pWMkk3HAPAVjt7SLe0Kqq6FMiOrsH1OgvGawII1odgECewzCzk/guQ9ytumO/ykcK5RPX7C90S7PPba/vPoDWTT9SKr27ZQ/7vCnRGIzcnE1oe08DFB0OGRwQ53gk3rEb6uuJOh39ryzP5FxRvy+2Dy2lGiC1K6L2SkG+EFxu3HtHnn7U2uOaU3K+mxUOe4fui8t+DvQlqjKIpbrOe4Pqm2wOJaoAbgxbVcfd5iWyAUzHwEhNEnloauAvODyDm/mm7yAIKmuFMOT/4FjHct/9D3f/DNM2sZ/WKQ8HO/4GeC976hXEntvTNXzFSwXN0NapuibcaxOGmVy3tUisQlZGLyfxZeXSMAlvfkhXeykXzKVXMr/UvpnP3J5CQptXatr7pjyd+Q8XPDS0nhLf6FUfJkqfNyKLe2JDvwHEbxTqMBOPsRIF/lzGg3snmm8tSKuUxhydbY2ljGpOw8SL43m3gdmXxNSt/mWm38xm8Ak42seljd9B2gkxwMOV9XkOUAT0p/CxUAaufM34J8sKkXQWo/CaLl0gvmqpvBzrZG49m/J1oV6nwZ0G6l+305GO84GLlwcy5cuD5a0fcAbtY/nv8EtYeFx6d/ZhY+D7KWKVprVX8IX0PUed9UhX3TzV1/X1tgcSxQA/DiWK0+Z7Es4Nmo0oNAVltGgDtAHAXEM2oZqXqTYSvEp4D4/0gOKTIFj8x6fMtEHKYTawQbvZCn98pSC58WRBwLQL6kKiKfntqnULQK4e4WRWGPuu2jQPpeVuIqIN7S9cp22rsgorVneSUlNDdwrFp5+xyAO4TjjUjkk+pO7g9GnqFK+hobrdepmx4AwhczCV9kI9lvJAB30y9BFlh6AAAgAElEQVT0QrXC29lIPqtu+6uBJ9oqqA5gY+JEKX1niXXrx4xaO7p7g45xTPsQdq5drerY9+hml0HwoCUdzUbLEYT4grnG5f1Kb5xGJvv2AdaFqk372FNgOi7txDzhXh5V+nUT+bOMsMNoRYtxPdouJXDT4IMml5PuWM9wtT94hsVRXvYwM7Ukuwbv2fthKlLHI0pM9nDe4Lr1v2sLLAkL1AC8JKxazzlkAXXaeyCyEGIQF/BHtEHzutrHkKtNW9zi84stU+0py9rdgTx/C5stD3ADw3tiMPAN4VCHHBWVHgcNBkDKrPK3CIkKufYqt8nIUSeaek8YufYo5PScDJ6af+zpBXe7L2A8x4qboNxAHV4IgDqabB3ucpvKbu/lrdldz0LcUvoNCKaUZCD+VjI5uRLuLfK9ZZWm0Z854XspNbDxOV/im2Syl38haRTgthCMH07yPql9FBReIICLGCWOLETZwuej0Qi5ZM4DO0/tSTV22rsjYp8IJce+bCbWbuSGOm2TWDQpwuK3xnLJVuxWATnJBDVU6BLbi8o/gfxFZaay8q2VshdAMO+5XDdwAdh59Uw8WemBtYDWe6BBchcnXvEuNr0OdD1qCyxJC9QAvCStW89tXpIR91uxzCAd5c9BmUyg73edZjjdYReuDflIf/z5YOc1JgIw6nQpe7bTxu2HQfNAsBFCqgEkzAvTNiY43w+FKj+YjYkSR7RRJjavKHl7p5JJrzBIuTFXqZAO/D4Zu1adIFkYQspsg+n65Cq3B2AKEoC4hFEIY+epVWF7D5zYwmT3pPTrEPYKn72RTE4d6QH7POkXw3HfIJPXSOnmEApO4+sYJY7DWnlqeU//shFE5aX5D4cSo6f0lc/dztYmNeiOV3Y2pJd5i/FMRnHPVlJqefjg+VpUoLMp2fde1Z08CIwK4Qk7/wzwwleS2w0UXFlbmMuTF21h95gGMhn/ZvT91TpQ+mXAySsWw3SGX8fmhPF5TzsCwYjdZ18I1x+/AfM3m+zktJPUB9QWWEwL1AC8mIarT5uZBZSnxsZUogrUdchlxPmFHN60E0nZ8ZBMsScMWhXsUWTsWaZGDHXar0bkKqND+BNGsPFGshnYovonqZt+uhICHWiL8VSTJs1X8BW7HKnlQts2i5Q9tydg70Lg3aeRE1bxDOVty1l6sBK+wUbymnDOWVDop5Xew0brY9L9D4EmLBJgf5fmma5pa1TFHLg9Gf90NAA7ApJCfjGIKagVirqsQlzg5Frk6ner27YWpWPcvsizyV7/8tf7ghU6g1Frd7/fyccBjSuhoCJFbkfG5/nvbI306r7EoP4IJltZ+L2wsrpt01723NbeFp9hIynxRIeP1X6FZ8PqtaItBLUf2TIvevS9VnYYhA8BppDVm//zbCTWuzujoc7kTl4YosQDDvyNUVKuMZjRXPVBtQVmaoEagGdqqfq4xbJACYDvcYLyUfLpmUjHud/oycnHIYksFOgre/0v9z+8AMJ4yUJ1Lc8M438Oz7eJzMM8qYIpqj/bUOgTJ5FJv0XJA+xRJZ7idqCadH2ovsAqM93cUH2sj5Kev9gTb3Su6XmUxKZkcqUPd3du74WrmT+BnLhe2eRL0Ig8gJIX0esLm7da8or1VLJ11WgAbj8F4h/DxfW9XVNvKrRwu/n2jCd+Kk0+HopCVbKFlZsWhp4npU+D4KqZAfPYm46Yw19P+yMQ3xvmvxKMDWQdzaPrG/ZUlaFvmEeTcR9wfdHWiVBPE9mu8UNkPERqMYIaVBAPZcO3Oo0aoSjPnpWyqMLVvkCrVcg6TvkMS5qDPD0wVHc/2GQWGbUes1gPfn1SbYEZWKAG4BkYqT5k8S3gKP1a0XOA7CcWep3pTEEGzzyhvnyh9A1E7XeSq48l2Zcy6ycu/fBbC1GV/L8H5Y4Jq6jwdTBibTC7VwuzjJ84skIiP5S/s6xZK3X3h7pB1o+3hbYjayOyVp0h4g33eTVv+gdGyebh+PeD/LBfB59lI3GFScqz+wGt5j6f316bq61250gAfuCBtbBKK/Q98wFG8ep+3vQzoBPHMBT8ABstFzlQnlorla8oLuezRxBz+FO1ZqjyfoQ7h40DyEaonLZ1Jt8BRv3wPvOXkBPWSx2WVhNKLSIQQtnuFemdZc7t/rEudWE5+b44BodBvfw8eTKX7NiBnmGTXXyTSSjO/Nmb/3AgfikQ/2K6VriZzlkfV1tglAVqAK6fi+XKAs4LQfZlCHuWNnYflL+XjYmCQGJoz9LlMfKnmGCCVwzy43qwW5G/6//Au1Cn5WCLfKO1vzyv3IMaeImt5SgU+ugsRi2f5/WA9NAASJ5zOscb2UxckZYjgdAw8Yb7rtv+LkivqlQBxHJVtF5Jtr4T5rknLGlh6VUcGcaoIixPAmJV4D4UywUPNhIT+bBuIdTgqp7DPkqAr9PZaDmbDxFzcMHjCjIUddJ9EYU8M/jv8MLReyFS3j6zT0epW7Eg24Kr9vWZJevFzqzNzBONmNWoV9u1Dt5USY8OhXF9eUjhZETxgVMJLEjp3hCt77fE4WwtZ83X1xXOQ3869QfL0AI1AC9D49dLVy2gNN0MTRmf8Aalb/4I5rsXOdVRNvM/6p2vA/JqQX5cCsY7j+wn9apN5tUWlJcmSG/tMVXWrLz9s74ogKOatLyvEVt47OymxtBkLVXmyV0KxM8kmXsQyw52bS3+u2uA+MmeRUpzoMz4mJ13CmrjohBNVhUteYpH5o+3aw6hXdMZtnEDo8S1Uo0CYPd5nl7f642mNnEUmJa/VWSfW9j3X2T8cL9Hp3BUUDreD8brWHrA0y5mf4awYTinxHRlvNmZ9f96rmXheDaSHve2oyL1+eBAValzGbXKRVL24rI2LCze12c21jNr9+pxcPdsbJXvmPhBid7SruGHQPM1JO8vjhv8/8C7bX3iBdDbITeBsJ7hoiht3On157UFlooFagBeKmauF5nOAlJmlIF9pR0PTscByRFl3d7hH1oTREhMkadEzqCzweR1oxmVXGjTfui9ZKK1u0x2th3sOZWcGMBxvfW6nW3KAvFSeyOIFsL1IfLS9yEv/JceEIb+W4dXnfbLEBmDkxtXM3K6wcYetQHUE1O4g1HsvGope1GgxLR/ns8ocdXkUwCwVQx7oXryxWRsVJcWxv53n9Gq+9heG1FuOr/Y2B2faxc2W9/385f6kYEbwNgRc7jvsgXPQqNZgKXJL25Otux63Rj43vZxKBlXNJm1cOF6mGheAKloD7vLs40NVx37F6zUFJKc0EUYfwDjHYx7e/CZ6O1DmkCeHgHyPZVjyPeSsS9Aq0dtgWVogRqAl6Hx66VdGNfE57/eU97xP+H/Ahv7kc0pK6