<snapdata remixID="13264703"><project name="U1L3-AngleExperiments2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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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><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,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7sfQe4JFW19VrVt6rvIOgTxPx+I4qiggkFs08MgEQjomBOmEDF+MwYgMGMAROMIEpWUMwJUUBBMYAJfSiogChpbld31/rvCZU63LkT8A7MPt/nJ9NVdU7Vqrq16py991qENUPAEDAEDAFDwBD4jyPA//iINqAhYAgYAoaAIWAIwAjYHgJDwBAwBAwBQ2AJEDACXgLQbUhDwBAwBAwBQ8AI2J4BQ8AQMAQMAUNgCRAwAl4C0G1IQ8AQMAQMAUPACNieAUPAEDAEDAFDYAkQMAJeAtBtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AJEDACXgLQbUhDwBAwBAwBQ8AI2J4BQ8AQMAQMAUNgCRAwAl4C0G1IQ8AQMAQMAUPACNieAUPAEDAEDAFDYAkQMAJeAtBtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AJEDACXgLQbUhDwBAwBAwBQ8AI2J4BQ8AQMAQMAUNgCRAwAl4C0G1IQ8AQMAQMAUPACNieAUPAEDAEDAFDYAkQMAJeAtBtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AJEDACXgLQbUhDwBAwBAwBQ8AI2J4BQ8AQMAQMAUNgCRAwAl4C0G1IQ8AQMAQMAUPACNieAUPAEDAEDAFDYAkQMAJeAtBtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AJEDACXgLQbUhDwBAwBAwBQ8AI2J4BQ8AQMAQMAUNgCRAwAl4C0G1IQ8AQMAQMAUPACNieAUPAEDAEDAFDYAkQMAJeAtBtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AJEDACXgLQbUhDwBAwBAwBQ8AI2J4BQ8AQMAQMAUNgCRAwAl4C0G1IQ8AQMAQMAUPACNieAUPAEDAEDAFDYAkQMAJeAtBtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AJEDACXgLQbUhDwBAwBAwBQ8AI2J4BQ8AQMAQMAUNgCRAwAl4C0G1IQ8AQMAQMAUPACNieAUPAEDAEDAFDYAkQMAJeAtBtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AJEDACXgLQbUhDwBAwBAwBQ8AI2J4BQ8AQMAQMAUNgCRAwAl4C0G1IQ8AQMAQMAUPACNieAUPAEDAEDAFDYAkQMAJeAtBtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AJEDACXgLQbUhDwBAwBAwBQ8AI2J4BQ8AQMAQMAUNgCRAwAl4C0G1IQ8AQMAQMAUPACNieAUPAEDAEDAFDYAkQMAJeAtBtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AJEDACXgLQbUhDwBAwBAwBQ8AI2J4BQ8AQMAQMAUNgCRAwAl4C0G1IQ8AQMAQMAUPACNieAUPAEDAEDAFDYAkQMAJeAtBtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AJEDACXgLQbUhDwBAwBAwBQ8AI2J4BQ8AQMAQMAUNgCRAwAl4C0G1IQ8AQMAQMAUPACNieAUPAEDAEDAFDYAkQMAJeAtBtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AJEDACXgLQbUhDwBAwBAwBQ8AI2J4BQ8AQMAQMAUNgCRAwAl4C0G1IQ8AQMAQMAUPACNieAUPAEDAEDAFDYAkQMAJeAtBtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AJEDACXgLQbUhDwBAwBAwBQ8AI2J4BQ8AQMAQMAUNgCRAwAl4C0G1IQ8AQMAQMAUPACNieAUPgBoqAhvlL3amzk33kBnoJdtqGwAaNgBHwBn377eLXNwQ07L0V5FsgvY2d7lunnZ8nX+LDfruw30IkvNg+1zcs7HwMgRs7AkbAN/Y7bNe33iAgzd2FnP3DQick9f8K6baCLiWzO5LMJ+1fkaon4OlkLSmT8j8RvA3IS8j0dguPv+pzXG8AtRMxBG7gCBgB38BvoJ3++o+ApM2h/j/CbHUVM9sivwzALfy+HN6JXPantSPglXeEOhfFPi5nkm0+fVYdZ99+7PSWJN25WDMEDIHrCQEj4OsJWOvWECgRUH/lI9HpfCf8Wxcx6d55KgkW+XkAtg4EzIeQ6Y/WjoD720M6I/bxcybZNtPH7v0R4J389uHwUUyXfdfuoiFgCFx/CBgBX3/YWs8bAAIa5PuCuuOC8VppGdS/roKDugfZvWAisRa9UwHuGAg4eRI5c/zaEfBgT6g4LpL/aUy6O03sT70tIf6mPsd0I5Irp5K1i1WLf+JM9tkN4DbbJRoC1wsCRsDXC6zW6YaAQGtmu+ql5V8AuHcgVu1Fdo+ZTKz5J0A8P+yHl5PZh9aOgPOXQfig70P4JDvZC6YQ8NMhHh23nc8ku8+C5OsSxVyzmfKG8KjbNV5PCBgBX0/AWrc3fgSk3lYQfxmv9MdMsu2mk1Z+BIjnRgI+mOy+dgqxvgVkyH6W3sNO9/VrRcDD3rtBvi7291Z2um+bQsDvg/iaSNSfYid73tRrKfIzATw4Xsu9yO6vbvx3267QEFj3CBgBr3tMrccNCAEVvQsA3j2QER5IZudMJsz8BSA+Hrd9k0m2w8T9BvnzkOCTkTCPZKe7z1oS8OdAPsv3UeD5nMmOmNhfkX8DwGMiAb+QnewTk4k6fwCEs8M2Xciku+UGdLvtUg2BdYqAEfA6hdM6u7EgEMt8HoFhcRDTWUdOE5vUexfENwQC5pvI9F1TiGtrCC7ByrUrwPTWJAej+0pzT4CS08Lv/AaT9LFrRcBF/+uAAtmz2JGc/er4mJqB+n8DsFnYD9uQ2c8nX0f/jZDeGfbTQWT3jVOx6c/tgE7yBkjfWyhGfmN5Zuw6DIHVRcAIeHURs/03CARU5AoXqovBbGuSV04mJN0P6v80bvshk+xhUwmpyOcAdCPJPYjMzhonw959IJbk9ysm2b3WjoBzt0S+VSTMrcmui0W3mpRvC+En8ccek2x2gWv4AYCHhv7S+5P82RRcbg7lPwf4337XJLN3zQbxl2MXuToI2B/F6qBl+24wCEj5/0Hw5AEVr2BnNiQyTWgqcldne8dIrPcls3Km2ya6Iv8+gEDQxIvIrFySrvaTtBnUvzz+cCWTbNO1JOB/Arh5JMxbkLxiAgG/EMLH4u8/YJI9fDKp5ttAODdu+xOTLJQsTcJkOPdyMPlAvNaLyez/bTAPj12oIbBIBIyAFwmU7bZhISDlr4RwWLzqs5lk204lG/UPgXRAIBu+jkzfO5mU8kNAxP3wcTJ70cT9ityV/4RZKHu3JDcZE8RYjBKWdPXmUDcIgABzTLJlU4j1YxBe6LcJh7KTvXryfv0DXWJYvM5DyXTifr6bInez+wdGAn4Vmb1/w3qC7GoNgVUjYAS8aoxsjw0UARX5EEDiL7/QUznT/eIUYmqKXXyXSfaoyfsNngwVZR9nMckeNIWAfw/gLpG8JsZjF0fAeTPu/Acm2V2njOeWn8MHBpOnkDNfmrKfExN5ZCTg6SIhg95TkPDY2EfBJOtsoI+QXbYhsCACRsD2gGxQCEi6J9T/FYhfAelTSP56GgAa9g4GGWd5+jKT7i5T9y36lwC6jd/e173Z7ZblSdUh0so7QJ1SWrIPzt2GvOn4knCRfw9AWAYmn0CmXxsdd3EE3H88pDLp6vtMskeM9aOrNoNmLwWQhvGGdySX/Xlsv17vXkh5fvidlzJJbzsdi94pAJ/ot0uHsNMN5U0Tmr8f6H8RwlZgutVC92ODelDtYjcIBIyAN4jbbBdZIjAf233OfGz3U4Ec8Hl2sr2nk8O1t4HSS6rtw+EjmC5zcdyxpmH+YRDeHtCRNpkeOnG/InfZxrfy24bFYydlWGuYHw3i6aEvPHc+fvrp0b4WR8Ctaz2GnWyvsX5CpvLX4+9/Z5LdejJR9g9wZBpx+wg72X4T9+uvfDg6HfcBERr7tyVv4gh+YtMwXwHiGQtd67Rj7XdD4IaOgBHwDf0O2vmvFgJSfl8ITl85xliT3cmZk6YShPLPQwjEtaCSVP9RkL4d+5le51s0Zofka8n04DFSVO9gKM68pTez0w1lP422KAIe9t4E8h2B3HQIOT4TlfqvgfS+0PX0Wb6adcLko8k0aluPnldLyetoMgvkOqFJg92g4sS4aQ7E9mRWJnmt1n21nQ2BGyICRsA3xLtm57xWCGjYexcYa3eBhUuHlN8fQhTX4EpwuA05+9uJhFLkdcZxX/dgd1zvWWrW0eIYcsKstJkAJhzOTvaSNSPg/KMgXhwIGBMToaT8aKicbU+uY1avtyXSSid6ema25u4Gdc4DFJK9iAeQWVmiNQaZirwuaZIOYmd6TfFa3XA72BBYTxEwAl5Pb4yd1vWHgFzcE7NnQCgVrF5JZqFkZtJMrcidK1CIn5LvINP/nTyjyz8JIUg4EhP7lPo7QApLvsQFZHaPMXJV78kQQ7IWeRKZ7r5GBKz+iZB2C/3oKWR3LLlKyn8DIahZkY8l0zHRESl/BYSQxUwcQWZBq3qkSf23Q3pz/Pl7TLKQsDVx31afFwJzD5kUD592vP1uCNwYEDACvjHcRbuGCgFJd0WR770q5SUpfwEUpCGl4i9Miu3Ijf4ymSzmdoGSkyMBXQRcvQ252VVjBDSYewKSUsVKX2PSfcI4SenmUN/NlEPj8M7kstKv1/8ktSwEJ2ZLL2oJusgb2c3j1obSyjtBnT/W55JuOklwREXvqwAf7/crih05M0lN64qbApucByHUBrPYlZw9ZTKe191eRXImmdw+YvpCcrL0ZXm8v94kW0HSZYhbMwRuFAgYAd8obqNdRCAu3QZy2cieAU5jkk603qte6kXuZqJRphGHkdn+05BU0fsdwFDGQ7yUzD46kVyK/FoAG0USuis5+4fR/VqzzkJP4ky3ZTkorbwj1ImkrL8w6QZBkEZbHAH3LgYYSW54J3JZmYHte9KgtycSBqvCqbPxubtASUl61zHJbjKZVPOXQPhI2KbfM+luMRVL5cshvCpu/waTbKLcZn2f+qcCihaN6W1JTk3qsr8EQ+CGhIAR8A3pbtm5LoiApP+G+v9X7bSA+YCnCfUfB6ku8RkOHsp0o9K8foTw8heDKEl3qvORhr2jQIbMamI/MoukVHcn5Z+DEAwSpHex031Ti1ylDOr34m9DMN2YpJOxrNqqCFjSLNS/BkCowWXaJZmP9PFOkEHLmTiSzMaMH6T8pRA+HM91BTvdZ066CWo6JAkvYSc7fOJ+/esegs7MD6tt5OPJ9PSpZN00pwjX8f9IXmx/CobAjQEBI+Abw120a6iJSfnHIdSet0w3I1kv+Y5gpWH+STDGbcETmKR7TiWDon8toDi7TfYkZ04Y3Vfq7QYxZvbqK0y6oR62RZ75S8FIatBpTLpjM3UVzhxBoVyJxdhMetUE3Jy58u9M0rHyIhW9UwGGmaWwHzsTPhaK3pcB7hzOQ7uT3bGMcWmwB1TEWTyvY5JOnCX7YYr+8YD2iGMewc7keLLfV9oU6td10sQnyCwodlkzBG4ECBgB3whuol1CjYD0702hZS6R6H7h18nkUx4haUuo78qSol5yshc5c8wkTKX+OyDF2apOYtIdT46ScxYazAFyM88BmN55dMamPH8gZhCMGMhLyPR2o+OpyF32cLgG8uFk6jKGq7ZqAu4/DFJZs/wzJtn9x8ZQ/6+QgqDGANsyy6LNYNgzrii4GPGMC1aDM7MTHZyK3okAY7IX30mmZSJWa0hp8HSoODr+eCWYbk/ygmnPb+sjBPgZuHIH8mZTP6bs78AQuKEhYAR8Q7tjdr6rRKCVaeyZBB9jJwvlOBOamvWywE8jMbSWawMhtbSVHTFOlGNU0f8ioCcH8hw3XZC+MwM9xC0xB5nLCfZ/Uv8USGH2TD2N7JbSjoEcXVIS+ZbIlG8bTTqTek+F+IVwPL9Mpi0VL6klU1mAZ3TJR7XsEaW8YdLALzFJnzIK30jC2HTt6rCs7j50wofAlPrmsn8N88MddtV4UzK0V/kw2A6GwHqMgBHwenxz7NTWHAENe68HedBiXuCSlkVy2CYS1uvJNJgOjDQN80+DeHYgkcnELg2eChWB/DBlptyMmRZ4DmeyzzSHkvLDoUhAwv7sZKUxxOIIeJi/CsTycD34GNn+ANEgfzYSlApbE2Paas1sk6eRM62PAH91TaIUPsNO9pyJuKn/OkjvjtvOix85znRiHONmqZYfRG9gp1seu+YPhR1pCKxnCBgBr2c3xE5nYQSk/EMokCDRh8nubxbaW+ofB6mK6S7kSSvlz4RwZHjf6wom2o6c/d0YAbc0kXENmDqv4LqUJxx/k5gA5Q6fA9M7kvx7i2CH+QdAvDwS+YfYycJ/xyb13wQpqFhN0FNe5Qy4qWNNvplMW2paGuYfBPGyOP4H2cle0R5ft4L6Lms6Kob5RDCX4d04R90Z6jvv4o39j1M1sOe2UMEzSW7m9yOeRWZHTbt3tRezn70fT6ZPWvg+9+6BgvshQUFm4ZqsGQI3AASMgG8AN8lOMSDQIh0fE0yfQLK02xuDSZrbAkpcPPgOceOqbAVPgrRrJImxWWODHL8G6XGRHN/KTvdto4NL/ZMhhWVf4nlkFvSnY9Og9wwkXBH/OabGJeXPhuIMlfg82dasXiUBK18BVRrLzyFHZthNFapCe3Om+/nW+Sl/LoQjwvnzFDINuDSvYdh7C8i3xn1OJ9NQKzy6X3M2T55MpiFePGnfpo0h8Gew2GHSh1CFo3RLqO8MJ0K8XBpbjp82lv1uCCw1AkbAS30HbPxFI+BFNtSvZ6XkN4CZHSclBtUv6MHToKJOqlpgOVPqPxxSbSQwLHZgOvvNcULpPxZSWTrz+zgLvq5FToN8HyT4bPiNxzFJQ0w4Nmnu7lBSJiBdC/71FuSdqlIjqTXGd5hkj24dv6oYcJE7Xepgi0g+jkxLwwVIF81Ct7scQMhWZrElOXthq/+i/yVAYeZZYF/OZJ9rn782irPfWBvdHqO6zv7cY9DxH0ERCj6CTKcYWoyGDZKnkzNxKX/8MZFLeMPgNEihlttfS7qFiXWMY2W/rJ8IGAGvn/fFzmoKAtJgX6io46XCsexkT1sIMA3zQ0AcUL+kxwmnIozm0iz4VSZpKNMZaSpyZ813L/+z8CJ2Mq+qVfUTbP4cybnmlqpd/eqVrX2K3JXYbBqIo53prF7v3kj5i7C/LmTSDXKRsa1yBlz0LgAYpDb7ug+73Wgl6OufmxnS/2SShaXhsm95tS5XTx2Wljl3i1GZSA3zF7rYcjzkl0yyezf7qPoq+qcBCopgwthSez1m64PE7XsoO1m0gpzUs48/fwHEU6utTJ5NzsSPnsnH2K+GwPqEgBHw+nQ37FwWhYCGc/uDSW33R3yUzIIV4IQmKYH6bkZY+uFONYmXdAco/xHAUJ5T4HmcaS8fey5pJzFNNHRQ0TsdYFB5IvYlR2aRTYnHEe1oSZtB/UjgvIpJerPmpa2agPv/BnTTMHZ6C5JVPW1L2xnjkplSvg9Uzt71dSbdsNzeaC0jhQlJZBGj5yKJy9jQJWDmyo7GvIb9vkU+rLLCge+B6aNJFtPvaf4RCLVJhYoD2JkNSWfWDIEbCAJGwDeQG2WnOUIAw947QNYKUtI72elOrD/1L3jlD4bglkLDrA48nsnk5B4N5w4Ak+B9C/w6Zuz+ewIJ1e5HhXbjTDfoRcfW1JueNzz4AjtZ8PittvffOp+xFUuJ8Dl2sn1b2wunZKW4TJzeqhnvXoiAFeKiMemL1zJJ4zWH3jXMPwsiqF6RbyPTEMctz2uYHzMvTRlWFYgxnWYNersiYSnIMdEdSdLNYmb5PcOgxavZmZ3ikdw/DqiS5a4BsQOZ/XgU7/r8Vu/eT+vHfjcElhoBI+ClvgM2/hojIOUfhlDPfKdY7tUv7rn9wORD1YBMnkHOlMIQrfNQ4WbB2C6S1NvJNBBlk6ia1oIT47y6LZzYRWj/AtPbNzOJpcGOUHFq3P4LJtnW7f7zCyHcLRLh/ZpeuQsTsPc8/lk87rdkFpaiY1ORu8zl+4TtyU7kzGnVtpDB7Uwp/itsT29HMuprh73UjA9zioWh+m+bd7koXaPOZJJtP4qf70uDvaCiTgBT8TJ2ZoP05YSmplWjPz98hMz2m7a//W4IrM8IGAGvz3dnAz231XG+kfLPQ9irgorYh8x8OdHEF/gw/4xbDq73T29J8rLRfTXoPQkJvX2fpOuYYDuyG2OykYhay8SeDB5MZs6BqGpqWRlqb7LONm6bR7jje7ciN6myuueTwr49nxQWE6mKJ5KzXyk7XpiA53aGki/7fcnvzCc9VQlc0tW3hLp1SRTb5gZS7xlQlZ09Ziko5Q+CUM9OR5a3A169+6iAKzsKsp2FnsyZbjB9aGIjbQ716yx24bPsZKHGekKT8mfNuy3VyWDE0WT2jGn7V1hJ90SRP2VVDlmr6se2GwLrGgEj4HWNqPW3Vgj4Ol8hzGgWkVQjr7CUn1zZ5YXjdiZnypnlyEvfE9C3qgQq4E9MsmChN0YQ+TFQtRT7ObK9ROx217Blev/h0TpUDedeDibBa1hYwU7WMjNQ0fsDwDv77UXxRM40SFb5URCCsYPwQnZqy74FCXiYvwAMVosgVpD1mBrM7YwkkjP0RybduzQvW8P8KLAcs3gFO7MfbG1v3h/hcHayOg4bd5Tyz0LlEje+QLaX3itiLHLn+HTH+O9fgr3/aX6AtMcd7AQV1QcIoK+B2a6jBhPj97CRtCd8ip0s+DVbMwTWAwSMgNeDm2CnUCOgYf4RcPWSayTdGuq7mOSDQk/8F4gdyfTMSdhKIy9z4TB2xq0IpfyBENxS9EzottiFnA0zy4pseveE+Kv4z3+Dw63JZVWikTR3ZygJloR+pj3jlnT79fH50RBCbJj8XzIN4ht+Jtl/D6QD4z9a9a0LE3BDppJ8L5m+rtHnmyG9PYyHY8isWj2QlAIDpw+9ebzeu5CzlciItPIOUMctX4eEMGorsvvrNh5zT4SS0gd4AGJ7sq0x7a9tmC8HK0vCVXw09beD4LKpw7I48BMw3Y3k35pjj/63lL8KimpgAdBj2OnWqyULHWzbDIH/AAJGwP8BkG2IxSMg9e4Rl0CjmYJ/cS6YYBXerf44R8IhZgr9EcycUMdvJ42upoiEJxM+jExrm7x4UIsEge8yycKScKOp6LkZeBTdGI+Jztsenjlve/jgSFotXed2TJMnMkmDU5AnqcbsecQJaBUx4NoRSu1ZrIr+CYCCicRIzHxEP/rH8zaBIQZeY/FGdy/i2Z3CpDsuzlHk3wHwyNB/m/wb/TwUUm0uIU0UMwn3VXeD8q9WqwTAb0HttkoVtNEkPS/c4kMAC6qnTXpW7DdD4PpCwAj4+kLW+l1jBHwWLwYr2gILq062CcYAOAkoZ3A4G+jtRG4yFuMNL/eG4YEnjNS5/ZQ+vIEEQ0axmwWHpVrhZexkrSQh9Vc+Cp2OK3PyNbtg5uQpq3407L8G1Pvi8a04p/orH4ZOpxSmaC2HS709IcbYadvacEECblsIPonsRqtAX+5TL/sOhw9nuqwiQjXj4+Jr2UkPrklTXcglb8Xa4uHw0UyXObKtCXqY7weiTHL7Q8webymVSa6ffu1tPMEooh7z6s2B7qkQHhh+42UgdiNTdz+mNg3zD4ON5Dzgm2C+N7lxSw50jR9QO9AQWEcIGAGvIyCtm3WLgFc5Kvor2kILOBpIn71Q3C/EODsnAk4lyRPi6WC2E0lXZ9pq6vXuiRTfBHibuOH7TLKyVrgmFuUvhvDR+MNFkVhay59SfjaEBwSeaEtPxtl5WKolLyXTUGMcCH5jqH91NRiLLcjZ34dtbulVJdm0LAUXJuCWleH25VK8NHdXKGkoiaWbkLymPpf+JZACFtQ9m7NFtaQpcQ6ZRVKsrsOFAdy5hng68RIyO3wM8yJ3SmMPj0ddij4ew257GTvi0oFy51cca5A5QDHcvRkjH+vb5QMUfZdkVy8zC8ciSfdeSC1t3T651pshsHgEjIAXj5XtuQQISCOCCyH5xpHw1Phf01ghksHUbNkJmbWvJLOQNNVoKnKXuBWyiSeZI6j3dIhlSdN49nCRnwsgui1pT7J7Qk18+TlQtOmjnkF2fT/SyjtCHTdjdYx2KZMGcS8gRamifwlQEunwTuQyZ6rglun3ghhKfoifkln4YAjb9oBYzpTPY5Ldd+T6v1sJmVB7kd2WZ7Ka5g/At5lk/zNOkPkrILy/+n2BjPUJ2e0LGzjImUfknwEYVLf8RU1OEluCx9iGNAQmImAEbA/Geo+AxuN5PwH17IXieVL+cgg1kQofZmeyU07LGcih0de92O2WiVXhXT6Y2wlJUmbhFjG5aKTkqHdJNZseycRuuxvhCHay51c80cqk5iFk+ppAit5Dt14SZ7oRSW/hN20GHK0Va11qpt1yxUDqHwwpyDuOkJOG+SfdzD2Qc9s9qZ20pkuZdKsZfDhPX5rkZr/B37godubMbCsLXb3eVkj5ywY5TpelHOYfAmMmvD8fvILMWtnYrY8DaUuo7+RJQ5w9XMM7yXSqMMt6/9DbCW4QCBgBbxC3ef27SF8DC8yQvHgxZzcmwOCTcfjsheKBUv8tkGqVpwmqT5HoZoD+9yCUYhHXMsla6lGB9BpewNCXmHRbBvUazr0aTELcVDqWnW6lUS01xDGAi5lk/68iYOX7Qoj61vwWk/Qx1baiSeqN5ekpM+D2MnObLFX0vwkozEyJZ5NZpZusInfaz/8dt42KfnwBZNBcVvEadmZLlbD4U++LAIPZxBRPYBW5W+qOql6OrNNHTFoWlhrqYIFI30qmY25TNXZ+md5hV4uNEPuTbf/kac+YX2XA7MpRu8jFPJO2jyGwtggYAa8tgnb8aiPQcjUiPgGsfD15MyfruGAbWy52STnF8DkLxgWbvruBeCbOpqJBgXM+yiKRjNfsqncviG6mt0kgKj2V7H6xJgNvYlC+WBUQAAAgAElEQVRfB/EAMvtpTaa5iwPfIxxbC2tI+dYQzgv78Z9M0socQUV+NlDGlvlIMvVuTdNnwP1HQHLLxa6dw6SO1aroXwEomj9gGzJzJUWQGsIdwG+YZEE+Msxu7w/hnOrGMN20aSoh9Z4C8di4/WpQ25PdeqYbPlzq2mIgB/kYMq2zoOuxRlctxnyKmw+IX5XodD4Nn7QX2wTnpkkPlZzhBFyZF14QYE+3ItkqqZp0nP1mCKxLBIyA1yWa1teiEBjx9XXH/Azk68i0tq2b0lNYDtWKuiaUA1DO73a6wfswPxJELYDBZG9ypuV/G8mmXTfKZA9y5sTWS785qyZ+AqQPaSZ4Sf3lkF4V2AsfYCd7ZUVmw947Qb4xbvsYO9mLq21FflVN7Lg/mXkpSRW9kwBGj+JGfHjqDLgR54VOZtL13rtSfj8I5cfA1UyyYNQQCPJwEC8K/9C72OlWGtsa5u93Hy2BpHgYme5fHSd1gP4ZUKy/njBblQa7Q0UV78aU2ak0eAZUlP7IDruj2MmeNe2B0qC3NxK6mW9MtsO/Ee5rQ6xj8tFS/zGAHPnev9rDfIQX9bdrO61bBIyA1y2e1tsiEVDRPxVQ2+pvAa/eERLcLryso4KUJ4fpcULprQn0eleru3PVD5MdyRln5N5qGuafb2XRMv1vkk4bOfKTNonZvtGKcLRcp7clxFhryivAGVeS5PWgoyFEKQ5yEZMsKGB5os3d7LtcHn4xmXmrv5YwCfkaMvXLvwvMgF8NKS6D46PsBJcoKX+Ri/vG4b7FJGssc+dObKPMXt6uNEKQdDto8HNAYUZO3YPslh7GaJVXAb+M2eFVRrek20P9OsQgHM3OuHSkNHgCVFR61IC+Ar57V/KtE92QNMxfBqIZE74I5N6rKk+KuL0O5LtbN508jUx3WuSja7sZAusMASPgdQaldbS6CGiQPw8JPjnyMjweGL6enK3LZSZ07AUa0F9R14guHC+M9n7Oreghsbt/BrWsEe1mp6qF/nehKqbYWpKNZFbFbCX8nUm6HcmYrexJ81gQIT4svZ6d7ntqou39EWAku9rEXsPeQSBfH4gOnyCzF0bCeAPId8XfDyODYtd0As6XQ1FhSnojO92D4jk3xDn0bna6bwi/9x8L6fT4GXARk279UTDs1WQlfJGdrPLelXQnFf0zSdwqnlsrphw/KhpL7rgQSB85mr0eE7gc+YalceAMMHUSk5V9YvP2a9j7X+fg1Pjtp1Fgo/owmPQcSnN3gTrvAfSk9vM27va0us+x7W8IrCkCRsBripwdt04QkLQpNPg1oPAiD+3PYPI6cuYLCw0iXb055Jaey1pRv+w7NW4ozW0BJCdBKGOcvwOLnUbJXurtDrFeNpUOYqcblo5jU9H7CsAwaxI+wk7tyCO14rC/AlM3C/Z1yFLvYIhlJnKVmS0N9oCKUAZEnE1m2/r9B/m+SGKClnAsO5lP7JpKwE2T+gLP5kxItJLys6qPFSZ7kjP++tTMOKYOIbtlBnYH6rsY8VbhnOr4czyuIXahU5l069WFcH7vAulJPhyvPcjuyHL+3BZQ4rKlt4jX/Wug2G3ax5eG+WEgqiV9kF8HZlyN70ShlepeafAUqHAfQU3N7ytxXX4PbmziHAv9jdm26xcBI+DrF1/rfZEItOKQ1ZsThyJJX7uwMbuPQx7ZckQSjkJy0L6TljCV5w/CjFxc9dZxGKcr7IQ6WjMuqf/O+elhTbrko8i0TG5yM8dHQYrqV56g2tuL3Mlahtl2kwj7Kx+JTqdUkPodk8xLZ2pu7s7IomY0MADT/3LWhe0ZKn7AJPMiFlMJuMidqtbDImk+jky/rmAx+K8qXpoXd+Fs0HhWkTupzkCAw+GjmC7z19gifuAMJtlDa0LrPxJSrYJFPppMq39LY9vfRaa1d7P/INBmkAtDlPrd+hsG3I1Ze0UifDyIUWAjeBj7H/GFKLAxJrBSn6cSFPl7QPqPivpYfZad7lTXpUU+srabIbDWCBgBrzWE1sG6QkDq7wDp6yP9fQ/E6xYyaA+ENFI76uOI2b6TljKl/uMhR8LoRqI6DZh54ijRq+h9rTW75tU3IzdzyVKBA1rGESNSkYPeU5DE7GDyW/M6042Yq/MIVqilbRC3it7/AQylQFHqUb3evZGytEH8PZPMk+UCBOyW7u/q++jrPux2zx+RyryYSdeXQLWJkpcwSW9Xk1f/m/N6zSEmXeipnGlkezelLlXHmUOfV9wU2uTfDbY7nUn38W3+UwIMvgxVOQA9kE5i8mujz5KuumozbLzs04CC1rYfpD3mpOcvGmm4WW9lxRjwTnYjZ1wowpohsOQIGAEv+S2wExh76Rb5WUCp/+u3XjOfDvz6hYzaI6G8dX669JZGf2eAxbMnLWlKg6dDRalcNdkqMJQduRlhLAtSi0w0N3cXZJ0zquVzYl8yq/xqVTSTm4onkLOeYKTBB6HiZZFM3s9O5rOmVfSOA7hn+F2vY6f73jhTvDxe03VMMl9LuwABXwsg+PBGr14NeweCjHFoHc+k6+OgrSVdJh8iZ14ehp57PJSUCWrtZDHl+0CI9cP8O/LhQzg7G9yewjU0P1quAPXIVZQlOVLci5xpKWvF87grkHwaijN6f018B5n+70J/NTHhzGlvh3Kx0C5gkoUSMGuGwHqCgBHwenIjbqynIWeGjr5TKDqXzJwc46Kahr3Xg/QJRFVzL/6kd+A0z9jw0h5RwCJ+jT6eM3Fpczj3UjCpjRXID5BpHWMM/T0PaiSKsZ20I/VfC+m94Rx1Pvjv7clben1lKd8PiuYExOfJzHv7zrsjPW7eHamc7VVJXhr2XuschEJXtZCHWiVK6a2daMQkApaXY+yXEp1VqZGGvYaQhg5kp+uNIVQ065L5+Hn3I5+MJeUuuS0Y3RMvI4P5hPSPjaGb/QjgvcM2HkimwWQiHPcCKPoQh2OfT2ZHtG6h+u+HFMqawknsx87sR5r7xL6cFaQrMwoxaP8jXsVOVktZjhykq666BTaZfTcUFb3qE3svO93KknF0rAljOxnO7YD06yS9Lrc1Q+D6QMAI+PpA1fpsvF9zxX/MQVqOpLecvOnEDNfxF+Hc3aHEZdIGicPQfhkTtFpSh81jx2pKob+BiVPNGl/iHPbe5GZV9QnrLex0g19ubBrmHwPhs5J9G+D+zGKdrjONCCYEwZyAfAuZ+uN15ZX/hZvdxDnwBHEP4r5k5gU3VPQvr8t7+BBXQiPN7QAlcQlev2XS9epOKnJX1rRl7MPXCE8m4FatbzXjU9G7EGCwaWTxWHL2G8E5SmeEC+IVTNJb+LGUbwOh/FDK8e9rb8Wb39zFj92Hw/9CKjOQz45lRwO/Lc/vh5mqztiR5cfZyUJtcYXjSAaz9GZ2utHesLGf5h4L8bMNkwwXR9+HM9mRzf5afWvucVDiZvlBbzs0RcnQH087rt3HVZuh6O4P0mWaz3pkkszekYsBz/ZZIwTs4Voj2OygxSIg5b+EGrMYunIULCezTyy6j6J/3PzsMizNVq/W6R6y/s0bakudsENZ3tILJDxhqXOYH+oEIqq+if3IrJqVRQs9l1RVmhdcziQLpvV+rN5TIfqMbQlXcaDtSy1pDXvvdiIjfkfyUDL1GdAa5p9wM8T4+8Fk+lpJt4D6dUYv09uSvLRdI5zsQs58eTIBD54IFafE0/K1vl7yU86cITamm5O8XOq/D1JIThI+yU7mFaGk/iGQDogX9h52ur40ymk5a4Y/IhEEPKi2r3GRu/P2JO4UuMD0oS1LRuUvhVCvNgjL2cnCOI0WsXTL+GV8/p8An0XOLPDB1X+DExBpdUR+bz5pLvgSL6L52Tuwf6P8zH0w/YrMQr23NUPgekDACPh6ANW6rBHwS9BF/w1gXNKsN30jElKsQV0YNWmwF1S01avILyMvXjfJzs71FmtMnUJWyPL1P05d8nSxxjozdsTxZyyzt0FaodvelwCGGlPh0+xkzw3n4Azl++6jw7V/gPnW5MZ/06C3KxK6RDDXzmeS3Sf284t6idcbz5+sYf45EEEVivAiHVNmwLXYhnAkO9k+Um9XqBxH5zPpxnFyl9gVlpIL7caZ7snSNbeGvDxlkHZkeneSLkvafTB8CsRzIojHMekG7efRjwl/3GjGeMspyl3DZ8gs9lX2MiYW4nr+A5g8s7RTrPeM40pbAIP3QNqjtU3Yn53FakH7cID7ENhhpI/PI0kPMnnKUdTt3+sSASPgdYmm9TUVAWmwG1S4F11VzhLe3jgCSXooyQWFFPyu0uZQ3yVo3bHx2r40yFhOXp70tb9KHAk/qDpm6tJn/0RIXrrRFw+RO5Zx0TB+/0BIlagGmDyFnPlS2JY/ODoChb+phtKWlH8OKgk0qFlJmoXcMnRlUPBAMjtHyj9ZxTBj/XFbpEPvJLtvnkzAvXdADOU+CmIbrXpc4ggye76UPwCC05h27dqYrDUn9WsVLeJIMvNlPyNKVa1lXWnwZKio9LCjpGiMiVfxbie0EcII5Elkuvs4mfZfD6kZ8z8befFMzs6WHy9tfhz0no4keR+g2zc2XI68eFBZYrXQn6Ocg1LRP6BygKp3/iGYHErOlB9H9ldtCFxvCBgBX2/QWseTEJDyV6goXk0mzRfnlSE+nDki9nZ7C748h/lyMKo9lTu6ZKck3X+yw46TUhwc2Sh7ccQ/tgQq6aZQ/8u1YTwvA7UzmTnSD7zWnOl6QinuSoYsYA3zQ0CUy6qV3GM0enD1ua79gkm2dSC2FjG/m0zf0JaM1FeZdHdsJXPF2fVEAm7OUmPylIreaZVHbjl7Vv8gp9AVCLFBtEXuZr9+hgzy4aVhQmsJXDiUnSwso3t1qaSRpKT2zFj5thC/Aqhcrv8+mLpyr6qUK/TTWA4PKJ8OZk5go8z+rh4HuZh70X9PA+ewjfgiWSt1TXt+vF1jkR8Q47w3r+6rir8wSQ6Z5AW9qufRthsCa4qAEfCaImfHrTEC0nW3B2ZcvC2YFtTtPNDHh6caK9QvzP5D5+tU2446dDZ33tRhgtOOE2Xou6Vcn4kcX9pjS6Henk4dF0cNy7PAhWCxMznriUa67nbQjOu/VFX6GZPMi/rHeKtLyAoz9Eh4fltL69ktq86sGHESOpdJdr+4bB6ThvQ3Jt3bSL09IR4XTkdfY9J9wkQCLnpfBRhqbqknkd3jVfQurURHiAc76U0VuTN6cJm+laOTNNgbKkrcGx8PLQ3pP8XEq0vjNTlzh/tFnC4CBw8jN4q613N3hbx/cmkTeD443IVc9qfmDW/N+AOIxyDx5DumAx2xcSsQ7dgua5OKkeep9U8pfybkY/3NRC13nw4DBsvJjSrN74X6sW2GwLpCwAh4XSFp/aw2Aupf9xB0nLvOSAyPdEIJy8m0nDVO7DsmR7msYa8OFVsehTsOm3SQRstg6OKjM/s0Z2XBOcidQ1zepLMg9EId3mpQg96TkNAvPQcS45vI1CcBtY0C9Hsw357c5DKp9ySoPEZfZ9J9nKSbxWXo4OhDbQ1kFwCDf88vdfssXDDdEhhsCskRu2s/Z5JtM5mAc5dh7WfX8zKN2wMz/4T6YWmfnANmbgbkzizC2xD6fO5QK/xvFb3TAT42nseTye5xUerTfdQEYQ/h5exkH/L/qf4bIdUZzIWezJmu/0jw8qJBaCP6K/MvoHYtHZ7iPjeF8s8ArOO3xIfJLNRHjzQpf4lbtaiSs8IJXQhm93eKYZOOKX+T+u752B9ScJWqGk/AsL+c6UYxG3yhXmybIbDuETACXveYWo+riUAUxXBLt7U9XHjhu2Vltyz954VfsPkrILTrQ4WjkaQHjIr/+27HBf2/Dw73ac7OpP7/QHAkHEzkg7LWLiR9WdXYsimbdbTOzEGP8IeR7yHTkElc9H4DMJYTcQcy/aaGvWNBlsYNb2en+xYVufP8DR8VPvlq+AOoU5o9XMYku+UUAv4HgLDcy+GdgM7DIJSlO99nkj1Cw97bQAYhC+mL7HSf6u35pGgFqQuYdL1ghdR/txMEiddRZRWP1DG7a/RZ3OEYEcpPqZ2neC2IXcn0W+U9lFbeAZj5DKRH1Vyot5PdpohKPMWrb4mi65ac29KRQqWjPe3ZkHSHGOcdJfWfxjjvmPjHaj66trshsFYIGAGvFXx28LpCQFIGDPYP8WFWhvSALnHxYXZmD12QhHu9rZDyJ1VSUyCvC+cLaF4/agIQiGKkLAY4H0HJyvvwhn16T4bYSDDC58hs32p7kTst6AaJ9G4ZZruDXaDCyx1KGjChs/g7R8P8pWAsxSmzlAf5s5CgVM86m0m2rdQ/GFJl2OA+JKD+nL8if13/3BjFzV/jao7jib4NyZUHQ5t6ARD/6cJ0FkXflVftFwn0EDJ9jZoqY7G2tpVlLezHTvYRl6ilQmeSjLPzZFdy5pQwK+46oi/bd5hkldyjlH8WQq3ZTD2F7FarBbHO2ClphZl6ONtXspN9YPT+xuQvZ61Yi3EATrZypyahT3ouNJyLcV4Gyc9wL65wcV5gZjnJfNJx9psh8J9EwAj4P4n2jXysalZGOA9YF8udqlo0DYroWOTiwy0RBwBnotDycplz6vHD/KhWnNcTFsfMAMIL2ZfHuFrhKPThlkodCTdma8P8hSC8N28ki8PYiZaAyreG+H1A0dxeJzHp+gxfDXtHgnxmPOYYdrK9XJKXivwvJJ1EYuFckoBrL4OyUr3Ke+5iiPsj8eflmjdCUOF8dcsl8fRuKPJntAk4+zzU9yVDAP/CJP1vtQwhtDc6+GntVex2y28N3MRllrsl6USSU8+6vVuO1zA/ev4D5umRuY5ip+vLoFT0TgQYM8V5FaiHk750yS2/t5PjhBexk328JkBvYOE+NoLetccg2cfFw0fvp9R/E6RaICXs8CMmWWknOfERiOEBF+fdrrWDv4fF8lXZXE7qVMpfBWl/gLd3QiTsdN867fmz3w2B1UHACHh10LJ9F0RARe4ccZoJMkXIbnYJLjfxiTuLberPPQadjosPP2HkReoELxy5l2U0Y11Kg92horYTDCxyOohXj+kSe1lIHFVn6rolU6cf3Zy19V/nynqqgdox3xeBldG9m82VM8itY1lS0GUu9CTOdI+X+m+DVC4Bv4+d7oEq+icBMT4pvQkJToT4qzie139WkbvErFBKRT4KRfHINgEnbtm7dCT6CZPswSryhi60tkKB3UHGuC1PZpLupmHvvSD98jHIt5PpWzTo7YmkTPrCdVFN6uetGbyHFC9mJ/MfJ2MxYfL1ZFr7IAe7RbccHpf0cXkkX1eiVDWpt2VQtBqJ104pHSsP9OYLQUjD2zXWjV/FcLic6ew3F/vshevR7VD094/2h00ltu8yyepVj9Xp1PY1BEYQMAK2R2KdIaD+3A7o8FOVo0/rPQhnfOCI02XOLrppkD8Xic9cLT183bEDJ+IRlxKby6GNF7luD/VdglZTgP+KmKA1ok/symV8rLTM2HXkMjp7e+98CnQgqkA+L2Un+2h4WeefgkqRCudkNNie6UZnath7h0vQikf42Zvm5rZAlpQz1Utw7dw22Li7G4RSGexMJtn2KvqXAgqWiQM8CDM8sEpWY7I3iuEWbQLu/C4qfzkmPQEDvRczcEvy7t9/Y5LeRkXuErnCzJB4Aa7pnYSbzJ5XOTPlxd04O/s7FblLSgoJVNI72em+Wf3rtkNnpkwEc8d/moxiI8P8JSBqPWfyfWR6YAWV8uf6eu+6/RYD7MMsa0lESr1nQMlyQEEIJJzoJeDM40j+ctJDI7l9By7ByuUQhOXy0H6NAss5k31q0nHTfvOZ1oWcHGWIy7eaLsaweFZp2bg6/dq+hsAkBIyA7blYpwhIujmK3jPhSKLtaFSO8z3QLwWWkomrHN9nC9fx4TCjDO0PIA4ls8OnvlBHjeHdjs4wIElf0ZZKnLsr0PlcnbnrZ4TtWdww/2RLuIF6Otn9gnTJRtAtzqxqaKGLwcxlDm8UdaLDRwCxP5kd1pahdB8X6fFQv040Y3EXiIcBDBZ83jkpuXsjnnsgimKjkRnwdZUphJd8LC4EE5+xDOgUUK+CKr9hl119B6C/Z8wsruQow3KrzzZ27Teu7AjAdVD++8aH1S/Ay7cjb3ud1HsaxDqZSTiCnSxIbIaZcS3u4THgj4GZZ5F0tolxHxf/779nrCyNPIVMRzKX6zst5S+GfN31XRp9XdeI8zZsEac9IeU5+FIv96EXM7db+5/tP26S7lEkr1y4J9tqCCweASPgxWNle64mAvKeuK7ulk8cP1S/h+jEMKaS5+gxUu8+AN0yY53kE3b6NopiOWdmJ+oFj8lIhmPOcUbt83rB3oA+kIU2hRPHAHeuxh6dzbV1qfsgd/am9/2V/4NOp17mjM5KGuTPQ1K6KemvYOHKg/4bktOWdqT8MzK7v9T/KqRQwyu3JFwsAxmMD9zsPOEFlVIU8UEUurJNwLy5KxMKffINKLRlJV/pLRqTlaCCcxH5NTJ9gpT/FIp1vORDgcHFUOLKjoIvcIHncyY7Yqx0azh8DNNl35L6j4Xkan3TgBePZ5IGOc4QBz/IfcRUWEJfBbNnNj2a1b9ue8zMHAyNEB/xAjL7ZH1so5fB3E5IEkeWI16/LplNy8lu6Z886fDWb04YJsZ3vUdyu+nLKLCi6YW8yg5tB0NgNRAwAl4NsGzXNUNA/ZUPR9LZG+TegJa1e6GLMS4H5j7oMogXM4I090TIv4DbggzOvi7xL+Cx5cpgFL/xFwE+rjWGl7FMG9KJItD/TIvkG7M6r6SkviOd8uX/dwzwRGbZ2Rp1VvI6xk5wo0GuJTG7PqSdAm9pLxS6BZh8MJ7bD8Dk4IaxwvluORWJt+dz1HY85FyhGlnQxL0qL+ECz47L9tE2MHFZ2c544WHh8OLlSHg5xOCHTJ5Kpju3iLYi6ZZAh/tK8Q5GyvMHYgZONexW8Zy/DaY7l0pmUn54K5FOcNrKjnxLd6yRmunqrpwP9h4zyXJSzp+5oIvLtkuSgO/GVRV3PqtsXjClyN0ys8sQD/XWVeNKSCtQDFcwXbZgHfoqB7IdDIFVIGAEbI/IfwwBae5uQMeR8N5QpSRVj+8IdKDl7I4T6KST1DDfL7oYlapUbrerG/Hhq0ePG/OsDYx0HDh8Zani5H8Zk7vk8eCMI5CVPkEnSFZGNSn8Gih2cZKUUv+kluADtRWQ3G5+aTvaDHrCezjAzaHi+EiApwFDt0Rc6x4TLi5dSWCCiUssOzFez4983W6LgOnMBMLyaXtfN8se6au4O9A5rJLmZLInoMsg1YRDJ8pR/LWRDObO+2Qy3c1LUCI5Bari8udGicm/BqnH/mdB1DFU4UPsZGF2HlYabg3031vpY1cb8Bl2Jpk0aJNGnNdlkJftoigpWrssLfA0+0StEN8dSdTyKxEXzQuOrACGK8jZGKP/j/1p2EAbKAJGwBvojV/Ky/azUWziSNiV6Tx47FxI55DklLBq0ppywv5lXmv7jvgG+/iwqzlttehd68Yo7fPc9otQ6LXNMqexzF631M3UxS//KvXuDbkZIO8QO/8hmLqY7cbQ4ExAYRm3LCNS/jEoegpHQwIVufPdDbKI5KNjdnSY1QuvBH0pVhDuKPACJFWi1p98OU+bgN2yfJDAbO97AQTnZ1yWhH3XZTtDcjXMrp3HJLuv1DCiID5OZi9qlTGBfwVnXALXNVDfxe+jqYb+DOKJZPd8SbeF+q7M6DEV4CNlO9JgJ2j4/kpdK1y8+2ja29UZj90r5fvGOG/TFjBm13vt8LqEa+oz0ts9xnfbRiBh/x+DLgv+6hXkZi2N6ind2c+GwDpDwAh4nUFpHa0JAvLlKcNn1rWlrV5+GTNZ49Lr9BGCTrDLhGVlkxf21qlB9SgtS3Rqbmh68pa/NlSd/NGjGb7AuaD28YTTX/kIdLxudPTILWeIg6dAxbHVQD6WOzw6xFcRREYKPRMdbgLBZ1K7rGKAv4HkhCdc+w5cPXXpouT8bsk3xm25L4tqE7CLtWbhkhv7EkdCvu42lM6QrwF0jyprm3gJhroaCUsd6CtCnLqz1/xUtVamYvJUcuaLIzP8qzAc7sJ02fek3lYQXSZ5qQ3trunlZJCuDFj23gJytIZ2YlmP5GqGnXsWwzJ9fde+FGwss5jhvcAzMcxf5s4BQJDSbPdzEtg5ipwZKVeb3p9tMQTWNQJGwOsa0Q2sP/VXPhIzyWVkt6xbXSMEpP72npSCWcLGI524hCNXdvSxZgLPpIG8wUFI1KrtB/3bHx9Fv1jO2eBcVJHCqJ1e2ODI71WVwETI9HXkEpON9GcMi30C8XibxXJp2I3jl1GlvlvifWU1EItdgc5WDcs9t2z7WKn/awKbB8UsOL3o2gaPfHMlRuE0q+Vi3vov36fgVK6C8xJxaJwlun/8C4SrCQ5iGc0+/L+1mwoc5xSuBFxGpveM5VpxOZ1vAIa/ghKv5BX7eD+ZvkrD/NOt+CuT3Z1tn9R/KCBH9GUoYABqX7Lr/Zul3j2B5BBopKZbeg873UaSFqC5ubsgTVyc9yWt+0tXUuXj+7Uy2YQHQNKtYnzXrR5EgZRqx2sgrHAfG2Ral1StwRPrPzgGxeZWkrQG4Nkh9Z+WYWEIrCkCGuT7NhKDLgRxPJAdT7KSc1zdviXdGUX+zJCwNWHmIhyORB8mu7+e1rekDorB/oIOIKskIcc+fw8JX16KcFCTsLfVcy/2evYGXgXpwIbQhMv4dSRcJh1dFYUkTpLy58zPMut602jZ117CxRxYbAUlTpYxjONENxyplzNZ0tkEuplqqNUdFu9HJylJ3JUpOanJIMtYFJ9EkoRynwKfRIKy9Md9CLkPmLA03u7jTJDfmS9cfkMc32VZu0zu0lThZ2DxZChxfZTJSUGJq2216Ej/uWT2aQ3mdkHSORJwpWK+/QNFsS9nZr8aLtE7ELlZcLnd/fwnEE9rzk039K8AACAASURBVGK9zaCv53VlWSoxhoS/EzwUib9nw+n3PL9/jO/uNWGf3/vEqiRzZUR/XN1nsn5O8geg0B6gN5AINePU3uWHxpr2a8dtuAjYDHjDvfdrfeUtQ4B2b38C6RKMTljTmYakjVD0yxnxhNidTnHkwnTZ2NJy/cLUnaIY/0tHLvZsUIeS3XqZeJKak3/BuqXhy1/ma15d5m8Kp3Vci4KURDSce7XPXC6bXy7WV6MaVnQ2wtEY6rRSZlLSlUz0VCiJsW5XP5w43+K41Fx8B0icqUNpZv/9+dhtMGmQvlAlEwlfcIQWCIH1Po6aAWfsUC4/vwsqnlXV87J4rAoeSzL44hZOrpI7QihJbM6pYHk/YbesXQFbvIad2UM0yPdBgmaM/YL5ZKZ9nH+ydPEy4FYu0WrECEHHM+lWpUrhUnpPhehm807Nqm7CR6IZR2lEMfbMSr1dIbqPlHZGfNjzh2HGmzrivW5NHnj1Vz4MSWcP0Dl2cbxUyaQp1wRWOyYiYARsj8JaIRBJ2JX2jCdTBUa4FNIJSHj8pDjsYgbXoLcrEifsodaLO3SPc+LS5FRnm1AH7OOJdX1vYLHjYjyxUmQac/oJJ/gLDIf7h9pXP1t2pFN/FCgSkvrvqmaX4dxe7MnTEUlFXjwAdMfKa0ZDvkZ4GBOu2kvLoY+zoUhMxHeg0vxBp1bxUfLUuqTJz3Aj4TaODWPVy9YuMQvogOXMmSdC+KH7MKnOlXAfLgXcqkPZyIPI9I0a5i5JrGn5+COw2Mf5JvslacklfbXdrcKyfqUPLuUPjnH7kfvqnKd83L6q0R59TqIsplumbiqkla+141AUrn63XkZfzIMW95H6OwTVMe4Br7Q1sf0Y0ummC70awNquYwgYAdtDsU4QcO45vsY2iElMyjZ141zpl6mHxQnlEuXqDO4TrYAye7q5pOnYxRH9ciTdT01TK5LyfeILP9THhiav/BRsD4PRvHf8yT4xlhhW1sA6tS8MnJ1erdJUE9PhFZm6zgo9zYl1tAwiiJfFZdnyDF7VILOzAbccyxCTLfAdJBXp/hhg+aHzg6quF2j8t+p92seeC/hl9zDLFJpjOqIfPacVXmQjodPeLs/zY+xkL9aw93YfWy4b+RXgun3Im/0zCFuMWEMCP0Vv+GQuW+ZnsqEOt+8+RFwtd+MdpPPjB1HpDtV6PCRtHuO7zxvJYHf7/TtkM2PFYhK0Rp87