<snapdata remixID="12701866"><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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</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return SnapCloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return ScriptsMorph.prototype.enableKeyboard;&#xD;    case &apos;Table support&apos;:&#xD;        return List.prototype.enableTables;&#xD;    case &apos;Table lines&apos;:&#xD;        return TableMorph.prototype.highContrast;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    default: return which;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;if (tf != !!tf) return;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        return;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        return;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        return;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        return;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        return;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        return;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        return;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        return;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) return;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        return;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;            if (ScriptsMorph.prototype.enableKeyboard) {&#xD;                ide.removeSetting(&apos;keyboard&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;keyboard&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;            if (List.prototype.enableTables) {&#xD;                ide.removeSetting(&apos;tables&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;tables&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;                if (TableMorph.prototype.highContrast) {&#xD;                    ide.saveSetting(&apos;tableLines&apos;, true);&#xD;                } else {&#xD;                    ide.removeSetting(&apos;tableLines&apos;);&#xD;                }&#xD;        return;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        return;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        return;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        return;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        return;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;}</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        return;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        return;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        return;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        return;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        return;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        return;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition></blocks><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,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7sXQe47FS5XSuZyZyLoM+G/VlRFAs2VOzvgQWQqqiIAvYCKqCCFXtDLvaGYuEKonQFwYYNUaTZscJ7KKiAPEG4Z5KZrPftkkwy5dxzCxzg/vv7/ORMkr2Tldys7H///1qENUPAEDAEDAFDwBC43hHg9T6iDWgIGAKGgCFgCBgCMAK2h8AQMAQMAUPAEFgCBIyAlwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBBYAgSMgJcAdBvSEDAEDAFDwBAwArZnwBAwBAwBQ8AQWAIEjICXAHQb0hAwBAwBQ8AQMAK2Z8AQMAQMAUPAEFgCBIyAlwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBBYAgSMgJcAdBvSEDAEDAFDwBAwArZnwBAwBAwBQ8AQWAIEjICXAHQb0hAwBAwBQ8AQMAK2Z8AQMAQMAUPAEFgCBIyAlwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBBYAgSMgJcAdBvSEDAEDAFDwBAwArZnwBAwBAwBQ8AQWAIEjICXAHQb0hAwBAwBQ8AQMAK2Z8AQMAQMAUPAEFgCBIyAlwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBBYAgSMgJcAdBvSEDAEDAFDwBAwArZnwBAwBAwBQ8AQWAIEjICXAHQb0hAwBAwBQ8AQMAK2Z8AQMAQMAUPAEFgCBIyAlwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBBYAgSMgJcAdBvSEDAEDAFDwBAwArZnwBAwBAwBQ8AQWAIEjICXAHQb0hAwBAwBQ8AQMAK2Z8AQMAQMAUPAEFgCBIyAlwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBBYAgSMgJcAdBvSEDAEDAFDwBAwArZnwBAwBAwBQ8AQWAIEjICXAHQb0hAwBAwBQ8AQMAK2Z8AQMAQMAUPAEFgCBIyAlwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBBYAgSMgJcAdBvSEDAEDAFDwBAwArZnwBAwBAwBQ8AQWAIEjICXAHQb0hAwBAwBQ8AQMAK2Z8AQMAQMAUPAEFgCBIyAlwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBBYAgSMgJcAdBvSEDAEDAFDwBAwArZnwBAwBAwBQ8AQWAIEjICXAHQb0hAwBAwBQ8AQMAK2Z8AQMAQMAUPAEFgCBIyAlwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBBYAgSMgJcAdBvSEDAEDAFDwBAwArZnwBAwBAwBQ8AQWAIEjICXAHQb0hAwBAwBQ8AQMAK2Z8AQMAQMAUPAEFgCBIyAlwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBBYAgSMgJcAdBvSEDAEDAFDwBAwArZnwBAwBAwBQ8AQWAIEjICXAHQb0hAwBAwBQ8AQMAK2Z8AQMAQMAUPAEFgCBIyAlwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBBYAgSMgJcAdBvSEDAEDAFDwBAwArZnwBAwBAwBQ8AQWAIEjICXAHQb0hAwBAwBQ8AQMAK2Z8AQMAQMAUPAEFgCBIyAlwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBBYAgSMgJcAdBvSEDAEDAFDwBAwArZnwBAwBAwBQ8AQWAIEjICXAHQb0hAwBAwBQ8AQMAK2Z8AQMAQMAUPAEFgCBIyAlwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBBYAgSMgJcAdBvSEDAEDAFDwBAwArZnwBC4kSKgYf4Kd+pMs4/dSC/BTtsQWK8RMAJer2+/XfwNDQGpOAjSW0G+ley+bdb5efIlPuq3C3svRMKL7fOGhoWdjyFwU0fACPimfoft+m4wCEjz9yTn/rTQCaks/grojmVZ/i1Je3clmU/bX8O+I+mDAgHrbUx7b526n5SVw/7/JElye4CXMOneacHxF3GONxhA7UQMgRs5AkbAN/IbaKd/w0dA0m2h4h/+TFc1sy3zywDcJuw7vDu57KK1I+CVd4PSC2MflzPJbjtzVl3Nvv3Y3Y1JunOxZggYAtcRAkbA1xGw1q0hUCGgYuUTkKanh791IZPePWaSYJmfD+BBkawfTXZ/vHYEXGwJ6YzYx8+ZZJvPHrv/Z4B399uHwyeyu+x7dhcNAUPgukPACPi6w9Z6Xg8Q0CDfEynvuuB6rbQMKq6t4aDuS/YumEqsZf9kgNsEAk6eTnaOXTsCHuwClcdE8j+FSW/bqf2pvynE347OsbsByZUzydrNlof6H3ayz68Ht9ku0RC4ThAwAr5OYLVO1wcEWjPbVYeWfwHgAYFYtRvZO2o6seafBvGisB9eSWYfWTsCzveB8GHfh3AY0+zFMwj42RCPjNt+ySR74ILk6xLFXLOZ8vrwqNs1XkcIGAFfR8Batzd9BKT+ZhB/Fa/0J0yyR80krWH+GRAvCESog5n2XjeDWA9y68Rxv/cy7b1+rQh42H8PyANjf29l2puaWa1h//0gXxuJ+rNMsxfOvJYyPxPAI+PHxP3J3q9v+nfbrtAQWPcIGAGve0ytx/UIAZX9CwDeJ5ARHk5mZ08lzEH+YiT4VNz2bSbZ1jP2eyESHBb7+wKZ7blWBKz88xD28H2UeBE72Wem9lfm3wKwVdzvJexkn566n/KHQfhZ2KbfMeltuh7dbrtUQ2CdImAEvE7htM5uKgjEMp/HY1i+m905R05Tm4b9d4F8QyBMvonsvmsGcT0Igkuwcu0KsHt7koPxfaX5p0LJKeF3fotJ90lrRcBl8U1AgexZbkPOfWNyTHWg4m8Abh32w+Zk9vPp11G8EdI7A//q3Ux7b5yJTTG/NdLkDZC+P6tM6qbyvNh1GAJrgoAR8JqgZsfc5BFQmStcpC4GsweRvHI6IekhUHFO3PYjJtljZxJSmc8D6EWSewSZnTVJhv0HQqzI79dMsvuvHQHnLkS+WRhTDyJ7bi261aR8Cwg/jT/2mWRzC1zDDwE8JvTXfSjJc2fgckso/znAu/hdk8zeNTf5fzV2gauLgP2jWF3EbP/1AgGV+f8C8OQBla9iOhcSmaY0lbmrs71bJNYHk1k1020TXZn/AEAgaOKlZFaFpOv9JN0aKi4P+/CfZDfMSsfa4oU4iisg3SoS5m1IXjHRl/KXQPhk/P2HTLLHTSfVfHMI58VtFzHJQsnS1PObfyWYfChuuphJ9p+z9rXfDYH1FQEj4PX1ztt1L4iAlL8awqFxp58xybaYSTYqPgBp/0iaB5Ld900npfwDIOJ++BSZvXTqfmXuyn/CLJT9jcmNJgQxFkPA0tW3hXpBAASYZ5Itm0Gsn4TwEr9NOIRp9prp+xUHQHpvvM5DyO7U/Xw3Ze5m9w8P+2JfMvugPXKGgCHQRsAI2J4IQ2AGAirzIYDEby71THZ6X5lBTE2xi+8xyZ44fb/BM6Cy6uMsJtkjZhDwHwHcM5LX1PXYxRFw3lx3/hOT7F4zxnPh5/CBwWRXsvPVGfs5MZEnRAKeLRIy6O+KhEfHPkomWWoPmSFgCEwiYARsT8V6hYCk+0HFr0H8GujuSvI3swDQsH8wyDjL09eY9LafuW9ZXALoDn57oQew16vKk+pDpJV3hdJKWrIA5+9A3nwyJFzm3wcQwsDkU8nuqePjLo6Ai6dAqpKufsAke/xEP7rq1tDcpQC6Ybzh3chl/zOxX79/f3T5y/A7L2XSveNsLPonAXya3y59gGkvlDdNaf5+oPgKhM3A7mYL3Y/16kG1i10vEDACXi9us11khYCUPx/CZyM5fIlpb/fZ5HDNHaDuJfX24fDx7C5z67gTTcP8oyC8PaAjbbJ7yNT9ytxlG98u7rc12f32BNkN8yNBPDvsgxeQ2eGT+6zajKF9rTiKabbbRD8qtoJUZXn/nUl2++lEWezvyDTgho8xzfaeul+x8nFIU/cBERqLO5I3cwQ/tWnYXwHyOQtd66xj7XdD4MaOgBHwjf0O2vmvFgJS/mAITl85rrEmO5GdE2YShPIvQQjEtaCSVPFESN+N/cyu81VxIqQwkyZfR3YPnkKuo5m39GamvVD202iLmgEP+28C+Y5w7tNnolLxWkjvj+dzEtndYRoWatYJk/9FdqO29fh5tZS8jiSzQK5TmjTYESqPj5vmQWxJZlWS12rdV9vZELgxImAEfGO8a3bOa4VAq3YXWLh0SPlDIURxDa5EPtycc3O/n0FS/wRwS7+t0H3Zm9R7lhp1tMRR5LRZaSMBjMnHyU6YWa8uAWvwMah8eSDX6YlQUn4kVM22p9cxq9/fFN1aJ/pKJlnIqh4/p/n5eyNLzwcUkr2Ih5FZVaI1uX+Zj0qaVlFTvFY33A42BG6gCBgB30BvjJ3WdYeA3Lon5s6AUClYvZrMqpKZaUThXIHC+qn4Dqbdt0wlIOWHQQgSjsTUPqVia0jfjMdfwCS77wSRqf8MiDFZiycw6e60RgRcFscD2jGcj3YlexPJVSpzZ8AQ1KzIJ5HdCdERKX8VhJDFTHyGzIJW9TgBD4u3g3pz/Pn7TLKQsDVt33afvwPmHz1tPfy6ewqsZ0Ng6REwAl76e2BnsA4RkHQvYPCchdyJ3HBS/mIoSEMKupgcbklu8JfpZDG/PZScGAnoQuDqzclbXzVBQIP5pyKpVKx0KpPeUyf2kW4JFW6mHBqH9yCXVX69/iepZSE4NVt6USHoMm9kN3Mia1laeXco/fPoXLq3miY4orL/DYBP8fuV5TbsTFPTuuLmwEbnQwi1wSx3IOdOmo7ntXeW0h8zinSAeAk5XfqyOl7OfQmdL5F0GeLWDIGbBAJGwDeJ22gXEYhLd4BcNrL/a6b1Xv1SL3M3Ew0yjcKhTLP9ZiGpsv8HgKGMh3gFmX18KrmU+TUANogkdC9y7k/j+0n5b6E46yz1dHZ6LctBaeXdoDSQMnExOSlisSgCVv6/UBQT4fDu5LIqAztc8qC/CxIGq0LiAnLabHz+nlBSkd61TLKbTSfV/OUuOSti/0cmvU1mYjnMl7uQeNz+LSbZVLnN0X1qWjR270hyZlKX/UswBG5MCBgB35julp3rgghIugtUOAWr0BYwH/AEpOLJkEYlPsPBY9jdoDKvb42l4fzLwCSQLnkm2d1yBhF9EcJzI6ntTWaRlEZ7a5h/AcTzAgvqXUx7b2r2JSmDin78bQh2NyTpZCzrtioCljQHFf8GEGpw2e2RzMf6eCfIoOUsfJFpFkwbmuMofwWEj8brOYLMwnlP7Ff8GFJwg1L5cqZzn5i6X3Hto5F2flRvI59Cdk+btq/vapCPzCnCdfwnyYtn7W+/GwI3JgSMgG9Md8vOdZUISPmnIIw8b9m9NclRyHecOIb5YWBct4WOY9LbZSYZlMU1gOLsVruQveMmiai/I8SY2auvM+mFetgmqQ3zV4CR1GbM1FU6cwTFcqVyYia9agJuzlz5dybdifIilY2ZpbA30ykfC2X/awC3CwSsncjeRMa41N8ZYpzF81om3amz5MDN/WMB7hyIGp9hOn092W92EpoqRnXSxKfJLCh2WTMEbgIIGAHfBG6iXcIIAelft4KWuUSih4Rfp5NPdYSkTaHClSWF7GUmu5Gdo6ZhKhXvgBRmq+TxZDcQSZNcpY7Kok96Ba0B2L3H+IxNef5wdBCNGHgJk+6dJvopc5c9HK6BfBzZdRnDdVs1ARePhVTVLJ/LJHvo5BjFXwEFQY0BtmCWRZvBsGeMKLg14o6EkomfRU9xcCqOgxQSxch3kt0qEWsMm8GzofLI+OOVYHdLkhdMw9qP3/wIAc4FV25N3mLmx9Ssfux3Q+CGioAR8A31zth5rTECY5nGbqb1SabZy2a+6Jv1ssA5kRha4dpASC1tZUc2U+UYVRZfAfSMQEiTpgvS6R3o0S7EHGQup9j/qSxOAhRmz9SzyF4l7RjIcbiwEIfUfybEL4dr5teYdFsqXlJLprIEz+iRT2yRq1omDfwqk+6uEyTeThibrV0dwuruQyd8CMyob6761zD/hMOuHm9GhvYaPyR2oCFwA0DACPgGcBPsFNY9Ahr2Xw/y3Yt5gUtaFslh88BXfD3ZDaYDY03D/HAQewUSmU7s0uCZUBnJTycw6U2WEZX5mQAe6fsp8Xx2ss81h5LyT0CRgIT9mGaVMcTiCHiY7wtiebgefJJsf4BokO+FBJXC1k+YZGH9ttFU9o8HGMuYkmeRndZHgIegSZTC55hmz5+Km4oDIb0nbjs/fuQ404lJjNulWo6s38C0Vx277h8W69EQWCIEjICXCHgbds0Q0DD/iJ85Jvoo2XM1rDObVBwDqV7TXciTVsqf6xKRPKlIVzDRo8i5P0yQUksTGf8Gu84reFTKE46/WUyAcofPg927kfx7i9yG+YdAvDKwKT7CNAv/HZtUvAlSULEiDya7r2sfv6oZcPF+SEGDmXwz2W2paWmYfxjEPnH8DzPNXtUeX7eDCpc1HRXDfCKYy/BunKPuARXOu3hD/+NMDez5TVS6xDUGa0XieWR2xKwbN/Ji9ud+LNl9+sL3uX9flHTSmCXTLFyTNUPgRoCAEfCN4CbZKQYEfC2o9NaIx7lg96kkK7u9CZik+U2gxK0H3zVuXJWt4AmQghTjlFljNYBUnArpyfGk3sq097bxwdWSnMQLySzoT8emQf85SLgi/jmhxiXle0Fxhip8iWnW0qxeZQh6mK8AUWksP58cm2E3VahK7c5O70ut81P+ApckFbDgVIlKDfsHgQz3gzyN7IZa4bHWms2TJ5LdMKuetm/TxhD4H7DcetqH0OheaGOocIYT1Xr5W1dVAz5rbPvdELi+ETACvr4Rt/HWGAEvsqFiNCslvwV0tpmWGDR6QQ+eBZWjpKoFwplS8ThIIyOB4XBrdpdNmiWoeBKkqnTmj3EWfG2LwAb5Hkjw+fCbjmHSC2vCsUnz94GSKgHpGvCvtyHvXpcaqT3G6Uyy/2odv6o14DJ3utTBFpF8Mtmt1LcgXTgH3elyACFbmeWm5NzvWv2X/a8CDDPPEnuyk32hff7aIM5+Y210e4z6OouVWyFNR+pa5OPJ7gxDi/Flg+TZZCeG8icfG0kdYHAKpFDL7a+lu4mJdazxPzE78HpGwAj4egbchls7BKTBnlA5Wi+Vjmbae9ZCvWqYfwDE/qOX9CThjIix+BCkGA7WN5j0tpnWt8rcWfPd328TXso086pao368zZ8jOddcqNrVr17Z2qfMXYlN0FUey3RWv/8AdPmLsL9+x6QX5CJjW+UMuOxfADBIbRZ6IHu9aCXoIwnNDOl/MslCaLjqO6h1uXrqEFrm/G3GZSI1zF/iogTxkF8xyR7Q7KPuq+yfAjAogpEfJrutUPdozNYHicP0EKZZtIKc1rNPRPsyyGfWW5nsRXbiR8/0Y+xXQ+CGhIAR8A3pbti5LAoBDYv9QI3s/oiPk9mEYUGDUBJg8B1IlTbxTJN4SXeF8h8DDOU5JV7ITjt87H4eS2Kaauigsn8awKDyROxJjs0imxKPY9rRkm4NFRWBX8Uku0WLJFc9A/4XgJuHsbu3IVnX07a0nTEpmSnle0D17P2bTHoh3N5oaoWwJ5PIIkYvQBLD2NAlYObKjia8hv2+ZT4cZYXze0Dnv0mWsx4IKf8YhGA04Tvg/ky7IenMmiFwI0HACPhGcqPsNMcIYNh/B8iRgpT0Tqa9qfWn/v2s/JEQXCg0zOqgY5n0pib3aDi/P5gE71vgNzFj1xFaq6nMR+5HpXZkpxf0oitOaOhNQ/oy017w+K23F2+FdFA4HXyBabZna3vplKwUw8Td2zXXuxeaAUt+XTQmffEaJt14zfHKh/nnQQTVK/JtZLdaVw+nMuwfBTJEFaboNGvQ3wEJK0GOqe5Ikm4RM8vvFzotX8N0boZHcv8YgFWy3L9BbE1mPxnHu8ZtNe/9rH7sd0NgqREwAl7qO2DjrzECUv5RCKOZ7wzLvdGLe35vMHFZ1KExeQ7ZqYQhWueh0s2CEUpzyLeT3UCUjdayFgSPYdIdW+fVHSEnduH7uBLo3KWZSSwNtoHKk2OXv2CSPajdf/47CPcOx+MhTa/chQnYex6fG4/7PZmFUHRsKnOXufzAiMG2ZOeUepvL4MbgYrgwtB+3eyeSUV877KWy+Cqg8PHCGRaGKt4GqXKNOpNJNkO6c7AbVI4SwFTuw3QuSF9OaVLDqjHg8jEycxnQ1gyBGx0CRsA3ult20z/h1XG+kfIvQditRoXYg8x8OdHUF/gw/5wLB4/2725M8rLxfTXoPx0JvX2fpGuZ4FFkL67JRiJqh4kdGTySzJwDUd1U5iMrQ2p3cpRt3DaPcGTSvx25UZ3VLRXfhRQTqcqnkXNfrzpemIDnt4OSr0WCPJ3s1glc0tUbQ71RSRTb5gZS/zlQnZ09YSko5Y+AMJqdjoW3A179B6qEKzsKsp2lnsFOL5g+NLGRbgsVoyx24fNMs1BjPaVJ+fNcpKBxr48ks5DpvUCTdD9g8AzLjl4VUrb9+kbACPj6RtzGW/hl6ep8iTCjWURSTTAuyE+s7fLCcduRnWpmOfbSdwSUfQdgSKACLmKSBQu9saZhfhSIKhT7BbIdIna7a5h/HERQ2SI+SrbrUDWcfyWYBK9haQXTXjBqiE1l/08A7+H/LMunsdMgWeVHQAjlRyVews7Ism9BAh7kL0YSrBZBrCCzekwN5rdDEskZ+jOT3j1b5zPsHwEyjKnyVUznPtzarvwjULw/wieYZqN12OqalH8eiiFu4ctMs1bofXTtuXN8ulv4W78C8/9ufoC0xx1sC5X1BwigU8Fsh3GDiYl72EzaEz7LNAt+zdYMgRsAAkbAN4CbYKfQIKRh/jGwmVxT7s90bsHkGkm3hwq3JvmI0BP/D8Q2ZNepTU00aexlPsOKUMofDsGFojuh23J7ci7MLGuy6d8P4q/jn/8Chw8il9WJRtLKe0BptCTkZWDHhXSL0fH5kRACQZFvIbtBfCPUPb8X0gFxW6u+deEZcKNemnwf2T2w0eebIb099ImjyKyOHkjqQgOnD33bsH14T3JZLTIirbwrlLrwdUgIozYje79p4zH/NCipfIAHILYk2xrT/traloSr+GgqHgXhFED/Ecf6KdjdkeTfpt3fBrb7QlENLAB6FNPeKFqy0MG2zRC4HhAwAr4eQLYhFo+A1L9vDIFGMwX/4lwwwSq8W/1xjoTDmin0ZzBzQh2/nzZ6S0QikN9jye7IJm8aCQLfY5KFkHCjqey7GXjQWp6yJirlZ0JRdnJM17m9psnjmYwMHlqz5zEnoFWsAY8cocZmsSqL44DKOAH7ktkHR4TV0I8mfkK25Snba946iUkviJa0sMhPBxCyzcfIfzRO8RhII3MJaaqYSbivujeUf6OOEgC/B7XjIlTQ3u70phundi7CEsCC6mmLf1JtT0Ng7REwAl57DK2HdYyA/v3v2+FmvSPaAgurTraRNwbACfUMDvgZ2N+W3Ghijde/3JuGB54wunMkKx9ef1Uxo9jNgkOoVtiHadZKEpKKJ0ByxONrdsHMyVPW/WhYvBbU++PxrXVOFSsfizSthCla4XCpvwvEuHbatjZckIDbFoJPJ3vRKtCX+4zCvsPh49hdVhOhmuvj4uuYdg8ekaZ6kEveirXF5BPJrlvfrpuG+d4gqiS3P8Xs8ZZSmeT6KRrexpNGEaMxvfmFW0p4ePiNl2FY7DTLs7k+bph/FGwk5wHfBvPdyQ1bcqDr+LG17gyB1UbACHi1IbMDrg8EvMpR6eQUm0ILOBLo7rXQul9Y40yPB5xKkifE08BsW5KuzrTV1O/fD118G+Ad4oYfMMkeP7Gf8pdB+Hj8/cJILK3wp8rcWfk9LPBEW3oyzs5jqJaXMumGGuNA8BtCxdX1mCw3Ief+GLa50Ksc+bs+zyGz0H8oFXoryFjCpLcx7dWlRFJ+NhRdh8gtq1C8NH8vKGkoiXU3Ivnvus+yuARQwIK6X3O2qKY0JXA2kyySYn0dbhnAnWtYTydeTmafmMCyzJ3S2OPiUZeiwFbstcPYEZcUyk8GGGuQOUA53Km5Rj55n5ShdEl2HIWZhaORdHdfSC1tvB/72xC4vhAwAr6+kLZx1giBCcGFkHzjSHjm+l/TWCGSwcxs2SmZta8ms5A01Wgq8+8ACNnE0geY9oLRQWxS/9kQq5KmyezhMj8PQHRb0i5k77gR8eVn1zZ91HPInu9HWnk3KHUzVsdobeJeiIBbRDq8O7nMmSq4MP1uEKuSn3OYNAhd/Z0hVjPl85lkDx67/mY2925kr+WZrGH/YJCVctV3mWT/PUmQ+asg1CFvV4s8K2N9Snb7wgYOcuYR+edq1S1/wdOTxNboQbSDDIHrAAEj4OsAVOty3SKgceEF4Keg9lpoPU/KXwlhRKTCR2c55bScgdypF7o/e70qsSpw7mB+WyRJlYVbxuSisZKj/iX1bHosE7vlbiR8hmn2opqAW5nU+gAZyD1keBejkDi7G5D0Fn6zZsDRWnGkS81ur4oYSP2DoUiSY+SkYX6Ym7kHrm+7J7WT1nQpk149gw/n6UuT3Ow3+BuX5XbszLWy0NXvb4YufzX6Ypl0gGrgMcqE9+eDV5FZKxu79XEgbQoVTp402DuGa3gn2Z0pzLJun1DrzRBYMwSMgNcMNztqLRHwNbBAh+TFi+lqQoDBJ+NwL7IbQrRT2ph70lTVp0h0HahwodFKLOIaJllLPSqQXsMLmPgKmY10iP32+deASVg3HdOolhriGMDFTLL/rAlH+Z4QKn3r7zDJtqq3lU1Sb4SnZ8yA22HmNlmqzJ2xRJiZEnuRWa2brDJ32s93idvGRT9GmssqX8t0rlIJi5eaHw1h1/DHdE9glbkLdQdVL+DHYPfx08LCUkMdLBDpgu5GMUzvsBuJjRD7kW3/5NnPyMq7AXMrx+0iF/NM2j6GwNoiYAS8tgja8auNQMvViPg0sPL15C2crOOCbSJc7JJaqZeQAAAgAElEQVRyyuHzF1wXbPruBoJ4FdPJ2VQ0KHAElUVWmazZVf/+EB3hbxSISs8ke18ZEak3MRhdB/EwMjtnRKa5Wwe+bzh2JKwh5Q+CcH7cr2WO0F5b5hPIrndrmj0DLh4PqUqOaq3VqmX+gM3JzJUUQWoIdwC/ZZIF+cgwu30oBBciD43dWzVNJaT+rhCPjluvBrUl2RvNdMO5jmqLgRzkVmR3lAVdjTXMXwm2ohYTPsXNByREJdLDAW1c/z7FuWnaQyWn9FUW7wXx4nhdm5FslVSt6nm07YbA2iJgBLy2CNrxq43AxMwUOBfkgWR3ZFs3o9cQDtWKRk2oqzV1frezDd6H+RdBjAQwmOxOdlr+t5Fs2nWjTHYmO8e3XvpNT2Lip8AJjyZ3rRO8pGI5pH0De+FDTLNX12Q27L8T5Bvjtk8yzYKAh8/Izq8aETseSmZeSlJl/wSA0aO4sT48cwbcXOfViUx63ntXyh8CofoYuJpJFowawsz+EyBeGv7Qu5j2ao1tDfMPuhBwICkeSnb3q4/TV1JgxzOgWH89ZbYqDXaCynq9GzNmp9LgOVBZ+SM77I5gmj1v1sOlQX93JHQz35hsh38h3NeGWMf0o6ViK0jvrdfdw7WZj/Bq/0u2A9YWASPgtUXQjl8jBFQWJwNqW/0t4NU7RoKPCi/rqCDlX6Cz1wklJVEta7u6H5bbkHPOyL3VNMy/BDalLbtOv/kvI9LRRjHbN1oRjpfr9DeFWNWaXhG9gr0edDSEqMRBLmSSBQWsQMDN8PDLyMxb/akpTEK+luz68O8CM+DXQIphcHycaXCJkvKXuqSkONxYmDt3YhtV9vKjKiMESXeKnr/BrpC6L9mrPIzRKq8CfhWzw+uMbkl3horREoNwJNNJ6Uhp/qlQUutRA/p6VLma6oakYb4PiOaa8IVOvWuh5Yga52H/QJDvad108hSyu+0aPch2kCGwFggYAa8FeHbo2iGgQf5CJDhs7GV4LDB8PTk3KpeZMozm5++DLHGz3lE5zAKzmGjv59yKHh27+2dQyxrTbnaqWii+B9Vriq2QbCSzes1Wwt+ZdB9FMmYre9I8GqzWRPV6pj0324pE2/8zwEh2IxN7DfvvBvn6QHT4NJm9JBLtG0C+K/5+KJn5GehsAs6XQ4gzcL2Rae/d8Zwb4hx6D9PeG8LvxZMgnRbP7kImvdFHQZOshK8wHa15S7q7yuJMEreL59ZaU/Z9l82QO34HdJ8wnr0eE7gc+QZfZOAMsOskJmv7xObt17D/Fufg1PjtnCiwUX8YTHsqpfl7QnwvwLYD1hS3p7V7qu1oQ2DxCBgBLx4r2/M6QEDSraDBbwCFF3lo/wMmB5KdLy80pOSEGlzouaoV9WHfmeuG0vwmQHIChGqN8w9gue042WvQ3wkJG2FTvovsjqwPQ2j46wDDrEn4GNORI4/UWof9dZwF+zB1q1ynkZktDXaGyqoM6GdMsi38/oN8TyQxQauR2DWTgJsm9SX2YickWqnMz6o/VpjsQnb89ampvd0or5KUxtnvZoFgR+vP8biG2IVOZtIbRRcCsb8TUgi3u1ZqZ3Z6Y+H8+U2gxGVLbxLGwG+AcsdZH18a5oeCqEP6IL8JdFyN71ShlWpoabArVLqPoKbm95Vgfl8T57gO/lFbl4tGwAh40VDZjtclAq11yPrNiUOQdF+3sDG7UqD4YssRSTgCybv2JN82EcJUnj8CHbl11dvHYZyusBPqaM24JghkTPlJKp4I6bs1JuPby9zJWobZdpMIi5VPQJpG1Sz8gUnmpTO1cuU90Ks0ozEAu//hrAtbM1TyB2TXC4UsEIL+PqQgdMEww5azGFTxf/V6aX94Ty4LGs8qcyfVGQhwOHwiu8t8AleL+IEzmGSPGRFaU/nLj/NfZLe6Jke+DWUwv33yAyY4STnyjfrd+hsG3JFZOyLhz0UiysK5WAUPY/8jvhwFNiYEVkbnqQQYvAfS61rPrvR5pr2ZrkvX5XNufRsCTQSMgO15uMEgIBVbQ/pm64TI7wF6/UIG7YGQGi5K4Q3t1hH3nBbKlIqnQI6E0YtEdQrQedo40avsn9qaXfPqW5C3dslSYYSWccSYVOSgvyuSKjuY32HSbZYW/RVgqKVtELfK/v8CDKVAw+F/sbvsdPX7D0CXlQ3iH5lknixnEnCZu9D9vXwfhR7IXu+XKlY+EWkaPxZ0MZOeL4Eak9C8hEnvTvW1lcW3AYWSpVLPZKeR7d2UutRonTn0ecXNoY3+NbqHOo1J7ynNe+rX5DH4GlTnAPRB7kh2Tx1/GHXVVbfGhstcpnPQ2vaDtMec9gBHIw03662tGAPeyY5kxy1FWDMElhwBI+AlvwV2AhMv3Wa4NGz8N4gDyexjC6E1UUPq1xPLvaaFNKXBs6GyUq5yL/UVTEe2fYFMfNmRmxGGJCS0yUTz8/dElp5Rh8+JPcms9qtV2UxuKp9KznmCkQYfhsp9AiGMMotV9o8BuEsYSgcy7b0vrl1fHq/7WiaZr6VdgICvARB8eKNXr4b9A0C3/umPPJZJz6+DtjK2mXyE7Lwy/D7/FCipEtTayWLK94AQ64f5d+TDR3NuLro9+dB886PlClBPmCxLyo8Ao81iIMXdyE5LWSueh5POPBzAY+v7Tr6D7L5l4efAJ5w57e1QLhbaBUyyUAJmzRC4gSBgBHwDuRE31dMIZuiFUyg6j8ycHOOimob914P0CUR1cy/+pH/ALM/Y8NIeU8By64oFnj81tDmcfwWYjIwVyA+R3dEaY+jvhVAjUWwsaUcqXgfpff4ciV8A//docmOvryzle0PRnID4Epl5n12peDKkarZXJ3lp2H+dcxCKfX2ZDD667RKl7u2daMQ0ApaXYywqic661EjKj4Kir7F0ANOeN4ZoJ0nxKWTXJ2NJ+QoIweie2IcM5hPSPzYE/sOVHT0wbOMBZDeYTITjXgxFH+Jw7IvI7DOtW6jig5BCWVM4ib2Zzk18WMUZrCszCmvQfl/sy3Tk3tTs12++6qrbYKO590BR0Wt0Yu9j2qstGcePm+jHiaYAjwK63yTpdbmtGQLXBQJGwNcFqtZn4/2aK/4xD2k5rukv581vPjXDdfJFOH8fKHHiCEHiMLyFfwWmLkGrJXXYPHaiphT6G5g41azJEOew/yaQtQcvpIOY9oJfbjXiMP8kCJ+V7NsAD2UW63SdaQQGZ0DySVPOIIHs+uN15ZX/gVvczDnwBHEP4sFk5gU3VBaXA4rlPXy0K6GR5reGkhCCJ35HZpuGfXNX1uT/Gww1wtMJuFXrW8/4pPyCOqub5ZPIuW8F5yidES6IVzDp3saPpXxzCNWHUo5/XXM73vKWbv3YfTi8BVLIQCbPAjqPrtSslOcPQaeuM3Zk+SmmWagtrnEcy2CW3sy0987mPmGc+SdB/HzDJMOto+/BTvbF8X3rvov5JyNN3Cw/6G2HpigZ+pNZx7XOz4W7b9bbD6TLNJ/zl5lk9o5cDHi2zxohYA/XGsFmBy0WASn/FdSYxdCVo2A5mX160X2UxTGAQmi2frXO9pANL/HBU6OwQ1Xe0g8kPCXUOcwPcQIRdd/E3s1wd7TQc0lVlRvR5UyyYFofQtXPhOgztiVcxYG2rLSkNey/x4mM+B2JQ8jMGxZomH/azRDD7zyY7L5O0m2gYpTRy+4dSV7arhFOtic7X5tOwIOnQeVJ8bR8ra+X/JRzOYqN3duSvFwq3g8pGEoIhzHNvCKUlH8Awv7xwt7LtOdLo5yWszr8MYkg4DHua1zm7rw9iQM4G+w+pmXJqPwVEEbRBmE50yyM02gRSxfGD+vz4D9BPm/hD67iDU5ApN0Tv8+kG3yJF9H87B3Yr1F+5u7Xr8ks1HtbMwSuAwSMgK8DUK3LEQI+BF0WbwBjSLPa5EtIHBGHsOeqmjTYDSrH1Kv4NRTlgdPs7Fx/scbU1QqHLF//48yQ5+EQRpmxVMvxZyKzt0Faodv+V+saU+FwptkLwjk4Q/nCfXS49g8wfxC54d806O+AhC4RzLVfMsl8WFdl/xcAH+B/DcbzJ2qYfwFEUIUivEjHjBnwSGxD+CLTbA+pvwNUjaNfMunFcXKX2BXGKbUjO70TpX/fHvLylEHakd37kHRZ0u6D4bNOcSyCeAyT3jNqSJsfE/64tlfwmFOUu4bPkVnsa3Tnx8RC3Kh/ApPnVnaK48+IpE2gwXsB7dzaJuzHdLFa0IWzO9wP0pPG+vgSku67TZ5yHHX7e10iYAS8LtG0vmYiIA12hEo346nLWfzOwmeQ6JCmwtKsTiTdFipcPevdGq/tS4OM5fTwpK/9lRfsiOUunhVnhD6L4yF56UZfPERu0/xAkIoDooRh2IPJrmTnq/4ylD8yOgKFf1NMtiE7PpFJyr8AVQQa1KwkzUEuDB0NCoiHk9nZUn5YvYYpvZtp740tkQ7pnUx7b55KwE3XKAWxDQ377wLpRTdAfIbMXiTlD4Pg/ItduyYma81LxUhFi/gimfmynxhNqJSqWmFdafAMqKz1sKOkaFjHDmFrt97tjg3LCOQJZHen8XssFa+H1Fzz/xny8rmcm6s+XlqHaNB/NhKXaMU7NzZcjv7wEVWJ1aznKJxXf1OU3L92gBrt/CMwOYTsVB9HC3Vj2wyBtULACHit4LODVxcBKX+VpP1ZlduEDq7068NJdkhlt7fgy3OYLwej2lP9psdHkHT3m+qw45Nzln2hUfbiiH8iBCrp5lDxtZFhPC/DQNsxyxzpB0JpznQ9oZT3IkMWsIb5B8AYvgVqucdo9PCD2MUvmGQPivs3ZrZ8D9l9Q3sWqG8w6W3TSuaKs+vpBNyYpcbkKZX9U2qP3Gr2rOLdkILqVpwph2vL3ey3SrB6XGWY0AqBC4cwjWF0ry6VNJKU1J4Z5/kW6PDrgKpw/Q/Ariv3qku5Ihm+H2LDX1mngZkT2Kiyv+vHQW7NPZgotMPXU9yppj1D3q6xzPeP67y3HD0+upikWyKY8IJe3Wfc9jcEFouAEfBikbL91hkC0rV3RtnZb4JEgfNRYjk7s40V6hemisdAGnfU+XGcgU067bja07JwhOczkX2bEgqVVt4NSt06agjPAr8Dy+3IOU800rV3gjqu/0pV6Vwm2UPDNr/e6tySwgw9El4kt4bWswurdlaMOQmdxyR7SAybx6Qh/Y1J7w5SfxeIx4Q++Q2yu830EHRxCqSnhv30dLJ3rMr+pbXoCPFIJ72pMndGDy7Tt3Z0kga7Q2VlaNH4eGhpSF8U9Z4vjdfkzB0eEnG6EBw8ltwg6l7PuxIiZ4xQ2QT+EhxuTy67qPkgtWb8AcSjkHjynRRRCb7DLtGqvbbLkUnFQg+plD8X8mv9zUQt9xFyKJLBcnKDWvN7nT3s1pEhsAACRsD2eCwZAiqufTRS564ztoZHOqEEtz5czRqnnmNMjnJryUH5KbQ81gwfOu0gjZfB0K2PdvZozsqCc5A7B4XwJp3ZvJ+5eatBDfpPR0Ifeg7b+Say65OApHwfJ4cZNuiPYL4ludFlUv/pUHWMvsmk92RJt4hh6ODoQz0IyC6ABv8C5LNwwe6mwOBWkCrf458zyTafSsBl7jKs/ewa5JZA559QETWSOQ92bgHkzizC2xD6fO5QK/wvlf3TAIZ1UOoZZO+YKPX5Y4BB2IN4JZl9JFxn8UZIowzmUs9gp+c/Ery8KIqvQZW/Mv8CaofK4Snuc3Mo/xzA0fot8VEyC/XRY03KX+6iFqPkLL/D78DuQ51i2LRjqt+kwj0fbp03uErVjcdhWCxnd4OYDb5QL7bNEFj3CBgBr3tMrcfVRCCKYriQop9Jjt6P/DDgZibL/mfBF+xw/tVg0iZc4Ugk3f3Hxf/9y39YvAWM5TSh4x+Awz2aszOp+G8IjoSjibxX1tqepC+rkvrtsCmbdbTOzEFeMhLUe8mYSVz2fwswlhNxa7L7bQ37R4OMZvZ6O9PeQSpz5/kb5STd2vHwh1BamT1cxiTbeAYB/wNACPdyeHcgfawLMUfsfsAke7yG/beBDEIW0leY9p4Z7fmiFaQuYNLzghVS/z1QlcHN75Mhq3isjtld48Fkz8s9etlI5ScBjNrQvAbEDmT3O9U9lFbeFeh8DtIT6/sqvp1p96Dx+yxdvTHKngs5t6UjGzras54NSXcFBo54vcBIo50T13knxD9W89G13Q2BtULACHit4LOD1xUCkjL3slRZvoZkVJ7yr/RL3Pow07lDFhpL6m8G8ad1UpMnIfwOQ71+3ATA9zqc3xtM/Gwutl9igD2r+t5IQM+A2EgwwhfIbM+aSMrcyTuOSIT9jcNsd7A9VFZyhwUG2JJZdraG+SvAWIpTZSkP8uchQaWe5U0YpOJgSL5cyZfuJN39oWLeX5G/rn9uiPKWr3U1x2EfvQ3JlQdDt/ICIP4odudQFq68au9wDD9Adl/bMmWItbWtLGthb6bZx5TnD0PHzfzRDccnO5Cdk8KsuOeIvmqnM8lquUcp/zzU0GymdiV7dbQg1hk7Ja0wUw9n+2qmk2uvMfnLWSuOxDgAJ1u5bZPQG+cy6nI4H9d5o+Rn+Di4gknyAaCznGQ+7Tj7zRC4PhEwAr4+0b6Jj6WRWf3FoK/1/eDqXnJ0LHL1mC0RBwBnotTyKsw5q18Nx2QOA/lMmAEE3uo/G6IzgY9CHy5U6uQkG7O1Yf4SEN6bN5LFoUyjJaDyB0H8AaBobq8TmPR8hm8r81k4imm2m0vyUpn/haSTSCydSxJwzWVQVqlXec9dDPFQJP68XPNGCCqdr24VEu/eG2X+nDYBZ1+CCl8yBPAvTLp3UcsQQrsjxTkNr2KA+e2Bm7nMcheSTiQ59aw7u3C8hvmRILwSF5oZ0WX/eIAxU5xXgXoc6UuXXBJaOzlOeCnT7FM1dMHAwn1sBL1rj0Gyh1sPH7+fUvEmSCOBlLDDj5lklZ3k1EcgLg+4dd5HtXbw97Bcviqby2mdapjviwT7QrgLFrC8XN1n3fY3BIyA7RlYZwiozJ0jTjNBpgzZzS6MfDOfuLPYpmLlVkg7bn04JBXVb3HnguPJvSqjmehSGuwElSM7Qb+Hy6zFayZ0iX2ZDI5oZOpeA2qv9qytOBDSyMS9ueY7zF8K1kb3bjYXZpCenP0MMugyl3o6O71jpeJtkKoQ8PuZ9g5Q2XfuTGF9UnoTEhwP8dfxwrz+s8rcJWaFUiryiSjLJ7QJOHFh78qR6KdMskeqzBu60NoMJXYCGddtdSKT3o4a9t8HMrgFkW8nuwdp0N8FSUz6Aq6NalI/b83g/bniZUwz/3EysSZMvp7sjnyQg92iC4fHkD4uj+RblTfFy+9vGhKtIh71fZ9eOjbanD8cJVxi37PaDwS/geFgObvLXBLcopukO6EsXH9OmrShxIbvMclGUY9F92g7GgKTCBgB21OxzhBQMb810uSzjRnOqG/CGR844nSZs4tuGuQvQOIzVysPX3fsAOQhMZTYDIfW/Uq6M1S4BK2RAL8ra/Eh6XF94nyLuFZaZew6chmfvb2vZWsnvIJp9vFAPvlnoUqkws8YH+Xcm9Ssy42zN83Pb4IsqWaql+Ca+c2xYW9HCJUy2JlMsi1b2csDPAIdHlAnq1G7o8QmbQLGH+Js3p3AcRjofejAheTdGYZs6jJ3HwRhZki8GP/un4CbzZ0PKDgz5eW9OTf3B5W5S0raMjJiqDsOdc5n1gATh5NRbGSYvxzESM+ZfD/ZPaBBji/w9d6j9nsMsAezrCURKfWfAyXLAQUhkHACl6DAU5yr07SHRnL7+nVel0MQktlC+03MqHfP46Kbz0Iv5eQow7p8u10cVLm63rLRmiGwtggYAa8tgnZ8CwFJt0TZfy6YuHKfh0+B5/ugDwVWkomrRNBnC4/Wh8OM0jenlORrNz8xq5OWEEW1E5NPAumr21KJ8/cCEieYEYjHtfFZ3DA/rCXcQD2b7H1ZumQD6DaOnEINLXQxmLnM4Q1iWVL4CCD2I7NDWzKUriwm6R4LFaNEMw5dfe2hAIMFn3dOSu7TWM89AGW5wdgM+NraFMJLPpa/G61x6ySw3Beq/YZddvVdURa7uKWCMEaQo5RyF2oNvwG/dWVHcLNg5X+srRKBX4CXP4q847VS/1kQR8lMwmeYZkFiM8yMR+IeAYOfAN3nkXS2iXEft/5fvNeZLbTuI3kS2R3LXB7tIeUvC8TLezb6uraxztuwRWz1PPGHL/VCsi+kaSHun3lZ06R3BMkrF+7JthoCi0fACHjxWNmeq4mAvCeuq7vl0yYPdSU6njxH66ur6F/qPxCgWx8eGbOHY76LslzOztxUg4YJGclwzNmgV6WqZzO+fMapVtUZvJ6E27O5hmWgpAGTxCUEfVPFyv9Gmo7CnNFZSYP8hUgqNyX9FRxuCXTvAslpS7vm64il4huQgm+uytcBXAYyGB+4TOaEF9RKUb7MSVe2CBi8pSsT8vs75atSm9byldJBgFaCSXAuIk8lu09VmY/qeMnHAMXFUOrKjoIvcIkXuWjBROnWcLgVu8u+IxVPUlmeTDLOPEdWh/60VbwLUlDhChfyDTB7btOjWcW1WyLtuESr0YePP0e8mMwOm/ZIaDC/LZLERUXGvH5dMpuWk73KP3kVT5Rft35VrEe/6+TO+hpKrGh6Ia+yQ9vBEFgNBIyAVwMs23XNEFCx8nFI0t1B7g5o2Vgvbua2HEn+YZdBvJgRpPmnAakLO7YFGYTPIfEv4F+N9xNUrvKvAHTav6PmZSy7DelEESg+1yL5xqzOKympcAIT1cv/7yC28zKS485KXsfYCW40yJX4EJm9WqXrQ9sGQtRuKHUbMIn1w/ghmBzcMFb4pQunIoGz53MEegzK8tdjM+DNIHmfX5TYK4bto6Z04rKyndJU8NVV+UokvBxi9EPmyUy620n5ByEEq8CKpNsCHbWMZ5SzdDjcLoL5XbC7XaVkJuWfaCXSSV9C4sm3csdy5LcPWNVM17fkl2B/q2mWk96fuaRbl22XJNF5Ng9dVMWpmK2yecGUMndhZpchHuqt68aVkFagHK5gd9mCdeirHMh2MARWgYARsD0i1xsC0vy9UToiLp8LsKHnHE/BEehAy9mbJNBpJ6lhvnd0MapUqSDgaicpGNeHrx4/bsKzNjDSMeDw1ZWKk/9lQu5Sx8bZ20qfoBMkK6OaFH4DlNs7SUqpOKEl+EBtBiR3ghRsBgO5PQ7gbaHy2Pj3KcBwXygZ6R4Tbl26lsAEE5dYdnzs4ceQvtUiYHLrehbZ3tfNJsf6Ku8DpIfW0pxMdgF0GaQR4dCJcpR/bSSDufM+kezuKCdBieQkqF6XPy9KTP41SD0WnwcxWkMVPsI0q2txJd0eZfG+eoZe4SJ8juk0kwZt5JcgvIQpXAZ51S6MkqIjl6UFnmbvMRzWd8cStfwdv8hrhifDFeRcXKO/3v5p2EDrKQJGwOvpjV/Ky5auuDmwkQtN7w6pXS4SCMo5JDklrBFpzTjh8DKvtX3HfIN9iNvVnLZa9K51Y1T2eW77hSj1umaZ08SM1oW66dcv/yr1HwDQkVD1IfEjsOvWbDeE8jPrMG5VRqT8k1DlKcwTmHR3Upk7390gi0j+V8yODrN64dWgL8WqfICd2X2VqHWRL+dp1gGTLiwfzqXEi5HU+zovYOdnXJWEfc9lO0NyNcyunc8ke7DK4nggGlEQnyKzl7bKmODC55m7V/+GCrd+H0w1iIsAbU/2finpjlDhyoy2qgGX3sa099aaYzXYFhp+sFbXCp1c7aIjrs544l4p3zOu8zZtAWN2vdcOH5VwzXxG+jvF9d0QAWg28kxAK4CrV5C3bmlUL+W/ERt7/UDACHj9uM832KuUL08Zuhlx5ULUPNdfxUzWEHpdoPns1eDnOpa9qpOD6lG3KtEZccO4jZ7ngpGqk/tT4xm+wHmg9vCEU6x8PFKvGx09cqsZ4mBXqDy6Hsiv5Q6PhBKXhRxERko9Fyk3guAzqUEcDvC3kNx6qGunQ3D11MGG0Pndkm+M23JfFtUmYGeukE3s69aP6