Ulaw2yPCH7laqurzh+5yjFnBDSNOAo8or3BJYrUyjqjSACYIVVXolnhDC8yt4x4Vp++j/87V2gQLwB3Ane99iegEO3/XWQoaVIR5FehECd9itKer79MLHSN0BBQlD4NhvJq9zxI0LQ/vP0WyBe6fZC7F3kPiukH7leyaYP+UrtI6FQnSx9g41WqNK+czXoQUYFGriltSvZlwOstEZhhJfbbX8E7BVsZehgKybJlRU7q71hYMsqQsUmiGGRiB5bVglMm0D3E0YmUprDXgysp3iIsKO6juXxG6cB8rlrP34ddIYtGlGP2gLLxAI1AC8Ts9eL+h//zvaAvtJjX/Jm+TkmO3tz7lzjKx471G5vhBjnVsTbx6jq+LUciYdVQRf5xIWga+mp9JgGggwLURagfjGjxJNohOH2rdzp4IK8D3D0jD194grxRoU5ytqZzBNF0AjGZj3+5Eo4mx8kvZaulP0fpKPCWieQsQt5jwXgcssWeTgZHx3mOQKSrzguhY1D9XAhR3gvGD+saB+qMHuViDn8fOa5dq6GEYo4O0Q7kM2iBcovk6cmXL91MJuB5RZG+FG1Zfac0DpVtBBdB7a3LXNzV47vtj8MsqScZJKIjrCj54GPemhkushKTwW4ff97q47n600UY6pnrf6utsCSskANwEvKsvW8U1pAyo6FVNbtnQxtKdOGBqWF20ENkx4sPCcj2DjUBATG/PiuBnTKMnkC9dpRvaUq0zmC94HNp5IslIgg3TIHepgBVhAu4BFk7CuXPWCawETB5dzGwmwDrrKKCS74F44CuIFem1AAqz5bVjd/CWNfPazu5Mlg9OaAaAexMeGqjMd7wJPvBI3v2CHg59mYcL2wyiZfjEavmrvHchXWLrU59YFU8+c/AnPiG0utRY5LunStRgnpXhQA/BX892bkoxb2v9djoI6xg3mQDjSag/coqFl9rdc25mQfm+bZPjD6fjoqTQtphwI63gNidzL+9XR/dlL2rvAiUlLO4rFkXAhLTDdF/X1tgVmzQA3As2bKeqKZWkDKngfJ0TSGcSOIV8ykOEZqvwbiKSXpwQXItR+bjqJyaEiu9eW7lfyheMiontKguOOZpGwEPuTypHKkDzJVHhv/AONNKpXTpkmswKg1GJrutk8Dubc7k/w4Gb/b/tPvMTOBA18Uxnjtgi9ZyqwAaeewnz0LisSxAOwoP2nFR65YibR2GrfGWlBWFJnNB+M1ijC9lH0Mkgcg6UtstPYprrnKwsUzyNgRc4Q5raLZcsi+V5Z8FxlX8vgVHmx3DByT1+CNUjc7GAxFa372s8Bkz1GpBPetp7g0opVQSMeFyPVmNhMD8imHpM2gtFrsRz5vJgA+3dz197UFFsUCNQAvirXqY2fFAp7EP7Ic64PtBx9RcghJ1zs71VB38hAw6hdGAXeD3G0cVaEHic5nKnnDMb2kXmnHhAWCVz3CW5PmrQMlVjXsFX5KuVS31sKFG6DVsHxy4gGpFGKWGiH87M8lnkEmv/N7dPKGRRj4WkaJ9659GLffq9vlNoxjC+uO94Cz7FloqCiQ6vUYh7mMkMJRUVb3lj4dQqEmdHcIQ3dH7C1Fu7sh58wxr9jvr5K7tvuRbkz22478XksiEcA9aHe34Jw5jtyjPAYITyys/VmyWRZpqB6fLXwOGg1TiSoUl0YWfI16plx7Vz7XqtjtZcMKwLY2MpRRx9af1RZYUhaoAXhJWbaed0oLuFYULGyN43Ee/nFuHw2xpIBjMnTjyfoDSFXzhcLJbCTlPmEPIp5K8eKSzN1fg2db5Srupp8D4ekNyfPJuMJvXSXe4C8ZxS/oAZUTD5ARSxj43QTEpoikAHL7QTCv3jbzLTZaXozBAXD79l5LD7sbkB64xueAF64PNQJA6l+MWq7lKJzzTZCuiCuQU5gHaddvbUc3QoEylHwhGQfxBVdB/QtAXgBDOpaNViVcK2W/geQrr0fYOHj45imHFwv9AUy2Lqg8y/daZRv79YaEMyrHS0+C0kGxjY+y4dnIphuukA8T88sKTdOdU39fW2C2LFAD8GxZsp5niVggyMd9BoLPg/phfbuWI+zlZgcXr0ru+XAs0NxtFIGDlB1dkrdLkWlztlpFf2zAnXQzCOaxNq3pCMTTTSihWHeIeCPPd2Rzolfco256Uo8kZIAHWVYcJOeJGYA5GUGPPY7m0nKqDU9YEc/t8U+Pq4J2LxPZgpAf7YLxnF77UFnWkAPSgWU+bOFzbCRv611bZ3IHRNE54d/3oETM4ffpBB/MNrbPTrBN4dH7y2q3N0bs2rZCdIAfIWMv3Vga/n53zuiF3e07wkk1jnvAJMs1OyWrvtykvdBE8QFTEXYskQe2nrS2wCJYoAbgRTBWfejStYCk1aH0mwC9yLz/Kb8czHYiVx3f/+nzg9baVLBcWc/odqOIG7ysXfBM/Y/9W8jE1JuqwJCnpf5afJ6sEv1XiDeAa0BPvNHbdW7SgwXJBp9d0Rgu9+JWQtMV2cB/M0oCucV4D9hZKE+ttcazcwWZQ/e5KqHmXg+y/85p957v98t/MfJkHf47x7BlqlVDxBz9Y9KTSy9JvX7lshGl9M3mIfc+G/C0S+utDmVWUFX0dufI9ZqyNOTQ/fHkHta2tmX/O54DNl89FWHH4Dz1v2sLLE0L1AC8NK1drzVjCzgayFVaP4a0aekH+/tA0wg2xjMg+bygeWsFy5W1v1hv6RBgy1in1DFBeU81WVIFqgJHZw8oLwqb7g5tR73+0SHiDWJ/MjmpDyhOFjG0O+l2MHl0vwDKCTP8B5B51pNg/OBCrELKtobkcr4AqvncMR6wA8xy3ph8Fhm7quzAwmW0lhMAO2DT1JacLm8oVrsZoAde8jlkHADZgffbIOuxdqNCzBHOXye0JYUcd7Qn2RzS1JWyvgoUrIWoaa1JQ724oT/cctlFO9h8dLs7Mp4zUprQ7+Hu1aFVv1rhmgauBNPtB/PSM34Q6wNrCyxBC9QAvASNW0+9eBaQFq4PNM6Fej++Fpr9HKL4HVNzAFs+0FEchqIc9wNv4DuSqEF5+6d9LVnLKc/bhFzTqpF7Q3KEFFf1JBXJd5NxUQXtjpM6u0D5Wf4k3gE2H1epjO6mnzDRAX8wvshGsl+xQEXKEPgdo8Rr9Pp5d4dyD2Lkj8jYV0NPkQP252U/hLSTPy/ag2xay5Y/L0+t2OrpYc6epKCfs1QsJXySjeSg/l4c3ecNfTataFeyWTB6hf26Fp+PhXNuAu97SkFA0p/nP2tAq/4JKBiw9DNGrZcU35f/X9J6UOfC3guSK7pzL1Nj1Y3cy1CeVTnBiRuA7ouK/PmoterPagssCwvUALwsrF6vOdYCnuIRVlTTZy0qkVmMO9HnAdMLAQZqQ+sNzbcdR9Aw0E5koednkklRCdxbRsreD6no870WjDcdlFOsEG+QplNcIopwoGfMTp59i3wBGfdasNRtvwukB62BAiYpPRDCp8J3X2AjeVMPyKbygLvpKSA8yBPvIJNP988rFZJJ72aj1XuZkLLnQyqKr25hlDy6CogVpalKL7Hbvue5NinDUGnND4zSbJbSZ0Do9ROPal/qA7Y9D9EFfWEFU7dKDITH5v/9XoZUsW4LqlhTEnbUf5q1BZamBWoAXprWrtea1gJSakpIrw8HKvAIj9WBDT/8A+T+XAhix3F9nb7thxf1BNylD7HRGqFLu+CRUNOKsTyRRJ7vxOZEUYzkcbFKvGEh5MeSdMQb/vsK2NwFxo8sV/8qb58B0CssUXuR/X5mddvH2vUH4K4SfkwFwMr6BBnScWy0DisB2qshBnF7ncmotVv/O1fAZYxegSe7+lIi6RFQZvSUnv+arBBzuOvtTO6IKCooRO8DOxuTc3ssYf0XgfYHQR7h/233S88qWMEGHxIp2w7COb375YvwhsQzRpxnghjWtuZ/54ivkcnrpn0I6wNqCywlC9QAvJQMXS8zMwuU2msWgHrTKLaq8kw+77eaeW394pscrxtHyOA0Y5VZv28h3H4Bo8S30AwMddOvgfAcz+S5ZFxR9XGAUwHQKie0+75CcoGvsVEFAOVty7sG71gblsXj1W2X24b2IZMvjQSwgRcIL8eH09yxg21Naj8JYuC+1i2MWlUvt5t+FcRrwzX3yEJ66yr9OgTPZY0qgPePyX4G6UX+EHydjcTPN2jfPLUc87bh478FqspKCqA3Zyd9LSJ8tTTFZeADLyAfMrYewF9+e69A3DIX5JFk/IFRe6k/qy2wLCxQA/CysHq95pQWULbweWjm15Cr3D7Vgb74yTEalQTeh5V3ynMMkELcC3Y2GemhVQug2kHxxyqBeyMoGJWJNzYnk2r7Td7+W09ekfkO5ESPL1ma/wgoLjivLb9pDFhOztCBR6Xy2sn19cXtp/aAXxzkFm2aSkWypCgwYoViqWxd0lNlesCa3B6KQvuUbmTUKl5UwveuHatov0rB7oaFslJ/DidzaMe03GelQrCq/VyEwfqDPTf2GKrK/rwDClXQ98Fkj+lajbRgwaMQx09g3A/913+CtQWWBwvUALw83IV6D4tlgUpvrUePKQkYKp6hHZ/nL2Vz4oeDi4e2G8sHF5q3J7CReN3f0pCyj0Mqwru/YpR4sooemFXA6j8h/Gw9ugHMyqpJIxSFKtq+8VNIFrrAY4k4vBm0CZRZ4ZiNnoZwb92KktOgypHmhjD0mu54YsRLRWo57Of570fzKKubHg/i4LCmaTM/o9yW1dtLZ3JnRNEPekYjKp7+kM2rKkuuOK/cszx4fP3v2gLLswVqAF6e7069t7EWGCqyEU5hIymTdVTO9QLtruXICzgIn2ej2svbB8bO3lDuQ7iufcmpHd1VnlDSmqEq2M83Sg1I7aMgerIJ4TtsJF4mMAx120eDgd1rhJKT8nQ+gLl+/nit8h7GMWG5paSHQtmdYZkFjJKiJctvpds+EuxJEH6EjVaFEEPd9NvGze3X1dFk6/DqtZdFJazYzVV9V6hE3R68WlLoR472IZu9EHrVDunJYEG04uaz1qQhqsq+3dLPG5NXb44RhW/1n05tgRXBAjUArwh3qd5jxQIDpBeGEka4sOu4UKRMmF2ZSRFuESaqkFBUweXeNaE5V/eqsJUfyMbEZwZvgbrZIaAr8DFIuwZMDKR74WMPhOk1UKGaFO1CNp3YfQ9I8tRy195rZrRjWRZP0oOh7O5w7HxGyapV0CoVMY0oIlOeWn9vIe7wEJLW/+t3q84OUF4Uk/2SUdKjzAzfvwzKfYsR8Vcy8QQcvfMtjJ2ajfzn4qFsxKZOVBnqTr4djEIFtm4DF25MrjGS81tlMhLgcjDeluTk4Jx+f5Z66JwFqE/QQh5CxlMW642aq/6stsCytEANwMvS+vXai2yBIek6R7QQP2dKco5u+6Mg3xMWy0A9pVzsVAWXCi3lH8F4y0FgD7nnawD6/OgA8YYHifbGUBEy5v1g06qfK/J6ylMrOAp6uvEjSPZy3lJ7E4g+jExcRya+tacAwSlywH799FooaB/76+2Hr502blbkfe9jlPgcbDG3XM/vPwGt7tfXJuQQNWeJmEN/A5MNR9spuwzAU/08o+kng72sOMyuN3bHSsew0XrvuAfEs6RlRsrxtGLb4yQmF/khq0+oLbCULFAD8FIydL3Mf28BV0wz0TQShhCWNYKFdNupWI6kyRdDPR1cA7O9yeTLo3Yj6bFQ9se+5zhaok6d9q6IeGaY487QelQF1277CJChtUlnMWr5VqMeyLU3hOh7UokbyKTPY+yrp18ShOrtiN8wSp5bOX86AM7T8wB4sQhyezL+aXX99Poe0Qm1EdkKldH+KOXtM3sSjtIH2WgVur8BHw2kXUvSWu6DXC9nsxXISMrXaS1E+lX4xGQQTV/ZzhsaUvoGCP0wNfOXkF4XefTx89YBkgtKhC0LMNl5EufOvWXcOfXntQWWJwvUALw83Y16L1NaQFn2fDQKoggLaebbTMVuJOfpubxvIPXgmYziXt/r4GLKMwtr7hIgaAg0i+NlbFvSswISHc1GNUfqASw1b24TD4DDtIzqpK9HBP8iIJ3ORmvP8n7USfdFBK9NTHyLTHoKSe6U6QDYOLQFr3yU441sVjV41W1/F+Qe4fs3sJl8pbK+SvSbwJ8YJU8Zsle3fRQYctzkRWS8zUigLIM5eDajeNexoJpnZwAKLyu8LeSDx1bDO9Y0RUbA4u9xly+oq53rH5IVxQI1AK8od6reZ8Cq7MOA1gN0zDiWqx5Q5u0fA9w+/PumIDHouI+HwEQLnwc1Coaq+WD+VHJiyFMbIN5YCMaPJ1m0EoU96glQdm1YYwE4f91hisv0RAhecUj5wWxMfKIKgCUGLmGoCntaAC5XIXOYkUrdyYPAyOdMiZPIZP/q+kYZuYpdV1EE9kSS11WP0bpQZhq6c/w8w8Qc7vK8/nMpstB9Pjmn8Iort0IybuzMwuXr+S/0E0atHaZ6/B17GizFwJvqPt/6h2JFskANwCvS3ar3OmMLSBVeYgOZLcnECDhGgK/rJ74coPfypKHK4OIklT006ZtstAIpRX9aKXuvzREA5BxGLc/LXBrKU8uN+qIwchsyLkQX/Ba6pUpf5e9gY6JHJ+m/n6YIqzt5IBgVNJZDFeJS9ixIxptt43JGSUlFKOw8b/+op0RFvo+MPzp0Hd32N0AG73x8hKFS8Q1dBSZW6ZyNvh/pFhDMPn6M4N8edV79WW2BFc0CNQCvaHes3u+0FpC0WRBlKDyz95LxMeNOlNK3Q/AA57xZ13Y0xMgkaQMo6xNvdLAFk74mcDG/cgNzbO7+neu1bLZMGrE3QlX2fV4bl22waVXK1nLUP6YCftHuZPOMyvfTAbA6u0F5EGHQ0EuApFWgzt2AjCwjBeMHDVYdq9N+DSJ+Laz7e0ZJUUXe32eabo4mihcbm8eKsW4cAmpjIPNtSUF5CgeSyVB1ec+Gyt5jfd3h3xZpMOrJCsnJtA9CfUBtgeXcAjUAL+c3qN7eollAcm1E5s1uEM78NaPEk0aMGNIDa0GuwndtD5jYh80+5eMA6PW5mYGR83oFn6zoYW0H8o2BHuIKP/RoYMvbVwD0Fb4jmKSm9YArTF66klGrL+sYLqryojBCjCL0ExuPc2C0itcfpSylPLVw8nZu2gHu6Yr9OuneiAJFJnAH2N6YXK3oVx66O5V5oRvBhVuMa2NatKekPrq2wPJhgRqAl4/7UO9iliygbnoqiH38dLwLbG4ySm+2WE5Kj4d6jE2/A+NnjmRsGibeqPTt9uer0CX+nFHiOZFLQ9XwcEWesDdPnv27L/03DHzTA3D5RYB3MIo9IUZlH2X5weEwt8PTPD0XwAu9OUfTfFb7ikcTc3hsFqHMVJCCHCJOIIcZxvq2dHrNJl3oxSGE09hI9p2lR6WeprbAMrdADcDL/BbUG5gtC0gL14MafQalAXKLIQDSEGfxkLrPGGD9SyjoqhBvBMC6GMAz3Xl5901szvnC8LolQYMcr2czKYsMGFAlUGYkFATYBZurlBWU3DrThqBN2agzH1DDQRfjCZJpBYA76esQwVc/c1hIwq3TWbgfosYp4bzfMkq2Hr4ex/XpIKYAAA5BSURBVC9thVMbTQXUHoSzZ0IyG9kYybFd2WOVNMTMsT45Z6S+82w9R/U8tQWWlgVqAF5alq7XWeIWkLQWlFlv7UPHcRRXftzL3p2GlYr64Ht1Aj3B5vXEG8oPYGPixBFAZHJ9RUV0B8weUxY66M2Xt68H+DgPVqNILire6+2M4r42cphkOgD22zSyDT3crzPCi66QhegGRq1KL7IHTCcYYdq7zTDPumW5xd41dSf3B6PPhn//DbxuI3LjCuD3jy0pLgEjowRVEO5xbpuc40Ykx4atl/hDVi9QW2AWLVAD8Cwas55q2VtAmnw80HjkOC3gHgh0JndCFBVCDGN1ax0IVYg3eGfgPh6SwasUc40gz/CAdt+DoTkFxeS9geO5MwA4/Qpl8vdkPFz8NI0H7NfKLofki8FGVVpLzcAZ7ZmwuPAh5IN6lJX9F4Yyqcfo4inPTNW5AdCUxBx+X0M6yzuzOVFoCI98iJwmMLr/JCes7aketQVWCgvUALxS3Mb6IhbFApLmQOmVAJ/gzpM+wEbryHFzKE+tRciHXsmjybgiTjASqIR3sJFUWofcUtnkS9CICknCIQUlv532nhC/4+fVjxi1dh7c28w84PYPAfoWKOoVZOu7Q/PkJWWjbr4944kKY5bbQTc9EIRvaRrzYuH3nR0FqRB2uJhR4slKRgx12+8H+eFwjdeBydNILlyU+1gfW1tgRbdADcAr+h2s97/IFlC3/W6QoS1JN4GJFWqNJujIsq3RUNGja+0wTyBplcGVESqG7/B5W8u5djcYlatUt/0BkJ7WcYx8orrpQSAKkoxTyGGVpxkBsNLPQ0E1SDiYjaRC9uHBtf0RkJ5zWTqCjVYAxf7lhdy6tRaFa3O6xZXKbn+6HgllRtbh27+6fBbjuMj3DtprVSj9E0BPuCG9h43Wxxb5ZtYn1BZYgS1QA/AKfPPqrS+6BaT5D4diazvyMoK59mSzdfq4mSqcyGMKlTyQpW8GcXKYZ2Sxkjuu3N+baxc2WxWFpDDXcSC8/vAY73xGAFz2MoXj2UgOHXpx6LRfhohe+QjD/cLF8crTfnGZ8BY2ks+PsplUKjDDMAd2+Rx12nsgYuGV3wNmG5OrjKWdXPS7XZ9RW2D5tkANwMv3/al3N8sWkNI3Qz2gHBI5qADE5ORjkURWfJW4zzvYkskYNq08OxdQ0a7zbjL++EiAylPzkn2elPGjSQ4JB6jb/hZIrx08RjxiRgBcFjeQvs1Gy3NDl4akR0HZzeGjOxklvh966Lgysxh/zigeaq9yEJ6mW6DZY7FKkeYbcWKY0rME7CXRCLyFHA3ss/wY1NPVFlguLFAD8HJxG+pNLC0LeMUjI45gBuY7khMFZ/Mw6HTbZeKN8xglnmxiGMTWhDID1lApnD+RnKjwJjtwcsIBjYIl6iZGyfoj58vT8wFs674jX0zG1otbGTMD4OxFkAo1oQsYJc8es561bvlQsA+d91u5wgnS5BOgqLBVB3Rh6HHavr8G4NWbpiDm8F9PPhGKzgEUg8nzxiklLa3no16ntsDStEANwEvT2vVaK4wFZMQb6NwAyYeqme9EThQi9lUwVLq3kUSED0cyW3mwab8C4rf9cePDs8rbf+sxeQ1o+RYLzwyAS5rC0I2MWr6NahDMy2pF1CvJVigAGwD9MsUmsQ85hjFMkztCka9qJu8Bmo8bB9YrzANRb7S2wBKwQA3AS8Co9ZQrvgXUnTwUjI4NV3JNIN7ojgaw7EeAdgyA834yPmrkcWWFIvHdbIwNU1s18ISfL34oyaJtqTftzABYD4GyolhqklHii6MGAbibvQuUL4AaobzUA31lh0MK1eI8h1E8JDLhppAagZhjQz9nfhgbE8et+E9FfQW1BWbXAjUAz64969lWAgsEykTrNw3EGziAjWSIeCOAzeqhl9bniUcQa/QALE8vAOA1c7vd7RjPsfxnZej++x+KVScC0QQfYBSvPho0p1ZD6q+Z3Q9oNffveZNrcfXVh6uXs4XPRaNhYWMbFzJKfPh7cG8V4g4n4LAWyaF+aGeXbro/iBIxh5Nt1ErweNSXUFtg1ixQA/CsmbKeaGWxQGDUspyuDWNfeuxYoFF7L4he7Yj4EzksXO8AyZNemAKS6etmwbMdQebRfgpE0861cR2j5IkjwXAGRBxu3Ty1vK3vd6aeSrauGgZWI9FwnnIMYEFQRqqQgxTnSOlVEDYJ872GbH1jNFi7OU1P2fM4+5xxzWC1svyR1NcxKxaoAXhWzFhPsrJZIIR4n4MuD2dc1eotX6vy7ExAu3qQ4ZHjBOGl9Gn4//bu3cfRuwoD8DmesSdSJAoaiNJABR3apQIKOhApQAIaOi5hkbiWVJAVNRSAQgGJoCINCAmJtBAaKoTo4A+IAhKiQRFZe9Y/ZH+20Mzak9msEuWceaZL1p4553ktvbL9XUb8Zffcv+ZsMd3p6NLPGOefiLF+cff7/pA5P3zg13ULeKx+H2NMB0Tl7KnM0/1FQC785bHeXJgkPjA9Lm5lLjb/fWC+1fdijO9M/5C/ydn808eyH6vVR+JkbC7O8VKenN3t9hqxD4FHFVDAjyro+TdWYLqn7mrzrm533+H4YObi4D1rx1jeiRHTubMjfpEniy8cLrjl0zFiuoHDiBfyZLG72f3FR1/nO+Dtr7i//GVkTKcfZXw5c/Hcwb97f/nzyPj87nFfyVzsb8BwsajH8naM+PPuf24uTLL5GPrCvYxv7AvC4gQeUkABPySYhxPYC4zx2idjzKYLaWT8PXPx/qPvBsfyuRgx3UpvHV/K08X+qOlLBbd6JsaY3i1m/iBz/sDFM6ZiveZ3wGP1/RhjuqhH5t3M+XQVrks/43z5xZjF87tdns9cPH3FLn+LEdNH47n+VOZjv/WqIEDg4QUU8MObeQaBrcBYvfaxOJlN59lmPpM5f+AyjnuqC9+dnq9u5+Lx/cfRFwv4/vKnm