aW4XFMkeIFzsfOTZqvb+gRMxcbriqyupujrPue274SBgBLzh3Ov/2JV6y7majCctDbpzcdKJJyDxceOvNGOyqzrR6Ce7N1S47Olav7kmhMOA4hNkN5jRN5r0j42Bm++vwseHm0k6f4o1pY2s3YZ9YN33ycDMy0hePJaUJASCUv4FCE+Nh/TAxGVFO7GPUFIE/HZ+FvxNKCYahbKrayE36/Kk7VYMSqP68wFEQQ38FsLdYh/n1SVMOA8qy5la+9THNvskXebvTSAFURLio/OzX1c6VPZ9AZgcCBUuLt6N+xxLZk+TBh+CimBxGI49ksz28SVIhXNDYnndYbvwCXayF5a7K2QmO+INJVOekHEVE5dkd+Vy8palpWI1hJTfN8Z3XV7ASJOT3DwKGKwgly3oG908UOeck2KbezvC3QNJ8sR5Gc8RgZhq728H0i1OXx2FrfHztF8MgXEEjIDtqbheEVCvdy9kSTkzrutDW6P65JoTQty448jYufissknqAv1yRuxipe0mfBEJP0qmLg7aanL+wTNeVek57VPh9wAuL2tSgwlB59i2wYSrieX+vixnPDnpWOAXz4Hu47KZnTiGi8teAuhd7aVoOdvER3mLO79P8lGoKDN/nRlCabvnlKPKv1OHS3ATkv4I8s5j/+2IvHYcah5b99kaS3+B6LK+g3WiPxe39Mw3wpFqaN8A/74rcKsjGvFhR64fYCd7ZUjE8rrTzRjpP0HtR3Z9aMB7JEPONKF9n4RPR/GVsSz6oHjm1KqcKMhY+16Y8aYrmpreCz00khP06JdLyy4c0awbrw+Ns1zkOp3d7m8W6tO2GQJrg4AR8NqgZ8euFgLq9bZEVi5TM+geT2rkKRjqBHTmvkLe9IrFDOIFHoqhy55uz8DCwWeg0AcnafpG03eXAPQ/rXGko5D4etOfS84sYPA+SK9o7UOG8hz139BKUvKElb4yilI8IB7jpCO/2S5N0rHz/rzl+brZupv9lfv/qZ4l8hpA7dIs4bJ5B6LNfd/lfzfpVrgGjOVckkuKK2ec58Qs6TAbZ+scHPm+P86GS+GLc9DXPkiTQ4GoVR0Y9S3sdN+uYe+djfrkeKn6Opjt7hKf5DyTCx1QeSPXAH4rxHlnfLZ0s2mYv9hndSsqjbU26lgkvn53ou73WF+6+pZAdw8IbkUhfBBNfui+7GK6SNKvkWyVqi3m+bN9DIE1QcAIeE1Qs2PWGoEoZ/j4EDP2ZNy0kmv0717mbmacupnxJasaWHLlKIhlTAqiF3W7yJch/evaFbz5zf/Vfq/nL4rx4aZog1smX47EKy79SxrRRQ4dnOHjp86rt5ms5M0eirdAXt85uPXQza7RnzdiaK4E1EvJLmvaZRyH5gwF7uP/S/jH/DJxOxlImgMZsqvL/24RcPGP+Vl1eUzdV3MMNpauw/k5M4m0MUv9A4riZUgSJ56xbYWXy2xO9F2IHxg3RIhJWtJ/NRTKGg5W+n2M83of4bJJ2izEd5N9GipicTOvCGVEOGoxsVetXHkHZNwDSWd3SEH/erz1ATZJ9/+m7Gc/GwLXGwJGwNcbtNbxYhGQ9N9Af8cGGY8I5Fc9fQ8qXNz4K+TsgvWcwVC9qicOtbN1c0pSjlg/Q7LS/fXJV5jdX0XxaidU0dj/N1GR6wgvKiE6795yidjt5sp1DsBQVyChSyAKcVNnlzjAwZjhQYA2DT+5eK9cHXCYvTaIVsKcNLwqSTq3lJSTDMpWUOHWqOPxBaBpS6dOorHc5kqQ/H9LyElkQvH3eZvDm7EkbugX897BgeSBy+btD38GxLgw+E8M9DrMOA9klh8lPVDPwZAZEq/gVcdNid/O11m/mEy/HR2gXJy38mIOQiPJIcDc8qbpRpgh4+VxCTwKnVTI/6pRv/vXhZ4nac7pW7usZZdEVX8stA+6zsuHJsnXgM7pZdLdQv3aNkPg+kTACPj6RPdG2rfPRh3MbYWZ2Z+U7jfr6lK9khH6O0NuVuyXPEdVsSIP8ccocAKS4ivk9DidF+UY9p3s496Q2svMng9x5Hwc9ggydZnEge5cRncBFx9+euu6fGzQa1R/Q+q/tSXV6A90NadOaEOH1/FT/hPEh6LOc/h780pVrbpVJyoSymmIn0PYOl7klYDLuHaHRRMhIoei5OQ46LmXo2zOhOH8a10fvv0cKPt2BhKteubmOQnU2yA6Gcfyw+FSFMVLQD4BxAtaQwvHsJPtFcp34OK87fCCcAwSh1vmlr8Dxs5SsNN5IaRxq0ryWxhqBTq+fnch8Y1tojCG6yNoao83J6hyChJ8DeidTt708nX1rIZnRRthMLctZvq/XNd9r8vztL7WTwSMgNfP+7Jen5WKvLKUA3B+dO05Cwl+Uso3rosLkC/36e+CAo8H4V7qQYZxvJ0Xlql1Kpk5g4OJTZp7PJC4pK1nTNjhW6A+RnaPq0mityeSCSbtxMeBwpnWbwklTsyjOWN3YhQfgnwNcBlHFYhPVGYMYQCnFhYVsTy9Dki3DO/Jtpy9OnOAm7YIODBx/XcruaXjeMrO6s/ZKZa7+P+PfXhRjlLQwy2DN2eb9bm4npgcDhVOyrH8YHAJUh+E4LKfmyVcTkXrdcDwK0DiVKyqbOd4Qj9CoeWc6QbXJ3dlw/yFUc6yLRXqx8XngcK5EbkPncn30CXFeWEM7ASwmmGP7HwFiJNduRBw7enkpv9eF8+jP3+fke1n2Nt6l6n6HoNJZu/TdQX0BtKPPTAbyI1eV5cZhSh+v0B/PQBneVJOkp/MLy2ftTrlIdPJUzcB8t1Q8PFIfCJXuYQ7eogzNHBlPF8hs0pgo7lTLJNyM2KX+TsitKALIH44qid5dxwpf1WMD5cOR+7nK4I+9fBYIHlHKzs4kIlz/LlvK+u34IlIogCH38dnIIcsaLeMXRK5dCnI27QuzFUrs1kzWzJau5J26q9ln4Gb67HIv0Aqz8FtdB8yezbG/iFUnOHLkpqNOBN97IfU3wuXxNaIt8tlibsENi/U4T+kCifcQYd30zrSbf4H6Iwg5Op3XTx8rHljBieMIbj4eIinjzX+DVQk3cwlUq1c22demrszhtwWdP/zZOtqqGNYYNIpFHc3K8O1RX3DOt4IeMO63+vkaoP6FZyk4ejLdFr/fwd0FugI2XnczpwzTSxjMScoP3vL92iQcZusqk7kkq6Ox6A4dZJovnTNrYFuScRlLNQfLelqJslh6A1XcHb2d9LK/wfMuOXVdia0m8kWWj4/a7xVS0XKdeKznjGs46oxEatdihOnq35R4RqAo0vuYVm5sQo9EaPWpLfaIxzbbM3s6NHZtDO2b0k6Ft8AOj1AbQUx4cPzy8w/jqsDDf1sf30fAAbLyWX/5y0bwRercO5RbCRi+RP6RSDe3gpy4zFLQWluR8B5IMPVKjs3pwmci4tR4GSoOB2driPdSt97Mc9RCxZdtRmQbYuiJFs6sp32kTfSvZwv8ZGmirW6qNv+RsD2DKwxAlLPlbI4xab7Ql65yf1vNPN4cv+EK7s5CwXOwhBnIT3jXPJRa/QClXqOjF1scvrLGrykXqZOnfBFm5d8hrO3RRyvOXVykQk/R6ZnSH2XVeuIOLgNVY0ngvp21D4uBS3cVlcu9KtWzLcZ520vKDc7dNrFG1XE21pqbg7rVpxdJ6MMHBnb/Zw40RNs5Pcrl6vHxtXPAcbYs+/fCVDcE85vuWr6m9fGVnKPSkqz3ObcmkJ8/AcazD0BSee5IzPpuKfLavdlRCvG7sGgtyeIXUG6+zhFAtKRHU9CUZzOdHbsPi7mYY7GD9uiULmU7Mh2gmXhxN5cDNlZUp4LdM4FhudNEnxZzHnYPoaAEbA9A+sMgfBi67sZUSTl+P+Vjd+CQ7kYZVi6ls5CR+eQsxeu7slJczujSHaKZDxlhu7LWk6AdCo6mcuGdUuyvkn9xzRsEdvZxk5zGfy085DVoLd3nAEGyciKiPBRFNikJWwRtrXjrM3aXGkIstPqZ5RPS/IcJc5qZlxuKH+YzuzhOjEkEcaUWylormboHIBlPXI4LeJb8zKgv58Q5z03xnlXaJA/H4kX9Bgt/XF60qUNoCt1isM69Sm/kvHEeL+mxfh/C+kkl728Jnri3joQ3NbHbhM8EPKx98W8+/pwMprCuUhwLvo4D2l67trMtFf3ebb9b9wILOYhvHEjYFd3vSIgt7Q3yO6Hmc42gEpiLiUZVzX2P+ula57lZhyrUzoi9R+LQuXLfYspg10bbBSduYEnY5+wI+leoYzJm0CUilBlF+f5pCqkX0KRv1DAAZWjUKCWv4A4oyGyEUlsJN5KXhZi2Z4s3ey/XQvtZqt+duv7XDVnTJslj124G8t9LLkZcfKPynAgzJb/PO9pHKwMq+aSmZwNYhWvdvhcSeBQJNkRwOC50WVpRBaUl0BFaQP4y4jrplGNyrkuPQ7Q6NJ0OaorQSpJ94erelBqUr/u9kAnkK2L3YaPwWnEPtqtW6k4FwnPxWBwHmZm3fN25WLHtv0MgdVFwAh4dRGz/dcaAWnlnTBM7jefqXrf8L9km4bs4Sr69xKMIZY8GP40viTH9INHO/GOSIV2jTOtadmzgzAz5qno5KeTG/9dV1+9OTbuOg1ilz3dind6Q3vpo0h0BorkybWzUBzdC124utyq1nacScuY7CTynMS540vHCxDzhGVpnyhdoXM1gE0a/D7a+8WAXFy6jZdfkk9OBoodVOBZJMoyp/ih4Wf7K3BNbwU32eQyXXfd7dCdcZZ+TnTFLS+3Z/s10f8cTE6IZgfuHi/YgrTkICwjq9g2GliMfDxM60J/8bNbJs6k4lygf56LW69qTNtuCKxLBIyA1yWa1tcaI+AFGYaoSTnMXILu8aoa8VMfS05cghfOXVUplNTfHsBusV61WVYzMhJPBt3MOHUzY5dU9PRQxqQdx04p2PtdiIRO3SuYHNStXXMbOLBeAh6r7a0zropCSJLF/pmG/YpiiCRxHNesFhtj7maClqu1rUkx7OqEToLWdNmcaURRfB/gvcZqpN0+5GmhjKh7jKS7oBjsDnospmiA+47PgTeH8A5DjrintuC4hTi79c9HK3Fu+pG8GtDZ8/HlcwFHuD5uO6Y9varHzLYbAusagcX+Za/rca0/Q2BBBKSLZoHbP9CrRhVxprzoFy7czC7EkpPOOegNzuPsZOWsaKPoFJRcnXE7ntsmn6+hGJ6GBKcDndsB2luFnjWimOVI6ASAf4OKRzfcj9zvrvbWEV2jZrhcCg682TIHGJsRryINuooRN+uCJ0Hs2TWO5Ql6AJSqX/7ffcAxvluirpqrbT4T8mYLLTGToHBFJ2ayAiguA5JdALjSpIcvcIPP9DjlhTM7cI5NY02a2yLEbbktkpjgpxE97OkDuLjtT0fitq48zpohsF4hYAS8Xt0OO5mFEJAT1h+m26LTuW8Q6vcx5crWbmH0dHFdn+wyWLsuvtdSRZJ690GBPb3aU+mbO7nT78InZBW/AxK3/Omyp0dLZc4BdJmER1XSj2FCWpskuH+N8mo1UY1EKnreZpLUE9oFuFgSWGY6lzHkxeVluRnzSoCVvKSgOYJO6/rWkIsBN5su9jaAQ54HDu8VM5fHxTXKQ8jvB5tFb3bQSq6TN70fbgvIYRmT+Dgad59ye/UHiGeFuO3wPMzk55oi1f9n7zvAJamqrdeq7q6+g4C/EQUMiD71GVBUFExPn6jkYBYQUDEHBBOGJ2ZMo2LChCJjQAVREeWpKCqiCMwoiuGhqMAQFFDCzO3q7lr/3eecit19bw9cJjB1vk+501116tSu6lq101rNc2RDsUADwBvKlVoP1un6f6PoEDh1IFwK6FKIxX9b6aWA/Tu+lORUKkY39bSk2Xs6TwlRAGUHzIE+caHZnQC85RrPda0lcBWuFpqFa7HyYLwbgB0X8OZOR6oZEOb1ecH7MIx/mYisz7Vo8amyV9VCxWPqrexXaj5r/ddaiSqHgi23TQbeC53/JExzc1yQCneKItZt+SsoPQuIUhAmLTg5amCtTMKJAXQdd7eXkAx521Q+5VDijJ5/xe6F6WxYyqHI2150I89yjXaTdHugvxWQboVhtBWorRBxS4gWDTGCFvvf9ZCOa/qB18i0G/XGDQBv1Jd/zU6+RkG50M7W2mME+pdCuBSRAjjbf6NLgcFKYGZlBngLTbYm30uJeVFZBWwGzBPUlkozWzuSha3JszFMV6Bl+eTuBY4RKW09BXS8xZPUdQxeliPFRYi4RU2swQ5iQglXjDBcucOXkDTvJqr395bXGXZx29p2ptVQ+inntVfzhaMnutFXhB7c+rPhF2D0TyDdZtQbrrxynIaUJ6I1+B65ycUuquBekLB9kBc0wM3EKua7rFYVHhjVsByJVrDbNVWnRR3uhaDX2wrd1pZAANPUAFVbgdxqrtrdQHZLQJMEQkbW01BSLuolukVP1gDwLfryLu7JmQcs4gVEjSbxJh2GxpJl1IXek3YedPhvkl6GODaQvknetKRbwQjzo8iDsvO6WCbLmOcMeDmQGhCci8iIF9LLkWInRxgBPG7ijr7P91oJ9zElosp2DMQYdfDNQ8UBOEcw0rUNlVqTMgDOKpvD92V3OZsjb2kK25YB29Zh1I2yvtzSEJK5XPeFoG4NRGUazuppk6cAMr7n3wLRNkHtKbScWXh5imFkJY4lDef6FqAlFo0wMpIbPUa81pYD0q0Kr9Xu4ynXN8UqHHuakZG0uibf2IzGAgtaoAHgBU3UbFB5Jrvw8+yWQNs8hjsD6ZZIXZ/slmBkDzT/N2qtKTfJjLwBrIFzOlyJyMA6WgkMLltTb1rSnYGkXFFroFxifZp3wVaUdDbA/8NgeDu0IgsvTwZjr0hkVcab1zF34lFGwLfEbJX9akdIOGw238xbrYAuHaW8j+k2jH8CXOcLtQx4Jw19B4x+i3TQByPr/zX7TckmZdfNhZJd1TrQW2EtX9PeIgt4rXbvGTWp/XdSj/G0hypvdzUAY1NbiVSXIcr+q5UYDC9D27Sqb56Izo1ZbLPPhmGBBoA3jOu0wa3Sa+t2A0grgDS3RMQ7+55f+5/zpCf0hN6YU9ZluQdd5KZXosWVmMKblnRvoF8D5ake4pYPPRdDXI8Itw8KObXfVh5mrvEzl8LPmZc6tgI6s0eptci2T7PwcwbQptqQRaTLS6geR8NQ2OWmNSAOFdBCXZPXH5g0NqsVgP4VJAqtBWi8LnH10t3gwdZy7TwXGKwgZyaKeYz1Wi0kzOx+cf+d9kVpmpvIKtPthWAljK7URCsMXO1v2P2UrgR6lzWFXdOYstlmTS3QAPCaWqzZftEsIFlerbcVYPk386RdiDCAtHkw9rB1XrX3HBdnWItSkZu2cLd74NrDdtSbVpLsgJaRPEQPCwVD8/QNlxZoBBtIV4GRAXINqOpVVSV3d2zY2YA2zO16gitkGqGSurSjA3DbvuYJu3SxiSqVQXfcIyDMRQznJAit8Mn6scfrMo9ek/OCZ3u2UTcy9vKQE7xWf4298pP/ryPXWLRxLYhLIKx0/8u91mglBroM7fZK4K+XkdvkVKSLduRmosYCU1igAeApjNRssm4t4NtUQgVqGpVA2nlDmZc9QRHpRq3dEKzIRUv+4T3UZWhF/8IwvQOouyGK7ge5Vqj52Zec81n8X31FaZoisjYjN4Kkr9s+gtIh2CpakJSmoAPhTPbXPN4ogGoAXts1L9DKwHgKO3jcnYLzMp/rL14LWr/z6QBdC/A21RepALAu6jEV//IUC3V2Mi81q8AvXR+uRF+XodOx2oF/TDlZs1ljgXVigQaA14nZm4MutgXkCoicN+1bRRCAOjXPyuUDb4a8IP8VCsisSGwIpUtA3hZyLSnjWbxyHC57p76S2WNmOcFradg8nhzweZyiUb04Ky+lLrUklULXuYc