<snapdata remixID="13569134"><project name="U1L3-AngleExperiments2" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return SnapCloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return ScriptsMorph.prototype.enableKeyboard;&#xD;    case &apos;Table support&apos;:&#xD;        return List.prototype.enableTables;&#xD;    case &apos;Table lines&apos;:&#xD;        return TableMorph.prototype.highContrast;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    default: return which;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;if (tf != !!tf) return;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        return;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        return;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        return;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        return;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        return;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        return;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        return;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        return;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) return;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        return;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;            if (ScriptsMorph.prototype.enableKeyboard) {&#xD;                ide.removeSetting(&apos;keyboard&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;keyboard&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;            if (List.prototype.enableTables) {&#xD;                ide.removeSetting(&apos;tables&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;tables&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;                if (TableMorph.prototype.highContrast) {&#xD;                    ide.saveSetting(&apos;tableLines&apos;, true);&#xD;                } else {&#xD;                    ide.removeSetting(&apos;tableLines&apos;);&#xD;                }&#xD;        return;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        return;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        return;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        return;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        return;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;}</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        return;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        return;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        return;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        return;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        return;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        return;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="48"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7sfXegJEW5/Tk9Mz13lyCCAROKovIeqKCYQTCACoKICcxiABWUIGYURcVAEhUxR0AUjM8cUFB5gJgD8pOHiKIimWX3TvdMn9/9uqpnetLuqsvOXvjqr93p7qrq03X7dH3hfIQ3R8ARcAQcAUfAEVjrCHCtj+gDOgKOgCPgCDgCjgCcgH0ROAKOgCPgCDgCM0DACXgGoPuQjoAj4Ag4Ao6AE7CvAUfAEXAEHAFHYAYIOAHPAHQf0hFwBBwBR8ARcAL2NeAIOAKOgCPgCMwAASfgGYDuQzoCjoAj4Ag4Ak7AvgYcAUfAEXAEHIEZIOAEPAPQfUhHwBFwBBwBR8AJ2NeAI+AIOAKOgCMwAwScgGcAug/pCDgCjoAj4Ag4AfsacAQcAUfAEXAEZoCAE/AMQPchHQFHwBFwBBwBJ2BfA46AI+AIOAKOwAwQcAKeAeg+pCPgCDgCjoAj4ATsa8ARcAQcAUfAEZgBAk7AMwDdh3QEHAFHwBFwBJyAfQ04Ao6AI+AIOAIzQMAJeAag+5COgCPgCDgCjoATsK8BR8ARcAQcAUdgBgg4Ac8AdB/SEXAEHAFHwBFwAvY14Ag4Ao6AI+AIzAABJ+AZgO5DOgKOgCPgCDgCTsC+BhwBR8ARcAQcgRkg4AQ8A9B9SEfAEXAEHAFHwAnY14Aj4Ag4Ao6AIzADBJyAZwC6D+kIOAKOgCPgCDgB+xpwBBwBR8ARcARmgIAT8AxA9yEdAUfAEXAEHAEnYF8DjoAj4Ag4Ao7ADBBwAp4B6D6kI+AIOAKOgCPgBOxrwBFwBBwBR8ARmAECTsAzAN2HdAQcAUfAEXAEnIB9DTgCjoAj4Ag4AjNAwAl4BqD7kI6AI+AIOAKOgBOwrwFHwBFwBBwBR2AGCDgBzwB0H9IRcAQcAUfAEXAC9jXgCDgCjoAj4AjMAAEn4BmA7kM6Ao6AI+AIOAJOwL4GHAFHwBFwBByBGSDgBDwD0H1IR8ARcAQcAUfACdjXgCPgCDgCjoAjMAMEnIBnALoP6Qg4Ao6AI+AIOAH7GnAEHAFHwBFwBGaAgBPwDED3IR0BR8ARcAQcASdgXwOOgCPgCDgCjsAMEHACngHoPqQj4Ag4Ao6AI+AE7GvAEXAEHAFHwBGYAQJOwDMA3Yd0BBwBR8ARcAScgH0NOAKOgCPgCDgCM0DACXgGoPuQjoAj4Ag4Ao6AE7CvAUfAEXAEHAFHYAYIOAHPAHQf0hFwBBwBR8ARcAL2NeAIOAKOgCPgCMwAASfgGYDuQzoCjoAj4Ag4Ak7AvgYcAUfAEXAEHIEZIOAEPAPQfUhHwBFwBBwBR8AJ2NeAI+AIOAKOgCMwAwScgGcAug/pCDgCjoAj4Ag4AfsacAQcAUfAEXAEZoCAE/AMQPchHQFHwBFwBBwBJ2BfA46AI+AIOAKOwAwQcAKeAeg+pCPgCDgCjoAj4ATsa8ARcAQcAUfAEZgBAk7AMwDdh3QEHAFHwBFwBJyAfQ04Ao6AI+AIOAIzQMAJeAag+5COgCPgCDgCjoATsK8BR8ARcAQcAUdgBgg4Ac8AdB/SEXAEHAFHwBFwAvY14Ag4Ao6AI+AIzAABJ+AZgO5DOgKOgCPgCDgCTsC+BhwBR8ARcAQcgRkg4AQ8A9B9SEfAEXAEHAFHwAnY14Aj4Ag4Ao6AIzADBJyAZwC6D+kIOAKOgCPgCDgB+xpwBBwBR8ARcARmgIAT8AxA9yEdAUfAEXAEHAEnYF8DjoAj4Ag4Ao7ADBBwAp4B6D6kI+AIOAKOgCPgBOxrwBFwBBwBR8ARmAECTsAzAN2HdAQcAUfAEXAEnIB9DTgCjoAj4Ag4AjNAwAl4BqD7kI6AI+AIOAKOgBOwrwFHwBFwBBwBR2AGCDgBzwB0H9IRcAQcAUfAEXAC9jXgCDgCjoAj4AjMAAEn4BmA7kM6Ao6AI+AIOAJOwL4GHAFHwBFwBByBGSDgBDwD0H1IR8ARcAQcAUfACdjXgCPgCDgCjoAjMAMEnIBnALoP6Qg4Ao6AI+AIOAH7GnAEHAFHwBFwBGaAgBPwDED3IR0BR8ARcAQcASdgXwOOgCPgCDgCjsAMEHACngHoPqQj4Ag4Ao6AI+AE7GvAEXAEHAFHwBGYAQJOwDMA3Yd0BBwBR8ARcAScgH0NOAKOgCPgCDgCM0DACXgGoPuQjoAj4Ag4Ao6AE7CvAUfAEXAEHAFHYAYIOAHPAHQf0hFwBBwBR8ARcAL2NeAIOAKOgCPgCMwAASfgGYDuQzoCjoAj4Ag4Ak7AvgYcAUfAEXAEHIEZIOAEPAPQfUhHwBFwBBwBR8AJ2NeAI+AIOAKOgCMwAwScgGcAug/pCDgCjoAj4Ag4AfsacAQcAUfAEXAEZoCAE/AMQPchHQFHwBFwBBwBJ2BfA46AI+AIOAKOwAwQcAKeAeg+pCPgCDgCjoAj4ATsa8AR+BcQkK7ZCJjbiFzyp5VdJmX7QXg5yJPJ1ttXfq7uANwocv2//wtT8VMdAUdgkSPgBLzIH6BPf+0hoOXL74K55q8AbAQWe5BzX502uorsHwBuB0Bgaz2SKyadK2XbQPg5gHmQjyJb56y9O/KRHAFHYJYIOAHPEn0fe51AQNJtUGSvQIJfkO0zppJqt/M0JDwtHNcXmbT3WgkBXwvgVuVxLtuI3Pi6KQR8HISDwnl8Fdl699Q+8xWPRpI8DknvBHLpZesEeD4JR8AR+LcRcAL+t6HzC28uCEjZxyE8L5AgHkimP51MlvkjIX0/HvtfJulD/2MC7nVOA/m0OPa+ZPrxyWPrjlD+ewAbgjyTbD3q5oK/34cjcEtFwAn4lvrk/b77CKjofB7gU1a1C5Xm7wUlf4gXXsokvdt/TMBFdhaAHeLYjyVb355IwN3OU5Dw8/HYT5mkD/RH6Ag4AosbASfgxf38fPYrQUAqd6zvAfVVsv36qWSp/JWQoul3umlZ0npQviz2k4GtpSR7EwmzyFbPBF1k/w/AFoGAtTXZ/u3E/nrzx4LJweUx4f1spAdMvZ9e57VI+Az0cDSb6Sd9kTgCjsC6iYAT8Lr5XHxWawABKf8KpN3j7nInsvXDieSW549AQ/GY/sSkvfn0nW1+DaCNQp+tO5G8/N8lYEkEujcskP96sb9bkzTiHmuq75QLPJfN9FMTz9P8FlBipG7m9F+R6f3WAJTehSPgCNwECDgB3wSgepfrBgLqZSeCeEncNb6PjfTAyaSlpVB+PYBGIK7uZtOCnFRkvwGwVSS47cj0gv+AgG8L5VfE629kkq4/ZX4plF8FIBxnsSU5V5nChy6R8kMgHRN+1DeYtHddN56Gz8IRcARGEXAC9jWxKBHQihV3w9z8teStJ+4YS/pR/mhI341kdCmY3p1kMYUwfwEg7BZZPJGc+8pkMsy/BWmX8lhR7MHm5FQkrYYJWurcF+Iv4zgXMUnvPXnMbFsIP4vHrmOShh34hKYi+xGAh4f54YVsph+deq7lNM/PbcQlK89pXpQLxCftCCwCBJyAF8FD8ikOIyDlO0P6JqC/I9MjOTd30WTiUgLl/wSwcSBWPpxs/WQKyX0QwovLY9Lb2ZjsM5ayj0F4fugP+5Hph6YQ4Sp9wMrnH4dG8o3Y15lkOjGyWcr2hRCIlPz2Qq7wY6fc72ZQ/n9hJ88e2LwdyasnnnvjjXfAkuZZALeA8DI20hN9nTkCjsDaRcAJeO3i7aOtAQTU6xwB8k2BLHEKG+kzp+7yetlHQLwgEuvRbLQPm0LAL4DwkXjse0zSx0w+Lz8S0hsiGR5Jtt74bxOwsudD+Fgk4M+Q6bOnzG2QJiW9lY324RPP62UvA/G+Vd1D+MbI3wIp9CN8go00fFR4cwQcgbWGgBPwWoPaB1pTCEjZQyBUilErwO69p/ps1X08VHw9ktz/I9N7TSY5bQ3lv47HrgZbtnsci3CWsv0hfGBVxLV6Juj8cEhviWT+TrL1milkXjOPJ7uTzf+Zct6ZAHaK9/pSMg3zHGmSNoC6fwRkSl0Wfb0P2f7smno+3o8j4AisHgJOwKuHk5+1jiEgZT+G8LBIXm8nWxPTjCS1ohk6qFJ18wcxXe/8CaRk5mpTq4qBTpNTgqTu7lAR/MPkt8jW46aQ4apN0L3sQyBeFAnz5WT63vF5XbUhtMGVAFrhvNbtSVaBW/3TJd0Byi8dnJdtSq5vcpjjBNzL9gNxUjigv4LpXUhqHXvEPh1H4GaPgBPwzf4RL64blFbcDWhtC2Tnk0v/Mm32UvfJUHF6PH4l2LoHSYtknkA4nU+DfFbgm5X4d4ustoPUs8n2Z8YJMbs/hBD5vJI0n9XcAX8V0hNCX8mTyeYXxsfLd4T0gzjeJWR694n32M1egCSa0MmzydYjJp5nqU/Kfg0wRnLzlWQrRk1PwE7aBMgeCRQ/XVUBisW10ny2jsDsEXACnv0z8BnUEJDyMxcIx8yoV4Ct+5KcuIsLXJr9CcJdIzkdQKbvn0xOnT2R8Ivx2O+YpIF8RprUeQfEV8f+PkSm+42ds2zZplia/i3+fiWT9LYT+1qdKOgiMyK/fxzvIWR67gQCHoiECKexke49ZTxT0Nq5PCYczEZ6/GQs5h+PJAkmefB6sLkZySk61SY8kv0S4D0A/IFJuqUvVkfAEVhzCDgBrzksvac1gICK7MdANC0LJ7KRvmxat+rNvwJMItHoQjDderLf9rIl0O3NbBvNy9iGTKv0n3736nb2QsKqGMP5TNIHjRNiGVk9H029VuloA5I3jp23WgTcuRzgHQIXtswMPLbjl/IzIIWiD+ShZOvYCXPaBMrt2rlw3krymJV/F9KjY3/Hka1DpuPbeR3It4XjuoxJe7M18Ii9C0fAEYgIOAH7UlinEJC6e0JFtVvtxuIIFoQ01qR/bgDd6s9lecCSeJInkM2vTTy3l50GIhQ9kN7MRvuICUR2p0hkdmgebG1Ccvk4uXYuBRjIiMW9yLmgPFVrqzJBSzJxDevbxD96YGuOZHdCP5ZWFJS5yO3Jln2gDI+lzjMhVuby85ikD56M11A+MTDfvSuXLjX8JmBrxR+6vwF06zj2YWTr6Enn+m+OgCPw7yHgBPzv4eZX3YQIqMi+B6DKif0Bk/SR04ZTr/MukCG1iPzBgtzkxHOlztOgqpQgfskk3WYi8RSdvwC8U+zvYZPq86rILJc4VEIid1yoTGQFFYZJcRU74NLXrcYlsY/LyVYYs9Yk3RnKY9lB5mDzVpPqCqvofA1gULwiX0223jXx3nrZJ0E8pzwmfZ6NdvggmdCk7kehYt946Pdg6/4kbefvzRFwBNYQAk7AawhI72bNIRAVoqwkYIj8LfRUNttVwNUoSVmZPiOpJBDQ5HKCktaPso9Lwnnaimz/bnTWQyZf4QA2xv3Kw9WTkr3JZqwRPOht1Tvg/KELilpBFIQ4n5xk7q5FXAM/Y5I+YHy+pkvd/ctAT7rYgpy7eMJ5hpPt1JfGMR9Kpv87mXyzB0GwY+H90Csez9bcN9fcE/aeHAFHIPzpe3ME1hICkrZAkb8JKH7BxtzUyFubjnrZCSCidrMuAVMLyKoqEQ2TcK9zCsh9IrGcQk4W5pDyL0LaszxPegMb7ejfrBFnr/MakEfFvj5LpqHfWlMvOx7EK0I/xSFszB03ds4qd8DdvaAi+pv1ZSbtMK/6OMrfuqCYEdKriJPINOhaD50ztLP/BZN020mPU73OkSCDgAjwEyZpkKuc0Ib88NA3mbQfP+3cEgJ19kGBJyHhu8l0LMVrZdf6MUfgloyAE/At+emv5XtXL/sEiOdGQjmETMeIq5qSpNtFH2SIMpYOZ6P91omEoewBEGzHbEy1Amzem2Q03Q6ukLrPgopPx18m1tSV8p0gWTqStYmRv+rNHwYmwcwrvIeN9KDRea1yB9zLDgAR8n6nBJtJ+XcgBUUu4vlk+omxceofFeThZGsMo3HhjeQpZLMKNhvqcgQj84NvS/LCaUtlxGf/QyZpEALx5gg4AqtEwAl4lRD5CWsKAan7fKgI0ouBVLYl04kBViUv9eYPAZO4U+a1YNOinP86aT4LxPmDBeLcMRCajmKj/bpxstKtohk6DeOPB1BJV6wPbWRpOWbSFtjZlNxgSPhC3c4zkPDkONZEX+qqCXjId/16svX2+nwli7buXgFYHu5kk7lUinRY9PMG4ZzWf5P8/fh9Z/tBlfAGLmWS3m0yhoZPGXh153hvU6U7A8y6C5RbdagN4/lHsNF+85paL96PI3BzR8AJ+Ob+hNeh+4v1b62aUMhXBf4ItoxUO1MIoQ1ZrmwUjRA+xUYadtAjTeruARVfjj9fCS7bgtx4LL9VRefrAINJlZwY2Stlv4Jwn3jO48jWt4bIMV+xIxqNII4B/IhJusPYfFZlgu51Tgb5jPK6As9jM/3k0BidzlZo0cjN2g3g2zYi3zxUyUnqPAliFO/Q75m0/3sclzJt6le1EooHkel7JmLYy98CRn1o8O/xg8fKIE5sUnYOhIfEg78Dr3sIedsbpp3vvzsCjsAwAk7AviLWKgLS8jtBjZ8C3DQQHKb6bO2wNL8zlJjIRGjE9OChovPHKBphe9cD2UirwgT9y1VXjALOYZIGOctaU6/zUZAhAlh6ExvtoNccm+pF74GLmaRbjPWxKgIusu8DCBHbvd7ObC2JZRNDT+queBaSRmUun1gcQso+B+GpcZ4TizSoWxfewLUx33jMlx6ispu/AhR305iqJR1gyY8wbOJ9LwP1ELL921Ec/P+OgCMwHQEnYF8dax2BIT3lklT1NLL9+WkTkfKBZCPwv2DrYZO0izVcDejCuLseKqggaeNo2rX82wLs3Z1cYhrKA4LtZi9Ggg9GKhwrai9pKZQH8Y0yT7i5/uh8VmmCLjIzFQdlqVz/zXZ7yHSsXnaSlTuM5DpmUpdMpar7F8CioKeb84dSuqR3s9F+1SScpe5pUFGlJf0cbD1oUl5yIN/lD4Oag3xkFQezMTdReWutLy4f0BFYRAg4AS+ih7UYpipdsxF5aytEsNKmXnY0iEPjScvB3tbkkpAXO9Kk+XtBifmKQwpRgeezOSkgqSRGC74K9X+LYnc258YqB6nIbLcZ1KBUHMjG3NBOWcruByH6pvk3Jq07js2pyMw0G+sMd24/5ide1Q5Y+bWQQoEItiy/d0jHWkXnPIAPDMe1J9muzOth2pp/ApR8Nc5r8i48y+6PZtStLj82SrWty8fxzR8B6Yf938mdFvKpB/+vXaCrr74VNlrfqkbdJfysLzBpP3mVz1uXLSHvsmJV5/lxR+CWhIAT8C3pad/E96re/CvB5EiAPwabTyV5zbQh4y7S8mDvF8+5gEm63fTz83dACjrN4F+jf3KM6KXO2yBWAVgTo3Kl7KUQgm408UNyOHJXUhPoGkGuFwnyniT/WJ+bisz8qtFPPC5tubIdsKSNoLzC5gYmaQhiik3SEii/ui8tuSK/E9dbb4g4pewzEEIdZOldbLQjNrV+ep1PgQw1holTyTT4nIfGOrMJPdw0qIMmNXQ6k3Ywa09oQ6lcwGVga7tJ1ZkG9/KbFLjXhyE8awFP24FPLLk4bTz/3RG4OSPgBHxzfrpr+d5UZCbeUMkgfg9sPWFl6knS/D2hxvlAtRPkO8jWaye/+EvTsUXoBu1k6W1stKu81v4l0rJNodTkFYOIRxcPYjqcmxrPqQoq5GB+V3K96v+h+yKzHWCoKFTo6Wy2PzdEXEXnGwBDKcKi2JXNuW8MH8+mliOU9N9QHv2lupBJ+7+Grs2XPxSNZhDpAP7MJA0FJ2KT1Ia6fx1ESOPBZHre0DnLl98Jc82LasIb25FpqOI01FetvjGwDGzdh+SfJj+DbF8IH43HeiAfNUkFbKj/eslF6O9M2uH5eXMEHAEX4vA1sOYQWKhO9LyF6kQfHzDF9KjlAZlkL7E82P41vd6j2FpS5eGOksWLoco3y2Vg937kEtNKHj6vl30KRNj5CaeyMWnnl58FKUQvEy8k04pYwmV1E7lwPBvpwSPE8hEQL4jXv4BMB+lVgcCnE3C+4jFoNL4T+xsLsFJv/qVgEis7je9Ilc8/Fo2kUqa6jEk6ViRhRHhjiiXg+k2g9m/6AXHSxECuEg9py5hyZL5z830fSbbeuLLVI+VvX1DpGHxQia9joxVETrw5Ao6AE7CvgTWLgHqdw0EOooalleaSBrKrKVlBf4tVjcwEO0LAakC5mUujJCO/wKQ15n8c8uGSK7Ai33K06ICUHQwhVBYivkumVWpUIGB1nwIVVWDYj5mk2w8RsPI3QwoENClSemUErOzZED4Vrh3/SJGyUyAEBS7p1Wy0h7Sdh6K0yePJ1vDHgSySuftHmJhJeX/JE8nmV8bwrOtog3+JZv3x1C2VuJtPfOvYhwXC7Ugym7Z6pHxQRjHc5/vYSKOy2Zpdc96bI7BYEXAT9GJ9cuvwvNXLjgUxIAXpdWy0p+58pOtvA82ZklU0terrTNq7TbpFKd8B0qD4AflIslXl5PYvGVKRmiDMIWkzKK+inztYNn9nbrjhlVUH0oq7Qo3KFHsj2Nq4TjiqR0oTHybTFw8R9EoJOH81pHdEgn0HG+0hs7uKzoUA710e73FHtgbFHkr/tLLL+rvWXu8RbC05e2jsXrY/iA/Ej4s/kuk9x8hXnS0h/qwf2EY8h0yrtKeh06XsRAiVDOZV6PS245IlE83U4Zshey6EmmoXzwCbe0+Lql6Hl7JPzRG4SRFwAr5J4b1ldi69KQFe/2kIg6CfAvuxmX5oJTsmK05gftfguxVexkY6ME3XLpSyUyFUhel/EVNm8iES6s7viiSpShNOFOZQkdluOtT8LfAcNocJSEV+ed/nTAz5UKX53aAkRFiTXyNbT1htAu5l7wfx0nifQwUfJN0mqnXZ36aVKbQI6X69YSl/JCTLIbZ2BdjatJ4CFRS0hoQ3DiAnFJRQ/jVIoYLSlHzoQKbdJ0BFFW1t/vBns9muSh+OPU5pxWOghp0fahMD5+Cq6x7L27pAxy3zbeB3vTIEnIB9fdwkCMQoZyPAqA3MDEVvLzbnJtbrLV/2vc4bQQ6kDKn7kOajHG5x92q/R9GIxgFkI/pMB+eqnmtLHEgOC3NItZ0oNJ7vW+RfAvTESNAvYjP9SNW7lG0D4efx/z9nksYo4vDLyqOga0UhCj2JzfaXBv3OPxbq+3fHyiZK2fvs4ySS9wfZSPevoyN1Hw8VX4+/XQ22NqsTeCDVfBdIlbqXoriJfYwMNd144x2xpGUpRzHdCieSaRh7QpM6W0M060SoIQxdBKbbk/znTbLIvFNHYJEj4AS8yB/g2p6+lFkVoG0BHUu2LRVnapMsyGfOXshRIpHXgdpppfrPRWbnV9KOJqZxv0m+xmElJv4j+i/7JuTy9d+b3x9MgikWGBPm0Pz8PZEmFilsbTm4/M7kRv3UKfXy14MKxQ2ET7KRPq+6WemG20Htf0SiGYvuXSkB13fexIPqFYSGfOjCR9hIXzQYU4SySwGGHFzyMWTLaif324jwxtvZaIdqSrFJl8xBd7Jo6PBMpE+w0X7+pIeo4Wfx/8DWA0mO+YhDN9oc6v4IUJUz/WewuwO51CLSpzZpxeYorJ4zr0CSvo3kkCVjZdf6MUdgsSPgBLzYn+BanL/U+S+IsYYurwGxz6hO8uh0JN0Jyn4EMBYA4N+R9Xbg3NxQXm2NZO4CdX8KVAFE+BiZhmjjISLRhjEqN5CRcAwb6StHzlkCdS8FFCoqMdmdbA4Jc6jIbBe7TXm80D5stj87mEv+aEhRIlK/ZtK+b22eBLorFgo/tKOpeOmQj3hlPuCi8+cBibbuVBfHUNH5GsBgGi7wQjYH0dlSvj2kyt9ru9vb1/2qUnZ/qC+8kYPZZuT6fx/GJD8U0tHxN5Om3GqKOMdrrKhFPG85qIdO++CStCmU/wjAPeL5/wRbtvOtPm4mrtKwY8a3AAbSZrIb2ax272txZftQjsBsEHACng3ui3JUSS2oewmgO8UbmDdfJpkOUo8m3FmpnYzG2bAXdWiXxBf0mCpTyaXqPBni6f2uqCeT7Vh0YDCA1HkGFKsSgfNg8QCyHT8Qwnnqdd4MskqXGUvHGTZ788tMWv26vDKlqiCYYX8n3RiI1S82oCKzFKjNA3n0NicHgUnTdsAKEcWmCGW+butzyRCJFp3LAYZcWeq+ZNtMwPFesmNAHBL+g4+zkQa96sHxevrVZ9hIQypWdVzLbg+lZrq/TehjSk3kbPmD0WxaTnccuHgVG3Pvrvc16LPEyHz3UVCFN4B4LNk6Z9L5/evy+Z3RaHwWUDBvlwUnWlusTNRjZf35MUdgMSLgBLwYn9oM56z5+XsjLYsjDHJPyVeTraFUmdEpxt2ZBQ9F+UX8FmjtME0tS73sPSBeHvu5Puo6j9f4LWx3jVhcXt9m0n7sMOnotlGe0naqRqXDJl91toL6VYdMiOKOJOska4IZwVzL3qPIQY6yisx2oyE9iXw42arEM6b6gEMxiqaVEDQG/AuTdpR0LOUl7wEllWVgGfjjW5OP7A54sHMxwLuH8ZJdyWZf/CP2WxfeGCv1qF72PjD6j4GLo3m/H+BVziiUYzTXQviwAL/GZDjArEa+KdD9EqRQXar8oEj2nlZreHBdGSVtroEgLUqa6+BJZMuepTdH4BaDgBPwLeZRr7kb1fLlm2GuaSQcUmXCm/udq5IZjPrFVgg+1OMFvw82d5uklhWKyOe2C6tK7J3HJK1UtmrDZg+EYOdZ/d4xYiqn1ss+DiL4bydIMqro/A5gUKNi8mSy2d9tq5d9AkQogUi+imz1d4JS9lkIT4/XDRW5n74DLudbqVadyyStyvnZzv+pEIPiFnnmgsrUo/rwDu9Kr8Olf92Um28+P4A/P9J2tPH/4+IeIWjMxg1R5kz2IptfHF0VUv55SE+JD/VysLvdqEpYf8ze/EfAZOAemBDoNtZ/Lz8MVP1j7TLk2oXt9oUmbsjbAAAgAElEQVRrboV6T47A4kDACXhxPKd1bpYhXab7FUAP7U+OJlPYetm0+r4lGQ5VGioJ8dNk+pxJNyjN3xtKLD94/fK49GY22keMk0ZmWsMvjL9fCP7j/nXh/xidW5ly58HuvevBQep13goyBCsRnyfTqiqQ5bTuH3drRopfJFt7DQgoOw7EQWFueDkb6Xv7x6b4gIfrFg8LiUj50ZBCgQrqXeRA33lIVUo6hY120IEOAVD2sXIxgMrXPbQ7Dufk319I8wrlD4EzmaR9cu/3082ei6SfvyuQO48GeQ3GzI9a2LIPdJ0niJGMPade5yiQdS3oi8DWziRXGqi1zi1+n5AjsIYQcAJeQ0DeEruJJfE+AVQ7pvJV/00w3Yfk1IpIUv5aSG/vYzYhgGrwos8OgnBc/1zyEWRrWHhCukPUVg7pLyM71XJWReebAIN5mjqKbFcFG4xkt4VgohTWrotm6OWBuOqBTbqUSTsGk5WkdgikY+KY7yZb/VJ/U3fAQyIZyfvIZl8dasikXejJbA783kPiHGOpS/WPBPyeTCurQSTo7l5QYZYHazmIB5LpL+trVtIWMagtmupXpsudH2YFIGrPb0yqc6TvNorczN/VR5I9o3OB5u6eonRLfHP4PVcIOAH7WviPECiFH4r8eBB1mcFfgvnjp5kuA7F13gVZ+kls0uvZaA9IuTYr9bLPgbHwPHQZmFrBgKF0GCmvR+1eBWZb1yOApXxnSGY2t3ZlDPjp96EiM99riOJlsgfZLMUnJKWw0oF9f2VZ0q/04Uqdp0MMUdPCKWykg13p1B1wzVRMvoZsvTOOYwFuVwMKu312NyOXlj5vSdtAeZVzvAxXXL0pN9209N2W+CP/FYStwnV4CZmeNIC19Oka2Qbf8QRJyDIwDPlPoRgNDlwAth46KSVoTO+bOBVoPYtkMWkhWXlKaOkpACs/sU3yC2DzuSSX/UeLzy92BBY5Ak7Ai/wB3hTTlyyXs3sQesWP2RyuQzttPKlzBMQ39Y8TF2O+twuXjBdL6JND3TcbyGN/Mv3g6BgqNY1Lgqhq0H6VSXuP+nlR+MP0ioPsonASG2klnxh+qpcQHDUZ1z8IiJPJ9Fn9edYDvWq1eUfSgn7AJK1MvNODsHqdT4CMPmU9mwyqUhqq3au/MmnfeYBTPZJ7uDjDiPCGpf/cjWS5ew8Enb8eirnM4cPD0o6uGMYuOxbqS4deA/a2m1jkIp/fBY3ENKWrgLYfAlfvRoaPgbHnduONd8CSlgWKVSUnyw8AJK2DSPZWtXal/NEoensi0TH1CPNVXefHHYHFgoAT8GJ5Umtxnup1Pgcy1IS1ogFJ62CSY8URxl64vezlYGkuDgFR4OVg8bh6Ks0Iac5B3S8D2iX+nsfgoKFc3UgkpgFtVZJiNR7sRw5LW0rze0BJVbi+C5Zl+irTsvmfX4AElZrVkDCHlD04BnPZvK8GmxYN3SnHrkdkS31xC2nF3aGG+V6t/YFJumWf+KbtgIvMduGh8EMo51dWfpKyF0DV3PhFJjVfszLb4cbaw3o6OSiNqCL/HqDgzyXfQrb6H0ExMtrSjjYKz7J4JRtzwWQem9TdFSoG6mTEvpPSyqTOfaLKVegL+D1YRrFfNboOwv2YMEduFZ+q3GD78S1stAcfaZMuDNcuXQioPgJSZSH5GZM0FuCYcpH/7AgsQgScgBfhQ7upp6xedoqJbPTHIS5ZUJLae7Tm7OQXb/epUGF5waGYPXANesXebM1V5t+hy6Rrbw0s/QGESuTiehCPrBNnnyx6nSNBVpG+PVBbk8PRsyoyE854dLzmLCbpjgOy0RyUWxGB25e/jQhzqMgsGCiqTBWPJ+fKkn/qdp6OJJqage8zScv+pbI/y+m1dgOTdMP+WNMJ2ILBQlUhFluSc38IfWUfgxAUqcjXkaFsnzqdrdDqp0mtwDU3bMpNNrk+XlMX3uiApXm8L/s4HMFdpn09oB4gF9S85n5dEz0ZKyoRxllxd6BpedyVytWfospVTKcaXgmBrE1Os39+YcU5yPSEVa3dUCM6sUjwII4S2pB1YVV9+HFHYLEg4AS8WJ7UWpxniKrtfhLQk2rDdiAdiSQ9apq/r08+yh8GyXaiQfABMMEO803WKuQMelYIorIc0OCnBP4BFtuT42pZUnYOhCp15zdga7thUil3ahY5HVKdmDyNbFZlBc0ke7jtxMIw/CGTVtSqLne6J/R92RwocEm6e4wytouuAVubVAUQVGRmzo3Rx61bV8FnU4Owisx2jFFbubVhlXOsIjM/bfgIqVV4kvLXQXpbmK++wqQdtKkDaX8KinWPiU+QaV9SUln2EDRhecnhb7xXPHb0I2g4MlqXgPPbkbcasnRIN94BaJ0N9Xey/4giKlOUzEqdafOLRz1o3Ahq3/qufdpSVi/bD+Q7AFW7bDv1R2B3b3LpX9fin4AP5QisFQScgNcKzItzkBhw82EAzf4dkN8H8ueSSyfufgbkYClE/E5fcjEQy1AebR2VYM5NTLIyqEBBfwJ724++eKUVd4MaRrCbhNPwATbSUFloQEzHQTE9CPgTeN19yVCNJ5Q+XGLylEvL02vCHCOlDq3SkJmhS1+lisx0n2N93XLnbQId9vtAyjLsyKvfLXArio4s24jc+LoQNZ5XgUfXMklLkpK0PpQb8VmObgGWRB52uUVmus2h0AOTZ5PN4DMuJT7zgfBGrvuyXVPNUv6ThYILMUVsvLyjevmhYF+SsoMuHsI0NR96DUcLoFrPVK7q1olHkanNaaxJ2fMhWAWrqhLSlSCfWBcomXzd9ZsAc/bMhpS7QB5OtoIWtzdH4GaIgBPwzfChrslbirm4toMMPsjQ/gFqf3JQxWfyi3X5ZlDDSPhetbf6WP3b6lj0M9oLP6YT4XdRLWt4VzZsEra0oiGpSqlUvzIijDtTvpFsHdkfp5d9EESo3yt9lo12aW6PMpEmjxmJlo8mW2XpPxWd/wEYahTXaudK+f9ACr/3il3YmjO/58QgLEn3jKRpp/yWSVqaoqV8p+jftr5/TaYl4UVzbKWnnIHLN62KRQzlLmNYAUzKnmPFI+L9rgCLbStTd+g3ewAE+4gJrWbyHjwLtaHsy/3ULSADExMbGZQmrD10KX+VibEMfrJode1cH3fyGjHfu+2YK63w8qw/W9T76rg8JvXpvzkCiwUBJ+DF8qRmPE+p+16oOGBoGpafm7QOHy13Vz8nkqG9tAcqVhZslFx6AHnPMshp6PwQaWvm62oX9QOwtSvJytdanq5edqKZteO1Vphga5J/6xNIb/4gMKnyh68Du1tXu3ZJW0L57+O582Dr3pUYhJR9CEKoQCS8n420vGcpf6MJgcTf+xHW6mUf7ue3Es8l00+V50/wASvPd0KjDCQz1vs2k1aZl6ze/CvBJChs1aoTqTd/GJjEfFt9k0m7TOXRVVdtiFtvYCbg6gNjF7IViP+aazbCrZb+BmDQ6x4T9LA0p/xnUIwWh77FpP24seeg7KMQBlrTUyLUw/w77wD56kEfVoawt/PKKiGF9Kmu5YObTndURit7+xK47Llk8HN7cwRuzgg4Ad+cn+4avjepuxtU2M4qmH9D+zWop40GQ9WHDibW7JMA+ypSAL8OLnsmeesxwY6xXFPhZDYGaUGBp0qzrUU4h7SjkaLyMX/Xdnlh5y4MFScYqjpEHkW2SmGOMvWlqoBE/oVslUFZCh8GVQ3dnzJJHxjJ5wgwpl+RryVb7yh/n0TA6uwD8ZRyPjWfrYr8DEABGyYvJptm9rc+TGIzfLgQLyRDZaQhdS6MVmnqHAlVgWr6O5ha2lHfgiBln4EQ85X5d7BpPvQh/6rUeQdUI1Tx9Wy0xnK0ZZWgitw+hOpEfQ7QeSK5wdQawNLyOwOtT9WUuey2TEd6P7L5sTW8bL07R2CdReAmJWBpxU5Q40MArgXxfqB1itf7XGfXwmpNLJaeMxLp57wCvB7U60cL3o+QcCMKdtR30b8AW48nOVQyLxLhqNrSsWykQaYxtlge0Ug2+nP5enJAFENkWpLYoGCC8hWPQqMRa+nySrBplXjMT2vCG7aTjoFS3MGKBEjaBMpjvWGrvNTc2HblQ+lDwolshIL1kwl4SDnrbWSrjOiWsksgBIUtoiyiIGmzGLFNqwIBzt+R3OCKcueo3CKpY4GIOjGv2BxqWCGFKOYxnFctZc8u08qqRlrVoqHo9DFTMnU02R4IpvSx10YwLexKXSxM/nSw+byVW0Q6e0I0oZAQiR7ab0E9lWxXVonVWot+kiOw2BG4aQl4VGgB9sWN9wLNk1Ynr3Sxg7uuz78M5Cky29mkSHgMmQ78gquYvHqdV4Gs+fzKXeZpSDoHrnT3M1we0Ea5OJgrl1iq01Ab0j8OTPUGNtoxIjicKg3Vt51QlSi3PONKtOM8sPWQWgSz7aC3jcT3cjJoOUvZJ6B+AYZjyFZZZ3hIDpKth5E8R8ofBylWJdKXmbTLcoYTCbiXmWLYK+J4pWJVKXqiPO5AeWMk9ky9+QPBJKTtEN8nY+pTd35XJEmVt2sRyZtX5nkVndMBPjlecwHQenA/iGzFis3Rbhhxh/Qw2vMO91U1Kdt3Qeyk3GXHPj5JpqGIxdB5ZdS6pWj16yNDeG8U2JiiiKX1gO5bFqLgQjnF/qD4EJLW/tUzGR1rfOz5e6FIXgdoDol99M1VedirutSPOwLrHAI3LQEHcQPzTW0wcufLzQQHFMdNSjVZ51C6mU5IvfmDweTYeHs9CB9Dkr9pZRKSIy9sC+axnM0qfcio589g8gyy9eNpsKmXvQKEjRsFO3Q5cjyW7baJRgy/n+sBU3ZEeCkbqZWyG7zDi84XAFYpU5eAN96/Mm3HQCaL7o275GRfslnWLx7ZEf4hqkT1NExylzBJy/tTL/sMGM23xAFk+n6pc1+Ila7y+UzSB5XnTjRBZ5+DoqRmlLtUt/NEJPxSvJmzmaSPiNefBWCH8veaapeKzILCgvWBfBPZKlOqlK/YCY1G9C9bQFhvR7aWWB9mrm9CuX1cVYpUvwJ//IChUof5/OPQSGweQeUK/A7Y3GO0UlUUH7G/6cEzn1Iko3pAUmdLgHbvtUA+XmuKYGTTlLVW2SRtjCJ7FZgc2I9gF97LRlqVrFxlH36CI7CuIXCTEnD447/hdijS/UxmEGCVyF9/fX4FLI4ll1j0q7e1iED5YlRyHqD6B9LVIN8FNE8YDXyaNDVJS4Dcdoz9CkKlP89yV5OfvLX+kq9fH8Qtko8CtjMqyeRqdPF0tlompNFvwSScnQHwCfFHU8uyaNz+i7vMVVXzp/31NVa1qF6FR5eDK7a2aGLpkjnozhf3BSOKYg82575a3lMwQ4c0om73IUyXnqte9jIQ7yt/E05lI32GbrjhtlivHaUdB/V9JxJwkdlHycPC/WI7S+eRhrShjyNbh2jZsk2xNLU0r6j61b2LBZApyx6AZj96eTlu7NyNG2zwz5JgkZ8Hxd289Dk22qFMYgiSqlchstrKJsjRz+ONHxH291fl3/4abO04WqtZ0n2hzIpaxFQx9KLARr8K1OgakbIDIJjVoi9SAuJsoPuMVaWyhfeH6VT39g0BcKrGDcPU8qXX4p+ND+UIrDEEbnIC7r8ESnm5/CkxPzOY/YbbBaCOBdLTVkcndo0hcAvvKCotWbRwkEfsN12EQoeyOTcmCzkJMqnzTIgm81hFL9tpPwZbz5hWbi5oKeOLgCrBjhUo8BI20yqFJhCIrr4VtL7t/EI+bPA5P7puMl8QlXjEQlDP4COOeBGZlrKTkm4NZb/tEwf5drJVlh9UL38dWAldoK+cJWWnQFENLAZpKcsehCbODVPARWR6b0mEctNCtuLyOdhaYut3CgH/X7/Qfcgx/tuQcheTp5LN06XshRDKQCyQP1ooCVjuhNXLPg0iaFQTfdUqKXupRWzH53ID2LsPabnOpYn+sZBKRa+yFXgxm2nouzw+kn9N/B+Q70CuZ+lY/RZN7afWSHoZCj2fzfbp9fMG/eo2KLL3gex/CMQBj2CjHaLJV9Gi1ratze1GTj0X5MFk65xV9eHHHYF1GYG1RsBDf8z5ikejkbwyBnCMzMF2KMnxQPPDKytpty6DuhjnFiKce8cO5eyGG/kOqIMrgYmV3Zuke8AKuld+1fJk/hNFcSCb7dMmvqg7nS3RogUCxUILpf32VWzM9QvfB6LQ7aNa1hahH/4DbG4/tJMbTocxaUZLTSp3ekOkBlNnat2P5MUxuMrkKUPgUhcPZpqeJ5XBQlXB+ouYlGRr0pPXxI8Mga3bmhaylP2/hSjrMC9272ziIaMEDNz6eii3Ign2gVInaotQjnnPvbubL3yIlFUcxsbc0UF4o3vRQEBE/21BS7r++ttg/Tkz3Ud5Tb2FDHrLIQWs+4v+Dn9ULWtMgUx/A1PD1D4U+i0GmhnBV+bpf6KXP5GtpRMJUKaEBtkHzF1r3VyGLp7GNLXI7pU2aflmKJrvBLH38In8K6g3AK1Prq7PeFVj+XFHYJYIzISAqxtWp7M1mrJgExNCGPET8wYQHwOax5O0F6S3mxiB0vRaWEEFWl3bEAUcWqfcYSUtk6GMkcCTJ1PuCIv83SCGIpbB5L3AdW+YlN8ZI37Nr1gX7DiKjUHN3kAopoJVqmWFHNdS5aplhNFPo1GR2Q619MMC+i14+Xbk5vMxethe/mX6EMAvMWmVfmP1sveDCGpaxGfJdJ+Y5mRm6CqiOEQnF5mRTpDCJB9Ptr65IKTxgwUhjaA5HZW1JhCwRVdXVYguZZLeLUZx/y7O529MWneUrt8EmrPdZ5TS7N3DKhMNCW+QXydbpfiH1Hk3xBhMpb/EtKNKK/o7EB4TsboU1y/flhttZB8QRs4bQbn5iCu/7LWgdiTbFkXdb1L+akhlalVsfwZbO5OsBEJq55opvGvSmYcPqaeVub2pRUcPlZCsjxPntCGQHQIlBwMamKzLDybaR/nR/lE+ipr/fzEjMFMCroAb+ImT/WsC7gNcSSsmfuyqJO0W84NYl+Ze+lSL1ptjfmfwQwZ2MQWstwKtD64qnUz5/GPRSMyUXE83uTCmm4wHWwX1KjN3R/Is/awWIXsgyWywVjr/BSVnA6pykX8Pzu9AblhW5QkmVfMHK+wqhePYSMvIWyl/OCTTnI63E5SuND9/L6RJWRQh6FYHYQ4pPx1SiCqOlXyGyFp6IxvtI9XLTu3v1pjsSTa/PE7A628OIdT0JX5Cpg9XN3s2kiotSGWJxYWUpOcupCRVmtllUJd01YbQkPBGmLcMC1okdzD7U88i2yeX0+1lB8XKVPbfPFaGKscvfd+485ehfhWqefSKPdmaq/Kcwy33Ou+MH2MVYhaoZuRb1imuN0l3gXJLT9u+9nuGAgfUTd6j1w2ea3cfqPfOIenSMIsvgukrR3fl0/rx3x2BxYTAOkHAgz9CLUUvfyqSMlVjkp/4f6Of+IxVFQRYTA9hXZ2rlG1nBDbyUrWX4i/RKw5ma8kg6nbCTUi6DZSb37DahdlZN0J8IxutKvq6f6X0zw2gDT8FsEzlCaTC/wGaVvC9v3uS8h0hfb0f2YziLLBt+cRlHVzVBS/KPgZSlVJ2MoRnxN5/FYs55FJuhBTSlaRSLlPqPA1iMJ0TvyHT+0hGFEUQ0wC/zqS1m5Qf00+viVHa4wS84cMHZf90BpP2U4Z33kH3WEXn6/3i9dLr2Wi/XcpeEjWWbdCfM0lLX7iKjgVElWpaIH5MpiX5Sdk2fbIPP5QfCv2/s9H0wAL7spmWkeHhdM2hyD8Aop6CZP78PSdZQCJOFpwWlLlC+1382Io7/NqR2j+nrzH8Mvp5V7rGJvfqvzoCiwOBNU7AZdQqsP5/mucbRBSKKX5iXAbxeCTXf8Ql6276hRZIZ9LuhF8Au4dNKt5en5WUvQLC8cMz5ZfApuV/WpGDfisjeovc8mVLQYvYfg5mu5Lr9wU71O08Awk/3U9lkk5Fkj6zn+Nbl5QErgDzbSy9Slp+F6hpO/Bg4iTK/N/hIK4gzBHYqIyGtgArI/Kt0FEPaXJhnNc/mKSbqi57Kb2NjfYbxgi4t759WMbAKryXTF+uIjuvbxJnb2dg7nyo+zfAIsvL8f4LSC8aEd4o5S7VnX88ksQ+QqwV6HYfynTpeaGSVZlyFMz55HcXUsL6AXZS551Q6WIIjXw12Ypyl1XAWm4fHYOgPEs1S1r7jgpslGMhf6ulSQ09W+KDQOulK/tILitgFflbopUlpqOVE1ptK8vQmP4fR2ARIrBGCVgrVtwd7YaVQDOz4wUoTce9M8i5MX/R6mIldbZGwQNjfdrRfOLryiLmSes9k8xiqzvGLeW8GBxzT6D1HZJDUa6rwkAyn9xE/9wySO9BsvzoSbKSVb+S7gflljM88POCfwHxbLL1g9Hx1bOXc+lLjE0Xg8WQYIeUHQyV+cShDZmby8pDJjyxeWSas5m0Qo5tr/MmkEfEq64AO1ubeIiUWSpP8BGreAUbcydI+Vcg7R7J6vVA8ygoN5nFYAJn7x7oJQ9AQrs3Y7BPstF+3hgBF+sd1B+TPAxovm8koOs2QPY4iKUJGcAvmaTbSN1dBztnXg42Y4H7Us/5v+J9f4yN9AVh+CEN539ivrsdly61Osdmgh/255LvIFuvHTyjG+8INb+1oGgV6hUHTE9A0jp4lEylzlYQTPhjy/654LUoes+xVK7Bb8P/kmVDlHEGyWGAhuMMyhSv1jtWFWcw2ncZSIf8CUBxORmKYXhzBBYDAmuWgIf9V/X7/zWkL6CLM+ol0/4VgEo/Meb2g4qX1PIQB68J4fNIYGpOtqvwNoKApLvGCkGWd1sE1Srzq6+++lV4iS/fDGi+ExqNUNVfwcbryOZA6nB8DvbyPQlkvexcUQb5JOkRo37l6Mc0go3r1KJgm7uQ7Js1pdzUlQZELR3ORrssYVcG+bXK2sAheld6DRvtd4ZdYmYFCzYrf2eJw6FSd2+oMJO5NfN3bg307DfbaVsrzb8qOt8AGAoYFNobjeQySJXwyHeYpLtM8AG/u1/kgckzgMLkJ6so4t8xSbdS0fkSwFDvl3oz2T5iSHgjKoENF2mw+sT51pY2JHWfE7W6w2zJx5Gt0q+rbvbC/g68/AEfZiMNFaHsv/Pz90A7+faCVOVAYKMm9FF/lKVFA3wrTI970M4Cu88il475h/tjqLs71DsGYKXfXY3+7ZBP3F6pubo+h/A45+8NJPYR9pyBlYLbr0wEZrQP/78jMEsE1jABa2PYF3go22a1TSc0XbSgiHMGEp4xra7oygApv6CRPxWa6ic+O6g7Nb7sqQoDJGMpPAvCCcIXVSPPQq84js2VlxYcf/nlO0Ay//ADhvsrSeVgMg35spNWgDp7QzRzbP0Ffh7Y23tUklLdzj5IyvzioGQFXI0en8pWKBNobaxSE/EyMrW6tPaSPgyqKgqVZPsQm5vCHCqy7YB6AJD+Ecr+CPDOZccs9gDaP45m6BiV3NoCRfZcq1UbBscxSHrvhxpV6k5ZZnCMgLXeKQB3Df1yJxTaeiDqoc8gSV8C5WZij8Ikuh/AVq1s4DJwfnPcmDSxNDUTetyB83Vk66gQSd79FaBYgxgnkGkpeyl1Hw8VpnIVqw7pa2C6VxXcFnzG/HpN6KIL4WA20iA60sdZt4Oyk2qqY9UDeAsbIfVpyvPeGqKtlXosgM3sD2DjELJZmdKndTH0e+meAg7ul4GsH+31HsPWkqjxvVrd+UmOwMwQWKMEXPtDvcOCMs+uECwJ30QE6uIM9Zv9EwhTOTrj30mqD35ivBKQBaKM3sv/gXgP0Po4ybIY+y29xYLzpkoUJA6Hm+F1LND6xMrE9EdeyFZg4YWgjgC4af1dXdaj7XTfwKVLhyrt1NaI7cgtz7YebHc1iIPItNpxlqdH/+wXalWYTLBjPzbDeTrzzCZ23P60fkWhUFnHRC1KiUcVna8AjGZkXIzrlj/Q0nFUZAO5RyDsXHudV4Os0m5KYQ6Z7rHKNVbmKCNp/gYqKtKw4KRHxxxf82VewyTdeJyA1zcz+zZlH2zdC0X+ppqs5UsAXQnRcqit/Z5J+t9S9mkoCm8IH2AjfelIGcY/Wj5zGeWs3Cw/of+yQlVrGzMbl6Z/dC1NqlK5+jnYemQV1BZN3BZUFogbvAFF8Tw224Z3v8XAN8N7kK9duhAswG2y1anMQy5M6KRM8aqVHORVUPEuJOl7V0dtLawBtYD8GRAson2gQT2Y4s8tQp8cnvfYKvcfHIF1CIGbhIBHXtKblL4tJPtA2mlsB9Y/2fxbZqbunYHm3Fn/SpRz6ScGD4S4z4isYpA4LIoPI+meMKrusw49h7U6FZlGd4FDQVjUbxRX6E/hGlAfBEq8+vV1VzbBUqcX2ashHtg3BYYLTO/33UDTfPSmFjXUQk3Y7C0QS1Wqwdu+TD961XDks8lmmq543J2Wb+UgUhFf0Fae0Px/IUcXsDzyxxg5hApO3Z8DCh8J0mlstPeOheltpx5SrYpidzTaP4FyKwxRBWlZOcD79pWpgHPBbE8orbAxUQ/LqTXpyCiGcfX60Mb24RF3o8s2gta3OIjbleOwZSbwC/qiJ8QDUeAwMMp5kkcB+YlQ066JAVnFlkCyFIIRbTP0E1Oeep23gn0Ml4HFduTcH0qzctqwlK0g4Uj8Ech2qILZpOxFUCmtGXf3vALQ7nVCLYmvyA4HyxKHtfeFTgfTF03Kyw2BmPlLIFrRhHDPoZneuMVsmLthrALWyPKIj0qboMheAtKqaNVT2sonBvBbII62tKxJ1/tvjsC6jMBNTsD1my+T/3vZLkhM4o9mRhoNqqpOvxI0iUKeDjTPXFXOaXWRZH/s3Wl+YjOrVX7iC9blh7K25ibpbuXLLUlegDKQZah1TZQi5F+nIX91Fa30yalxLKBgah20i1HoMDbblbLU0MFoyfgkoEpgw45fvJD683uqDOAAACAASURBVBQTvxg83xV3hRIj4YEPsS4rGXKJLc+3CvS6Aiy2J+f+31ixAuLFZPphKfsghOgLtULy6TYo8ndYdHRkgNOQpAdB3b8ApktsmcLdzTDXNDNnmAdx/5JYKqlMFveCkvMHBNy5HdQ2wrEd8tVgawsot7xl+/tbAbasIpJJR1ak/0BApsQVP0z4VSatPVRktouOgh/83kKZxMdI8ztDyaCkYLAMfEi68Y5A6+yBT5d/Rae7A5eEqlNS/hpIR/UfBHEpUOxSD5iUVtwVaH52Qcqy+qixKa+AZObpD05aDrEEpJmba4UXyjPPirrRlre8yibJrAQHg2VVqvARMmj2cXXygoTp+1ZHoW2Vg/kJjsCMEFirBFy/x5DCkD0a4D4QdqlpzI5Ccc3CC+4rQHI60PjuaHWWyS8B8xP3ngoVB9XMcvVTf4CiOAaN9tfcTxxVkZA/H9JLAUapxxpc5Jno9Y5bWXTr8LPNd4n+4VCzdtC+H2Uth9SWAiFcvwmw5DOQQnBTaCsscngkTeZ2UG7l+Ab6wMRJQOvl9qFWBompYWpZ0VSqS6O84l+GVaNMXal3X6BYAbXMpxoicqXXINEZUGK7T/v7mEentyXaDRPHMAtOmbqEAg8HSxdLqa+MhHsACgUj2Hsk1DDzd+WPtbzc+CGhX4Myv3Slz/wTsHgnlHw53vPFYOv+UG4SmiGv1nzGveJ2/UhrIEOuByJN/x5TjsK9CiezkT4raF+XKldVNPPVyLUD2yHIScrfBale4/dCsLtLPYBK3c6zkJj6VPQ1h8n9HtRTJgVLSdoCyizAqir9GG/H8G+8imyGKPFVNJUytU1TwiqVvoabLofwASSpCcFYJLo3R2BRIzAzAq6jVgZW9TqPBLkPWAoLVOL8I+Dy+tL3ZukPjfSbq+OrVL7iMVF32kh++H4JUz96b9SWXbaon+QamHxpbuxluyEppQ0fPqFL0zw+HknpJy5FL6a1qLb0MgivqRVbsNNzkB8Amm8jzeQ58ooN1XOsDm7d3PkNrOi+kOuFAgEhirn7aUAhYrhs+iqYmmDH9XEnbqbXShjiwihZedVQ7m1ZCL61HQorj9j3+15tUcVQ88S+IEgpxci/hZiCsp1dxi5Uuc1WxtHMq8SLyqOUFaawILBAwEWx26CGr761IA/5I5BBGKOU+MSGEEJkeCjT+Mea8MZPzWcL5L9a8KuHlCrhBDbSVwwJcaCUoTTC7UC5pQFVAU/LQe5mqV7SZUuA258Uo4Yr4M4GW08yTeuI7YYoctNh3n/oyQgnIWkdMFoopSR7dA+DZAFfVaCc3ch1UHEskvS4VcVgBP9uGW1u8qVVycT68D9DgePRuPIM8o4rXXdTF6QfcATWQQTWCQKu4yKpDXQfgUJPA+0ruF/6bBS+5YC+CVouYmo72VL/dlqTtDWK3HSO9x7zEwNXgvwg0HlfXexhHXxea21KyvOHoolDYw5sLYCmnMJVkE6KQTRDQhqjEyyLKKB3OFTsN6wPjH+COAp/vPRE3vOeneE10Nm6dBcM5ZhaoQA9j5wrza0xKOd4qw/cv5a8AGjuZuIeUv5QSHZuFWl9Nnj149HZ6I5IE0tNCuZe6Wgk6Ruh7Bd9n2wpgclP1WQrr0KuR6HVr/vbQ6GnIOkXa7A0u9NBhio/5CtjalS1AzZfayXC8XGIt+3vlgs8B0n5wRGCpEiLLjfzbrAeGJkXuAfIsu4vYLhZzEPbApLM1GvNyP9BZPoz9bJPRLNteXdg8iyyeYquu25jbLj0c5DM9RMacSrQeuFAQSy7X3kfw1aQq8HkOWTTrA79Fvz3ZjWxeWm4zKhwMpLWa0iaX3xqC/m73f0hWezAqH9XIL+BbvcYtpa4f3dlQPqxRYvAGiNgMyFWerxrCo1SFak7vz2Sxl4xYKheXaU+TKcsIF7oDDRaln5UCs5PaqWfuMj2B0vd6eH6ombaM9WfHo5hOvA9rqn7WYz9SCs2B5omhfiCEeEEu50cwmdj/nVVlH4K7tk2AI+LgXj1c34TJQdH6gD/fT0UGx/X31VWV0jvRpIeTrIkbfU6R8YAoeoMiww2veI/SZ0nQ8lnASsSUBLOZ4HWM9HL9kbSF7wog5mAbg9KKgEJI7QHxwCl4P+0tLdgcq7q+R4M2a7ZPhgt6trSYsyaUp77nijjGAmYbzQt6TAHHgkVL+pHjZs5O+z47cK/gI2XQEWch+VWa0cosZiFiswPAfTdqAEd7kt6Exvtt0idd0Em8hGbikPZmDtWkvmY7WNkq8Gx0pJxSF85rDd/KJjYrrzub/0h2HrOaDnJqKlt5B8LW/R7PS8+SxPjmdqk+XsBiamjmdRlbddcXnJ9zb/7L+UFL8a/L5/zLRuBNULANQGBaxcCcM6DknOR8Fygcd6a9NUEJSfsCRVPmuirDM+yC/L7KPQFJNmXyPUn7tCkv68HbFzlE1fpG/XV8D2QFl05qKW6yNaKutlzQDwSKC7AfO8Mrrd6Uc2TbjOaGq0w+ksARDWmoTO/a/nXZPMbK335dju2czTpw6hQ1WeLr4I61AKm6tdH7WUz51ZpNHb4Z2DxNHLu4sA/pSLWMQOztREXdi7L9fXmrdpWJLiSHI9nIz1Yyj4eCcBI8XKguR2UW/GISoLR8slPgIoqNegPpnIF8u3l/Mjvljm3lXKWRS5LQVXKdu8s4xoCaQofBGEWAJvsUSAr9akrIHwVtI+bMqr5A5C2BPTIOMZrUBRb1YRLflOao5X9pBaI9n0m6aPV67y2P7cwv7eSrcNjiUiLDh/gHbS4SxO4li3bFEtblrtfD5wzcZS3jub2SroziswKNFRa2vFRWQaD5UU3zDVRTHv+Uv4oqDgk6gQMn2bPoChORJJ9yFTJ/t0/tbDTX/JEFDDVs/PZCPng3hyBdRGB/5iAQ83Rfpm1Sff4f2XqRGKFzHke0PzZ6gRSrQosKXtgqRokWUm50WCf/lsd5A9h5dDQ/cI0lR4pf0zUnZ7kJ/5t9BN/ZnV8zqua99o8riIb1JoNA/8E4hlIumdUBdv/1fmUVglku8cSeGE3ONwuDL7SKz81zV9XlvorsoNBms8v5p+WnSwHdQKQvqtuxZCW3xlqWgR1rTC7yR5aZHVq0cdQt/NMJPzQkGAH+eTg+8xtBzooAk++EWgeE6UqK+WnH4CyVLaBclaB5yKB7VyD5UU8FJQRvTWrMPRFKKYOSZ+uEaXtAG23We2AvwQpFJiQPgXSlJuMJb8JyO4pxDwE03WZVlX6UNl7Vm1Xbsd3RqGnglXUNq6yfF/08l2RmP5ybEzeTzYPUJbdH01+rZ9+FSwWFsFstX0tGGvnhZq9Hx+OPrePFz6JTC2KO07ZAia7Jnxhz6tWJpA3QsUJSNJ3T7M6xbiCpyOx8pSc9KF7AQq8B43W6aubEzy64HTDDbfD+u29IFjlKvt4GVTwYusOq5vyNLaS/QdH4CZGYE0QMIHuuyFZ0MawytLkyecALKDEdHfPRUPnAukf/pNoZEn3Bbq2M94L4KQgjmom50D6kkW5Vrun+hSlzn1CPrGlSQ2pNNlpV5R+zxX5iVx/8q76Jn5W/3L36mUng/3KP6PX/zRodTetstTQrnN1ByotEqFghkWsjviJaT7eDwDz7yc3GAu2Kglg+fI7o918u+lBD4+pv6Eo3ojG3MeqHVXMGX4jxGHFJVrpvtKUes1CXd6dgj5xlVLF5SiKF7PZPlm9zAo8lMpQgVVwIBKdFQk3qLaRrylzdaWyfCGgP4PJJ6yaULzKIovNZFp9CJhv8lHhGL8N9Mv7Wf1qK4dYfVxYHeKqhrCJelSR3pZWFCKry4IRODOK19j83gfLDwYsD9nm9lVAXwiEGRuLXYFmAhUmmhHx5xfB5tOA3uMAWVR5JbBxvRF/WSrR4iyKzPSw+zrQ4XbLghYvG/746Twd4jv7HyEDAL8M6pXknEVrj7UY1b5fiXOVf10/i/xa9O/+W9WOtHz5XbCkWZHuJGEZG+08sPWw0cCxSfP13xyBWSDwHxNwNekQPJVvjR62BbEDWCocmVh88FOtvF2/UILtXKg4D0mjMl2vNLhnWndSxwQL9oS01wQfVf2yCyB+CUlxhpkq6wdW4SdeAcJUl44l2yb2v842SQQ6j0WR7APCXvp1UYTavPXrIA8Kw2KsVu+qblDS5ijyl8XKNqEO76B1gp9Yx0zDS/