etuQ+kMnemB7ltnbRMvx1BXI2GlA30FWG4JpLvBrx3HxuSZZOcrYzP8qzAcbs/usu8HIRSnusVKG7olXRmw7B/k6mjHbuPUsh75mmHnnsUQpq/PA04YxWXTxwzv2Q9FDHG7mXeQ0mw1nQCmR5CdsXK12f3ZFkNgXSNgBLyuEV3P+lOx8gnoJJeRvapudY0QkIotPSkFs4QNxzpxCUcurPzJZgLPtIG8wUFI1BrZD/q3Pz6OolzOueBcVLUJO72w4XQMsC+zKDCh/rNUwmXARs1mXITBcM9APN5msQoNu3F8GFXKD/Wz2Jo4yh1Q8v5OFCT+5MK2TyqH/d8mSeJm4oXTYB5593rSfYufrfrmNKv9mvd/+D8Fp3IVHIGa/w38H+DWRKvZLN/cErSgdoya1N2yLC9P0t59Y7lWCKdLb0SiX0FJpeTliPSDZLavhvnhrfVXJjs52z45Ywzoi1BtUDEAtSfZ8/7NUv9+QPKB2ihiBP57mQaZzvqn+fl7opu4dd6Xt+4vXUmVX98fKZNNeQAk3S6u77roQRRIqXf8N4QV7mOD7Fba2tMeo1X+5j84BuVt2V1mJUmrRMt2mIWAEbA9G2uMgAb5nqPEIFyAUsch4bFN0f3V7VzSPVDmzw0JW1NmLsInkOijZO83s/qWlKIc7Cdof7JOEnIk5hKmlsf14cGIB7ytnnuxj2Zv4FWQDmgITTwJkhOSqJKOropCEidI+fMhjOpNo2VfO4SLefSHm6GXOlnGMI4T3XBSj9VMlnQ2gW6mGsLy4qGgqtIcV6bkpCaDLKMLR7taXv/f5WFgUpX+uA8h9wETsnqd08/IuvFMkKfXmclOwtITfyXOgXPB4TOg1PVRJScFJa621aIj5ReQ2eHS4GnRRekWEc9/oCz3ZGeu8kJ2DkRO8rPa7na7yAlmNO8nqZkAACAASURBVGex3mbQ1/O6mm9VGEPC3wkegsTLRw5n3/Pc6Yi7EqrnTNnnjz6xKsncR9SfV/eZHD0n+cNQamfQG0iEmnFq9+pDY037tePWXwSMgNffe7/WV94yBGj3dhFIl2B03JrONCRtgLKoZsRhvbHVXG1rcuhCogiS7o6ycKbrr2gdSpfc5GdTozDxNDUn/4J1oeHL9/E1r3n+cHThtI5HoiAlXsBOdriG86/xmctV8+FifSOqYUVnIxyJoU6pZCYlXclSz0SaxLVuVz+cfNHPQkNzYXNn6lCtbbskqWDSIH25TiZq/jf5A0iVO5Sz9HPGDlX4+V1Q+by6npflk1TyaJLBF7d0cpXcBsJucfx5p4Ll/YRdCLxmovK1TOc+oEG+BxI019gvALEHmZ0lXbwMuN37IIy5G7VLlcKl9J8ZoxZbtG8xPoak69Z5KyOKyadA/R0gukhDOyM+7PmjMOPtOuK9dk0eeBUrH4sk3Rl0jl38zykn0FrjXpMx7Jj1FwEj4PX33q+TK48k7Ep7Hjm9Q14KVTPjyXXYxZyEBv0dkDhhj1hm0z7obNCT6Uxnm1AH7NcTo0NPzSTHxFrkWpFpwukn7PoLkPuS3e/6DGAljnRGHwWKhDRe90q8zJOnGipRovsgcCFbrxkN4tMonSZy1L4mXag2GDGE5iQ3o6AJTwcqByGdXK+PkidDVUmTXzuOhIuzIIxIrR22/iQSf25hFg0eD+FHoEamF+HDpYSLOlSNfDfZfaOGuUsSazpQ/Rgs93C+yT4kLbmkrzF3K+zb1AcP6lpeSCOUT9XNOU/5dfuZ4d0oi+nC1E2FtNiDL9Ny9bujMPpiHrS4j1Rs7VXH5Ga6TVWuVic/gXRaM8FsNYawXQ2B+M/fgDAE1gECvi7U1dgGMYkpM1Y/yJUQjnU6zVWIcnWGjolWu0N47lhI082jHNEvR9L77Cy1IinfI77wQ31saPLKT2GmFYzmveNP9umJxLCoAe3VvjBwdnojlaYRMX2iJlPXWalngdwurm2HEQnnGTxyYnIhYhcqDu1nIFKoCofzu4CqmmOnthWlJFsz3R/WNb7QTwDGj6HGscS5EFwIN5C5U51qEqjwylZNrps5Sl9Hwi83kPok0+xlGvbfDvLNIwj5dfDaPchb/FPKXwXVGdfVLue40Da5zM9kQx2uj0w4MY3GJEC/jB9ElTtU6/GQdFtg4LB6YUO7u9rnX6DT9MaKxSRojT930vz2KJOdQbhkwGa4vLnrD119tNMVX11J1dV5zm3f9QcBmwGvP/f6ertSbzk3IuNpoUF3Lk7k/1hAxwHZ10nWa7KrOtHoJ7s75OuJR/rN1YGeWPRpshfN6Ec9StowyFr69eFmks5Fsaa0JsYJ8wFPnjwR6OxD8uKJpCQhEJTyL0N4Zhy1Dya7QsP31V7A0O8hfrtONAplV9dALszpKeq4hlG900COghr4PYR7x37Pr0uYgOZ/uxrWap/Rsc0+SZf5ezNIQZSE+DikrQDG4+TW8w9A4tfFe3Gfo8nsWVL+EWc4USManZJ8CVLp3JBYXXe8FHyaafaSav+YmeyIt64Dl3AVk7p2u7JUHPG+cpcg5ojXfXiNNTnJzSOAwYpV+UY3D/RrzsPcSXHuLHB7clyQo977u4F0y9NWR2FrVc+wbTcEwj89a4bAdYiA+v37I0uqmfGoPrQxpqSSjoyZHgukjoydi88qm6QeUFQzYrdW2m7CV5Dw42TXrYO2mvr9zdDxqkrPb2/h90GvquRrUlVc+yikHbdWXFnouV//Cqb7+bKcyeSko3HpL56P2z/wBABOHMP9M7sE1LvaoWgcAbpwMu/sd3Fh3hCyds2ZIVSaxE45qvp36nAJbkLSn0HeI+yuPwPVf2O0j+t1dOyoTyYfh8qYZay/QDgd5IjcmL4CKt0adjBpAL4F/n0H4HafaawPu4+RD5LdfTWY3x6J91ZurpH+E9Te1dKAn2EqdQlW7fskHB7FVyay6DWYfxoSp1blREEm2vfDjLe7oqnpvdBDIzlBj8Kt5e4MyS1HNF2ORofGWS5yncZe77cL9WnbDIG1QcAIeG3Qs2NXCwH1+5siq8LUDLrH0xp5EoY6Dun818mbX7GYQeQEHsqhy55uz8DcweSPMCw/Mk3TN5q+u3Ke/26NQ1fT6utNfy45s4DB+yEFmcaqVeU5Kt7QSlIivwl09o2iFA+Lu/8Kgpv1jkqTpKMb5+tm6272V+1/UWOW6H4fK83iP+r1SfIf8K5ArZP7N+Bm+741+zo79hUEPoSjwXq27kk1zIZRCV+4NfY9fKkTGvdMOohp7+1S8Y6Yzd0YXN8Es51c4pO3ZQz12aGeedS+E9Z5Oz5butk0zF+GBC+CotJYa6OORuLrd6fqfk/0pas3RtlzoWUXXYgfRON7ub/5Nbemi6R7KslWqdq0ve03Q2BdIGAEvC5QtD5WG4EoZ/iUsGbsX+xNK7mxl7nLqO66mfElqxpIyh+KErGMSUH0YtQuDGVIPiu25ZQj5S+N68NN0YZrG7aH/6dxXWT/3uaPADmxh0e0kpW82UN5EOT1nYNbD/l951DQUopqhY/1DZ9xHJozFIjuSnCWi2MEi5UAKl3t5n9XV9s8ptFXa4xm6Nod922QXaiepf4JZbkPksSJZzSTufZBou9B/NCkIUJM0pL+o6FQ1nSwmmrCIbl75dd39wQUzCDqxitCGZGrxV61naWk/0TpPI3TnSBNql+FfgtPuqVOQ+pJ939X9WzZdkNgXSNgBLyuEbX+VhsBSXcBim0aZDwmkF936cKOxwLDk8llC9ZzBkP1up441M6OmlOSWo4k+xzJWvfXJ18h2w8uU9nV547ab6Mi12e8qIToJCGbtnWuXGd/DHUFEroEorBuCvwJKg8Gk3cDuFX4ya33ytUB3zb8rV8A9EQraV4qr0qSdGMJORmVreDqX5XGPpth5bHLYgmoCqu6hCt/TNWXVP4d4C1IVmVRP4fgZqiuXQbo3IZZxT9R4kAkcs5M/qNEUs4Ee2HIDIlX8BoZaxC/B/gynykeHKDcOu/IiznUGx8CzC9vmm74GXLpE8BcCLyJuRvy14363b8u9GBJ807f2oWWXRJVu5xpdKAz/vgakvRUID2tSrpb7QfWDjAE1hECRsDrCMj1qRufjTqY3wyduZ9W7jfr6vq9khGK7RpkPK6KFXkMP0HJ45CUXydnr9N5UQ4ULlnL6U63w8yeVbzV32fIrsskDpToMrpLuPXhZ7evi6fG9eFvScVbW1KNoa8VSMqvQuknGuun/wT5kajzXP17c+U1jeQ0/QZgVU7zc6AmRec9G2p0Ry2vJScnQZ+2bdQH0SRcJ2TSLOFpnpOcZKSkV3H04XApyvLlIJ9aC4DUgOEoptlu0vzWcZ23vbwgHIXEh/Nd+Dtg7CwF0/QlkCatKsnvBH1mH6lYSHxj8yiM4foImtqTzQmqnIQEpwL908ibX76untXwrGgDDOa3QKf41brue12ep/V1w0TACPiGeV9u0GelMq8t5QD80rv2uP+l+KlbM11XJx/KfYrtUeopoA9TBxnGyXa+F/4odDKzzBkcTG3S/FOAxCVtTVNL+g5KfbJlxjBwYUy6mdy4V+2ngNKZ1m8KJS5BqzFj1wVg5yPQ0CVUVeuo8vW+tRmDP71zm8pbEgZkHYZ3AhpuJuvMAcbkFJ2dn7NMnNambvN9SBJJf9zYWBPnAqKyEgzjEC5B6sMx+7lZwuVmtQcCw68DiVvnrbOd49n9GKWWs9MLrk/h48aZSrjEt7ZUaBjnS0Dp3IhOnX0P80eilLsvTjBkSg2wP/IKECe6ciHgmtPIW7WWG9bm+ZTLyC79DHsL7zI1usdgktn7dG3AXQ+PtQdmPbzpa3PJUYjijwv00QdwFsifAjwLKM5anfKQ2S9e3QzId0SJpyDxWdUxhDtxhDM0cJKYXyezWmCjuVcsk3IzYhf2bK+tEi7c/DEkVx9RueNI+b5xfbi5NnlFCKkOjgbSd7Sygz2Z0AlRPLixnuro53iAQYAj0NFf6ixoYL4mcrfW7cp62m2B0PMEBlP2devndZ+jsdrn4E7clYbt0ujxR5DOAHlAaxTiTBTYG12fVOdC9o31dpcl7p2ofG2z9H+3BG72KkguEau2joz9/QN0RhBy9btuTXryYpwxgxfGgFsfD+vpE41/AxVI99IrTuMd77hGylft52TlPTBMtgBZka2roQ6GF1NPobyPWRnORMc2THtqDRVDYHURiOpX016ms7r6eyBk7297FtA5e5ZYxmLORVIXyHdGSTczfjKgO0w/Ts4v9liU5cnTRPO9lSEGFRFXCU++K0lXM0kORX+4gnNzf5Cu/U+g42Z57UxoN5MttRxMbtdSkQon5JKahnW9bfjNlUQ1S3GaZDkl2xkLhZxXBde0Y5tjjBP1WGgc3wLYB3zJzqgJH4X0kxgdaOhn+w+PDwHFcnKD/42WjS+LGdChfGrUnLrYEUDHlRFNWApK89sAzgMZrla5UQLW6uNiCCdC5WlIey6RatG15OPASVfdGsOsQbZ0ZDvrI2/scP+cfdFUsVb1ONr2cQRsBmzPxBojIGlTwIskPBhi+P/WTGiBrunMGyIhD3EWut1zF1rvW+gkpb4jY7c2ucDLWpcEfWqeTHad8EWbU3yGs7dFnKw5dWYHSfoFsnuGVLis2v1isk+jDyflqNNBL1JRCWG47Zf5ZKLmmm97LXbWpbkZXCN7eI1vkztw1X0R50PNdVSnouVCvO4jpWr6G5h8NoR+o5RmtYnOrcl7OP9Qg/mnIklfMDaTjnu6EiVfRrRiyj3YGSh3iCIutSHD2J260DtGleVp7M5N3MfFoBSNH7ZAqS0AOdJ1ZDvFsnBqb24N2VlSnochzkeK86YJvizmPGwfQ8AI2J6BdYZAeLEVbkYUSTn+/2R267Qx3bpnWEtOkp8Cg3PIud+t7slJ89uhTLaNZDwe7ozd+bKW4yCdjDRz2bAuJOubVGzVsEUcE2rgyWB5ONk7ToP+7nEGGGz8aiLCx1Fqo5awRdjWWvMF4GQZ/fkJGDJmLK/u9a7p/pKGJGNmtS4E2MTKJUtV9cjVEN8B8ccp67znxXXeFVL+wjjbHS/9cXrSlQ3gt0dYa1mIZOBpIZIxc43/95BOQJKcOs3XeVUYeOvAYQwjJ3h4lPlczLvPlYydA8LlFbj/nQ90z1ubmfaqztW2r18ILOYhXL8Qsatdpwj40N4gewg66eaAKmIOIhCrbv8EdBboCNmtJ6fu5ef1mhfTpOJJKPW0SMabzDjmGh+mTpy5gSdjn7Cjfv8B6GB3Ac8lOR7iPt8nVaH7VZT5SwTsXzsK+UGcuhTPaAlcVL9XylfhZNzsuApzuvDpjFroxVztau3TGKsh6BG6cLaHwcqwbi6ZydkgRtWuEKK/ksAhSLLDgMELo8tSSxZU0qUEjsAAK9jrOVlMSP+6FYbLdvZJVPBSmLNm+b8G6XyWTyO7P1rs1UnX3hlIt/CJUm7tNnwMzkreG+/21xDOQ8LzMBicj86ce95cFrk1Q+A6QcAI+DqB1TpdCAFp5d0xTB4C4sHhf8nmU5KOZnThJRjDevJgeA46V59HbjyhHzx+sHdEAraPZhHN+tTmrgNfZzzEKUjz08gN/66rr74tNuw5b2KXPd1a7/SG9uTHkOgMlMkzQFSevFWfjqjZqLX1HDQmATtt3fd6eoB4NeDkGUdMO2aOcDHIqyeyjYXDkJQnoky2FvA8cqxUyhk/ACvw7/4KbrTRZUEnur9LyGT3M92qpnnsOvVzMDkumh24e7xgC9KSg0i25RaAXwYZ+3iY1YVLgHOz2+Q8DMvzkQ7Pc+vWqxrTthsC6xIBI+B1iab1tcYIeEGGIUakHGYu44k7s/o/p1EKdd6qSqGkwpUV7RjJuFlWM04IJ8JZ/aHrZsYuqejZoYxJ20ycCJNPoBz8Hknq1L2CycGojdfcuhlkIwQ8O9GqLEskyXTJ4llglKWQJKv8p91M0KpFOxp9OqGTqDUdfw2mEd9HWT4A5FiNtE/AOiWUEfWO8tnyZboT6LGYqgEeez0b3hzCOww54p7ZguMWIuH656OVODfzQP8RIecydR6QnAcMzyd7E9rTa/zw2oGGwBoisMp/pWvYrx1mCKwVApLmgsBB6uouw0x5sS9c4OqwnqyzkKRnx9D1VFP3aKPoFJRcnXF7Pbd5BUGg/2Sg/CaQ3glQZQLRVm/yZMK/QaWzEKxD7ZIGce2wqfLVDDtXtb9rhdsiD26ONR76duue7r3QDIdfAFd2JG+2MC5mUgRTBK4AysuAxEUZHOk+boFzOdOTbl46swMfmh5v0vwmALdAyS2Q8MFBF7rWtl7VZboPsnOQ4DwUOB9dv27ryuOsGQI3KASMgG9Qt8NOZuEZkDMc6G8BpNUL2RFmbWu3MHq6uE7yKnUeOj33Um6pIkn9B6KEC5W6etPgmzu9OR3kk5GUfwCS/2fvO8Alqersz6nurn6DgGtEwRURXd3FHFjB9DdLDoZ1FQTErCiC64quC4oBXRlzzjLGFVRElFVRzCIwYwDRRXFFhqCgpJnX1d33/L/fvbdSh/d6Zt4EnLrfxze87qpbt35VXad+6ZzdYz/xaKvMeYD+JPBRrBJ1BG+sGvZd9KLLOXBGL1gyEqv1/lnXOKWNGpOkqShZJfQonaeFp08B3Cog2S2+wIyTa+RnR34XzvqzPe9yrbhOXkhiGKqS6WIRH0f7oKfYSb+FeG7I2w5XoZ2tbBipFr2lmg22EAus9y91C1l/s4xNaAGpfzyE5wKmDoTLvSyfWP7bcpcD9nd6OcmZVIw2dPmS7gZkuwNJLPDyhV6Rd3mR2ekFD6w3+fxQ5eo9JQvNQurdM4LxPgD2WGAm8+bOhtMc6L2+GnAb/zKT5MqRPPCGnvYm2F8XOYc7JAlHbflTyP0ISBzo+5mnRw2As0OBmwddz90dJCQHgUnKKaQc6pzRC5ybf2E6F7TrxZVAfxW5bGJkY6kNJOm2QH8nDN1OQLITWvaCoJ0gWjTECFrsvxtBfpzsvHapj9/M97dpgQaA/zav60Y5qxEKysWOYa09RqB/ORTBOolgjeRyYLAamFudA95ik63L91JmXlReARu95VkqjK0dyaqueW4ozPE9nhdJa