8xc8/h2NeD+piCNeA6EFpDEZ2rmbbeXLFa3qleUOlKC+tvPysBMxrxWWLofe7pitrtm8ssNgWmOIXuNiHbOZrLLDuLCBpC+9NW1WvAbW2ch5bnmN0gDKlDuw855HhXWS5UxnbVAewqqfSyHO95fBxRs4xpoXIgbMsnAtWnMkQknYEViHMnNFXzufPlr+ztbj93XGFFH3Q5YMX8xlx5Uj/uAv/W+g/vQxwXqtt04zGAhuFBRbzx7VRGKw5yVu+BaTLbwVssSUw2CrvDXXtK9YfGvKVvsq22l40jWlyD9g2Lv386mBceJ5lxPYA6VixDGmztiPbpOThlum1cmAttSxNs84128ZoHks93+HvoVaiFa1Eb3gZul0D15vUVrRmS2q2biyw/lugAeD1/xqtNyvUMHkpYPJ5zXAWiLgphtgcxGaIuBkk/3dqRWPcDNBmIKcmcMitmoNxQGHnmJrPm9FhWVHW0PcE5ynbAMDuF72oP+vVUHqd9TRD8P+1XK/9DSdyYEVtVuncDGcB/oOt+GONMRoLTGOBRf2lTnPAZpsN0wIOfImPbpirXw9W7XR9Q99tCCV7p3VcjDhsl3u5WYi69HMtV0vnKd9ShXQOxOHL7PjueGtSZ7Ue2G5DW4LwsgaEN7SLtm7W2wDwurH7BnfUBoDX0iXLIsmh0NlXO5fajib+Ykf6l6oLLs876VSm2WYtmWGDPkwDwBv05Vubi28AeG1aewM/VhOCrl9Abgqlm4PczIWeQetX9qHomxKCHnufBLKMcqo32y6vlPZ5YZGeGnrcttkvPv9uQW94NARNXYsU1yGyEDSvQ5o2Iej8mjUh6A38MbdWl98A8Fo1d3OwDcECN2sR1nwGKEeaKzVVmTBDbeds+3FawBVQLqWFJzrKCwLxfCtvirA2hBu7WeN6Z4EGgNe7S9Is6Oa0wFprQyo8ohTUAJ7isfi9ZXg3CfcczeQEEo28+jm0KmV0lPW8cNZWlAN0GYiz0PZYxSSj4+gDpTUvzpOiaUO6OW/uZu4NzgKL87Pa4E67WfAtzQLrnohDQ6cmtBARxxoZfgw6Z/zPNo/97UC3tt086WDfQ2z7ziPYMH6N14MIRBzsQcOGiGONrmWzcWOBUQs0ANzcFeu9BTZ4KsrMwhlrpHm2DgTz/ysEETLOZ09dOfHajH5LeJrKMKflgo2uI2PWcl5wsVeV/rJ8GENo0nOGjEsiV5bUUFGu97+eZoHrswUaAF6fr84tfG23aDEG8HpIq0Dd3jNn2Jgf0CQD0IL3Ob/85cKpbIoxLcD59g5nx5Q0VzB1JF49bn2mFNSIMdzCf4fN6a07CzQAvO5sf4s+ciNHONF9TUDEOacGTFFQiCxfm8kRjtwZMqpoL8LgtimB+cg+5Z90CfDHOtQjH4a879iNbQUrAPwLSm8Lcu3IEdKxj5WoQhs5wlv0g2MjO7kGgDeyC35TT1dSDMxuCbSDCpHJCDqlmy1BJx3o/wZuc1OPVezPG0BdWlEoSoemgHPpOAnBaY4r6c5AUtP+nVpn9g9eco//h8HwdmhhOyB63OTj8hpApntclVWcr9BqJAI8ISRcroTOiD7q+Dlu17rmcHUfY7wyDut5RBb0HRC/RZr2wejeAB4M8J7T2N5fR9MINhtiOdBbQW56xXT7TpQ29LzeNHWsm0N4A1c7zWByJdKgGez+q5UYDC9D2zitZ4xu0/Sem9FYYCoLNAA8lZmajZzPNewdKeIF9HzIizR4RUX9piwDmKSXIY7toWZqQzd6SLoVBrM7IIp2cEBBBxb/Md2EvBxIz4ZwLqLWciC9HCl2ArEXrgnFFwAAIABJREFUgHlAF38FcK2k+5Csc0avgrCJ95EnFFplikW5ExtQtMyoZbtnHnDewjShZWncyZaBmVztishKQ0JC6EJAtwZNvGLCIE8BdCKA3wLRNoC294CMB8NJSU4xiN85UAbOxWCwAu0ly28qd7Rk4f8gYzmMtoJ50xG3hOjB2t3HU65vilOQdB2BpWx1j5xi82aTxgKLSxrb2POWbQGlyYJVOSULmMh5iaC/7MFGlwKDm81jkBIDAA+2DgTcf9sLXh1yFtLZIM/GMF2BFpaT3Quk2XsgbT0F1B4AHj15Hi1HiosQcQsAj6xtZx7lFUF8fp4pampI87UrLdi6Gzaoh6nn967NEzXQrL+c/wLgP0FtA+F+85zAaUh5IlqD75GbXCz1HgjQrsX24TrYtegueC2AgQNk0xuOsByJVrDb/c0U+63RJpK66PW2QrdlEZ2gjmXg7LzprZyUpcyr1tSc3ozixrFZo6uw8W7c3Cgb77Vf4zM3DxhRdAhcGNrAVZdCuSj6pWilIUwcX3pTvdZpFyfN3tM/4KMMaB8M6LbT7a/zQf7SeV0uFNoxr8uFEKXefZDiKSB3A7DjPPOdBfJ0pJoB8RgADytvm6bDK6NW6zKI2+VFWPXwb7bDJLAttxqVQbdMtrEgyIaDZPvPF/72BrgAdC8St6ud+6+g9CwgSkE8NrzkTDLP6RBORNT5Hsm/+GnVBQYGyDsg1fY+GoH7Tne9aAVhFro+F+ByoL+CXHLRdPvetK0W9qadBrQV3h3XeMA3zdYb094NAG9MV3sDP1fpujti2NkBrVYAW9nD++7TnZYuLjwqLQe6Brb2QM+H89Y86O5SB9LaMX4M8jtA+n9AtAOUHgDwLrVtzgH0D4mPI+G9Jx8/sH7aTadbc3Ur18Ob9f4W842dqrJtvU94shiDD0OH1iVJsyTPBHGnUa9XF4PR8a4wKx3eH+STADx84nmRP0GqkwIY/7FqdwsDD3cAZLYM4WuXy51i6M8Qz0bE5RgMV6CdLCc3r1zXKSZpNmkssE4s0ADwOjF7c9CFLCBdNANs/TCXT0yzvC2s8naaYRJ5Z7twctQ6B73BCs7MOA+sPqTkoQD3hfTkeb058ntIh6ciwmlAy0KU+yvVc0hWQ9vkSQAvh9LHA7hPfjyyD8naesqhzAGkdgA86wD27UqTWnDLnnO+TS0OXaalrOgGV37qxbEgC/W2SxHnvm8groTsrejsLAh3BfDfNfAcMOIX5gqwlgHpP4BoTwBPgmTRgEnDogYnIUlPY7d7/vjrMnsvF9lIuQMiZvnkaV9czvU5eyxHHyvQcZENo8tsRmOB9coCDQCvV5dj412MlGyHIXxI0ocl7X+3msoiFpJMXa7QVdWS8a/n20/q7wRg7wC6D5i8Lb8J6jtA5zSSf5d6zwKi/eeAfddRJMcxAP6IiE+GZN5geVwA4D8rnxgYE60gUZhA8IVa5VByDrhEmg4RRX5zz3w1aQRAdroM1ldsO2T/q+xnoXZ3TElDgq1a1tdeWO5ROQp5GtL0JwDvD+JZIysgTwXSZWT3y5K2RTrYB3S2eMI8Cz7HgTF0GhmfN/91s5clC11jh3CPTPlC5nSLfzVXOLcciJYDwxVk14q+mtFYYJ1aoAHgdWr+jfPg0uptMIwKsGX0IMi1L00x9JeQtz0bg+G5aM+Yd3P9QjtK/f9Cqr3mPDkDhEk5R/NIT4L4HbSS06w1Rtdddwds2t0fwP4QLDyaDwH/oPRxRDoTafQ0EIdUAQsrIEWA65nNRqCoyv9t3vpm5UmreLlgpVVlQQWIFkA8WmqZz2nAZCpOfo48bp0v9WIYoUjdXsKnEUXfBNKdleI5ZK3ljDAgXYbre8u42Wb/0KpVW6Hb3he0KIMLVVtL1pihX4NRBsaWm593SLb2kE9WugPgPOW7LbRfONlLXO6fBsh5Pvnv0+3bbNVYYHEs0ADw4tixmWWCBaRrb4dBvD3arQcBLmdr+dsiNDu/5a4GrCo5+iXAs4GWge1l0xpb6j8RqfYIoHuvCfvdAOJEwDzd2Dzdfwcsuj/S5AAw2j/0Npd3XzFXHfspoPM1pMkLBRxOstT3rEtAnAnxGZVjUpdA3Dr/jLyyaNOxUHAtnD0WozLxhDUA5pF5Sscir4BkxVZ+EH+D6iCm0wCrfC7WLukaAh9AFH8GGDwPSp8D0PqBS4MroXQZovh4kr8Ndr0t0N937nruCtnLkDaZcF1+B+lkRNH3yM7Ppr/mq7YGWsFLdtXXds/9vyn3/x2E5T6fbK1Q7uXumin3bTZrLLDGFmgAeI1N1uwwyQKyfCb6pR7QPJRsSkALDctL+rYTy922dA45UynWWWgC/4Cf3R1ptFsA3W3G78OrvKer76DlQNdaptyQ+k9AqgNAmNcbKCQzcLLCKx5Ltk/SoLc/Ih42kjcmPo4Upg98QO3Y5hUWHrR0EUi3PhcCzsLRAQWrtJU3FmwnJZPdQSwfHTxR/QVgKdyscwBauLcYxA+B9EIoemHtvJYj1VK2u8s0SA5B5M673qqVQliGiMeTnR8Utra+42RfpMxekiYB5Z9KYPyjae6D8jZSz14ePChHeFiIZEzz7DNmMMsnL6/lky1v3ozGAjfZAtPchDf5IM0Et0wLuFadvNc2FMqMtq1MwED8wQGu5W6HOBudM5eTj7tRDzapZw/xXQLo1quRM/Q0FiPn6ZId8+gqQxrsDw2tmvmJIwt2IVceR3bOlPoGLodB2ru6Hb8BytpuXg6gTPLxDxjJhPBfxfb6NWBtSWGMw1cjxkitItm2qQPpBECutzcV5BwjJBvuyJWWJq0A+aAS4p4O4j8h3am07stBHAtF9wW0T+X8yZPnmL6Wkp2fajC7C6LW8wA9ZfTi63/B1vFke9nINRj0nuIITnxF9QQCD10E8WSk6WnszIxcx2l+af5FcWBtUL4diq51bEoWL8eNvRy0SnojZnH5ZLuXm9FYYI0t0ADwGpus2cH1AxMWcpzgYY7YyNiuQijZCqXa59yU0J6kTvCcnoyIVnE7gZnLvEyciEH6HXaW/HgUdK+/E9C1oirz2ioFPY7VKIo+iN5wGWdm/k9afVegbcD7yto855kHCEZbgPpADZR+AJmnWSnKsnUUYFzNu64GUGGjAnJd3jFYVqPLyAE3B1eraK5FHxSOEWi4fMWzH2n6I0QVSs3vI2UPkXavHFz46FwB2y9CBKCSFwf5YWCwlFxiRWsPAPhipTqQZD3U/BuQxwO9ZeSml49em9ldgWgfH6bG+Jcqk0dM8U0oPQ2trvUa36gXOPcuYqkSxL7qmkbiQgPlO0z3a7eXAnyh6f+dzlrNVqXX3MYYjQXWxALS7LZQdOE8+1i7R2Awstxt/2xyyd/W5BjjtnV0kkj2RsoMdCc9HH/vwssRTyHjX4yfK3kQwAx4a56W/gDxo4g6lre81j+ck1dBOtwzJeXjKpAfAIYnANHbITy7Br4fClSMRlYRhvPAC6+wmm+1NqVOaEkyNqoiL+v2HsPeMeII5x+Mc5FLc6oP0ANzPedLfg3S00rn8jMoPROMXlc9P5yFPl6GjnsBOrxK2KFLzTZk/EG/ct0GaXIoSHvRqb+0XemBWMvI2MQeRobUfxygfSFYf/a24+8lXg7qm1ZNDcQGxvaicZOGY0AbGiBnoOw85TqtaOnypvcmZ/50kw7a7LxRWaDxgDeqy704J1ujpDzf5W0NdCP8cqEWoDVZgXtwo78nUjwZhPXpTsoRWvg0hJfj5ZOOIc0+2bcRYb8x2/wQ1DFk9+vZd7KQqM/zWttS6UGLTwLpUtfnq+iEWm+v9cx+BMKLAdw/7CQwOgZK7bPso2qeVRiUem8zAC2qlIso9OSEMOErrN3Id8iqrEvV1wz9xxPWwtbHoOFLcv/a8zQfDeFlAMptW32QrweGpwDRYRDq+eGfh/yw8US7oWHywjnQP3gsaQfxRd/GNPO9idewv2pHRK19QewGcFI1+1VzbUoBjG84jbytK6xbjCElD3a5ZB+6tv9m1xgNBeViWHjjmqMB4I3rei/K2Uq6Awaz90N75peL4WmUFyVXkdvfHeKTAUeOMZ58gfwFUpyEKD2F7P5+MuiqhWH/ALScx1shkQg4ZSQSn7HcZQ4SRs6R4rCRXlcj4/B5zu9L/SPnXLu3VI7rCo2irwH6RNFWxavB9GiItm0GjqcDMqKObBQ9t54C0vcMW0V2rkgUAFXwcobjxtjvrKo7qBqV5wbqfb6nA8jWJFBvgXjoHPAGWk9ehjR9iWMJI15QO+8vsxU/W+rvHPLjdt2KIXwZkdktPie38WB2N7RaL4Qcv3Z1kD/EUMvQclEIKxYbf7pKHoRU+4K0OUr568rm10L6FiJ8D+idttgsWZI2gQl9tPu/Xey5F+XH2kyyXlugAeD1+vJsHIuTdJe5UPWunhjDgLfCFlU2whlQehIinEKOZ7YqQFRb+TYiWjVzXTwggbQUUfw5knnI0GsYzxymNH11jeHq90ixlO34M1LvP+fI+T9VE1uYBXE4hrrKirVKYgN/xgDvQRtHFUCG78956w8oipuMItPTWAbqxxssnOuUiAqgLSqW613E1Vuk8I6JIRSqnAMwp6muZoRNCGZsXEbP6fOrNPau4flAZCBq42oM8Dq09bqSzGAP1HMxZIwIH6/kq4k/Wb6X7JyuQfJ8RLDIQe6hShowit4PzC4lN/tHcZ2S7ZDiFaFqvF4tb61IWRuTCXtMHNLsvYGWMZpZcZx5puOGqVB921qbgJZVv0/d0rZx/BKbs1zbFmgAeG1bvDmes4DLJSMy1qgMdCeoFVnVrIWXO6fQtFgXGFLyEKQIwKu6kIAVZS3Fv25Yxtvc5l/lqaTkRSHPW66GXRWA+gMk/+UrpdPja0swrmSrfH44hE+UvjsHafo/iHh0CcB+hpT/qhU1mfeeAdUPc6rHqrda5G8LiC0XbBV/F9+X9il51bB2ooxOUr+vhnGdrKCF+R/lz0MXItHLEUdvrYCaVXpH+jFkBVe51+x3Id9Fdt4o6f8hTQ4HXQi/VIClC0N+2JjD8iHpdkiTw8DoQC8VWB6ubWwZIhxPxiacMe/Q6tV3Q8x9EbX2gTRJvcry4N+GdFrgp25IOBYybPP9olugAeBFN2kz4SQLqNe7D2JXtJOB7vhNyW9hqJPQmj2F3HwqLWBpsBvSoQFvlfzCH+FMpDqa7e5X6weUBrtAqRURVcPT0vGIXCHRr+XUnwbvHamAJj9Edl4l9d8wV0D1ztLc30dfh6LDz+XAZXnUND2lWsxkBUOu5caG5Y7Na/XeutJLSxq8xkblQ/G5YlJ6JRj5AjKV/i4WUewDU6kKer6+Jcr6fwMZSmUNNtd7EEW7l8QXzsYNvYNxq5kPhJSAP4L0Fra6b9Ow9w6Qb6za1V6a4n1Mz9dRjKYyIK73Rf8QjD5Atr87ck2GyYsR4ZAgX1ibWicgcm1M35nml+YEPNC1Aq595+6DzLsfs2sFjP88zdzNNo0FbqoFGgC+qRZs9p/XAur17o84CqA7iRPY5flO8p5uyzxdC8MuOLy0Xd+KquzhXqo2DrsKX0XEj5OdM0Ye8r3e/dCm5XmfW/mOPAPgUrL9LYczVvTTap1QVTuiVfkeRra/qmHyfhd+zgZxAnDFwdCdjFIx5EJ5GagjISveCsOILaR75+xSxOcgV5xkw6q3HxH+LgknoASqurDwrMt/G3WkPFiTpkGckYkUc1aOZaxd/CNUegEhXgjxSCBr7+L3wPY+QP+zlWpv4cNsxYdqMLsnougjgBNryMbVoF5mvNDOjhrsCcjauKrXSTgWAy1ld5SbWZrdA+LLxvZmA2eAOB7oLJtWaMFTVzoWLgtVW2tVlWglvzaW69dpSGRiERPrCxa8QZsNGgssYIEGgJtbZNEtICuOMc/OKwyVCCgqh7LwruVzTwRiA92pezil1XcD2hYONuKMGv2hA54PAumnxhEkSFduCtzmMKU6nMTmpRX9FcJStmIDEjc0TF4K4qOVVZPfBNovJ3mxhsmxoaI37IBj2IpfLCVfLAFVD6meiYhvKyqI5VtmMlYpEzlw5BAZCLpQcOi95XlOEcoBKn4PhXC1tBx05CeGbsXf5W1Q3jc6BUqzft4fwuydiUYQn5ybYy+AGenG+Uhl4fOv5Pls4ktkvJ80+AiUWjW0H8QXyPhAGZd3miwdiUAIn2IrzqujNUxeDrr8cC4jKeFaRtbSdc1S8o4jvN6+8liHhXx+7X7VH70s4mDZmrS76ZxzOnjQA6yael9E0R5OhnH8OB2u+C49jez+ZtF/LM2EG7UFGgDeqC//4p18kPXLQDfkEEfmv8YRYwzTk9ieGQk9LrQaKTG92czjvXV1e13m87Xdz04i+ZCSA0Oet9xKY2VNSxF1LM/rinJcMZbiT81p3VbZrqQ3s9V9h2+PGnzOg1YGRFnusw5Q2g8pH1upHKbeBfEN+b7SG0FmIWxT7dmkCAGzXDH981JLlHn1mTdZ/ru8TVHZ7EPPq3Kd4+oxgZE14VOIdAbELxbnGH2UbL9cw97bQL65dO6nAKsOJG99tZS8EoL1QJfHuegNn8YlSy7y9tWdkfYPD0Bcegbp/JAftkK2keGq712emM8HcPvaBv/2HjGsn3hBIYf65NLsnkgjA2S75rV7K9/6px6MnXLTgrnohe7n5vvGAg0AN/fATbKAZ8VyecwsZFqbjwaMRoxxItlZYx5f98Ae9PZC5EQRnjqyWMKE75dmoc7xD+7+f/k8L6uMTtDXwwM/J+yQ+vYSUe9D/Q2Gw8PYWfLDQETy+aJQyeVgX8PWzPtHgMmKlYTrEcFywX4YixSN0CNQORrNpeV3M3k/pUeD0StK4FxQRJI/gvQ49x31bci139ik3wbC38SPIPhtACO2KNpzynNbaxBwfaHgxG9ARqDhen39SHEw6NaWRwUgvZ2t7v9oaMQacEQbYfwcTA8kZy6U+o+CZCD8kMr1IF5Fxjk4S8kjwgtR7brKcuUfIDsj7GW5GX10wnqVqzKP3jhfR5ouY7v7zXH3w0Kf+XYqZaHqCZSY+IUVcDXsVwtZs/l+Pgs0ANzcHzfaAgF8q72wfra/+nwuTiI75pGt8XD9lWk/E0UY41HrWximH2JnyURQl7RN8LReWlvAr4w2kuwaiUY+pP4b50LB76iBxrHAP19ObrlKSfIwdPB5qPTQJ55HxseOAJL1CEcwaUMjKfHhTRO1H+pjiEy83nmC1zBqHQClp/hj6mKIJ4Kw/lv7t4k/GPtTyFWmZwLRI/1X+hJIz75V/hulbQxCoe8C3M1vhw+BxsTl257AaHelQ+u19UpOqfZHiy+FsGOwwWpQJmJgvbZWCR2WhVexFX9Ig+RARLCXkWxYIdmBZHy2dPESYIv3BG7sspVPZNStAK7UewZEy6Mb01QxhI+FyITznMcNqbdX6Fcel+r4mReBcP3E5v2v8VB/9aM98YcD5HKOO9hCb21AeI3N2uwQLNAAcHMr3GgLaJAcVHh3lotz+dwTScs93rgh6R6l/t1Rgnxr9Yn0UbJrIvcTHspqIR0cJrg8b4nSkVe4NiS0l5ZzzsGrtQrpEq8xjcDhdWzFrl3GSRtKXyhRRF5rLTNk++QRIMqKk9LEWn4ycos+BngE2s7j9ceR3oSId4Dg+aXJd0EywPW5Xeo9EDMKyL+A6OU5YJe3DcxTVtxlhVNuH5cn7gLw6kbke+w8gqEsV/zdOW5NH/4mPoxU/wCZvXSchwEOQdsVgWU9uacziv9bw+RDYFin7ZviILbj43wBVusLOdkHcCXS9KAsxSAlB0DOgy6Hdf8K4pnlUHEQSDA2rcPmiEzyaybhCoIfQOSu2XykHA8JeeIqJag/8QtL/cRGQHKjhkuzeOIPq6j2tQfU/mS3CNPfqJmbnTZWCzQAvLFe+UU6b/VX/xfa0T/I0SrWNTmE1N+pJANYZ7+6xvMut48hOW9bktR7OkB7kFu+uBjCx9FPl3JmptJiIg2eBqX19qQfwYdLf+1xsvdMiAa+AZT0NwzTA9lZckaoAC5CnVlRUr09h87D60J6VwGGnV2U9n9vgvaeqKL17MpaNHwH2HqT2174Cui4kD2Qke+H9Gr/nd4P0v8N/Hvu3L9rAOe/K81h/06jp4vDLxnRiIRrGHXuC/UtHx9A3+Wme1BJWEJ6J1vdN0nJcZCJcISRpnuxPfMtF3KGvgDlPM8DUAdlwOTISxDZem39pWuio9jqHlH5aHZ2W3Qiq0638HIxiF+GVMNIK1l1Sm0R8sQvmmMtKxfZ2WbXl2QRb1RkJjuWkzgcpHcYJ/JRWXfzj8YC81igAeDm9linFpAG+wYZwJq8n1vWbwMDVZFDnbBaV6DlBRPKQgI+jOvziSOhag2TTxU50DAx+T6y89r8QTtMXgLiY6XDmhTdgWT3fJ/rhFUsZ6B4CtnZYwSUHRVjeiQU2UPfk4OY5nArumveP2wyf6lrCfof9z1pVcur8/OR3gzy7WEdBpBHgY7e0gD4rZ6T2Xm+9u/StvoaGC0JbTf23dsQcWsotF9ZD+8w/btp9Ya5rwLTnZBGpnj1rPy8C7A18oqsQtsKn3YnOz9zgORfUoooAvEKslxV3nvLnNjEkbVL+GNGcZazzr9yAgw+b+/D58U3Xwt5+wULrULFteXTx0gN6uQgi3jSOv0BNAffqC3QAPBGffnXzclLV20ObJZVM48Wb1lbjudc/t+FVijTqy0Yl8p9nb8FYUQa5Rylx6ck2R5t2DHKlbQXIdVr2S6JMYzmhE8HO88heWkQef92yev7Obh6D2DzGah/Vt4TS/yJjO8tJcfkIWPyZLKzj9LeH/I2KvLxkN6dixSYYIFVKoMePKxf2Xpm/fgLjCikCsDWCx3CzuVtHfPUO6G8EOyXII+AZBXSZo0/MureR+pbEZZ/CSI+ScYvkhLrD860jf8OdnYErp2Flnw7r8YmLgK0h0VAXCuS+lbB/IQSklZypI4wRcMPldjB7IDXWYtR1ntdgVslB0GuzzoXPXABcE8lapXrI1KG9XtG6u0DOUaucdX5v/DV09ctI2/n1K+a0VhgbVmgAeC1ZenmOEY/+R9Ay6qZDXxHtYQNJDwpw2+nMZeGyctCK0t5LnuYW7jacoamBFQZUvKCCiGGB6Gvg8NDyU1yvmENracVryp2tuKo9gEmPhGAxkAo8/b+AKZ7uArgYe8rlV5Y0hi2WpCKlwnyMRjqPohgnNLm7Z4KpK+DeH5+PBOJF35V/FtPhZgpNf3UAWgVgC3X7GkXWdnWALU+1wOAyHLDu7rtU7wALf4B0k+K4/GJgDFzyfLYfkgnsNV9pjR7Tyiy8w9sWjgP7OxhVKGyftq0/3kQTy/2w0fYivPKbvfShL4VaBXhbDc/PsdWXCVG8cVqmwEDI/EwIN6sdEFNh9d6t6u92hNuHil5WMgT+/B8ebgXCSuOG5oaUyMpOMGGzceLa4EGgBfXns1sYyyg/urHIGrt74kU6oQHXOULo2aPLpP0z2dIz5AUmUdTrXw1AI9cS9IIgDuvW5t+tUT96A9Bvp7svKfAGBHoGyvVgSUA+Qxb8SEeg7QE6htLVublXQliD1/5W+uBzXmR+1b45FmxyA+TnUOVJgZ2GWA+G4i2KegsdRrY+mwpH3weiE/Atyz5fDCs6K0UgjZCkizvS0fjaNKHgcAjejo0fF5+7o46Mr0I4pfCOf6UUfwYqf+hnG6T/B7Z2UXqvzMv2nLrx6Fk/GEp2cEJGwBZm84PwM6emTqWlNh6LQ/rh/BFRB17gTEyTf+RJ+U4unatzwd7TyA3u7J+D0i9+yN17GUZY1i2yY/BdCk5Y+tZcPg+ZNdPbC1XmTBF2I+rXcFWOlzGzpLihWTBWZsNGgusuQUaAF5zmzV7TGkBDXpPR4T98x7Vyn66EKJ5L2UBg3lnlnoPDAVWBTj6PU5Hmi5le2YsP7BkfcCq54DPAfmacq+ppNvCCo3K/cLke8lOLkavYXJCybsbIE33tIrf0PuaSxoC+l9G3ScFZSAPnLA+23QnDHk/RNGp7iPiPDJ+yFzO84w5r/Yx7jPvkd5jLmRgeV3b5hikjs7StwIJxst8fQWAI24aQrVw0oeR7pwDIHkUhvpLyeP+yVxO/LFSci4UQDpNd0VLv/N5autTdus4xClApT3jrDaP2A/y0S7vO5jdBVFkLyNeSEP4KltxzsWtYe9dLtydD30XjA2E80I69VfthHb7fdCI5vILyDjYrXpbyKQMI/cCVpZ0NDsdFwq1pmas8i9NOmxsi5H1V6ewfuJ5C7+m/Dk0mzUWGLFAA8DNTbGoFnAsUWnvANCIM2p9nf5IZwRvxXEtTzPkNHEHmUxgSVkHfw553okgrmHvnWCJdcoDxScRdV5Z5hB2YVW0jpsLFe9UApojyI5JCXp8qXt1oQXF9bxqCwPfjHjiarBjvbYx1LfCK692RBxGxh9U2v86YP24/jOg8y2of2Fx3MFdgc6nS1SRz0WKh5dajQ5DqlvXANiqn5cGIPwkIvwyzxm7nHr/EKhdKP6wc0+gv2e+D3gio85TpeRVxWf4PdgxeyRQ36QLgzYwzgWveDR5l9VSbz/I9zWH8zmGjM37DjbrvxrS+0o2/QXQtjz6/xXbmNhF/yioHPJ3QP8tslOwjdVuFil5cXjp2LY01yove+hSEP+e5v7y17b3lJAnLq5/sfOvoHQZoq71E18z7ZzNdo0FFrJAA8ALWaj5fmoLqD+7M1r8bFW4IH8wW7jTRNnXiMJPg+R5QVu2zHg0KOV5R0KV/oGqraG+5V1zTVoAV4F4PRl/pnxSIZxqFbwFr7TwIrbiXDxhxJsrVfhKydEVwgnq2cbMpWHv7XOcy76NCPg5o/iRUu8BEIOHxpW4YfZB2GTmQDAHKd93q/4VkHx4d4Dt0eGRkPZ0/zZuaeK+FQAWfh+4mx1woa8j0YbvxyavJDtbqNyXLL4Gq2ZI7kc/AAAgAElEQVSPw61mVgDa0m+nB7rq7jQ5My+ykt7BVvfNUu9ZpZC1vTh8hPR5XSkxxq8ilCy9m61uTrUpJc+DULb5nzDAgYzjnIEsgOB+ULQUCOftF7USbD+J5Ni6ADkb5fnhsqTlBaGC/rNT38D+XB4e8sRFDjufQBdjmD6naT1aE4s2285ngQaAm/tj0SygNLEwbzkvG6pVB0vJW62R+Ln6s09Aq2WkDNXeUVr+0wF5UaBUOwNpsA+U1tpLLK+KV9fzw5560qpgdQc/DW8A04PJ7teyaaWaF6eC/SgQTRh4+xHEB5wMn2Der/fYUz2V7e6JUvLxkJ+1p/172eq+Tmny/TynLLwUkX4G0fUgA7iBUbyp0sTO96EBUB+DNP3vqgccmbpSlrM8h1H8MKWJCRvcKoDrdkj5qFJL1Q8YxTtr2HsPSN92RXyCjF+iQe8piPKCL8vR7+RkGYeJEX68ID9X4jlk7NqXRljRfHj//YUNrd0sNTv59QD/DEQmPhSfmU+9+0DRUUCJZ9sdwPNwl7et7pcYi5b1f9cKrPhdDIdL2Zn5waR9x30uaSukfcs3GytZubp+bNvUmszdbNtYILNAA8DNvbBoFsgfwoSFKw0k66T8Cx5Lmr0XENmDtCjg8XudhVRLy21CYx+cw+R40PLOpUG+k+xknmj5YW9enYVPwwOWl4A4iOzklb8j3puKil5HMCEayGYsT+cyih1Iatj7Qq6BK3yZrfjZFp5XmlxC0kA5BTvbYfXqazDTviRfFDvbAv3H5wVXwI8YxY+X+pfAQMFGkt4LHVpRW9EH3NcyxJEP65KXkp2tlSbWahS4o3EI0Dkd6hdEJLODrbFkyW2gvoF9JGkVo3hrC7NqmHyp4KfW8Wx1XcWy0uScUqj936B2yljJNEyOBvHy4lzwfDLOPVDf2ytrU/JUmM4Gjk2sCGGHL6T+m4x3unaNXRRhvptIg95TEbmWo4xO029ueXS4Qq089L3gzZivxcLyLk+8tfVcN9ST01qu2W4hCzQAvJCFmu/XigWC6H2W5/VkFW5opfV8smWC8JOHTN+3QyNnyDwse+j+EdARZPcb9T2lxDiPy+0r53vwjXMaTU8SkhqndVgKvshWnIO71D+1wu7UG97DFH+c9q1Sx47lGa64Ixmfo2HPCDM80YbwBbbiAyuVwGRWHFV4yVZAhfaRUH+1gxEHJp1bIU1eW/WA4/dC/UxHWWBnyVzs2sLWWSGX927LxV7CK0x+UcPkODC0BElvY6v7FqNdVKqzjDHLHzPay/p0tXr1Nui2CjpH8rtkx7cz+crmZSD2y23G6ClkO49GOKlKOf7o7Up2PZSt+MOj12iwC5Ra/vh+pe96IHcrvySNuys0nD3cNJsB+vC6vxZXlfLDyXz3U/NdY4G1YYEGgNeGlZtjzGsBafAsz3pUU88xDmEvE/i3+SYYK4EnfAlR5/BxRA0a9v6nIi4A/AQcHkgu+WvxsHbemrW1BEB3Fby7ZW00GtZYnUpKP3NV1z/OhefJo8iOqwRWmhhw+Z5lcmey8wOlPRNc8AAmOCBSmhiRhycoYfQ09AbnIY4yz/VKRvEWlZBv8MqUJlfkbUFJui267e2hNAul/4JRvKOGySvBTC5QpzLq7ib1nwDJwuA2LmIUO0IPqf/uAsB5xlzFuEsvSMmhUEkJSTqSra6r0JZEKMlEJOyjG0DuUWYiC3rOJudYMGBRbyO7I8Ie0nV3RNo9aqT1SPgoW3HhbY+5QSTdLYhx1Lc717OjtU0RqhmNBdaZBRoAXmembw6s/qpHotWxPK+R2xfDid47Jqx5+zAldUOhlW/f8SMJhVZlqbz8y0qvqwM4ngy0DySZsyAFL82qtINqEK1yd/esfcazOWUKRg52coWfam+rsVAlO1l/s4bJC30Y1G3vW5Rc21Pfisha7mN2jNjir1Dfqnc9rSTTewGtO0HKWpyWM4q3nwDA5r1nnM6PBoaXQyEsbfzO7Fio/O5Q/w/BIEOwc0eSV1dajUIBWtBFtrYkz8YVPGb3Z9r7OkBfye3WGe1Otl0bmKTbAYNT5mQdM5azi+farfYkY5NH9FNJm0PJ5wAnbBDmwEfJ8aAqJS8J1dneLn6WP4LxQ0hmnn/xVekvqW/3hxF51CqqeRKG/aXsbGJFZ81oLLDWLdAA8Fo3eXNAadXWQNvyvCWmKWeXFUbKkRX2zGep0b5bF6A1sDBijVI/bv7Aj5D2LdRa5IeJz5FV5iXnnallLwBZiPRPYMfA1+UOHYuTkp+WqBT/yih2Xq0jePBtR3d3RyVeTAY1pTSxil8vEMHoAMt7SsnzS7nesxjFO0n9RxfFVLyUUWdrafAMKLXiMzvKKYy6e4wH4J7pAnueZkbPJNsnKO1fAoTcMfkYs43SxNboc6TEIVYVLg32h9KMD/qXjGIHnlLyIpgClR9/tbYkkq6gTmliMoH+XGEvG/Gjs4iDpHtBfZNZzKgsfw0O9yKXVKIZUvJpCM/Pr7X0ZUTx/iTT+vX3fN+wtrAqAQu1H9nNSEUm3jahYM7yw4VGsrfBBwErFNykyMU3P9PGAmvBAg0ArwUjN4coLGDhYqXpq8lo65Jdrilx+1quc94xShPpvDMLVx9WlhnMJgke2Rdy6kWHF47C0MLepWe/NgcGJ5dCo//EAHuU22VGFIGIR2Syehom7wcdb7GNHzKKHVtWII4Imr/4DaPYgbvUPwnSPm7rUDUs9Q936kb+w28w6uwr9c178zlw4ZNsxS8aC8DD5JiiV5iHk52lSvsnAfkxXk12PlCp6ia/QXacF6o0sWKsB7rjpOnuGbGJ0sQqiI1S05GAsBU75aUAiEUrUVCCyu2eJCa/aGF8z7lN/gho712ONgQ7vBfSa0pX4jTQgfA/6zeCky1M+xaSrlw7EF8lCxKQSTeQp8pMQn4YXgfZnUt6ieWHjeVr0r7N540FFtsCDQAvtkWb+cZaQBrsHfK8VUJ86w/1ed4sLDrRgpLuAPVN4D54Xe7ReZmnk4yLVqDSDK6qWpF5doU84YSWFqW9E0shUavQ3YNs520yI9SJKuT0pOQRoe0oFEpFu5Jtk/kzoP0WpD0CCLn2HE9pOfgnIN+m1NcD2e2er2HyRRBe05Z0RCAVYJf+h63u28cDcM9UkN5WBkqp//og8mDg+SW24v3U6z0AnbwXeRXYvr3nuC61W5HfJjuu71hyxVCZHRTakhzwath7d1BiCkjmC7sKYBvsCqUGwqHSXCcx6hah6xwA+yYQkUk12qe/QpIewJmZP467ITToPQtR9F5A5Re5fyJJH86ZmQU1fyXdJ+SHC+/bH+hnIT98cvNTbixwc1ugAeCb28Ib+fyS/hNp/w2Vylhvk+97WbmOqRItOKSBaeVWhc/JbyNJX89u94KxD2kfsjTwvVf+vdKXsTVTlhf0eFUPhYYwcQ4kRpnYapdzhZV+UKW9rwF8agC/Y9mKnxfmtX7gLPd5JZhsR256eY1ByvXtuu3TxM4lMGfxyWYfDXtfAumlAelbe8YCcJnwQvoyW91n+z5nfS+cx+8ZxY7QpNpX7EXlpevvBDkNZE8AQjwo10QeJp91ikz+BL/OqJvLPo70fw8Hj2Rnk1xvtxbetnk/Q3pu7fKohbvtOH/24fqOFaWNDBfmxuAoqFZDIBzGVjy2BmD0mM4+5k3vXF2M465+F8mx99aCN2yzQWOBKSzQAPAURmo2ufEWkJLfQqU2Etca5PK8XgloilGhbsy2L1Xejn84O6/N+ksz+sQeGB08rvJV6ldDoKEauTiUo0r8UcFXzOsYdXKxd6n3DIguRyvhWg60E7vd37l/l4HLv3D48O0w+QoIz5tMvoHsvNuxOhkDVjaY3Inc9IoKwNF71uMBuOKpuhcE6fotoLiQ7GNnC5JXSiWPUziBrdgRWEj99wdAMo+5eJHo9e6nNn9OBpF76plk94TcRmn/WsBUi7JcfOdxJPNWn2r1tTvniu5yYWtnS+sVDkVovBrgc7ICr/HXuv+GQsgibMGianuKW8xewIxgxOoSCjY04ndkXJZBnGaqZpvGAlNboAHgqU3VbHhjLKA0ydRvZn2et7eU3Dwn459vTmn23lBkHkhN5zd6/fwP5MF+AXzD9Lrcg28n8wTzw1aAyIHHaDuMlCytFIyFnlgPWGqHwivnwVpvLtlxYWCXe1bfCpY6AZgenFUCK02MU/j/hc8fYv3H0mD3EK41LzF/+CtN7KXFFzMRbo4JHrD12C4PJ/cnRrEDk8pLkA+rnyIl20PIaEH/xSh2+dBQAZ7N0Qc7dy6qv/v/Y0QUYf5fhYKsgd+v6H0O6/wgGVvBU8nWvbdCoQ/a28q9eNTvAWn2iRA/D/DO+XcpDmR7fJrBH3/2SZ5Bq1JgVQmXL3T/StfeDmnXVJJs3U4liVHcPCMXMlzz/Y22QHNz3WjTNTtOYwEXgkbfKmqXk3H2YF9wVw17R4As5wTNI/s8ot7rxknVZRNKySsgFIU0xAXo47mMYyPpqIyRkCdH22BGxAZqmrVS/7WQgpyhzgf/vRN5R6OAtPxoIQRBfJH0JB5Vqkf9mlHXVeVK/bcZ5WIAsLxCe64I69q5IqzgXQYPdtg7skzEYexMFQ+avG6uCMt56VJyLBQk/Mi3kx1HBqK0t2Ku0MtXeweqzLD9MiiQaUjvYqv7Rv/5lZtCt7ZK8wf4NfJ1ZOe9ue2HybGVft0gVlE2upR8BILJAPpRqhSvbWcaxp+rkHAIr2JrMruarr329ths5t2Vqmq/8Pew1fWEJFMMKbFWrh2Bzv+SLEQypti32aSxwJpYoAHgNbFWs+1asYDSxAqtvEfpx/VzaHEEWzPzCq9LfWN+KpM5nOl5nUfpB8thY3eEkDOtgoDjJT6jJA5wPqPYVwnbLrOz2yJunQloC/eBZ9Ky8Kn/vtIClO5CzjgPvEJTWfaY094pAHcLc72MjD8m6fZQ/x9+Rt7AqLNpmGMEgMMxrwcU+J87d7BK4irrl77DqOtalaSSR6sS3aRmnwxFroAM8K1Q+TkpOTAwWdl3VyAZPpIzMzm9pdLEhCY8QINXguljyW6lwK6S03abVcPZxbFMoSqylwevm+y2LV4g8s9qf4QXK3sx8C8tfvyBUVwW5pi0e/N5Y4G1ZoEGgNeaqZsDLWQBqb/znBygKRiVxxmBWKOinFOfS8PkI2DJs4JOAeODytqzpQf7EyGnYxtIHUyoId613nuqtH9yRRSAvS3K3reGycdAvMTP6/tz82MMkxeD+HgAjR/O6ee6liS3ZZmxqtzGlPYuzakTh4NHGUFEEHXIiriKsPIYDzjMXQ5XuyIqT3jS/lk4+kpGXccpXWsjcgxbhY36P5gj/8haj15S1m1WWuo3Fj7OVvzSYr/r7gh1izw2+E1Gnb3L10tSBCWnAnxS+LwHpnuSM/VrD1177e2w6ZJjgaAE5RZePea4+0pKzIO2kHRNMzjam2w7mtBmNBZY1xZoAHhdX4Hm+B6UhsknwJoAgwnPR53XjiNlKB74agH9L0Chdcc/oI9H9K6DyCPHkTk8DNI3S/lFy2Ua+FZ6TkfEAIiKQHwQFjCxAz/Ix81RNf64WFdyHhRYqVIczHZs/MeWq9wVihxjFIDfMfJFPqFd6k/h84GxVpFcVdme/NEcO5gDlHE5YD9P//S8j5npbuTMqZI2Cexagdc5/Y8sKqA0MZk/z7UctnfzDJKDELkQsHn2lj7Yvji3/n/NUW2a8lV27o+vUk0mh5gqVOn7N5OdipJR8OyttSlEOlw72V7jVK4cvWXa/xyIA/M5ha8g6liv8DD/rPaHA/o0Ocp6rCtfSZ9nq3vwpP2azxsLrC0LNAC8tizdHGesBTwd4+CCPIzrt/ob6AqtAvvTeOMFqsTjS56Uge/RbMWvHLeHNHtPKLL+zkDurz8j0W71XtNa3+tYYXiVw8XCx9iK87ymNLtH8LAdyJrqUQYUlXYn6Z1sdZ1KUy3XnKv+aJAcgiiAGbGMjA+YH4CT46HA9pXiBWzHn3bblzV+S7lZDXvvAOlyvOX2IEmtoJKUgbN5qNbP64aGyUdBBM+3CGvn36v/zVy/2M1d9EXn28zO3hsxjTd62/DZ78B0b3JmbN5Vw+SDQR7Qb07+L9A2EA4h+kn3yeDpUGresOfh9uMarEruy003LXnr4/dvPm0scHNZoAHgm8uyzbwLWkCD5PmI4AAiH+SJwPCIhWTjJP0H0LdioSJXTB5JdrIq3cq0LpS52cw38nwirb0Fu9d7TB35v7rm2QaQ5kpGHS8DGIaUHBQKhKzt6ApGnR1JGi2jG1VeZR3BVtce/uG75O8ljulHz4WmXWhYw+TDIJzAPYQPsRU7ms6ap+v0g8d8nkvkVfR9y7rFZfAqvaTUKD0vZhTfNV/rsPd6kKFK2fNXFzbQNkr7Z5HI8t8Hk97LL861fymgTI3od2Dv8fUCOqlvlJjGG+3bxYif4rrZfbj5+Er5MUIa58K/UMxL5CLNbgu1TGfY92png3jhmrTEVfZt/tFY4CZaoAHgm2jAZvcbZwGl/e8AymXsPPDoDWx1R9pS6kdwD23X40un2hMe3K8k46PHrcYr9Awsn+uYnfz2hXhAeR+NVPJ2HkDSwrRhidostB35/lDxtWx1TDIvfJ88GEKQNORVYNu830v96TmFpSxsnedzw3c/geSLjYgDM2YvDZNPGV9z+PzQjCpxcgg6eaUBuF8MPs1WbP2tlu99DgRfIEb+lOzkAhbVNifm4WQnSq/BrwETV3Dr2r5cya5h/zWgsiro34a2pOtKtro/1D8/t2+tgrzYri5uwW+BjrIya2ErXyJ7WXk5iPK1vgjk/mQnJ/+o7FD6hyovFeEL8lSy44vfmtFYYC1aoAHgtWjs5lABpMoFRP6j8zydZCeTxJtoKq9EpGWAfA8tOAD13PkEHDRMPl/JH07oKQ2KOwVL1hjKSqn/ljm398gASL8EOo8s5yE17B1vYOC+Fz7MVnxoATSlFhwp92bdpupfN8cB7Sqc0dd27Hatmti86aIyOtUz2O5+1X0+qQhr0Hs6IgaCjFLFc6/3QHRoLFcGwNfPcULnFcIVr7nWiqVh8iEQPqQvLWOr60Lg/p8u/34mlIlMjEYgNOy9ySqX8wtKvJSMfXFaaWiQPAdReEHwtjuOrfigSTeCBr39EdFy1D6vDfwbjPa3HudJ+xTr7j8B0FFQSf6yFC1YaP/m+8YCi2WBBoAXy5LNPFNbQNI9ob5TFwItv7n6CPLWFhKed1S8OL/zP5AOn8v2zMSH7kjecEIvaagIPqOojEaehy0e3L37QzQvK/Tk6hmkB0SHGZ6r2uQF/SAeSsYZ2YXlYS236fOdLHuayUMh/Crs9E9GnTvkc6aJ7e8LoMhSyHq0D9ivof+oknTheYzihxRzWTuTgjACHkbG54R9yp75nxnFXn7Qe84PgeC282tw8oV5zlXqPR3KAB/XgdqJ7OYRAzdHOf/sZBHx2EzAIp/Xh+EP9cpE2cGLUHx5u/zrwexuaLWOhTGIZSPFQWwXrWDj9vPnpdsAfQNhFyEAO/draCcnWav5/OayQAPAN5dlm3nntYCT7gPaJC+exlQjIvDAn0Aau9XEsONIvnBCD2lgszLvO5O56zGKHRNSDSBKRBP6GqPu06vfl4QJpBPY6jp6R/fA76/aEa12WKsuYtTNw+dVz5unMirCoUp7lwG8UwCJbUk6oYHJIWjdA+qHvlxdzqibs0lVwv41T1Rp7y8AfZHScLATO5vk/Msa9r4C0tNmlgQo8nNLe18F6LmhJ4WZ02S29HLzY7Cz83jlqhIZiT/eW9jqeoGJMcOnI2SecJlC8jByWi7o1XcHZlaTbIqxpvkhNtssqgUaAF5UczaT3RwW0LD3dpCuWjiMX4I6mOz+fuKDuZ4nnKd3tCYjaJ7mE8jOD8tz1yQF06AIVGHXUpqYZxg8zGqOWcPe++ZCv44HGsIH2SpoGish8jJTldSF+gZcfrCziakWuSkmhaCdylJ/VWmfGZI9j2UlcKuFeCsSj9L72ermrTs+7J9mUYZ/MopzD93P60Qv7OXCU4aWpAyzdUj9/4ZksoZ+lGQN69ew2l/ttq0oLI1sb8pG6hsIOw1jbyu+g+x4VrFmNBZYTy3QAPB6emGaZYXntJKPQRnZhXtyfw+MD86E38fZKeQHM3F5e4B/ha3YqwnVhpe1YyHmLnyUrfjlI9uliQGyJ3WoAZT7aJi8FETG1HUGo7giGq+0dwFAz8Q0TJ/MzkyuAlXR4WW0L9n+hptzdvYeiKPMm80JNPzxxoeg3XdlQo8k3TaT55MG+0DpSeHccl1it09/9kloRYErW79n1HWqSdlQmliP82P9+eNlbMUVRanKCwZwOqPYk3iU56iTpaR6NtvdL4+9LsPkyyDyCAJSHcB218Q1xg5JW0DJ5wDuUiwan2ArDkQpk/ZsPm8ssO4s0ADwurN9c+R5LBCE15flikG2LfEloGPgm6vsjDzkLS8YuV7fQDrhekWNaGOEsMHJ2WlweqEpqz8y6t5nZE4lLzb2pfD5RaHat1AY8nlOUz/yoBUkA3PwUlKIJBAXk6VWH+N4Nq7nbHB4D3KJa2mq5XN/xSjeIZ9zXgAuUXmW88ZavQ3UKrRy2dmcZKlqOfk7hLuEc8iFI/xakufBtJv9uIBRHNq0/AeS7hSqw30Ym3gJGX9ixJZp7w8AQ7iYl4Dtx5P09QCl4Qu8BqdCemL4eIA03ZvtmYzEZOTukRQHwg6vp+wWhhMCYYcTjWhGY4H1yQINAK9PV6NZS/YwvyMwWAap0GglPkYWZBfjTBV6Sk8uFeWcC3Z2mUTUIPVPrGjJsrMpyRtqQGASgRZe9cVTwsvZiiuc1FJvL4hBwF1/BGNrPXJhX7fLsPc2kD4cWvOwq6FZ/ZlRt1QANXgGlAYyEp3MqLtPac6xXNDuEGnvGwA9/SOjZ5Ltkmxg78Kc+KIWaq/QeUpvZ6vrRBvcnC4cnvw6B09qb7JboXTUMHkZiI+EXf4cXlSKojQ/z62gvhOr8OvjSWTnKeOvpytqM05qX0hG2lx7T9IHLmxTJglxn/4ATPY3acdxx2k+ayywrizQAPC6snxz3LEWkHr3hWihxpz6ENI72OrOm8+TzwMaCGbFOBeB2nUSQYNU05Cl9iO7RSg6Bx6rlJUjv5gr0nIau/WFV/V6+Say887yNkoTU4FyikdI0z3KVds1Xd4vsxXn3tucCtJhcypIH/AIWONcns8DLnNUk4fPqSItLYHTl0D4cHxNDlCD2d0RRRnb1QpGsakC5UPqv9GuxRrY4j1kZ0SFSOo9G+IX84nJN5KdqvJVbn8TxKBRVmYsVn8EO9YjPD/xxmjdwHmBsGNi3UDzk2wssLYt0ADw2rZ4c7x5LTBagJMeztZMDiDjdvb5Pwe+WRHOv0HuOqlCOmjHFtrAxFfJ2Ff5VgDHEfqb95txKFfoGB0uVtt0/g0OtyOX/C0HPK9pHMCCl4Ptu5Srf6veKl9Llkg9hskHQHhNXVaBfd4ccBkohaVsxYcX6+m/BsrIM2petdM2HlwMKFRdp/chZ0zcwQ1p9d2glvUS39qvqdpm5bep0HAOQrFaaLEqg3lyAoSiipzpk8kiL169Dv2dIBkI++MCvwggPK9HKyWvglDcO2MUr5qfY2OBdWmBBoDXpfWbY49YoKIXy+hgsl2hNxwFScVQcnKl+CaIzo8zr9OM3XTGWo68RwqMVPUWgJN8GQqFQMRx5CgxhIa9L4L0XutYPeH+EZC8d0d8koxfVAGXNPkrgLu5z4bpE9lxa3Oj0v6T4nlsx8eWvpscgh4kz0WEz/pJ6u1QszujFWWqQ39jFN+9sh4lx0B4oV8v30B2KsxklesjfYmt7n6j1yT5PBSEE4ivkBMK4MpV48AKXD+7MzffvCKKUVyLwe5QmnNRA/ouGJsnPLEewJ/+4CAo9aISwmfZip/f/OwaC6wvFmgAeH25Es06cgs47y6Kl00jhq5h8kWwpIS0ABFDRQzBjliqEq4A0aD3VET8mn+IaxUj7Eh6dqoCFJznXRRjlaQF823SxFqVfPEUtS/ZdRXOft5VW0Ptog+as3cgCwBSmvwECFq45C5kJ/faF/CAnwwp6Pnip4zignZS194eminECzi4C7nJJcWaevtAzCqlz2YUP7wG0NZyVEhDsnOneg+t1HugUpxFchO3b6qnsd39+ghQV6q8q2IQ434OGiQHIkLxQiZ8ia145AVg5DjSfyJNns5W1zOYNaOxwHpigQaA15ML0SxjzS1QVeRxD/B5CRiCUHtRmSscxtZ4wgaliYWeTSjAPMG3kZ23jDzYh733gHyt/5xfZ9TxZBRhaPXqu6HbMg/XxlVgx8LPro/XhtTbFzLxCTfOZRQ/tLJ/mlh1sC/KGuBBjGNPJblQG1KSbIc2Mg3hCxnF96rNa8xWobBJTyG7GeDay4b1EdtLged/7g3vziVFSN0dO+1/LRc1qFFqFufWfyukrIjrLEbxTuU1FOeRvAoshYmJF5PxMeO29Tarh5WrSlST9ms+byywPlqgAeD18ao0a1rQAiPkHAsQLwSBduvlDTSSPGNOv7fSq1uAwuzhYPT+8O8LQjXvv+uLUprYZ5u7z1PtzXa9Knj2VWDkc5DEsWT8vAoQDnumVesLvIRPsRX70G8YShOryPZeZJ0Ccr4irCol5ipG8a2qx00+CQYKRuk9bHUrhVJS8lkIz/XrSg9ja6agh7SPBr29EGVV37iWUZzlZou1S7cO1eO+NUvpq9ma8QVltSH1fzynL+x7jGF0lvjvcbrAuV3Uf/tcbLkgZpmiSG/ccZvPGgusaws0ALyur0Bz/DW2wBgvaF7CBSfMrr7lVj2RhmkYRbFnbRoBA90NMu+XXkYvxfPZjn0+tTRqijw/YxR7JaPyNuqXFI6qvNFuEWliyki+qrrm+QXB+ixUPAJy84Wgw9zFywE7d7KTs1MAABTJSURBVCCZ51ZrkYAfMYozu3jjlPmda8pJ2ekpTX46197zKL/DeKYqDZLnIcp6h7USjHcimReoVWyVJqmzgh+nB6pK+2zs0DD5uNks/3KB6MekeZrPGwusSws0ALwurd8ce40tUCmq8Q//E9iKC8akMTNq2HsvyJxaEbR8blzkMcugOUyOBhGYsPhdRp2qZGLYVuXwsPAituJPVsHX6QpnVbrXgtfflbxtxYtWmlwDwKs6DbAj42JNUrIdFMLIxAVkjfhiHg/Yg2jyOygnBnkQWQpfJ8kj0EbG9fwvRvFtqmu/+tbQpqZb7L179rYY0fEdJi8EkYWKR8LcBVD3TwXk2amEj7AVe83j2pCSR0D5muwE3sdWN4T3J4LwV6pELQsX7a3xDdfs0FjgZrRAA8A3o3GbqRfXArJiGvWNcSobPwhEGxNZjqTB06E0J6LAmJBrDhbqPwaSKSL5MUx3Zmem4C8OH0uVQqULwY4RbxT8yx4AXwTB55trMn7+o979oExnmNeBbfNSC/IOze4KRRnr0w8YxQUpyQI5YDd/mpjH/wR3fKa7kTPWxhOWY6QaA1NGylSd7k92y3a1CuxCVnFMXlbSJlDfctI+R10rMMuP1Z99AlpRITNJPpbsWHHZyFA5JO/mjJ5BtnO1qfoOQUTDis38ebp9GlWjcbZtPls/LdAA8Pp5XZpVjX9AF603TkM42XU+diNpdlvIPfwzEoc/MIo9H/O4+a2XWNrLP8hxDBkXIc7S9tXwq45kq/vWEXBIE2v18aBJ7U92C+IJD9AHQ8jaika4kzVIDkFkUo3Oc/wCW/GB5WMsGIIeJseBeI7bJ8UL2I4/Xdm/zG1NmJ6yb9UJQ+rtFwhR7JPvM4ozSshim2HvLSCzyuKxYXi3fCWfgODbr8hvkh3P0jXuGqSJEWVkdKAXgenO5Ezgwx7dQbp+Cyi2lwtP3NLo+k4ybfP5emiBBoDXw4vSLGmyBTRMPgNoE0R4+3xqSO5ZXK7WdQ5VPPF+l5IDDOj8M1xXMdKO5MwYjmJHznF2WOH1wfst+JX9/mV+51Xg7N3K7UXuGMPkE2AGSvgAGXulpAwAyyFm8iiyc8TE78eAjtR/9xwrhi+uGvt98n4InqBDOIat6suGfLuS5WuzIrAKb3Swk0kfmhe8qZuH2GFc8ZQ0ey+ltLYkX1lNPIeMC7GM2uVWmqj4aLS6vH53OPa0FG8GuKrp822eHhuSBRoA3pCuVrPWqS2gYe/1IAsSCUZ7k+0Kd3EOdr71xtqOPDkHeQTZOWrcwTTsfRmkzzmPAS4PTMmBUOhXnZCjlpJzoKwVKNqfbNc95E9BOCQc55VsxUevEQAPk1eA+HAAvE+TsReeD0Ma7AelXl2IOJestkC58xgmRY6VOIgcFbqvvEhIX2GrO151Sv3XQ8qux4pQWZ63ZNXWtheUBm5tZ9Aj2OqOvR5T3xDNho0F1kMLNAC8Hl6UZkk3zQJS/wmQiryj9Hm2ugdPmlXD3ptAvj18bwIOVq07wrAk6c5Qf2U+D/nIcXSXUv+bkPb04DZaGBRylza///1RoznYtP8dQL4AjNHTyHaFyGLBELQGT4VSRyQC8FRGnd2qIFfOQUNgJy5TZDoALrNIkd8iOz48XxqSo4k8s7BJZ0uSl41uZ4xl7iXH9x9Lb2arm/FKj1waDXufA3lQydY7k52RfPxNu1OavRsLrFsLNAC8bu3fHH2RLSDpNkD/+7l3CVzDKL7tpMMEEQcDBl8JzOjZZHuCRm3vfSBDqLjKo5zNr3PO6WD7B84Gcfo+2LlbHZCqoKVLGHW9BGAZ2NLEiDS2cx8N+Sh2OgXITVOE1e8/Ei39LEz5a0ZxRr2ZH0Vp72KAW/vzHn2ZCC8cFobuuEzyeb+Z4UMf2h9da0l9aYxWcm4bDZ4FpZngxTXhRWeiqILS5OriuuBcoLMzSascb0ZjgVuEBRoAvkVcxuYkiod88kkokEzYh6uSO3HTyTJ0GiafNv1evz9PYjReGs++VZpYyHQmAPVTyHbOIJUff9B7BiIGCcHx82mYHAoikFvom4y6I0VJSvtXALqjP1bnHiSdRnB+nAXbkLQN1A+5aV7JqLPFGOA0Dm3v1QqvYiv+0Og2/RMB7es+T/VMtrtFRXnYWBrsC6UZo9cso3jJpDtSaWk+4TNsxT7MPmbo+uu3wCZxmerzU2SVrKS58xsLbMgWaAB4Q756zdorFpBW3x1qFUBFvJCMfSXxuAe8+k+CVKgiDQePYmeTiqeZA56SV0LIAOoXjGJPU1kbGvZOAOlVfoQXsjV6fA2TsiTgkWSnUkXttXf75kXbGIKXbkpuk/3bT70gAF80A21lursttwM7M+U2JzeH+m+B5KuYhYoUYn7ew+QFJiLht9FX2eqOqEa5r9LE+oq9GhVxKBn7/HPdPv1Vj0SrnXnm5nk/meycNm5bf8jkBVA4vpt7uA25JKP3nLRb83ljgQ3CAg0AbxCXqVnkNBYIsoTeYyJPJat5zxEwqLQK4YNk7KX/xgFH2vsbwLsGgHkpGX987Hbqr5rrNfYeoA8/G6FFZVRIPBjtRba/Vd5AVZGCvzOKvVpSaSwEwLap0sTCx37NY0QnpMGeUJoVpo0l05B0V6jv2avI1WTHV0XX16PkJRA+5j/W3xl1R9ac7SIlS83jDv8e2+JUOVf1vwNl+fBR8Ydx62k+ayywIVigAeAN4So1a5zaAo6sYwrlm7JnJaWXMEp3LKsCVQGg9xSIvgiKuAi47kHk7a4dBaHZPaEoABq/zajjC7FKQ7r2dtBMIbnH4d3IJRWQlvqPgmRUjzbGettTAnDJK+WjyU7heTrvcvVdoVZBDcnZ25ObXzWy5rT/LUB7+PNP9yJnKi8MDnJ11ebAZiug0HNNPZXsZmHpmg1Wba00OouMQv55/kiFm98rZH2V5AVT3wzNho0F1nMLNAC8nl+gZnmLbwEHgpg5cy7seu8AqhNDpu7hnyYWlvZqPuTbyU6m8lMFlmHy+TmA9oQZwsvYioNHWGwmze4CRRkr1e8YxfcfBenBM6B0gTxyb6IecDZfJd/K6JlkezR/mya/BXC/AK67kjOZjGG+LA2Tl5rWcTiv49ga1UX2INx/m1U3hx1/zih+5KSrp3JIn/gjMPvIceC/+Fe/mbGxwPpjgQaA159r0axkLVlAw947TWw+HG4ig5MHlaSkf8vV4PBB5Myfxi1VafIvAF4ZiP+/vbuJkaQu4zj+/KqmqncxHkx2Y4wegF0JoLCoLDEoiy8RjV70ghA0MRrQiKJgxEROHFwiRjARXwLRi5CoFxPN4stFjfGEb6gcDAok6kHYmBgjM101VY9UV9VMv1T1NEyYf8/0t47T0/VUfepJflM19f//k+OSZmZw8vHZo9weVJx+cDaA89vMvV45yLuX21voDrjI7jPZzc0fDp+RknplprHNi+w7JvtAXatnVi/3Y+b5X5uv/UdRWs9fPb0v37jAPP6DWfsI3t4opdV6yJ3b1IxipxUP7tijFqAMAkshQAAvxWXgIPZKwD17nblVw47at5nfJ61tT/owE1ATL1U9oHhyQov2193zd5h7Nf1kdZf8EympFyCY3l85PGOmZnyv+kLxy9Xaxs2+7pCS0zP72eElrDpP88+b+xdG33W7R3Faz3w1trmPhb35w4oGE+OFx87vx+b+ruaYrpGS7XHW4/srsvtN7QQi/S9t1ce3+V7z8gfN1zdMdqWU/n6veoE6CIQWIIBDXwHq76mAj78s5PaQ4rS+++vY3P2V5vk/tj4qiquVHO5eSGBivmO7VZod0jMKnTJ72syOjvZZFG9XcrhaknAyFIvhd02q3zbumMhjtJ+FAnjzQ+ZlPcez+/cUD2ZWjfJ8/W0Wx9U6ydX2jKK0Hvo0fUyefdq8GTo1b57sfP2UxfH2ghZKXiXpn73GRfagyW6oz9V6X27r+z4/R2A/CxDA+/nqcezPW8Ddj5vnj5vsMbPk2nkv9XiRbd+Jmv9I0WDmpar2ANzzf5k343Zzv1iDQbWowGSw+sb55lH7WLqapOPlXRNLTDya7Rmms1gATwyz6lmz2F9m1bHXk21UL1kdkw5NzG09yu/h8CJLmhegpKel2XHFWxbl8Idmql/a6rnz3nbzi83y75vba0zJqyW1j7qf97XlCwjsNwECeL9dMY53zwS8zIpmRqtqEor3a23QuTSe5+tXWRy3d8YzKxtthc3m8DqL1M6y1T+W2LO/PbcwxPl1IPql0uBPM2G+0B3w8BJz/bG5u3ziuQUQjnXhTYzhLf16rQ2aF8Cm/oAYX0GpKE4pOdy+qT35h8bm8FqL1L7wVSpK67HIbAggMCFAANMQCHQIuGe3VndvzUePKEqv6IPyIru3mnyiDjrdLiVf6gy6IrvH1Ix/dfuG4vTj3YGYr5t58z/qjaPTKylV31nsDni0otEzdQ1tKEo6Z6jyIvu6yeqlF93uVdw9Hto9/6y539383lcUp+1Y3pnT8DKrVow62YT/bVLazPxFuyGAQCtAANMLCHQF8Pg8yV5+SvGhidWIxr/iE5N0+AlpUN91Tm1eZtU43HpojuwmaXKN3lH+uR8xz5vQtH8rSusl/Kb3tcAd8Gh/ZVaN663nwlZyVNL2GORmn+7ZjebN2sNmv1aUvrmzpg8vNVe1/ODOk20UG7eYomY2rO75rmk8BFZdgABe9Q7g/DsFttek9b+b0hN9iwC4Z5eb2yPNTn6lKD3VR+plNjSzdPT5pl2hNG2/t/UV9+yEuVULMVTbnxWll+wygKvH1/VYY9llUtoE6PZePctO2trWGseZonQw5xyqR+1XNfs7KaW/6Q7r6n/L2aNmGi00MW8tZloQgVUVIIBX9cpz3nMFmke8V1tR3Knk8C96A6kYnq7WD64DSZ1DhqqPmuFPv2v2c9aUvGJ6+b/69zbebR6dafb3Myl5564C2POfmvs19f7K90iH2klAxkLf18zzagnBI02wvr5vONDk0Ca/S/GgHU89c5ier7/F4riab/qXigf1nNNsCCCwJUAA0wwI7ELAy6xaTq+dUetyKf1td2BmHzXZN5vPeuc/9s3sRouax8Fu/bNOLfoIenx2rtJu0trsY+9R8I/Pi+32McVpvQDD1OaevcHc2rvevyhKL9wFH19FYKUFCOCVvvyc/G4E3CcWte99q3kUcEX2LZN9uL7D9Lulwee6g3psiknpLinpvMNc5CWsUV3PT5t7fYfufmffnaj78Ivmur3+Pfu24vQjfTaTKx/5a6XBY7tx5LsIrKoAAbyqV57z3rVA84j15zuFW3OHOfa/2Oh6aa17qI9n95u3M0nZLYrTr+4Y1POCtcg+abL6BTLZA1LfTF6b15mX7RCp3v89139MjP2RUBRvnfeIftfI7ACBAyxAAB/gi8upvfgC7sMbzKLj02v6jld293PM8/9t/Ux+kTSoHl3PbF7mZ8zapffmrCi06CNoH1vJyfSwou4lGt2HF5pre/IQJS+R9GzvXfBodSJ7XBo89OIrUwGBgylAAB/M68pZLZHAxJ2y+ZOKBvUkG50BnFVvQJ8YfVRsvknJOdW81bNBvWgA589eafFatZpTtT2qKL2sv/bwCTOdV9fmznaJWohDOaACBPABvbCc1vIIuI9NiDHncXF1xF5m1Rjg5m3k4jzp8FO7CmBfP9c8frLZx1lFaT0P9U6hru4JQJZHlSNBYP8LEMD7/xpyBvtEwH3jgr6lDNtT8DKrwvJcd/+vovSIpGzHsJz7cpWnXmZnJb3UzJ5SlNZ3uH0hvMAx7hNuDhOBpRcggJf+EnGAqySw9YLTTnfKRXazye4b2bh9QnH6tR3vbHfY5yo5c64ILIMAAbwMV4FjQOAFCHgVwtXLzXPC9wXslq8ggMAeCRDAewRNGQQQQAABBMYFCGD6AQEEEEAAgQACBHAAdEoigAACCCBAANMDCCCAAAIIBBAggAOgUxIBBBBAAAECmB5AAAEEEEAggAABHACdkggggAACCBDA9AACCCCAAAIBBAjgAOiURAABBBBAgACmBxBAAAEEEAggQAAHQKckAggggAACBDA9gAACCCCAQAABAjgAOiURQAABBBAggOkBBBBAAAEEAggQwAHQKYkAAggggAABTA8ggAACCCAQQIAADoBOSQQQQAABBAhgegABBBBAAIEAAgRwAHRKIoAAAgggQADTAwgggAACCAQQIIADoFMSAQQQQAABApgeQAABBBBAIIAAARwAnZIIIIAAAggQwPQAAggggAACAQQI4ADolEQAAQQQQIAApgcQQAABBBAIIEAAB0CnJAIIIIAAAgQwPYAAAggggEAAAQI4ADolEUAAAQQQIIDpAQQQQAABBAIIEMAB0CmJAAIIIIAAAUwPIIAAAgggEECAAA6ATkkEEEAAAQQIYHoAAQQQQACBAAIEcAB0SiKAAAIIIEAA0wMIIIAAAggEECCAA6BTEgEEEEAAAQKYHkAAAQQQQCCAAAEcAJ2SCCCAAAIIEMD0AAIIIIAAAgEECOAA6JREAAEEEECAAKYHEEAAAQQQCCBAAAdApyQCCCCAAAIEMD2AAAIIIIBAAAECOAA6JRFAAAEEECCA6QEEEEAAAQQCCBDAAdApiQACCCCAAAFMDyCAAAIIIBBAgAAOgE5JBBBAAAEECGB6AAEEEEAAgQACBHAAdEoigAACCCBAANMDCCCAAAIIBBAggAOgUxIBBBBAAAECmB5AAAEEEEAggAABHACdkggggAACCBDA9AACCCCAAAIBBAjgAOiURAABBBBAgACmBxBAAAEEEAggQAAHQKckAggggAACBDA9gAACCCCAQAABAjgAOiURQAABBBAggOkBBBBAAAEEAggQwAHQKYkAAggggAABTA8ggAACCCAQQIAADoBOSQQQQAABBAhgegABBBBAAIEAAgRwAHRKIoAAAgggQADTAwgggAACCAQQIIADoFMSAQQQQAABApgeQAABBBBAIIAAARwAnZIIIIAAAggQwPQAAggggAACAQQI4ADolEQAAQQQQIAApgcQQAABBBAIIEAAB0CnJAIIIIAAAgQwPYAAAggggEAAAQI4ADolEUAAAQQQIIDpAQQQQAABBAII/B9DF60Zr+QzVQAAAABJRU5ErkJggg==</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="0" y="3.2404799350579393e-13" heading="240" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" 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="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="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="108.66666666666666"><block s="clear"><comment w="68.5" collapsed="true">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="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="895" y="142"><block s="clear"><comment w="68.5" collapsed="true">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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="823" y="518"><block s="forward"><l>-100</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>