3equyL8RuZifyDTpcddt4CXX48RP54Gjp/lyeLOwQJevnorTufTu/crvsve/pqx+m6MMRX5/fXHc/7YA+cpe4kQIPD6Agr49Y08gsBRgXF+73ORsydjdvqjy/fb/X/5bj+q3hxwNYuI/+wOwDp8q771vd9F5FNTEY7PZp79+mBhXvsd8L3PxMhfTb9jvJizs+l0qUs/u3sQbw7E2hwxvY6cv+PYR8vbx67Pvxlj/XKenr3g5UGAwBsTUMBvzM2zCFxbYIzlrRix/274jzlbfPTYky8eDJUfzpz/6dEKePWhGGN/Q4SjB39t63m9fCkipqtlZdzOXBx8l37txT2QAIErBRSwFwiBN1lgOlhrczpQPhkZX8tc/OSKAt4c1LU7def+ew/dUWlbltd+B/zf98Q42V9a8l85W0zXoT7wM8byqzHi2YjxcuTifQ6uepNfGH79jRdQwDf+JQDgrRAYY7wrYvXEsdN79jOM9b1XIvLdEfFq5PydRz/WvnYBj0WM1b8j4vGI8Y+cnT1x1b7b06Vi/kpm/vOtcPE3CNxkAQV8k9O3+9tOYJwv78Qs70bGDzPnR++Pe+Go5SuOqt6+Wx6rb8eIb8V63M3Tw6cXve0gDETgBggo4BsQshV7CmxLePN17ZFTmnpubSsCfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQQUcJ8sbUKAAAEChQQUcKGwjEqAAAECfQT+B1eXUM5u4PCHAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="48"></list></costumes><sounds><list struct="atomic" id="49"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-40.673664307580566" y="91.35454576426032" heading="336" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" pen="tip" id="54"><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666657" y="40.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="74.66666666666666"><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="16.666666666666657" 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>255,254,250,1</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="610" y="276"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"></block><block s="doRepeat"><l>8</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>8</l></block></block></script></block></script><script x="534" y="467.66666666666674"><block s="forward"><l>-100</l></block></script><script x="93" y="126"><block s="down"></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><script x="384.66666666666663" y="125.49999999999997"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</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="468.66666666666663" y="57.66666666666666"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="AngleExperiments2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>