+8KxyeBiXEOT1PXscDtBZB+D9B6WKtiDQY8IpMrKmxU63JKm3Lbq8wjzWkrKwf+MaBrAFrEYdQbrmyms+B4alQYusxHFXwoOeb3A2DnYhULnZeFxvO2tJXIhqvY7doL05KO8EKAHYHBTkAEV2eAqp2QJBFk7fsq3ejCS2goKZf0Ev1NT9YA8N/05V3akzMGLEHPI5MKOcMGH+OqANS8HFT0oOO/mbsCaWogvUHetKRbYDDYHYlVyub5ZFbJMhY4CRlLkwHB+UhkRTxXwmFPEAcAeNQCO5oG7/US7lmqGhVbL06MscFmXecJJkkaZiD+F+ItAd1p6ozkGYCM7/mXgHYBkhBGDnnbURnFydMEvukQjfAtQMssGrFBdJKLe63WXjbj+mYzpwk/vK1hxJrNWM1WodiiGY0FZrZAEKf3HsOOgD3A3I5w2hGJ/T93jO1E5jGMqvjMfIwJG97kQZq5Bx3/HWo1WslqYHDFunrTktFXWt5xaDy/kcWLM75Y6OKYd/xfON0a9AxSC4Gx9ZJa682IsMKGmGSj7nsD4KUNbzn9KPoqaICbZIDuAZnEYpAtXHzY9fOhZAPclUBvlbV8Lb5f2GJBr5U+d2x92/bvUjGJ2WGvBWBsaqvhdAWS/F+txmB4BdrGtb1xIjqz2qXZ7uZngQaAb37X7Gax4qCt240gbX2gJgTAANReaMD/bQ/KKT2h63GaQcTARAequenVaHE1ZvCmJd0D6FfbXAyYZ3mIWz70PIg3Al4kwlSQpv22NoTbeSajzFKINWUbq4Ae1eTNj2mV0yaW8FdAt44axrP0R9nLUy7OcT4wWEXOTRXzmOi1WkiY+f3i/53xRWkmc1kLlr0QrAb8/RPA1f4fugJwq4HeFU1h10y2bDZaRws0ALyOBms2XzoL+FYj9HbCQDuhndwRLgK0gTXNgylAeik9R2tRGs1Nr8ZQV0zypqVsdzgLXScPjp7yAn3DVdt4MLYQqqkELd1LxgaafxZwrhzCwOnPELYFZ+7JviB6tudaC1AuDznFa90RCe4IeW81f1lbpwrxRcxxPYg/Qljt/yu8VouaGLi2VwO4okpFuoHmbXZvLLBOFmgAeJ3M1Wy8OSwQ2lT6oUhmmOzovaHCk7aQo8/lTVFEWq8VK1Rzx1y0edX28A4g/VcM3e1A7YzEt9+sA/vSGAtWCKku0GY0CpiTAHQdQXUxg6yL7OHvfK81kgsxHKxGp3Md4G5VRDs8hWfVc13KlJdFOooK/Mr14Wr0dQU6HasdMKrPZjQW2GIt0ADwFntpmoWtiwUkI/a3VpBYzWphy8S8alTAesnzgn+NBWTXgBpCsDVY2461pMzK4lWc5hID6bqYb5ZtbwRxGcBrIWUgO5DMuzfvdYFc8SxT1yIHN9WK8Vzt5Wd1xWu1orFmNBa4WVugAeCb9eVrFr+uFpC0Q/Cmk+BR+5YTBq865KQNUGbUgZ3p6JY7tZYay60uye9tMRd1CYDcIgBWXGVrniXPO5MhAFw91j/u860WEnZXAN5rtW2a0Vhgq7DAkjwQtgpLNSe51VhAuvIW6P3dTui2DJQj0YKRLniwzkHagNoqwregsRg0b7SlGs1jJa+Oy5HgchRV6sMrgK6B6wa1FW201TcTNxbYTBZoAHgzGf7meFgNsxch4W1vjmvfSGveFpAViG0HMPwrbQ/6v7eD7F8fGt/gsQRe7fquYS3A6wFnrUnXw3i2af/yejh3IxJTVMKialTre/Cb3X5Of2Yrfc/Nbt3NgjeLBRoA3ixmv/kd1IMv8e6b38qbFTcW2MQWEF7cgPAmtvnN9HANAN9ML9ymXnYDwJva4s3xbrYWaAD4ZnvpNvXCGwDe1Ba/GR/Pg3AgmmiGtwC3RYLt4LA9yO1C6Fnb+zA0EuudtZD0koSg18XgSxyujiFoWai5DEE7//cNgLsRsJ7nZgQL8E+N99vcC7NaoAHgWS3VbLfVWEBXXnkL7LDDOEF/klNtRlavzVCEtdnKrBa++uNFWF6EI1KF9oZXoNsUYW01P6DmRGe2QAPAM5uq2fBvwQJT25AKYo8lb0MyzMwpHtf797bEXu1il3JJ1jzhIONtSGLk827akBa7KM33f3sWWO8Hwt+eKZozujlbIBBx9HYCWrmsXOSfNtasJPJPLzURB40X2dpvTKZvCHhN4NtA60fEsSnsvwFAHog4BBOWMI83BXHrSCO5hEQcKIU3nNk2EnH4XuEafWRDxLEpbpjmGBvVAg0Ab1TzNpMvhQXGqChbkeLQRB2M7lBeHH3TUVHC3Q5OO4PJbsCGU1Guj41moaRcCGydE5Jk4s9/XaLcJRVl4sHS2pNu5YlNcoWs4hpZ2H5piEiCvRoqyvW5b5p9tiwLNAC8ZV2PrWo1hRgDjPDCZA03oxiD967GpQ2VZbujgwfDIZctnFGMwffGrgF4G0AziTEsxAm9mW6MIMYQaDW3nXENF0A4F4lJDXZM09cUlIKE4Pz8Tphrl+QmXiFrLEIx63FmWA6vK2gtaxKCyWoMdAXag9XAlVeQu8zPMFmzSWOBJbdAA8BLbtJmwvDAnSBH6POs3ls1taNcBWcmcJrNqgaiBUF/EFPwOcZNIEdoQvIwUgqrEqd5xtMoHMfkCJ1zSJKFGR83IHQ8m+nCVgvJEZpnvDLIEXq+6/vMSFNZlyPsDVZxbgY5wiC8YTKEI1Shm0CO0KQIPUWm6Uzbv40c4brcRM22s1ugAeDZbdVsGTyZFJjfEYP2jmhbKNg811ydKAdXr/lrD+klGqwT9BvIuqE9JC+f5LXOclDJQtYmNVh4tvdfB53Zi72XB10CJLcCdT8Aj1rguJY3tReNpZRVnOU013cbY71ygKbndskzAFwI5/og7gHA7He32Q7o8+bngsm5AdR7q8htr5pt36nedKAMpd2DyOlCZ9FynvWw13rNYNOc9t604r85l7WB9ZzRbdoLVjMaC8xkgQaAZzJTs1HwavvHu+Hw+UmSLKEgOq/ynior8n+5DGDmrkCa2kPtmg25ApJugcH87mi3HxxztveHPGjMMHgl4M6FcD6S1krAXQmHPUEcsAjo/t76ZiXckxzjjDZO5KUEhxnOY9FNrKip1rMsqU/if4PakXFiTxs8A06nooVfAskugB7gAVkGyiYlOcMgLvSgHCIJK4H2qg3ljpZ024qMZfCmfStZzu/tawlmW98Mp+D7pMnlZOe1s23ebLW1W6AB4K39DliH85fLLAw567C82qjwfdTYTS4HLP+2cTwGKTMA2L0EAQMCtGdYuFX3/gTkuRi6VWhhJdm9SFp7Vzg+CUz2A/Dw6TiECwBeCsleUB46sp0DeSWsKGnLHuaJGiiNPht+DPLPgHaBsNv0U9BZYOsLQHYWuc1lUu8+AO1aPCAAsv+vO4MJTEHKXnwsn7wSmVax2/35DPut0yZTctO5Nx2FOBID6rlZJ2aSNs/VWY21lW/X3Chb+Q2wLqevYe8EJMlz4MPQBq4+x1r+23KXhxxsevmGeq2zrkuav1t8wN8fYv6AnzH8rV+A/EnwurASl/zfKt797gbCkHr3hMOTQO4DYI8F1vMjkGd7UJEeCeDB1W2dG16dJK0rANx31nPaMrbTRQB3AGCav9XxU5A/hJNA2PmazaeNsyF3KpLu10n+LthVXWBggLw7nB4A+v3/cbZzthcAi0Yk5yMxL7m/ilx26Wz7bthWi3vTvvXsRkifYKt7woYdrdl7a7FAA8Bby5X+GzhP6YbbY9jZHa1WHt60h/ddZjy1ywBFj0orga5V6FqFbzG8txZAd69RIB05xndAfhVwZW9yfwAAIABJREFU/wsku0PuUIB/P7LNeYD+JOFRJKvek1VHr1el77oUYq3LtpV118LQEuZJ/ADEHca9Xl0GJqcAXAU3vBfIJwD45+nXgt+FdBqSjoHxr+t2tzDwcHdAZssQvrZWppmGfgvx3ADIlk9eu4rcvnZdZ5qm2aixwGawQAPAm8HozSEXt4B06Rxwpwd7L8keyMFTssrbWYbxFJ8L6VwkrfMw31/FZcu8BzY6pOxBAA+G9MQFvTny63DDM5HgrED2oUMgHArAROvLQZ4Gp6tAX5R1z/wLCQMSFlatgrH9nYfG3YxVxbOc/2LbVI9VXYPt15eQkL5oLB8XQzJP/84AHjMyuRVhGRCvANyfgGR/CE8A9IgFFvEjiKdh4M5it/uLyddl/u4+suG4O5IY2ZBmfXE5P+TssRL9wSp0ltnLlo9sNKOxwJZkgQaAt6SrsRWvRcruiyFCSDKArf1n/aeLD+J8uLz31PK26c8W2knq7wngwAi6C/T18sugvgp0ziL5B6n3r0ByCKS9x5Ec70eCXwN8IiTzBivDh3P/qfYJMGSojLYx1po0Or9FfA0V12Us4gUXx5Q0JDnaDmYvLHetHY88Cw7nALo3iH8dWwt5JuBWkN3PSNoVbnAQ6G3x2AXWfR7spQU6i0wvWPi62cuSha6LyvUZX8h8e9hPIaxEkqxENrR8shV9NaOxwGa1wLr9ojfrUpuD/61YQFq7C4bJA9BKrH0nDyfPGnL8XczbnovB8Hy058y7WVSNR+r/PwD7R9CdlnMc+DCp+FW0rIho26t87s/1DwVxiC8kqgzn3J8T8j1w+gHayZMhPHfkGq0CQaiW/x1lmjJvfbvNdG1Hj11fG/EHSDcBrNuL+CCG7itoJY+VwzNJ3Gpk/UbGsQJJ5xQL82vNmp3QbR8MWpTBh6on934TqwB+MYKx5eYXHJK2K/LJcrsD3lPeebH9wvf6o8/9M1kZqq6zVeQ2f5ht32arxgJLY4EGgJfGjs0sUywgXX8bYFn0aBXBtgzNLmK4a33elslPAJ4LtAxsraBppiH1Hw+n/UALieLuU3a6CcSpgHm6qXm61/nHs3QvuOxQMDnEE4fUhwHrB4HOf8NlzxNwLGkUjPnQHyHLnfJf6rvxj4DuVH7GqyttMKOh4JnOcT03Ko9FXgXJiq3y8X9jIGbhd7l7ASzWLukvBE5Gkn4YGBwJuWcCHGnt4mrIrUCSGhD/Mtr11kD/YIB7x0jBtHasC0EDY5xFdr4/63lKa+4EtKKX7Kuv7d77u9n214UQV5b55JtWkX9nPdzNaCywUSzQAPBGMevWOamkNtCPRTS5Z+sfgPU86WTzWF4yFElZ7ral88i5WrHOLFaV5veFS/aJoLvL5H14TfB09VW0POgWVIRS/7Fwyj3eOj2VL7ziR8n2aRr0DkHCY8byxsJ7vUdLnx+uDguvlh408TsohHinhIBnOd0N2cZoJqMnqt8BrIabzwNg4d7q+BaISyA8b+TzlXBaznZ3hTR4dgDisVYtFzxinkJ2vpnvHwQ0hgfDufwlaRpQ/gbSl5AkXyc7317Xk5Z6u4V8MnZHggdD/jrM8uwzZjDLJ68M+WSsQsfTa9oLTDMaC2ywBWa5CTf4IM0Ef5sW8K065mE4y9sWLUCjbStTMBAXF3nbPs7dkAeb1DsYjntF0B2tRo7H12qw5T1dsnPW6KKkwSHQ0KqZHz+2YOFDSPgJsvMDqf9wCMcAOrC+Hb8I6mxIRwH8h8p3f/KMUYCFwPO1/AzgYm1JY8QYG3AXLT6XtAqkpQTi8K1V/wT4nuZ83VdC+CiY/COgg0bO/0sgjITiexrM74WkdSSgJ42vWf8Dtk4h2yuq30kihtnBaNGKuKwgbgpBhi6F+CUkNDD+n/WxSXhRtFYo5flkax2bjcWL/BO8rayS3ohZhqvI7sXrs45mn8YCDQA398A6W8AYsSB3GMApHubYlMZ2FUPJxnbUPo/keof2JHWAzED3iaH9ZZoSki714eWB+yo7y74zDro33gHoWlGVeau1gh5JNzBJ3gYMV5Bz/yutuTPQPgbCS0fmucA8QFA7gMnJI999M8oUVouybB0VMEY17zoJKBfiZ17s2k3at3qM0Xy0eZdVSs1vAFY9rH1rBxLeDenHMQJQy4uDeAcwWG75VKl3b4AvgGBe8WhB3c9BngL0VpDbXjl+beb3BpKDQkU1prxUeXnEL0PuLLR8r/F6e6aSbgP0QtU1jcSFBsq3W8zA4Xu7zxJ7QWsYsGYzWLNV/prbWKKxwLpYQJrfFUouWWAfa/eI/baWu22dS9Lyihs0PJ0ksgPh8EQwMdCd9nD8Veg35Rlk+uNJB5Uy8/TyNqIRT0sXQ3x3LCC63j9elb0M0rEjdIwWxl6OzH0Wc60TITx9BKTe7ttnAjlH/nMzD7zqFVbzrVWwNDaqal7WL2PGsOmUbT3lZz5n9Vj1nC/535CeUjmX70OyfPa/j9jyRyBeBKe9QB+Kr0Q+PLXoyWT6tmA/3QouOxqkveiMvrRdHdqYsIJMvXLSOBj3HwXoYAjWn73r5BtJV4L8MoY6C63UwHiD9YI9A5r1eReg7ElWjIRm8qC7Bzn3mw260ZudtyoLNB7wVnW5l+ZkRygpfxHytjgXrc5PSC7YArQuK/APbvT3h1MOuqPVtvl0Fj6N4eXUCBkmDmn+iaGNCM+YsMG3QL2f7H4h/06D3pOil2dtS+UgPgC45b7PV8nn6r29uhjkuyC8AMC94k7GGvX++Fk+Ty3POpIHzsF2UoX0QkA86Ts/hyzGy6KPabTgq57zZfIeyL2wAPzA0/xOCC8GUG3b6oN8JTA8A0gsOjCaHzbGLMsPn1rYdJg9D8QRE0k7hE8hsTamua9PvYb9/h5I3MEg9hmrzi53ugbEl62aGrjpLPLWvrBuKYaUWcolMHl5T7m4xmgoKJfCwlvXHA0Ab13Xe0nOVjLvc7Ab8KdzyR1NWGDJhnxFbn9f3y5knq5vNZkwiB/D8TQk7gyy+6vpoKsWhv1DkdCqmUdJJKwU55MAP2y5ywIksuxBaOGYsV5XqwaGz3N+Q+qfAOn42nF9oVFiHuT7KpXT10J6J0jbNv7eLL+qR1f2rfTcVnuGrSJ7RJFIyDAu7pBPNaGfuDpHrR95pM+3tiaBOh7i0VF60JZ+BcgXwLm9wZF2K+EzbKVPl/qPA3BMbPUqT0/4DIZYzjQ1oPdDg/l90Go9D5Lxa4+Ob8FhBVq+jcmKxSYOH8lwOhikzVHJX1c395rApwcw7p211CxZkrYJ+eS1v1zquZfsR9VMtMVaoAHgLfbSbD0Lk/T3QN/aUqxP1ApwphHfnwO505DoDHIys1XxgJd2Cm1EBrxj4gGZDx8n6cdIFiHDoGGcHiPxWNYrt38Fh+Vspx+Wev8E8YMjYgvzII7FUNdYsVZFbOC3cHizEpzEoKFrw/Kq9y6Km3yvLYxhymLM8wRMP/c2QYmIefV4pWJ5wVB01QOu7uOB2TldS2KbkhpTl5UUmqb6JGOlMhC1g1xLJq+Ahq+syAz24PQsgCkSX+1dqicRv7F8L9k5W4Ps2UisUK3keBbQJ3UykC0nt7PCtADERsDi8JJYNT5aLX8hpLyNyYQ9pg5p/h5AyxjNrDjOPNNJYw2kr1gBVyRXmbmlbev5NTZnuikt0ADwprR2c6zCAj6XjMRYo3LQnaJWZFWzFl7unEHTYl1kSNkD4ZC3EY1WZFtR1nLgphXkrUxYvrKe7Pkxz1uthrUHtgH1yST/KvUOgaxwqDaMK/koH1IV3lf55jw4959I+M4KgH0f4F/rRU36VSWU+q2S6rHmrU7KCVeLqSYVb1X3sRByrmBUHoO4CLJK53yYxq+sFehhER4vwVBHoZVYcVEJasJRSPQdiO8AUPXkAfKNZOfVkv4OLjs25ocrvb66JOaH31+3vxVBDV4G4XCv61sf14Q2JpxCpiacseDQ2rU7I+XBSFoHQZqmXtUH9BU4noWW56duSDgWM2zz/ZJboAHgJTdpM+E0C6jXuydSWlg5B93Jm5KnY6jT0PKgO5MWsDTYB25oHu8I+YU/xA/g9E62u58fPaA02Atyx45xHPvQtIWb05/Jqz/13zJWAU2+ney8TOq/CtIbKnN/A+y8FOp/vAAuy6M6nVEvZrKwqGeGsmGtLOa1RqA00fpCg3eCgEOtqGoSQJsnHSuPawQgBsbW/xt5qmtrMJf0zUi4b0V84Vz0e0egk54coxMRm3U8W93XSf0TIf1H3a720pQeZHq+3sP1YWlfCV0d37KqcbL9tbFrMsxegATPifKFI1Prc0h8G9NXZ/mleQEPdK2A6+Dcu59y030F0llRLOK3s8zdbNNYYEMt0ADwhlqw2X9hb6TXuxdSn8u10PJETmAJjublek+3ZaBr4LHoCNJ2/byauVJtHHcVPo+E7yU754w95Hu93dCm5XmfVfuOPAcwUfX26fa5lD0E0ufrakdW5ds6hmx/XsPsrT78nA/ic/jjVUdgp9ufVgKW5U91AmTFW8X4FqB7FOxSwsdicZJtYNXbDynOoiSNqACxLik96+r/owrWVdGFcs7asYyS0asTlflx4nkQTyjbu/R1A1Sg/5FatXf+AjKY3x9J8i4ghNLjuBbUi40XOthxsD8gyw/Xr5P1FQ+0fBI3szS/H8QXT+zNBs4J1dOdFbMKLQTqSs/CZaFqa62qE60U19CEN3QWBjKxiKn1BYveoM0GjQUWsUADwM0tsuQWCG0+uadb63mtHmtNoIBMTougO3MPp7R2Z6B9SJQBHKE/tHohvg1wH5xEkCBdvS1wq2PkdCyJ7SsL+n0gkkgNSPzQMHsRiHePAPSXgfZRJC/TMPtoBTQtcfp+ttIXaJh9CgxtSZIyJq2nQu7EsoI4tszkVcMmcuDJISIIkmdEgLApqgxaBgY5L3P5ubQyEqEYVP8KmrCNp9r02sY2vgXrmc1FI6yqWzoAYE668Qs4/aeIz5EMbTfCp9lKnyEN3gU5q4YOg/gkmR4maUe4bPlYBEL4IFtpUR0tZUcFIpNSRlLC9Ux4MvCX5eTtx3i9feUxYOHpUXYxW9ivgyziYAW5bOZ2N+m8Dob3tmrqgwXuT06pOyAtZH8W4M4iuz9f8h9LM+FWbYEGgLfqy790Jx9l/XJPN+YQx+b/iwfdoTuN7bmx0ONiq5Ey05s9BKCRZ4zQFuqKkK/tfmQayYeUHRbDoVXSDUFYjqRjeV5flOOLsZR+EGCd7Up6DVvd14f2qMHHAmjlQJTnPjNrQaoAlJ4Bx0fWKoelN4J8VWVfC2G/Mf79UxDbVELAxkgV8qzkDyA9NG5nXn3wJsnvQArkHvVtKvviQghWsW69rLZd9Zj29xsgvbpYk/BBJDoH4qcqYPtuMj1Kw97rQL6mvF48A1xzGHnLa6XspRDePnItz0dv+BQuW3ZpsK/uCNc/FvRAXD6DCAM4ewmyQrax4avvXXYMkuRI+Er8yqDPrRu7lvUTLyrkMDq5NL8/XGKAbNf8llPuxe/BV8J75aZFc9GL3c/N940FGgBu7oENskBgxfLh5TxkOjIfDRiNGOPU9eHx9Q/sQe8AJF4U4ckTFnseqOV5qHPyg7v//0Kel3VGJ+gLsSCoIOyQ+vYSMdqH+nMMh8ews+xbkYjEcrvlS4bcv7E191ap/1pI/1kBMfP2bkSCj1U+ezdoud1I5Sj3IYDbggzyfuQ7IFXZtoycIm+xKZmqLJ9suVo/9BXAt+LYqLBZydSFyvYcuXeCyUvCLvoMoBvB5DlhN34RstB65eXB4QgQ24IoogIgX0d2jtfQiDXgiTbi+CHoDiPnLpH6D4NkIPzA2vUgXkamBTjH8L5dl5Hrarlyyw93xtjL8vlidMJ6lWsyj/FcvgDnVrDd/fL63NyhncqIP3hwRSxjdKofGxg37FfrY+Fmn9wCDQA398J6W0DD3gmxv3V0jt+HfC5OIzs/XJ8D+P7KUgZwgket0zF0b2dn2VRyfkm7RE/rRSNr+Cmok8mukWgUQ+q/GtLrR0Djo8Cfj7J+5+Dl4xO1ymHiSDL96BggWY9wApM2PLfSrvMjOL0HiYnXe0/wL5SeiST5SjimLoMsFw7rv7W/LWxs7E95rvIHRfuT8Ok8zA3p0yBzJq5yG8AB+loRejbPlMbExUDtSLevnAkkRCUnJxOYMFvtEW2wFvR8ydZrW9IsCi9jK327BtlhSGAvI/m4GMRhZHqudNkyYIc3wyqma0OnMunWAFfq/QtEy6MH7zwfwntiZMJ7zpOG1Dsg9itX6T3zTb9fkUVcr3519dc+HEnLpBQtd1zNccdLpNey1T1h2vqazxsLLGSBBoCb+2O9LaBBdnjp3enXkIWXeRrT9Q/PSbprpX93nCCf1uqjd5Pdi6Y/lNWCGxwj+DxvhdKRV4U2pPbyKm9w9GqtQrrCa8zrIf07W6lvl/HShpJVRufzXQ8mh5HtL40BkfAOttKj5TLLH+ZtOn2w889Q/8PFcXz1MG8HRn5p8o2QDHAt52ne8JttDfE8fweiV+R3raDLiqX84ir/H3LAXSAoLYF6M1TQSFqu+GuQQvhbxtusP4HMXzouwADPQdsXgeU9uWczSR+jYfb2Yp22r8PhbKefUCjAMrvkYdur4dzheYpByg6FvAddDetavv1p1VBxFEiwamkTuiiumYSrCJ6MxF+zhUg5HginYyovItXb45JKP7ERkKzX8C9ggfjDKqpD7QF1CNktw/TrNXOz09ZqgQaAt9Yrv0TnHYTu3Z/IrrW3rPeQ+ntWZAC3HZnoL7Ef932LtSVJvadCnpvY8sXlMJnAvlvOublai4k0eArkRtuTvo0QLvW0mlLvaXLWg8rQq0z8HoPh4ewsO0ca7Ac5XzEdv4tFSSPtOfQeXreS610JZnvJpb+KgvZ9BA+09MrNGydDi4/0WdB7wwHI5E4Gk1B9Lb0V5MvjCq6D9DWQT4vflXMEwDD7GGB0JPyFSeeeUN9C7jnoGzj3ICPNyM+Jryc7r5Ey8/7LdiIm+5Ptr/iQM/RJqOB5HoA6PAcmT16C5K3x5aJyTXQSW93japdpfn5XdBKrTrfwcnX8JKYaxlrJavsbk5rlicnnA7UiO9vsxoos4npFZvJjBYnD5HYLhclH1t/82VhgzAINADc3xWa1gJcS9PzMo/J2flm/jAxUZQ51ympjgZZ5UE+tb6KvxnziWKhaw/kPljnQHGz0X2T3FcWDdpi9EMR7KnOuBHUY2f1FzHWeUXp3PINJZ7/oFZb5R6NiTNwJUGIP/UAOYprDreTORf8w8VE4/RFkyCH7Smi3FmAQRhBfA8oqqW0YQJ5UhP+l1wZOZu/5GiC/BmTcVv8NJsuKqmrpdUh4Jyi2X5GvxtD9wbR649zXgG5PuOSEGhWncwewPXe6XP8rFSKR60DuS3a+7wFJNE+4qnn8knpVee940NqbauM7TNKqAlM8hf6jYt4+r9wOOxEGwFaotWihlYbZUSAs5z0hksIvAsY73T1ts/4AmoNv1RZoAHirvvyb5+Sla7YHtjOKSOvhzfON5WKsLSdwLi+q9yrpDhXGpWpf5y9BmCJPNUcZHu5Z9gC0rbUEt61Y4FI4vYLtihjDeE74bLDzTJKXR5H3r1S8vh+Ca/cDtp+D+j8qemKJ35DpPaTMxBhCyJj8Etk5SK53McAYyuSjIb2p8NxNsMBXJTOAh/UrW89sGL+DdMoIAFuLTgw7V7f1zFNvgPX+hvETkMdBsgpp38bDpHtPqW9FWKHqm/gAmT5fyiytkGsb/wHs7AFcPw8ts5x1EKggLgW0n0VAfCuS+lbBXPZ7q54j9YQpGr69wg5mk9xglKF573X1rpSywyHfZ50LW9jXrsJQNiZlOHpXS72DgMQUrcZZsQi7ViuAG1aQt/HqV81oLLCpLNAA8KaydHMcaH7+H9ChhVkNeMe1hA0kAinDL2cxl4bZi2MrS3Uue5ifHPO8pgRUG1L23BFCDAOhL4DDo8ltCr5hDa2nFS8rd9apYHqoydwFoMms8jj39i4G3X6+AnjYs1BxycZFPgYYtqCkfJkgH+FJOIQPBRDjmYD7d4jGxRwGOw+G+j8t/nZ6MhLmSk3f8wAaBB7M4zUP2HLNAWCYPBlyhaoTiAdDKOei7g0kll/eO2yP53gyDum75fHd44HWEJLlscOQPsdW92nS/N0gXziWs2ldAKb7GVWopGVw/Y+DlUiE8C620lB9HYrP7gDXfzM4wo4lfYytbp0YJWy/HTAwEg8D4qo4x6XWQsZWWu/VHr3oxXGzB8c8cQjPV4e9SDitQF8rONdICk4xYfPxElugAeAlNmgz3bgF1F/7CCStQ4IwgkoC//D0N0KO5cD8O6sk/QvZMTAkJZbnrVe+0rw835I0BuDe69a2xmiVUz+GQ5CvJDtvroADgf7HIFjPcEQMfJit1LfreIBR33K+uZdnerb7hcrfkR7YnBfZ9b8G+FYtA7t3kL5Ay8AuAqaeDiS7lHSWOgvERyDm+c4LYMVnOWALnw0EFBUANk+aCMBigBrkEMMLgs/74sji3C3sDHcpxE/HM/wek/QRUvb2km6TX2fS2UvqW39wpWcZR5PpO6RsdwgGwrme8jfBzv65Dq+U2XotDxttqE8h8S8wJhjhRwwRv3PkWv8C7D2W3O7q0XtA6t0LoKUZTM6wOr4DuuXkXKwmX+juyfuQfZ7Y+rVHhD+41hdsueEKdpaVLyQLT9l821hgvSzQAPB6ma3ZaRYLaNB7KhJPnDFBck6XQDTvpSpgsOC0Uu8+8QFcgmPY42w4t5ztuYn8wL5QTBrNAZ8H8t+qRTSSbg0rNKr2C5NvITuFGL2G2ecq3t0Azu1vFb8xH1xIGgL6HybdJ0RloODpwvpsh3timOyGJDnTf0RcQKYPlOufA+gR/jOH56LFu0KyvK5t8344mRxgaAUSTg49vDUAtn7dvCjreCS8YwGA5EkY6ndIYCpONuF3mXQeKWXnQxGkTWaw5S6EWj8sOKgdnuMVoFzPOKsfX1wc8uE+7zuY3wtJYi8joThN+DxbaeH9j4G3tUSFKELB763+mj3Rav9XEdLOD0I8l0yj3eq3hZcyTPwL2IgQBD4RX8BmZqzyL02BZWvn8ZvPxBpg/cQLFn7N8ltotmksMMkCDQA398WSWsCzRLneoaARZ4z0dYYjnRO9lbJyeJEVSKaJOzhGzr2cZEVZB7+F3HK25kwab+KQ+q+vMTwFoPgAks5LqxzCPqyKxKp8Q27T4xSPIzsn5X9qmL0PrHh1sQXF97xqBwPfnHjiWrBjvbYp1LfCq0AfSRxDpm+T638BsH5cv5ZjkLjToeSS8ridOwODD1WoIp8Fh38u2o6MQcrpljUATnidZ/Qqzg8/KXLGPqfefg7ULxV/6O4Gl+wfog9+cacy6TxZygyM4mf4Fdgxe2RQ/7JSGxjng1c9nPz7tVLvGVDoa47H9nScxZ/qvxySAWw8jLU4+Tz6/5bbeLGLk6BqyN/b/3SyU7KNjVxhDedfCHog3rUy1xomyVtjCuK6iTfFhA+l3pNi9Xx5/cvtjJ0s553+y6xzNts1FljMAg0AL2ah5vuZLaD+/OPQ4kfqwgXFg9fCnVa9uk4UfhpkR0Zt2Srj0aCS5x0LVXoMku4E9S3vmnMn28fXgHglmVovbokZWbY72l79qOSVFp7PVlqIJ0wIxRYVvlL2zhrhBPV0Y+bSsHdi0UYE/JBJ+lCpd2+I0UPjatw0fz9sM3cYWIBU6Lt1/asKFqYBHoC2F0fY3y/a6Wkg/rEGwMKvkPCzEeVOx0AnoO15pA3JrmbS2aHWlyz+G9bMfwK3mFsFaMewme7jq7tdZmQeAYik17PVfY3U+9dKyNpeJt5Fhrxu5HcuQ8kx9F6CYnYkhKrNf4MBDmOaFgxkYR4D82R5nX1Kq8H0CSQn1gVIun0lP1yVtLwoVtB/ZOYbOJzLP8c88Ug1vV/hZRi6Z7KzbCpD17ocq9m2sUADwM09sGQWkMsszFvNy8Zq1cFy8hbrJH6u/trHomXeje99LQct/+mBvCwqGjkDaXAQ5EbaS3xe9eWj+eFAPWneTcEtfBOoI8juf5cAMuLFVSp7I9GEgXcYUXzAy/AJ5v0Gj93pyWx3T5Wy98b8rD3t38JW99/lsm8UOWXhRUj0fYi+BxnATUzSbeUyO19j4jLP8BFw7jF1Dzj5VqWI6jwm6YPlMhM2CJKE1H3h+LBKS9U3maSP07D3ZpCh7Yp4H5m+UIPekyoFX5aj39PLMg4zI/94bnGuxDPJ1LcvjbGihfD+W0sbDg6GnNkpSiTiz5G6MoTic/Opd08IJwGse76Rh3vkUlf2y4xFy/LDIwVW+hqGbjk7y745bd9Jn0vaCa5v/cjGSlatrp/YNrUuczfbNhbILdAAcHMvLJkFIi+09XleFpWFRkn5Fz2WNH93ILEHaVnAE/YyGsfl1TahiQ/OYc/acyz8XQ7yDWRnRLPWe1zm1Vn4ND5g+UcQh5OdovJXGvHeKhW9nmBCNJDNWZ7OZ5J6kKyRVgifYSt9ug/Ph1CugZBDX/fDcHgt5tp/LEGtsyvQf3RRcAV8m0n6aLn+Hwuh+szd3VeTV3PAfa1AmsSwLi9n0rmTXGatRqHH1lc6d86G+iURyfzgTmi1bo0OjW/abHCThc5NzELDzKguIz91UDzy5+Wy8yqh9utA7ZmzkmmYvROsUE8SzybTwgOVrLdX1qYUqDDNBqGnugxhF0Dc/w+o6HsOn5I/IDvThD78Jhr0rFrcwtL19jbLo8MXahWh70VvxmItFpaXvQzeySrOG+rJWS3XbLeYBRoAXsxCzfebxAJB9L7I8wayivBIXW09n2zNlcxME1Yk0/ft0MgZcg/LQOfXgI4ju18c3UXKXgTVpAZ/EcA3jWFbr2FrXptxWsel6FNsdQtwl/pn1tidesO7muKPV9ZRkhNx9KMHeZ4MJitKAAAgAElEQVSGPWsXCkQbwifZSg/TcP4oMAnhW/K7ZOeRGmbvBX0Vs312EtA+Aeqv9TDqP+vcAi57Rd0DTt8C9XMdZYGdZcDghKKQS3gfW+kLpf45UCz2knsJW3Pv0jD7RNESJL2Ore7xnnYxePCBkpLuAHLudK1duwu6rZLOkfwa2QntTMETXgHyGYXNmDyJbBfRCC9VKc8ffd/Sru5otubeMX6NBntBzvLHu1W+64Hcp/qSNOF2gIbzx4IGxAzh9ZCWuKaSH84m7dd81lhgU1qgAeBNae3mWBMtIA3+NbAejajnGIdwkAlcUOd1ogSeiRUknWNJjhE1aNj7z5q4APBdcHgYuez35cPae2vW1hIB3Vfw7pO30Wg4wupUUfqR638HiMLz1ElkoFuUywy4Qs8y+Tiy8025ngkuBAATjmYrfYdcZuQQQV2KyVMw378A3VbuuV7NJN2hFvKNXplcdlXRFtQb7oq5zgMgl4fSf8wk3UPD7KVgLheoM5l095H6j4VkYXAblzJJPaGH1HsT5Bm2bCHnMOn49IKUHQ1VlJCkE9jq+gptSYSyXETCProJ5H5VJayo52xyjiUDVgT+0RtEuuH2cN2TarrLwVbvZisdEXqo7y1p5yjGMbrd+YEdrf2Z5ifZWGBzWqAB4M1p/a382OqveShaLfNSjNy+HKR5j8aEtWAfpqRuLLQK7TthZLHQqiqVV3wp9d9ek/sjvwS0DyNZsCBFL82qtKNqkK/c3TdvnwlsTs4oKOMoFX7qva3GQpXtaf3NGmbP8+1EfsQWJV13a2iZFZG1/MfsGLHF76G+Ve8GWkm6uwOtO0DKW5xWMkkfMAWAzXvPOZ0fDgyvhPKwNHpgx0Lld4H6F8eFD8G1t/c6vtVWo1iAFnWRrS0psHEJL2Er9dKEcr0vAAyV3H6dyb5k27eBSboN0D8DKiQqLSWxP5laqDtMJW0PZR+rXXvC6w2Xdq1YWNkLY3V2sEuY5dfgXx5I3iH3/CftakIadn8YkcdIRbVOw3C4nJ1trOisGY0FNrkFGgDe5CZvDiituRNc2wpcKkxT3i6rYu445yWeaqzxvlu/6Q8jsUalH7d44CdwfQu1lvlh4mNkWmNe8t6ZWvYCkIdIfwN68PW5Q8/ipOx7FSrF3zNJvVfrheZD29Fd/FGJF5BRTcllVvEbBCKYHEq2V0jZsyu53h8xSfeU+g8vi6liLjfI9cUKZ53BpLvfZADuGTtX0AimnmZyi7XcMfkIsvM9uczWGHKkxHOsKlwaHAK53O4/YZJ6D1zKng+ZApUfv7e2JJK+oE4uM5nAcK6wl4304XnEQdLdob69pORUlj8DhweQy2rRDCn7EIRnFxfadIqT9BCSbvTi+wplX6A1SsCiZ5DdnFRkgXvGKzNZfrjUSPZLx9uQWKHgNmUuvvmZNhbYBBZoAHgTGLk5RGkBCxdLOpa5Jm34Klc7snCz5ToXHOM0kf4h+i6s/PmxfNCD+uMPbvPIBp8sqBfDQ9dIQAJxRRzeK8PgS5XQ6J8xwH7VdplavtT2Ix6SCwNomL21IMMAvsUk9WxZkTgi95h/ziT14C71TytEKMR/Y6vzVql/rFc3CqD2RSbdg6W+eW8hBy58gK30+RMBeJi9v+wV5rFkZ7lc7zSAB/l9yZeTnZM17L+8aHsiv0h2fARCLrPK6/v4bZ3bNyc2kcusgvgx8fgns5V65aUIiGUrUcxrF/bMsoeg7dmyAuc2+W2gfWA12hDm6b0F1hZVXomzQA/Cf55wLdtwfQtJ166diTSQJQnItBsoUGVmMT+MWxVrhS4jadzhY7noaXM1nzcW2FALNAC8oRZs9p/JAtLgwJjnrVexWn9oyPPmYdGp80m6HdQ3gfvodfnHtzFEWW9v2QpUmcFXVSsxz66UJ5zS0iLXO7USEnVgsh/ZLtpkxqgTVcrpSdlDYtFSLJRK9ibbX4tAezqkwAYW23MipaUBTGhT6us+7HZ/oWH2KRBPj9t6IpAasEv/yVb3xMkA3DMVpNdVgVLqvzKKPBh4f5qt9Bnq9e6NTt6LjDVg57aB47rSbkV+hez4vmPJF0PldlAsKvPAq2HvTVGJKVi9EqaO++4NOQPhWGmu05h0y9B1vFZS3wQi3li5dD8FOwbCv5l0Q2jQ+1ckyVsA3any/Z/Bzu4kzTNfcEi6Z8wPl9532OP7MT/8pcXmaL5vLLChFmgAeEMt2Oy/2IPun+CyV9UqY8Me3zAyDbJjqkSLDmnwdMiNCJ/zK+i7V7LbvWjiQzqELA187158L/dituaq8oIBN0ZDoTFMnO8XKROrucJaP6hc778BPjlMho+ylR4Z57V+4Dz3eTXYua+FaUcYpHzfrt/eZXYukTmLTzT7aNj7NMjQEuTwbLbTj0wE4EBaEggvpM+w1X166HOW6f3a+BWT1BOa1PuKg6h8CK/3zQsO/M7E/QpN5GH2Ea/IFCb/ApNukEkMc9X7v4eDh7KzTaG3OxLetnk/TAZu7eoYCXfbzL8N4fqOFaWNDR/mxuAkSPUaAuEYttKJNQDjx/T2MW/6cSOLMe7qN5KceG9NWk/zWWOBdbVAA8DrarFm+3WygJT9Eqq0kfjWIE+kEXmJF59urODHP/XLytvJD+f5vaDE+ktvHb/vgckRkypfx0KgsRq5ABhrkVLfQCbSFPIGJp3ty+/LHK2E6znQnux2L/TLrAJXeOEI4dth9lkQgTeZfBXZeZNndZIxYMXB7A7ktlfVAI7Bs54IwHVP1b8gSDfuAKVlJTg7O5C8uuZxCp9jK/UEFlL/rRGQ6i8Svd5uavOHZBS5jznmwgaufz1gqkV+/BDsPIpk0epTr772Oeqa7vKILa1XOBZb8VqQz8wLvCZf6/6rSiGLYotzmKR1sY4FbjWvkhWIPEo2NOJCMq3KIC5+szZbNBZYBws0ALwOxmo2XXcLyGW5+s180HDtLSe3L8j4F5pRmr8HlJgHUmEi0i/B1isXfiAPngG5CrmDrgzg28k9weKwY6FP8XVsdYLMXxxStrzGU8zkgFy7VlIb6P8Awu4RTI8nOz4M7KuB1beCpdhLi/vnlcBymXEK/13YBw+0/mNpsG8M19pnxcNfLrOXllDMxDDHZAD2PbYr47J/wyT1YFJ7CQph9TOk7AEQclrQvzJJfT40VoDnc/TBzh3L6u/+f3rpw7COc4HOQ0kOwn6D/SGX9z7b928jUyt4Ku047L8WVOiD9nOEF4/Re0CafzzEjwO8Y/Gdw2FsT04zhOPPPwFKrECrWmBVC5ePHmf8uNffBq5rKkm2bq+SxCRtnpGLGa75fr0t0Nxc6226ZsdZLOAJMlL+M9BZSTJ/sC+6q4a940BWc4LmkX0cSe/fJ0nV5RNqmL3EJP/KhzwuQh/PYpoaSUdtjIU8J7TBTBAb+BhbZeW01H8FpChnqF+AqVUJGwWkeZOlEATxKTL1Fdh1qkf9jEnXg4aG/deBek0Ap7JCW1XvMvdgh70TqkQcxs5U96BLL13KPlpI+IknstXxICjXWwUwVHtHqsyw7mwFhECmUWERk7QtZBXUvHf87t/Jzlsqtv9orV83ilVUjS5l74JgMoBhVCrFR7YzDeOP1Ug4hJexlU5lV5Ouvy0w96ZaVXU4oTez1Y39zIveevbidH+gvwfQ+R+SpUjG4rs2WzQWWCcLNAC8TuZqNt4UFpDLrNDK50TjuBFyx7E1t6DwutQ35qeq9/oD0B0xiX5QtdaeMmdaBwHjJU5MJjDXvP0FkzRUCdsu8/O7Im39ANAOEUyMScvCp+H7Kn0k3V7knPfAazSVZOkxu94ZAPeJc72YTN8j6bZQ/08RrW5i0tnWzzEBgOMxbwQU+Z87t7NK4jrrl77KpOtblaSaR1vSTWr+iVDiC8iA0ApVnJOywyKTlX13FbLhQzk3V9BbymUmNBEAGrwadI8ku7UCu1pO228WWqZG7y2vUKXko4Vust+WJ5LhBWLaiC9W9mKQh8Rt04uZpFVhjoWmaL5rLLBJLNAA8CYxc3OQWSwg9R8HyRSMykEaq9RxZF05Z+xhPczeBVY8K+gMMD28qj1bgoiFOL2ObcwzmlBDuvdo76lc70s1UQD2dqh63xpm7wHxwjBv6M8tjjHMXgAiyCSS3yI7viXJb1llrKq2Mbne5QV14nDwMCOIiKIOeRFXGVaeCsC1cLUvogqEJ+3vx6OvZtLdya8jFKnlbUSeYau0Uf+bkPLWoxdWdZvlKv3GwnvZSl9U7nfD7aFumceGvsyke2D1eklKoOxMgE+In/dAtz85V7/2fo3X3wZa9tFCCcovvH7MSfeWlJkHbSHpEc3g5ECyXYbKZ7kxm20aC2wkCzQAvJEM20y7bhYY09oND9qTkXReMYmUoXzgqwX0PwnF1p2w3ylIOga+k8gcHgzpy5X8orW7GPjWek6lETGAEYH4KCxgYgdhkI8iO4VMnZRdAEVWKocj2E6N/9hylXtDiWeMAnAhk1DkE9ul8pabgbFWkVyjwfzeSOL25LfJjgeUqR6w+mcXfczO7cP23JmStonsWkGuj+4f8qiAXGYyf4FrmW4fcs63G2mQHY7Eh4AtTLySTB9Q2rz//yBZUVp+7o+uU01mzzFVqMr3ryE7r6/eEdGzt2PFSIdvJztgksqVdHwC92oLb3tBCD+EzyLxbUrD6rwjx0jgspOs9au2zQQClmlzNJ83FtiYFmgAeGNat5l7UQtIujU0uKgI44Y9/g9MrNAqsj9NniZSJZ5S8aTswfxOttKXTtpD8/N3Q5pYf2ck99dvkWkfzs1ZkVP5bK9XE08Uhlc1XCy8h620yGtqML8fEu9h27gwth55oKi1O5GvJzs+5zuSa/bawf7zQfYcJBHMhBVspYf6z6d5wMPslILty+G5bKcf8ttXNX4ruVmpfyKkoBRVaQ+S1IotScFWzu3P9pz18/qhYfZuENHzLcPaxffqfxmK+sV+7rIvuthmfv4eSGm80bsWtsrcgZybm5h31TB7W5QHDJuT/wO0DYRjiH7afTJ4KuTMGw483GH8BWuyf+S221a89cn7N582FthYFmgAeGNZtpl3UQtIgyMhVxVqt4fqqcDwuMVk4yT9A9S3SucyV0yeQHZCle7I0PXX3wbbzpkq0sPj0/taEPuO9ph68n91zbPNQboI2Zbgkh0eC4Qg4SomnT2q5A91XmUdx1bXHv5+yGV/KDmm+XCy40PDGmbvAOEF7iG8na3U03RWJB7tD68fHLYfL8KKn1f0fUt71MCr8pIyQul5GZP0zsVah71XgoxVyoG/urSBdpHr/4hEnv8+ggxefnmulZC6fxHpPXq0gE7q7wHhDEB5u9j3cOP8Qdx+cqX8BCGN8xFeKBYkcpHmd4VaJwEKvdr5cHge27O3xE26t5rPGgusrwUaAF5fyzX7bZAFaipA5VP9VWx1x9pSRg8UHtrWZkSv2uMH8VIyDbJ+IyMo9Ay+VMsjVsQDaqAxzEYqeTv3JmlhWj8kbRcrgUN/qPgKtjommRe/z+4PIZc0vCZ6v5eHfb3CUh62LvK58bvvQgovB8RhObOXhtkHg5av//zonCpxegg6e6kBeFgMPsRWav2t5nk/E0IoECO/R3YKAYt6mxOLcLIXpQ/EHEEekngAmRaV7Br2/w1UrIK29jBfAX5DxVb3gvq/KOwr1CrIy+1GxS14OugpK/MWttoVHWMkAy41DWiyU5B/jN0E+fWpvVTED8kzyU4ofmtGY4FNaIEGgDehsZtD5SDVP96INCr2uCCKKOSSeFNNFZSItAJQ6KEFBsbQRKZTBRw0zD5eyx9O6SlVUNwpWbImUFbWPFLiJ7EXtshDSpnlo32YGMI72EqPLoGm0oJT8Wb9pq5/AyBf4Yy+7stu16qJrVWoUhmdPJVse3nB6QA8eArkPh8tXVY893r3QYcGpoakNzLpFBXCGvYqXnNdkUjD7O32chN2wylk+szyfHz+3Xqgo8jEeARCw95/WOVycUGJF5FpKE6rDA2yZyKJLwjBdp9gKz182o2gQe8QJLQcdchrA9eBySHW4zxtn3LdXn7RohIPLNc1PXqy2HzN940F1tcCDQCvr+Wa/dbbApLuBvW9uhBo+c21x5kk3mIT1ry4sPOf4IbPYntu6kN3LG84pZc0VgSfU1ZGo8jDlg/u3r0k/pB5ewv1L2Q3gp33jo2r2uQFwyAeRKY52YWFny23GfKdrHqa2YMg/DTu9GcmndsVx3SZ7R8KoFgNWU8JQav/sIp04QVM0gJk5KydSVEYAQ8m0/Ns2hHP/LdM0iA/GDznB0Lw24U1dG5fzblKvadC9C1EAm4gtSfZLSIG/vNq/hkmi4hH5gIW1WuuYXa0EXgUn1VC8ZPujSBy0bIK6bxNzKg6D2e7bAWbtF84L90K6J8EwUcI0Ne9cvayafs0nzcWWGoLNAC81BZt5pvJArrpph2xzTYtkpfNssOYCDzwG5DGbjU17DiWL5zSQ+rZrNQ37zunLuwxST0T0ghAlOHpCeo7NWEC6XNsdT29o3/g99fsgVY7rlWXMukW4fO6580zmZThULneFQDvEMFvV5K/8/NNywFLd4X6sS9XVzLpFmxScv2vAto7zFX3ROV6vwMYipSGgz3Z2abgX9aw91mQgTazIkBRnJuyz0F4avh+SpjZZfOVl5vvgJ3H5SxaNRur/zookpGE4x3PVjcITEwYIR0h84SrFJLHkLNyQa+9CzC3lmRTjDXLD7HZZkkt0ADwkpqzmWxjWEDD3okgQ6VuGD8BdQTZ/dXUB/MwOwpEmRNeoHd0REbQPM3Hkp1v1YDBe1tJ7mm7qAhUY9eSeb/mBdsYyTFr2PsvkwOMIPU2tkqaxlqIvPKSIKkL9Q24wmBnm1yucQEAXmZoX9lnjmTP/lYV3EZCvDWJR+mtbHWL1p0Q9nfh3Mk/kZ3S4wxesvUT28tFoAytSBnm65D6j4FksoZhCIWs4eg1rPdX+21fwlb6rqnX2pSN1DcQ9hrGcZ1Fhfm0/ZrPGwtsbgs0ALy5r0Bz/AUtIGXvgXKyC//k/jqYHpELv0/aOeYHy5yw8Fm20qAmNDKCrB1LMXfh3WylR41t5zID5EDqMAJQ/qNh9iIQOVPXmBCAXO8igLnK0RPITkE6UdPhZXIw2bZqbWjt2rui28q92Vo19jQA9vtVCT16w125bFnwmjU4CHKnxXMrdInDd/3HQ4rKVPoVk65XTcqHXGY9zo8M548Xs5XWFKVqLxjA2UzSQOJRnWOULMXp6Wx3PzPxugyzz4AoIghwOpTtboXfe2RuaQco+xjAvcpF431spZEoZdJRms8aC2xeCzQAvHnt3xx9igV8WNhlK4rQp21HfBroGPgWKjtjD/ngqVqvbySd8L2iRrQxRtjg5eyUnQ0wUi3q10y69xybU9kLjH0pfn4p2LFq31JhKOQ5Tf0ogBbxbDL9SAFeqokk1Ft9fFW1KQnFweFdyWVez3akReinTNIg+LBACNp/V6XyrOaNtXYXqOXBOKyzs32tarnWIlUKR4S1ZEfCtJvDuIhJGtu04nqClKF5wSGMTbyQTN83ZkvXuxhgDBfrj2D6aJKhHqAyfB8yBmdCenz8eADnDmR7LicxGd3F8ropXPYxkEFP2S8cn4uEHV40ohmNBbYkCzQAvCVdjWYt4ZlpsnwYrIBUarQS7yFLsotJpoo9pdZulIdIzwc7e00japDrnwpUtGTZ2ZbkTSNAcPvYdhSKp4Sj2EprnNRS7wCIUcBdvwZT0/z1YV+/y7D3OpBBZGHEw66HZvVbJt1KAVQpcwjoS0y6B1XmHBNjKL5zvS8CDPSPY7KBvUsK4ouRULuqHqp0IlvdgnM5hMOznxXgSR1IdmuUjhpmLwYRQ8Wm5evbksqitHBtbwH1vVhFGDyNSedJk6+nL2ozTupYSGbc0jhwmj5waZsqSYgPm38DN/UObUg3mgfMlmaBBoC3tCuyla9H6v0jRAs1FtSHkF7PVjcA2JShkAc0EMyLcS4Ftfc0ggZpREOWegbZLUPROXjKKmXlyS9AfIdMHzW6hLpeL/+D7Lyhuo1cZr2zQSbPuf2qVdsa9o8DFVSfhM+wlRbem9Q/BtLJ8bs65/KUIiw/TZWjmjyW7CyvgNOnQYRwvPgqtko5QA3m90WS5GxXq5ik96+dh/qvtmsRP/N6w2O2UPZtKBazkW8mO2MqRFLv6RA/VexLvprs1JWvCvubIAaNsjJnsfo12LEe4YWJN8brBi6IhB1T6wa28p9ec/qbwQINAG8GozeHXABIawIHPp56LFtzBYBM2lM+/+fBNy/CuQ7k3tMqpNWffwJaSakNPKGi2eNTIPS3sGrOoWyCAQUdY9ym2qZzHTi8L7ns/wrAC5rGESxMlzj9+2r1r2reKl9BVkg9htnJIIKmLuvAvmAOuAqUwnK20mPL9fT/zRi1wt8jXrWvBs8uK6uu3T3JkqZTWrsz1LJe4luGNdXbrII95veLQhf2p/Vo7zmZ37lSOW1bDt0T2ZmLOej6VZb6e0IyEA7HBX4cQXjBymUpexmE8t6RPsNWtwxPNz/ExgKb2QINAG/mC9AcfuRhWw2DMjmCbNfoDUft5fN+yky1qCy+iaLzE8H6+utvi23nrOUoF27/M5O06Lut7qNqIRDxCXKcGKKunVsnsQiA1D8Oih4u8QEyfX7tGC77PYCdI8g+juwUlcK19h+HI9lOTZovQOdCHvAgexYShBz0aDuUPAlFTnjyf0zSu9TWo+z9EJ4X1/MqsvSQw3QVMpGKxvHIHB+HonDCQgVwLjMO59CXDKzCjfOP4/bb10QxivPVYF/IVV5+9DUwNU94aj1AWO/gcMgFUQnhI2ylz25+c40FthQLNAC8pVyJZh2FBTy4JOmKWcTQNex9qlZ0swgRQ00MwY5YqRKugcig92QkDKxT0hom2IMM7FQlKHjPuyzGqkgLFtu4zFqVQvEUdTDZ9RXOYd41d4LaZR80529HlgAkl3234K4m9yI7hde+iAf8REhRzxffY5KWtJMmWq+5UryAg78nt/ljuabeQRDzSulzmaSB5apYc03C0Aq57jDaQyv17iOHH5Hcxu/m9BS2u18YvcXrVd51MYhJPwcNssOQoHwhkz7NVvcZi/101Ovthjaewla3yr622G7N940FNroFGgDe6CZuDrCxLFBX5PEP8AUJGKJQe1mZKxzD1mTCBrnMQs97BODk68jO8WMAUqVwBL/ApPOUGlitXbszui3zcG1cgyv/fGfuuGPRoyv1DoZMfMKP85mkD6rt7zKrDg5FWQPcj2kaqSQX8YCz7L5oI9cQvoRJeveReY3ZKhQ2UU8iuzngQqtXb4M73NYEIwL/c294Fy4rQ+r2kVz/vwtRgxFKzfw4Uv+1kPIirh8xSfecCKrD7GVgJUxMvIBM3z/tnhkPK9eVqDbWvdbM21hgY1igAeCNYdVmzo1ugRqpRADJBYkXYj7XenkjBzLPYdLJma9q69Vw/lgweWv88KLYdnTdGAC7zD7b3n/udCDbo1XB8y8Dk5CDJD5KpkfWgHDYM63aUOAlfJCtNIR+45DLrCI7eJGjFJALhaDrlJhrmKS3qB83+wAYKRilN7PVrRVKSdlHIDwrrMsdw9ZcSQ9pHw16ByDJq75xPZM0z82Wa5duGduSQmuW3MvZmgsFZSNDrv8dQKHHGLgBxGMm5Y0Lu1QlFL1teCLZKSq2Jx2j+ayxwJZogQaAt8Sr0qxpQQtM8IIWJFyQlESqyUCkYfW/SRpYm0bBQNo5th3t6L9yeDbbZU9vAQJ1pq3vM0mjzGE5odSvKBzVeaP9Ipz1ICNUEo94flGwPoSKyevITi4+EU5gAQD236v/VxgI+v07tyNZ5FZHIgHfZpLmdglzV/idR5WTivN32fcAPCzsMJmpSoPsSCR577BWx7akokCtanq5zHkrhHF2pKq0zyYODbP3ms2KLxeJfkybp/m8scDmtEADwJvT+s2x19kCUqnFGx/+n2MrLRmTJswo9d8M6RWVh/UeZPrjSQeX+u+AFHR5oa8x6Qbu5JGhanhYeD5b6QdqgBJ0hUOVLnkdcMPO5K1rXrRc9hcAAVgH2INpuSYpuy8Uw8jEReQI8cWiAJxdCBXEIPcjK+HrLHsI2si5nv/KJL1Vfe3X3hLY7v9KAO/tMKbjO8yeByIPFY+FufP55HpnFgVy5DvJTlBWGrWnsodAxZrMZm8hOyE6MGVomH0WROCo9nbGmCbxQvs33zUW2NwWaAB4c1+B5vgzW0DSP0F9Y5zKxzcj0cZUliNp8FTIebUePyaEXMuv+o+AZIpIYQyHj2NnWclfXExRK1S6JGr+lvzLoVr4+RBCvllawVY3SBSWc+wG5TrDvAFsm5dakncM5vdGkuSsT99kkpakJLN4wC6zSufH+sM5tw/bc9bGE5djpBoDU0YK4XjqXmS3alfzsE8xjd3w/XheVtI2USs45KhHCsyKY/XXPhatVikzST6S7Fhx2dhQNSTv50z+hWwXalOjO0QRDSs2C+fp9+nsRvKiSfM3nzUW2NIs0ADwlnZFmvVMtUBNixe4AMz2Jred2gsqze8KJfbwz0kcLmaSBj7mSQBgvcTSARF03k+mZYizsn0ttCydwFb3tWPg4DLjeg6gSR1CdkviCZ9HzY5AgrytaIw7WYPsOUhMqtGHeD/JVnpY9RiLhqCH2SdABO1eh+eynX6otn+V29rhWWynoVUnDqn3jEiIYp98g0maU0KW2wx7x4MMlcXk98hOUW1dnyt7H4TQfkV+mewElq5J18BlRpSR04FeCrrHkXORD3t8B+nGHaDUXi5yycYTyM7Y9Zh2vObzxgKb0wINAG9O6zfHXmcLaJh9GNA2SHDiQmpIHreq1breoUqn3u9SdqgBnd9PuoaJ9iDnJnAUe3KOc+PCb4zeb8mvHPav8juvAed3rrYX+WMMs/eBEZQmKAPVXjbIk8jOcXo+0eoAABHySURBVDVQWzQE3X8TpFBcxXGx+ZoClPB+tuovGwrtSpavzYvAarzR0U4mfWiV2duG42D3yaQb83eXo7Ulhcpq4plkWopljNwFcpnKj8ary0dvGs+e5vAagGuaPt91/kk1O2xGCzQAvBmN3xx641lAw94rQb6pOAKTA8l2jbs4/06SSfhZ21Eg5yCPIzsnTVqdhr3PgAw55wnAFYApOwyK/aojRBjlMbPzoLwVKDmEbNc9ZGUfhPCceJyXspWW0oqzhKCH2UtAvCMC3ofINAjPxyENngG5oC5EnE/WW6D8eVR1gInDyXGh+/qLhD7LVney6pT6r4SUX49VsbJ87UQba3AA5CK3tjfocWx1J16PjXcHNTM3Ftj4FmgAeOPbuDnCJraA6mxP9gD/OFvdI6YtQ8Pef1grS/zeBBxMRGCMYUnSHaH+6hLU+dBJdJdS/8uQ9g/gNs7mFXOXNn/4/U3Kwbr+VwGFAjAmTyHbNSKLRUPQGjwZcp5IBOCZTDr71AG4V8lBQ2AnrVJkegCuskiRp5OdEJ6vjEgT+YPSJp0dSV4xvp0xlvmXnNB/LL2GrW7OKz12aTTsmarR4RVb11jCNvEt1RyuscBGsUADwBvFrM2km8sCkm4VW46igg7+wiS99bT1RBEHA4ZQCczk6WR7ikZt779AvjzMVedRzufXeed18ID7zEdx+j7Y2XkUkOqgpT8y6f79GGC5zIg07us/H/Jh7HRKkJvFA+73H4qWvh/n/RmTNKfeLA4l1zPe5yDFyPGXifjCYWHojs8kX/DzOT7oQf3xtVbUlyZoJRe20eBfIZcLXvwlvuhMFVWQy64trgtgL0aPI2mV481oLPA3YYEGgP8mLmNzEsVDflghmbAP12R3WEiGTsPsQ6bfG0H1NCbdidJ4HnJdZiHTuQBYdQap4viD3r8g4WfD35Ol9jTMjgYRyS30ZSbdsaIkuf5VhaxiRSO4PM/eVDlCv9aa9i+vZtLZYQJwGod28GqFl7GVvn18m4pko9PT2O6WFeVx4xFGr3km6bJpd6Rc71SAB8djfpitNITZJwzdeOMO2CYtqT4nkJU0d35jgZuzBRoAvjlfvWbtNQtIa+8CtbyYfcA/PI9MQyXxpAe8+k+AVKoiDQcPY2ebmqeZ76Zh9lIQAaBoBUWdKdSKvc+BfKrfzuF5bI8fX8OslAScVCDltXf75kXbGIKXb0vukv/tP1w8BH3pHLST6e62wpo7c9U2Jz+H+sdDClXMI1KIxXkPsuciQehxlj7PVrfsu63YVBZelgJ1p3A0W2nIP48M9dc8FK127pmbLZ9IdiaqIIVDZs+F4vH9eQx3IZfl9J6TDtF81ljgZmOBBoBvNpeqWehiFoiyhMFjIs8k63nPMTBQ/yxIob1GeBtbaZD+mwQcNdUivIhM3ztpOzfM1pK5l+zDz8arXBs1Eg8mB5Dt06sbjIgU/IFJGtSSKmMxAPan5DILH9/Z7zZBdEIa7A+5vDBtIpmGpDtDfc9eJWE+aU32bqXshRDeE5c4prJUX3u2HMTL4nX6H7LzhIWurdT/KpTnw8fFHxa7L5rvGwtsqRZoAHhLvTLNutbLAp6sw2VPXUz5pupZCbqMHO5ZVQWqAYZ6T4IYiqCIS4Eb7kfe5voxUNT8/lASAY1fYdIJhVhV4NT1t4HmSsk9DnYmt6mBtNR/GCSjerTxYyZp8Cyr8yzShuQB02XGdhU0ksmHk53S8/SAuubOULukhuT8bcntrxk7luufDmi/MI87gJyrvTD4Y+ma7YHtVkGx55p6MtnNhSZGbLDmTlLrhwRD7nuRSIWfPyhkfb4h2Vivn0Wz0xZqgQaAt9AL0yxr41lABoKY+wGEe0QAOJqcHDKNQGZh6RByFk9kazLxv4bZx8FCB/fFbKW5R1icjDS/F5TkrFQXMknvNQZ46v0LtFgeeeEccFh3JX9LPY2ckL912S8B7BbBdW9yLpcxLNc8zF4E4t3h/PEJtsZ1kQNI9l8H6jVxxx8ySR867SpK2UuhPKSPXwPzD50E/hvvLmhmbiyw+S3QAPDmvwbNCjaxBTTsvQHkq+JhJwop5EuSqvq3XAsO70fO/WbSkuWyvwLIBRDuRnKMwUlV9ihhBVtpjaLSA5n6x0AKykGaLLc3Uwh6mL0bxIsCuPJYshOUmSpDw+wUEIFychqrl7Qr1L8k7nYdk7QmDFHaav4foNYqQKEIa4I+cu3YNUEHvZGt7qs38a3QHK6xwGa1QAPAm9X8zcE3tQWk7P4Q/n979xIjS13FcfycqunqO5q44mKMLngIAREuUS6JRB5qUNSNbgTCTgMaHwgaMdGF3oWXiPGR+EogupKFKxPNRRMXaowrfAQfC0N4CLoR4sJEZ7p6qo6prqqerumqOZ147tzpmW9v58yp6k918pvqqf/5V8uOmqeZk/erbuwOfVgKqIWHqkwe07Q70GI3fKa3i1k1frIKu5+pjt7dH9KTcyLarO8dDMWvVnsbN70+rzo6uxycK9wB2/RzYvalJsi/pmn26aU+i2Ev9oQm48564YX391Mxu6M5p3eqjnbnO3cD/VHRdoDI8ENbdd7vvE+s/FHz69uicpNq9oeD/kxwPAQulAABfKHkOe4FEeg8LGT2uKbj+u6v52VmrxWb/n3+o6K4VUeb/RsJ2OK8Y3lQdXlJzyx0yvyfInJy1rMo3qGjzWpLws6rO4FqeZDHrM8q/wNeHKQxNJFruvV2SdNqn+Tq9ZIm2cX9FvkD1YNqdQDL8Jzs6dYtkqa7G1ro6HWq+o9B42LyA1G9p+k7+HDbBfmwcFAEzrMAAXyegWl/uATM7PVi06dF5S+S25067u4CtHi2VuS7d6JiP9FkvPRQVVvfWbc7tTfoeFxtKtANVtu6TCxtv5auhnS8um+wRHcf4fIO1RNLy3RWC+Dtd4kl9TKrgc0SmsEl1YYW1bCNapnP5aqbndnWs8CfTK6WUbvLUP+64l2LyY9FtH5oy6T3znteO5lcI5n+UEyuER1doartV92H64PD2SBwHgQI4POASsujIWBlXjQTrURKu1M3xr1b49l062ZJ0/bOeGlno3nY7EzukkTbKVu9TzfPMsvyZ8TksjoQ7TrV8Z+WwnylO+DJtWL6x7qPPKuaXd53ZTpPS5d2t26Mm0Eie/6AWNxBqShu0dFm+6R29w+NnckHJNF2YEepSVavReaFAAIdAQKYDwQCPQJm+YPV3Vvzoyc1yW4cgrIi/7qoPFAHnT6kOvpKb9AVC+tfTb6rafbRgUBcmLi1fXLvTkqzkF4pgGc7Gr3UHGNwQpUV+XeqPX9ndfushzabfkbMHmnqvqFpVq/l7fMr82rHqNO1iXxKNWsmf/FxQwCBVoAA5rOAQH8AvyAm9TpVKz+p6YnObkSLv2Ll5G8iWg+8UDulOq7vOve8rMyrdbj10hyV+1S7e/TODmV2kdi0Dc1/aZLVW/jt7bVCANennlfreutZ2Do6qaq7a5Cbnmb5vWLN3sMiv9Eke2vvMW1ynZhW2w9WnV/QZLw0IKT9PSu27xdN2t2YXlTNah9eCCAwFyCA+TAg0Bdw8z1p7UXR7NTQJgBm+Q1i8mTT4teaZL2b0jdhOBGRbFa7IzdqlrW/Nz8Ds/yUmFQbMVSvP2uSXdsbhqsHcPX1db3WWOV61awJ0N2uluenZWO+x3GuSTYe+lBYmVdftd/c9Dutmv22P6yrTTHyp6QZtrHfXsx8ABE4rgIE8HG98rzvfQXqyUvJrSJyRnX0y8FAKiZnq/2D60DS3iVDs/Ctlz/9vunzsujoNXu3/5vV7Wy/R5LkXNNvcEzjKl9B18ddGLdZlu/VjRPtEJCF0LcNsWm1heBFTbC+aWg5kHWWNtnDmo7b9dRLRGbT20TkC1KWv/Imk/FxROA4ChDAx/Gq857DBKzMq+302olaN6hmv+u/Y80/XC3faX72c02yegb1npft5PdK0nwdvO/UKX8d8CyAF6dzlXKfbix/7T2rK/NqDfPts9Mx+YimWb0Bw97zs/zNYtLe9f5Vk+yqMEwaIXDMBAjgY3bBebtxAmadTe0Hn2pugvB7ovLB2dHVHlEdf7Y/4BZ2KFJ7WLX/DnP1O+DJWbH5HfoXVUdn+o87+bKYPtQE8Pc1zT40JNWdMW1vVB1eyhWnTScEjp4AAXz0rinv6IAEbLp1m6TpL+rQsjP7fc1qZb7wv9jkbtWN/qU+lj8q1k6SKu/X9MQ3ewNz1f8BF9ufEE3qB8hUHlMdmuS1c5dY2S6RGvzfc/3HxMLdd1G8TUebg1/RH9Cl4DAIrKUAAbyWl42TPiwCZpN7pJQr9g1fs1eITf8zP2e1q1XH1VfXSy8rp+dE2q339tlRaNUAXtzJSfQJTfq3aDSbXCWmu8NDdPRKVf3v4F3w7H/k8rTq+PHDci04DwTWTYAAXrcrxvmunUDnTlnsOU3G9ZCN3gDOqyegT9V3rHqT6qjaUnA5qFcO4OlbxKyafV29ntIku3742JNnRfTS2c+5s127zxknvH4CBPD6XTPOeM0EzBYGYvhfVVdrgJunkYtLVTef//8CeOsSsfS5psfLmmT1HGov1LV/AMia0XO6CBxqAQL4UF8eTu4oCZhtXzm0lWH7Pq3Mq7C8RET+3QzOyN2w3CfUzSxrBnu8SkSe1ySr73CHQtjsSlXt3W7xKF0L3gsCh0GAAD4MV4FzQKARmD/g5N0pF/nHROVbs18z+bim2bfdO1unJxcBAQQOVoAAPlhvjoZAmIBVIVz9q3if8A07GI0QQCBcgAAOJ6UhAggggAACvgAB7BtRgQACCCCAQLgAARxOSkMEEEAAAQR8AQLYN6ICAQQQQACBcAECOJyUhggggAACCPgCBLBvRAUCCCCAAALhAgRwOCkNEUAAAQQQ8AUIYN+ICgQQQAABBMIFCOBwUhoigAACCCDgCxDAvhEVCCCAAAIIhAsQwOGkNEQAAQQQQMAXIIB9IyoQQAABBBAIFyCAw0lpiAACCCCAgC9AAPtGVCCAAAIIIBAuQACHk9IQAQQQQAABX4AA9o2oQAABBBBAIFyAAA4npSECCCCAAAK+AAHsG1GBAAIIIIBAuAABHE5KQwQQQAABBHwBAtg3ogIBBBBAAIFwAQI4nJSGCCCAAAII+AIEsG9EBQIIIIAAAuECBHA4KQ0RQAABBBDwBQhg34gKBBBAAAEEwgUI4HBSGiKAAAIIIOALEMC+ERUIIIAAAgiECxDA4aQ0RAABBBBAwBcggH0jKhBAAAEEEAgXIIDDSWmIAAIIIICAL0AA+0ZUIIAAAgggEC5AAIeT0hABBBBAAAFfgAD2jahAAAEEEEAgXIAADielIQIIIIAAAr4AAewbUYEAAggggEC4AAEcTkpDBBBAAAEEfAEC2DeiAgEEEEAAgXABAjiclIYIIIAAAgj4AgSwb0QFAggggAAC4QIEcDgpDRFAAAEEEPAFCGDfiAoEEEAAAQTCBQjgcFIaIoAAAggg4AsQwL4RFQgggAACCIQLEMDhpDREAAEEEEDAFyCAfSMqEEAAAQQQCBcggMNJaYgAAggggIAvQAD7RlQggAACCCAQLkAAh5PSEAEEEEAAAV+AAPaNqEAAAQQQQCBcgAAOJ6UhAggggAACvgAB7BtRgQACCCCAQLgAARxOSkMEEEAAAQR8AQLYN6ICAQQQQACBcAECOJyUhggggAACCPgCBLBvRAUCCCCAAALhAgRwOCkNEUAAAQQQ8AUIYN+ICgQQQAABBMIFCOBwUhoigAACCCDgCxDAvhEVCCCAAAIIhAsQwOGkNEQAAQQQQMAXIIB9IyoQQAABBBAIFyCAw0lpiAACCCCAgC9AAPtGVCCAAAIIIBAuQACHk9IQAQQQQAABX4AA9o2oQAABBBBAIFyAAA4npSECCCCAAAK+AAHsG1GBAAIIIIBAuAABHE5KQwQQQAABBHwBAtg3ogIBBBBAAIFwAQI4nJSGCCCAAAII+AIEsG9EBQIIIIAAAuECBHA4KQ0RQAABBBDwBQhg34gKBBBAAAEEwgUI4HBSGiKAAAIIIOALEMC+ERUIIIAAAgiECxDA4aQ0RAABBBBAwBcggH0jKhBAAAEEEAgXIIDDSWmIAAIIIICAL0AA+0ZUIIAAAgggEC7wP9D5Y/udfHgJAAAAAElFTkSuQmCC</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="-4.547473508864641e-13" y="2.5579538487363607e-13" heading="90" 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="false">Script A.</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="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="475" y="75"><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="520" y="207"><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>