nyh6HRNJ/ioBZwuP786FOsdJZt17YTJEsJqsUD6E9g+lSSPw01ci0vVkFO0qjMCtYnzeNQZKeEILyymVrW01HoHqD61YBgpKbE+g9YBX+u7VjjfZk1pSqXqF8OPvj0Z4CWS20foeafnq8RsOXeViZgy6mu1L/Mbx4/GMvdsOX4mg9WoI4KQhZlW271etFonNr/uCBsF/tRCEZgFdGfC163M3ArC9Ayf3QlB2vkvpvpfpc+fTXMrF6XEL0RxGFk+oHqsUWREnsmo+T2q/hMJgZGlf7dInl59IGPfpBfDyYnAw1TwBr6m1vVGisfxfz8Fmg39oo1mkfXSuyC10L6DhKdCqTfXmxWq9XBwc+5+SCwxgh4EiSl8Aa626IoHowkeTCgbRe+4KcFUo128SdI5yFJTPnnf4Hmz1eV+jLaQVmcveATweQpAG38WnH5obN/DfJLgO2M034wkaT1Yj6x7ZwmmM9KFZ5jyNY6X4ElRpdvj0JPB83fNyR6UQfDfJ2VVvdqiSYMXtrXbYyivS+YmJ94IOpfnUB+G93esaOF38uXq30s9PLnI9GRAIejakvRhUFUra6//jbYYIntTOu5oplFIZOtt2vFirthrmGFBQaCHdLbkKRvh3LzUZdVkaJa1i4LibuHL6y1ygf6f2AZAV1VS7KgoG/2Tc2mhFXtSgPJmkWnEpSxqkOhwANgaW1VBLalztjOOQOYA7aurPHKfooWYaIZgeyI7wO8NxSfkaUmqRTgqEjzN8iKvZDyrJoE6EWWaoUiexFIkxuNzfJwtXMpRtLN9kWDRy9Ur6p9JOl3IJ5MtssSi6VqWNF5M5iYX7r+92Ik/jbgopPIrbPxv7XcTL+HQDEXeugE8xHbB0PzQ/9ypaNOZyukSUW606xbV0P2jIpT0WibcM+Y6trN55Xtd3JzQuAmJeDJpLzirugltkt+8EKagZnXbDdQD7CZhq9Fmv4KBc5HYoSs84D0wtWVrJS9zIp8dyR8GiQrXD69WASTL0YyrvnBzE9c6k6P+4nNpE6LZG2d+q9+JMxiMQU/7vzDgdaTod4eAKd9FF1Smqm7+RfYWlpV7lnllEP/vT1MKrImDVm7Tr9FwRPQaH161O8nXXtrFEsOA5OXD4iqZKWxvFIpszxj26UNniX5PaD5XODGLpSaXnNZvL5spYhD682QKUpVZfR4BXrdp6DROGMgfIHTYqm/SnPYTM+WF22ENA/oHzXMzM8ey+qZvGKUuzQRkXEFpytrOe6162ApdN1BPya5WQWDWfoVzfRc1Uc2cZI9IJm/u9pVXwb2dgAa5j4xP23Vfm8CG8CSZSjyY0E8f+jhmZk7lBrsSlaDuHsgpFfX5mGnmwXjRCSdo0aDo6SftoBtTPDGxhzgPBjkAjA5HmiYm8PwWK1W+q4b2guk+XRr5Q6HLv/HQurV1xee42eBpknX2seQN0dgUSGw1gl4FB3pzCbwsP8CuC0K7IAEtks2QYFRjeJJwFqRBUt9OA+94lw0uuevjt6zpNugl++OBp8OlWa/6cUihC+j6J6O5pJzzJdU+okLWT1TM2XWq/mYn858lychyU6a5vdc11ZH8K12H4KieBJYmlbHlbACe10OGknJ/MZnr/6HT/7w8IKmqUSNfvSYX92Ujd4/Gi0vzW8BNY4eFtso53EpiFeR7VJZKZicaT7Qel3af4C9FwLts6DsM/1CDCWP88tA8VqAJuhyt/LWTIaxhzcigUVBhyacMuQ/N9EW4d7hoIlW9KU7e7WdopFo5XKxXeJo/nR9V1y/rk7GFtltmtVhlyyZ2XwQdUy+CpLJM1YpRVda2hWK7JUgn1lbXz8A558CzN2tLD05HLl+JZg8t6pCJHV3gwoLLov31+/lu1G5bMgtEf27L4aKl48U4ajA+xqYWAbBWJ3naes/5J0XT4JK0h23noQLL1uIOv9aUARr/riq5rSu/U35fByB1UVg5gQ8aaKl6be7Yls0m/dHoe2DP3mCROLEuzRfXHIeVJyPJDknRl1PNUmF9JosVm6iBdRMCSTj5ZD+BwVPQ7NpesNmXt8/1ieuVwKyWd248LI+FYmOX2xatcqWPwitxp6ln7Mq+D6O85UQvojEqvc0f7A6Wt2lnxi5qVztO8HiMV8SXlL61S3qfMCDpTRhctxCxaxxbeEuDmaa/qxcL0G9qdolViR6nAn/A7nVL64rO1kA2kGl3xsmFFIy3R8gnhv9vfbDdaUiVd/sq7/XyKa+u60TaX3q036vzqkdNxEZxeji2jjERSjdIIwa2WUglq3PKvBrGdjbB0psB1oFc9kHxcnAlS9GscmBUcCj/iFwJth6nuX2Sp2tYpnAKvWqmttFYHIo2fyfoWch3RPILVL8eRPEbEyf+TNA6wSSpTl7Za10OXS7O6JZphWai6iuA16/1LIovmLlS4Fm+RG8qr79uCOwWBBYJwl4Mikv2xRo3h9oPAgoHrKgnbvtSKWVaZjbruQ3ICy95BxkOv//s/cdYJJUVdvvudXVPbsEAQVhERQUI0pGUfhQ/EkKElXMqKCAyidJMOMHGEmCksSAAUUFQcmIiBJ3WYJEyWlZctwwXdV1z9/vvbe6q3u6Z3p2Z3cHrfs8POx0VzxVfc8957znfVGt3s60W/cOjuIwS7aFYWuJMNXcXyzCr8R/B8y/DtnQ9jAOYdujRiUXvFjVWlQTLnwIaGOrV7cDzM33jJsg1f4RUW1Mrm634LGNT0Ps5wDxEWjH0IsgpqOu3lLXgXwFTnCjNRpQeypM41tkMFOtfwTKlKe2qUxZtkC8K9D4RBPBVVRduguWvM9CVHHeWkOwF8shIbqUx4JjzMkpihEsa7/dET17YCm44Dz6COrT3m9oMWruSlvrA+1Utz4EkJAjtDN59qsDoK6/mGBHPxyVZXoUNP5lkzKzzXrFFLfqERLVDnUZIJt+OSxYipmmpyHs0X7i+GILmReyqJAAhFmMrjmD/MzmxzBj13c9sU7j3TC6CwTMtuRUod2W+TeELGMEvMXkEqAty1Fa4D/OAi8aB9zbKQ+/DpmsD5G3Q1xrCGt23cw6vXblRDqjCeKZARNdDUQzReSh4oaenzrZCiLsuyRAp1+dmg7oQhgyLnHyVVLr9aoT3xD6HX8/nnrYZHnjnOSjxU4wLjLuVe/jpRKwxL5T0oNeNBoYRlUjZAmPR95p32rTOf4Fmx2HaOj03F6u5xzpVwL9ZDGqo77s92BqRP6+DJr+seuYL3hOajuFqdH2aahni+PomArOlKA/OuA8E8IWquD0HYAqd7qDOtjxPMJ+aWkeo9iyRDd4HNTJSbYXMU4yMLsRKqd2pYYfhMTsCvgXkO4FBaUFu2UCfwaTfjOXoAz93u93vc+diOn8fgI/c/yH0eqvqjoEZFvCZrtCzPZAEQBWMI3g5mafMIGQZ5NSczxGK7ctLfBitcBCOWAla49N/6+JPhWozoKRWYCdBZhZQDYLqM1anM4mtEIxCmU9malrOgrWtfqhn4vP7aHmCv86iJmORuMaVIZIGOL4pX0Elr0b1tIZU9i9v1gEcEkTMXsbYF/n0cbd/cQE1ZgfA8MLxfjT74XzYLPkszDGeOITx0Y2kPbqoC+xEztAlLd69WkHodoQW2soKRmdPxpXt6c2JHhIaduutjV5FGpPhElOzEFArg6vQvBVMcLj5d8Okf2ByiVAg9Fyzp/sb41lAdjpEEM2qxDVUhxezyuknrnhXR2Shx4glV/XonC8/ura0SWja/4283OyLtxmHyNiX7FJO30uCUQpejEtEKS0H6XilwRaoTG8LiJKRY7I0lwRZAKZIeK7vgLQ2BNqv9A7LaznhgxF3/quKwkwkyTYFSLbdpJ3dLxl17tWwIY9W2oT29Ln0NzINgaU76cisb/N1aAGfc/L7UoLLGoLLJwDtgn5ZbvrR13XLE9DdBbUSYlRpHwWILOafLizENFR12cBSz+xqNJMrhWqUd8IRjZqtpOQDGH9UepNxWtnNHJr0+HORIarEDGFHbM+aYHGO2F1Jwh7jUcTiwBX8stAZDW4ia04qOykp8O4mtm4eyL7O+DkF1CnoVoYrIuT+IRtXeyzrjDin5BWjUKrF8EztG+vxQ6Rw3+FlT8iiv/clzVp/vw1UY0+D5FPAmxh6xjzQp34mFwOTxv1HWBw5Eh8gF6IFPujal4GMlQVe4ad7q2cElid8mdCxaAbmv2jRQUoLr7y1HQxtbyof5Pdx+8Gc7H3eI12zdhlHQ4Nz7xdAnGLRyKa7SVQoY08E1d7kGTkYJEKMzfssV0Lsfl86N8tsF25HeZA8CskepzUfLtS91ASfjglLbwfEM4J/Uh5rg1kOH8SGaIa2UIP3y7Y2BAWG1OUIjjdvB3MH19whUi1H2HHQl9DeYDSAgtigYVzwNnwgRDzgwU5cdc+iUPZOsfsnPQjMFRSyaPpCj+bPVHRtKq+Ekg2BMxGUN0ktEL1q/cWLlU4Ec2E1Zkw5koMpzdgqPIKWN0RoruM0s7DHtW5cK0ePRDXZAUCxoUa7Wdz1ZQKRoU0a88t/eLCs5FNh8V0xPEtCwtwcexEtcp2odWLzmxkq5dICrWXeRau5JxeXN3tOrF+fiQDk3MXF4Qo7FJXKkDjf4O+bZEEZBgixwOVn0KT7zna0vZgS9uZUNm00A+tDmHdsy49AW/4gh0iBxzlixq2MXFhkkfGj0HtOQGR33aaLp2LPWB1B4gQm1B0hmTEOhp4/hiRlz6vmv5PQKmzp7pr8ZT3784/RWRZnrtj+Gg5ZUsUMRPsA+7VTcDI/kqoJQPdn0Sm3LtgpvB7udKF0znONnb8As7hOira0bNcghNFqm3lrIW5iHLf0gITZIGFcsD+B5FsACjVTVaB1VfByCrNHsVpXmnIRYf9WnzGfwsiT0ItNWHJV+sj6UxnIcoddczvnhxvNO1+1Gm6NmKsD4u3Q5Q80/xR9+kVLl66cnEw0/Ndmwygc8cWzWjttX1ucLQU5nWweiyix88SWW3gvskRE2OjTuarrQN6nACdse/DR8RcXBA9nrORPTD+h9SaKF8OpESXs4WGkUevtjLa4nIIenJ1+8k22zn0mfaqE98Y6upnAPOWB+LDgsBCDoRi6PNoSEUPeSKJDrUfopzptMlglY9nC/X+RZVuHtSshfNT/ckpL+WDTHF0ZlxAtofgWFh7BxzfdRehiUPmx+zznY0s2QXG1Xe7FY14rL71XS8vSacrHwSUz7W71Yr7c+HwD7fIQePP/TjYBzGCqr4qpJI9LacqyUgGwXmwXn87FDdAcQnpSAc5X7lNaYHFaYGFdsCjXazvMZ27ElBdxTnozE5DREUVWQ0SHLQ4h000ZGHSXCgTkAbQp7qZ9oY8AgMiSGcBOgvDjdkYGnpkrMZ9r5b0kg1gZQPAbBJAXl0KPj2vk+lKyqixR3llgFGvdLcpjXGDJMRnnbjyk/EyB41wxvr0S4Ap68EapueYIiayuQf6uNclEQVsGSXTKV8DzL1OZLm+Uo/9bsrpvlIwIJLdoGyXYdTa83xXeWecndXN1d2uE7MGH+QFW4dwdfUTgOGTgdoagZyjWyjieghOoRhBV78rnxMXKMWFYq8e3oV6KSd2Z3kBUNaJC2UNITHFKY4oRkeA2th2tR9QuQ22sQdE2a7VmaLlBYqciwaOljju4GdW1dWBlCnsXaFOjrFXtMksz2XI9I+IknMXRFc7KG4xot3I34Or3/ahT+2yqOC+puDFjRBzNRqNGajMv0FkBbaSlaO0wKS1wCJ1wIPetUdKYhrQmAbYPHJmJDkNys/BSJr/dRJfDHqCkdsxsiANoAeMOTk6ZTT9sI+m+XeV0fRTxWjarf6z+saIIiKu39bsC+b/u2q7PS+KEzptPXYk2rn7c1D8CkZ/nFMFLvgtt/dUnbcawDYueSu0xUY2yH3wICSkIBsZKRmnA7P+JbLGwCxEnp402QaK3QAhiKrfM53pa4WOn7pVIw+8018IvNNFJSVeG/uvf4OG/hCRbABD6cAWJ3QwAAFXJm2pE7XNwoVbMcJc0tFvv0dNWzPqLC5YmXImWrsLlOZYtL4B2H8A1BlWMmH1stmvYOyxxZqssufXJiRnYW2/H9COrFyXItPfIxo+fzx64HrffUNYddV1EYO127dB6GylTR06+ovOdiniK6iwdi3mJzfK1KkdXQwT8Tspj1FaYFFbYFI44EFv0jPw1Kb5aFqnIZJVYZXR9DSf7nb/54p5EAGIQU7LNLBPd1udDeMcNYk+GE0/AjRmA2YZZHiLo9X09Si2Qk1c2t1fpW1GA+cjs0dKPOXyQS58PNv4VG9CJqn1YCUX0mDf7yD3Qcd1U5PsfwbAKLkxA6jdOUgZIPRdbw1DoXvXd90N/slv42YvnNHm6g4843sENqbVeqyxzofFqYjMelBl1Ft09Ix6mX5mJqBYN56sTje/vW5yD6ZZHwaEi6ceso5ssdNPBn7mrt+EzobixzDVk0TI7OVYxdhqtmNwur2kA/0ih8pPImcAL1wksjxT9mMO1zGRpRsjMh4k5RTMBmK744KDVK83APpPgP936mklIceYVi83mOwWeFE54EGM6fRH589fBVMq7To0nbSRVaEg206IsEegbAc5fK9tmHKmgLiPpK19CsKaItPOujRgXhL4gSfG1qTdBEE00TljpdEX9Ib8ZOzATevA6vqu1mdk3VDXHuA+5Fnf7oMZyPRaRNl1eX9pv2vy50u2BMjVzdaVPv2ijMDFKRJROGOGL3Nku/StEwvrmfpnX0JwdJjF94ghMQAAIABJREFUwRQlHdMgMpoLY85FsS9T0MysdF27kmLzSscX3bO/Wm+AlWMRxWeISF01WR9WdoRRSvvl9Jbd10vE/oUwpLSsXiLCFHj/oaqrIEtY8tgI4kRYmCkahO+dB6WeNHvmr4TBTODJf/XTlV4URi2PWVpgcVpggMl0cV7O4juXPvXUslhhaUbT03xt2jCCZrvQqh684qJp1m57gUwW5ELZS8q04cTUutlOY/UkmCrrxC6CWdTDCZ8PxevDSLGePFh9W0CN3Bmwep2nCH3mBpGVSIgyYvh+7vq7AUMiiO06mK06t74v0BSSEpPR9yZQkLGJzmckoheWLTxMc3bzXU/ymu8IE/WiubwXULYIvbEPwxhT72QYu0zTeZugEu8Q9LP7pH3lGag9H6pnIKpd2k9kRPXxpdFYfkNUsGGTkOZtwdkOqHimsx3gywMYc8UzLmbLUVrgv8IC/7UOeJCn2wKRpdVVEZu8Ps209ytgZFpw1nTcfYg5BjnLQm/zvK8TxxQ0mLB+4kGvyokmkI0sMqyJMwXP1OUgESWdyC1QtnRFVwGWfda3dfNKe0amBoFbu/i6bT9AG/vM5VxPD8q2Ncf4REm9kT2t0BeazmiZZrtWMS092dPP/R4JU8LP+mzLiPoue6d/CaPHoWFWgtEdYci9XGDP6jwqSUn+4lndKpd3Z1j8s8DayIY3hEQEJhKZPKjmN1H2BMLNBMyVQOOGbqDdoO9cuV1pgf8UCyyUA3Y1I0Rthp7/FKuM+z6yKS6StroqTAs4xtYWon39fyJT4CewRTV8v6XIX9HApahUyORFHdrFOlRvqSJ97ZudqpW02MjGM0mzpYsArKsQ2ZkiUyhm74Yj8EeDWr5k4SI4qEft1236pKPEzPRCRGatJkvbnn22pT5vNIpO9GK13ThPxtIHsyqM9LuifX0UYk4G7O2uP1fJMNbVktQ+GdHT5wCs6TqVK6a2c3uv4frlHcGFvK2pmb1u16Kl3yWTp/oWWNwAAwqXXE8SmyWhXuTV1t76cqRYFTG5BEqw1jjfs3LzRWiBBXbAqsnGUFw1ZgP8Irz48tBjWoATNOucRHbfBcEdsHYujDyNzD6MCHcsjijEga3IVASXptwEsGQjGzRNSWdCXWb+dw3A9hJPCqGavh2wO44hYfcMVMnY1oAIZS77ibqPacwXwQZkbrsFVgFjtgjtfSMvW/AQLM4OalZXeZlNXcExxlWiDaGWvcV8Ruw8GGTc30z7+1SytdegMu8GknwMsuPCbKPPPrs8XjJlGhq6Kir5AjhkpqSVoaLaVXuBkmXvknjKwDKJC3N95b6lBcaywEI44DrBMtQZLceL2wKMnOcD+hQg1Nq9DZbtWToXah6HNu5DJbl1Qfp/RzOL6rxXANEGrejK9Sd3IJJH2/0OqF4PI1wAMnVNkYE3eXpQ1zbTrWubH4tOgb3hywUlrYmpxy/x5+8kDJ8HZMVRwGv3NpHHZyGTMxHHNyJN2QLkOdMN1ofKawEC2sYaLt19XVvIJLlBZOrDY+01nu8d9/rw8KoYqhCfsSoiCdklOlWs2ux39v8fjJCj89RidhOplPPWeB5Iue0is8BCOGCNYJNvQUw/5OQiu+jJf2DW44ji5UTvnApbRAYRhJjMt8aaLdGvswG9B2JINvIcrD4H49jA7gKqbD9qpTDHczMuvZwkb0RVPBuZYbTMiNX1iI8xhK0qN0GUrSpXIKNUn3kjxO7UFINg1NtrEHiVg+IGcDxjXcNi/54paP5+eR+9WMa8xrHgLCC6FVkGRNHboZaZCLaY5RKLo1y41CF6E6y9AWquRKYzUa3eISI897iHLyHMWRGpWRUx2wmtd6zUAm5jKgiAJKZigeemwoU1AEdQ8gjUsu3qKpjqDxdl98C4jVLu8F9tgYl4yf9rDOgJQ+qrAhER0tNgLUlCXhHqvlyR82/+N8Dk9p9oNuq2Knm9n4aYB2HtXTDmLhdhZ/okInkAqHACJ8nJmMPbu7EebLYBjNmkqVpEitBByRrI2DUTIs/CKeOAqchB9x3z2ibvBnqfdzryCFQJQGNmoUi1Odql3xl0s69BihmI45sG5V/3ggj1VV06WMy0Zg16FRh9hQMqMh3cJtWZqK4CLgY9050STa3kj78fmc5GxPeLtLS3PiqyNhco5SgtMCktUDpgD+5hBLQS0nRVmNCS5FfmAe1s+W/WwziRlTZb+FfZAjIHULI33e/lG/UJGHkemT6KSO4B4tt7gciCXB6J+DeCMeQGZkRH5zr2EHkcrh7tGMkWJSBu7GuZ2C2YdWBUyhR7P5H7rjPK44CdATUzYLNrUKlRIauX4ALtRP7nVUNrHvvo+e9XhDRwzlRXJDRZmLvL3AICdKoUg3DkNw8D+pBnqLOzyVInIk8vzEnKfUsLTAYL/Mc7k45+XzpR25gGYwr9vi2ay4lamc+HONATWzoYgeS8y7T1AOnUyfBajHkNTEfzfghsetwp2Xr5QCK+JzKdy+iFTEuMdO6GgPJ15EF+GjAPA407CSJz9JTINgIYITuKUEZ9g7RCjXmj/yEbEA3vW4AyvRqRnUFVItVnlwemhF54neYjVUdawxY7/k2edmYPJmqxwlakQFjTYpZ7AJk+gsgEZjnH015Grf8hL155G6Nb4EXrgAuMVzktJdWYPOMV08PK9LCLWgdl4BnrXQn80cUJxNEAPgTYJwDzMhcZWH116I8kteNEOqOxrm9Jf3+XA+YwemEk65ykTIG1S0PM671ilqML5fMYLyf2aPfG5zIP0CcBebDJMX0HjDAl+SooiLSmI+ZCaM0JdCRL2tajnZ+R8L8dZao6fmgKkTwNY1eGxaowZpXCb2MACc6BbrWLDc6lhB+GkYfQsI+g4rnVFxdhzEBXXG5UWmASWGBSOmCnnoPEcz5T1pDEF3AKSsGpuomcaceJWpnXQ9Ta5ny22UNQmYWIvM/ZbKDGCcRJBAbyiY0gjhHqrYCs01/hp/iUCV4ZBGk6Cd6M/pcwqDg9o5ibXE+vATmJZwQOX+toJ9P5b0YcrQnIy2GZFpaVm20xb4KTnwNBOIymJ/L9ZNROxZ54EfdjL+6HlxOI8N6ehhLsx9/PhC3+hr1oidPqZu2e7FUPNnurw2+DfOguaiUneDlKC5QWGIcFJnKCG/O0HlQzPA2oBGlCF6G+EhbTIEwF5w52wlSPeE2kafRShK6eRB1hRq50rNQWdhrCT/QTD1AlIrO+MZD3R1KecKA6G1t7HvT1MqeP2q1CM6a9JvkGBMEQ2U0E9KBKVaxRTocII+VrgIh1R+7fc6jOXxOIXw/Y1QBhjXFpKJmXrNefhtKmE7UIm+TmXiSXFxTBKN1J2U4qgsnDgJ2FiM8lmQ0sPW597UVypeVBSwv8B1pgQhxwADGtCKQhaqWkoHLSJAqyGLVOpO4vI6xHfOSKWbBcmduHXdSqdhYqQ/x89njYoFSp3dtY3wkQGLwdSgL/EbzB/V6DO6Bk/MHTXvhByTfMdo//hnEPIP+GEigDCt+vPw6Kwgd9X6nTHL4aeH5cJA6OixjLrY2MqX99OUy0lF/I4U0hBc1omqj0CXnXXyQPk7+NWR2/DaaD/eJzFlB5BHh4tshqLqNTjtICpQWWjAUWalJSTTaC6slNGjtSDU4kwIgtJH6yoEP1LQZ+Ze4i11bUukD9iDS1XzQkb0RmN/C8tq7FhT3NfXoqiw/I9RZe5/VwM0ZyCms3DSQQ/fqimSok9WH8Ik5DD8KXzEmdtUeFyLIBiDaeKFU9QpqIXp04ByEyFcp6sOsrZg36P6U+H94rsBeaaeBhCBIPjCtHhwWESHE5TST+dmmZ0gKTwQIL54BtQiYi0tYNOtguMbtVb3WRq30EyhQYo1Y629qs8UStg55Y581bDVNGMC8NAtCiEyCC9HrAXAE0rhcZuls1ocxaToPYr7+04cgQYJYvoIQHveRyu9ICpQUm3gIKiZcatL954k9fHrG0QNsCC+eANdkLkKPgtFzJOdwCa/jo1dChtqJWpoQfX1AWnfE8NMc93BjeCJVKkXt49QGOwbjhdgccAllzyD8c35IDTFTTzbzTBekO+3EZ1yFymYvaIa+BKhco3ajfXnJyA1xeuUlpgdICC2mBS8VU/99CHqPcvbTAhFhgoRwwr0D1meWAtNFP23VCrnKUgzjeWKSstXpe23HVH51qzPRA9H814BSEmP52Q1UjNIbfhUq0E1RJa9iPnH6eUyECheJRgeJTrh91xCB5ABmDBklzL2rLLdDxSe1XB2jz7kWFPNqUIzy/KXd3I6y+FSLbAlihz1mYYr62SYt4LhryN6i2VZtqwhTxWrDmtV7QXTcYRT6v6/BuAXg3VO8FZBgGTIGvCAhRwfl/E9V6M14DEmn/GdQts0blWBIWqNWsiNy7JE5dnrO0QC8LLLQDXtxmXQj9WU7yM13t1pMRXFeUuis4XS8Gb837m9tuF1pietymPA/BxYA9A7Az/fayF4A1ujZmXY5C6Ux3d0fNg7b0LG4zj3U+shARPU6EdxcDEoXc9Rcw+lPAvALQ90OdHfuxVVHP+AKo/h7R85eIrEh0dcdQ1TVh6zs1F0vvCcC2iWyzGeteJ/L7pyC6qUiN70M5SguUFvgvt8CkdsDqopcGEbUUen8blLy2OohEGlPJt0L1Ohi5Gmk6A/FUppJ7CgW4vlQkW8HKByBg5NavNvxMs+/3Au90a5e69hub7gOR3Xuo0DzZRFFTIP5lUOUxi2IMBMwQ7DWp7V/4bTBlTpt2g6muh+rtEHl7j4VHCuj5yMyRqFSudjq+VneGYIdRdHznAnopVJ6AOCrQnI1posj5J8HPXR+G2E1FpjwwCS6mvITSAqUFlqAFJo0DcE6wMX8dmAqd7GZNkfD1AEqkDeKkWG/F9HYrS4X9paPqkSppIrNkG0TmA03x960A9EtNUtz9XDTsGajU/k4lFU3nbYooOhAQRmTd9V0yQv3MsS+JfLYrDVsH5AlgQun9FuXr04V6dlJ0RA+TWSofjWa7z89hHOnGxwASk4wY1zSFFM4DZAWA5Pwg4pzZgIlGIgftYwrV60qO3GNSDr0LkmwqsgzR4uUoLVBa4L/UAkvEAYcWIFI1rgcrm0F0fYhZG64Pd8xBPtnrIDIdsNdifjZDpk59cMy9GMI999wKWHZoW8B8EKpb9OcLJgm8/qXZXnUGULmCkbOvNWfbQ+2Bveu7+AesPQpRRaD2+wC4eCiOmQBlCqWoVdsIkfESeQ4D2CxvZileH4lNGL29pSsi5oLnekDXCuQjAxx+3JswPX0dxNweCPpJBUqgHwn6XwAatPlGUMv6O508U+STdVwHibcQkREp98l6weV1lRYoLTCxFlgsE78TX8/MehAhOIcR0qASaayR3gp10e21iPRaoHqbiNBxDTT0hRdWwpTae2F0N0D+Z5R+ZarynA0jfwQqV+do7aC+82mo3bvZQ9hd32X0dxYMjvQ9q+ZoqG7ZcWEUELC4CKK7dDkELiQYPU+UCMRA9ljAjZgyn8g+7+Jl0AF5MhUnKyfPwWCzpl3p4HsNvhP/hOrFMPICLNaD6MaAcEE3tuaylyfkvSyq+xmHifUcSHXX8bzP4zh4uWlpgdICk9wCE+6AXQsQNVx9JMLaIFPJ3Y6rj1kc2cZ0h0xuNK7FMy9cJyutRMTsuIYquaPT7aD4IIB39Cf/1zuh+BOMnClSnVE8iTomq3RvqHyyR333aYicClR+DMyZD1v7MgT7dKGbuc2xsLo8BPsVjs2okiAckpf8hw95CqA+rT4FmHUDf3fxnlOInNekmDxSJL6y0/711wNmRygXLo6RbAGGzIXoDVB9DmJWBHQF6MDMZgtwvgXYRXGCRNXPLcCe5S6lBUoLvMgtMCEOWDVZFxb7+rot3jhgVDfHcQJbOx0muhZIpotM7csLPJadHVIW6Q5Q7AowytZ+0dDNUD0bmZwp1epN3cdVTd8BxYFN8YD39nDc90Ltj2BqPwNunQ+8di8ovuq0hNsjg+KnsPILRHoCgHUL3z0A6G2Aa9HJB1HSjILzZzEI29RY5ljc398MwaVQfKILFT0MxY9hhr8LLPMskO0SUvgjHarI1YA9CkivQKOyDoxQ7/dtULvBKO1fve7zBQh+CuBGQNaC6vYhXd5r28lha9XDJap9fXE/tPJ8pQVKCyxZCyy0A1bVpaHpWHUsomhvaSKMr0WG6YjiawEwlbzAVJI0m2r9DbDYESI7+Zpf3zETIn8CKmeKyIgWEF/fTbaHmgMAR5zRPa6EmKOA6C9MF6qmW0D1mB4T+z9DtLsOVJiWbrfoiJwJq6QJ/Ejh4PcDIFBoEqRDW1fV7ZTYclTs570JKn+CKB1Ge5EjOAGwx8DiEIj5ZBfAitSdhwH/OkVkw1Q13RxqDwCEi5wFBWLxnWNP9Xj354KH/xGFPgDt6GL6gSr2l6jKd6ocpQVKC/yXWGACHPAzy0Gn3upaRtpzODVIr4VmPrp97KmZsvLKrHku9FBN1oHVHSEgMcY6oxzw6oLT7dl836rvQhnJUi+2OMgbexZEjxKpXuMd/vBrgOgHUN2xY0vBA8gahyCacgFsejTEEXGE4dKgX4Xq/wOE/bB+CC6HyptdWtQPEugvqXpwt9PtrvkyPV9Y4OjdEPMFqB7pRA/a93SnYwqDULWIzoTp/+K4EWp/AZg1Ia61jM9vAOCdPAchKxn/cypKJEx5WPX5l8EOfQ/i0NdjaQyzBe2+0I/crUw1GSJhhdWPSqV2+kL/SMoDlBYoLfCisMBCO2DvmOpvBGRrZHofouq1IhREn7jhRB+c0xU6Pqa4ew1OopdDcDYQM9J9uN8VOEdqzd4QMFLrIpLAcy6FbLLjRaYwQoXqs8vDTjmoqbe6bxdy+vmm2MDRMNWjgfTVUP2Do59sj3+5fXy0zPS8H4rTIfo/Ti3Kj+cAoY7r0uHvRUnQ0c/Z5FGhv0KAC6b8ehKI/gEqrMeGaF0ehuj7muCpPaHYu3DP8yD4GhD/Gki/F1qTxiPG0P3YGqFO/APWiR2CvjG8OSrRDr4+3LLhgrxwXGjw2hbm+hbkvH32EdruPSLx5RN40PJQpQVKC0xSC0yIA57oe1NVARpMBe8ItYx0i06teDr2e/4NTO+ifvZYfZWj1ncFD8La42FqpwqRsi3FpHR3qB7WGeG7L09HPTtEpk59SDXdH6o/6EiHKo6HiY+Gppd0SBpyOyOsVedtSmzfYT9ofo90hEzt5k5hUfJGdztjsoWR15vjGUCSAnDqOag9AhJ9uZBaf8orQOnqUDmhsIAYzytxjytNkJqyIddD9DUw4EKnvWDJjybk6Xa9xP1YtQJRivkTYAnCY036RTbkKYjdTKR2+4vswsvLLS1QWmCcFpg0DlhVK2gMb4pKvDPUMrIaTezgYmR6FqJ554gs1+Ju7nXvrr6bJds3W1YO6KncJExpCuu75xSZslTTt4fIlanS4pgBkf1CNPZyaPprAEVy9ych9iOuP1VxUaH1aNgBkMR8PDB78ZiJ45BWJaFHPkgmkadIGYWyzskxkVEx27hyB19IfctjQeQ+r0lfBxBRnhNa6KOw2AdGTilQdHKBwOMNUk8t3k+4LZkFka8C0S9FpCWip9p4L9Qe34Nhq/sxe6IUyO+AyjXI0h1gwGfdq42JaeixUtXj/Aktis3lYdQbm8kUn4EpR2mB0gL/mRZYog5YXT9mgwpDZKN67xhiB6SAPBOYc57IS0dlueKjUn1uBdjapyGG/Mzd9V34+jCOGtn+QoeTfQdqP9r5yOUR2MY3EQ39jOAxbQxvCxOd4h1UPuQSSPpJIH694zZug5eegciHoPgsQFGHMIgQ9vXivA5KgBj7WfPByDhHWBfrsr3qxWM56GK0ywg/p9skO5cFWiQoRIa3a+uKMwJ9ZO6UxzpPr1/KNZDsIyJT7nWKUj4lv0HXhtd4R2yXD5SgWxcWIv1+fXOhOBUGpwNCNrPPQ0dEx/OhehZg/g1RAuCKRCiT+Vd9FyTeVERKtqzJ/JTKaystsBAWWOwO2FFOZvV3OYckwkmWPL89hrC+eh5Uz0T0zIUig4G4dHj4NahFe0GVjq27vssWlZ8B8XHdqiiuf9km+0HM/iEKzK9pHlSPg6l+n0pJHjHdOLRZ+P5y4aJZpzxUJD5CNfk4FCe1nSpZtezWgHwWis+3fbV+F5CdW6lo1qzVZoGikSCtW6BY228v8wBl5JZHb8UINj9kP7KM4uftOq/goWatezW/s5JRKl9IMArmdRRAdYO+YVSXkm8COgeQw6EdwhQFJ6wRbH0PSMRtB+H25gXcBwVR5tt0tX31uTh5Amp/AmsuR+QQ13TQxfEYRKiWNAAIbND7n/DtZkLid5VsWRNu1/KApQUmhQUWiwP25BzJuwEXBXIi7C92oPgzjPkj8NBfRdag8xhoaJq+AxFpIl1rS1eakWlOHA9UTinKDeYHVm18AJp9v+X8WmfUP0OqB4jI3c5Nqb4Smv4lKPLkWz0IwftEqjdpNswUM2vB+bgHEm8Jm+wOkW+0PhU5ElanBvIOfpxC8QcIPhy2YYR6TztK1Afa16YPARIcJ8FbrXQ123JyPutilFqsIReAVq4fOQe0FfcdyN4Ahl3dW8w7AEfr6YfiBJj4f921aOPngFJ8IR/PQPSzQPVvQPpeKHYHQHay3j3bgjth9U+hZ9sRpajeVYN95cmQ0eq7egEE+8PKHhCQ5KLd5iXyNNTd++sBLS7+FmWtfVCbjtxO5M9AhWxZPYVEFvzA5Z6lBUoLLGkLLDIHrKrLIUu2gsGHAHn3qGIHno3qj8BNl7FPdFCjBH7m7QK5Q6/+3esgejRw15kiazNt2zFUk/VDuwydQHHcHOq8VDzyfkUbu0PtcR33oformDmfZ0pcs/q3IVKMim+ExNvCph+E4NjWwQWnAeZCqP1t6zOfiiZrl3cIit8EZ8znw9TxDQCoCsU/7yswiz0BYMVwHHI0U6aP48lCZqHoXIs9veNtvbkHiguDQwuXgtNgZu0Fu+qJEOdMw5CzIZWPM3JTTT4DBe1WrBEP6Oz0Pkh0kEjlTFWNkSUfCLX8kQCtkS9Nd6rcQvE71wAmfCc7RtGO/gkMJAIy8qSL5BPFSRJVi0jzRXKa8qClBUoLLF4LTLgDVh1+HxB9BqrvHFXsgHU5m52JytA/xkvIMWZ9F/oXZOYoiXu3c6hSjSj7JtTu2Rl9yeMQ/TYQnyhCBLCLepeFTX8Uek3zp8NU9hdFqj9ziwD/PY/lh8j5QOXDTm3JCPs6PVmEyCWoZ19A1ZB2MXeWf4PiNkgrPX0vVNnDHAg75BJANy3Uif8JYLNwvMfaNU99tKD+c5cTtfejiGwez9v1byj+DmHdOr8vszOQbQKVg1qfqf5AotqXNKt/H1L4nD27DeyDCJtAWA6QIiNY93VQXONsQO6HWi5i2r3FfstrfdSvnWlxkfmw9mwozoTIViEq7gUGY7R+GERY1y9SgHKhQudb/GxB7TUe245/W9UjJKp9bfw7lnuUFigtMFktMKEOWBvD74Mx5/S52fshOBMg73J89YIYRFVfDZuyf7dHfdcRXpyGuv2hDA3d2ev4ynqfTb4AMV8CNHeA3DQJqdNvi1Au0A/VZAMoGKnmzowf3wixHxQZulNVXwJtnA4UUMwOFBR/DmhsDNUL24sQvQVS3QKa0j55tP44xFDo4axW2lzt5yDR91otPWxnEnwhXBLTsCTueHVwwFdDW8xdt/ZwXGOZmQ6Ivb4+Rcs0ueqh7QWDYXbhsEJL0OOQeH3Y9PCOiFfkEJH4e5qlh0D0O2OdtPC9heCHItX92zbXGtD4XNP4XyksUroP+WRTL/gnmJ+dRCUsnT9/DdQq3wd013Gcm61PRIK3wWDi6sxFmcRetfZxnGKCN1U5QKL46Ak+anm40gKlBZaQBSbWAWu6DVQvaN+LEzs4M4gdzFzQe3QtQcCBHindzRZF4I9hffckYX2vz1BtvAeaHd0lB0in81egsp+I3FLcVbPhAyCGTE+F28GxMPH+bJdxUbSmvNd2ZKf6PYlqh6gOvw5qrmingZlKbWwKVD4DJUgpDGvfA8PFAJgt4LgMIpcHJ8i/rwR4T47PmInR4yCuR5aDLUx/D1rG/PLiHkCjXta4riVuILgB1pGXfNFtyMjd6mwIPh12vAOi74eafwKa1+3/AXlyW+jLzm5eX1v5SfELiGv9CanyEaf2RCmq13qqSur15kPPhlQ/S8SvpvM3R0RK0L40lcNQ+S5M5Xs+rd04oAl5p9hFThrCg77QFF34NUTfFVSSui7G2fShDrQ3r82LPuRtX8XU/eJOSRfT551UoFY/JpUaW9/KUVqgtMCL3AIT6oCdj2jUd0EkqyPRv0qtdvOC2if0724HI9Tf7VXfvQkWxyCKf5uni3udy7F0OVrEESjYu2DtgVIZ+nNxP1VdCZqyVviu1ucij6GRfUziIZJqQHX+GlBzCSA+EvUfHixR7fuq81aHRle0gVIyG0m2GSKdhijiJO9t7urCegWUtW83qAy0uVNnyokmyNSl+FHLKRBYpMgjoBlNfuUIGhye4ueB2YvHIjiLgCymvrVJ2clj7hzO++PATrWs/9tuCzX5okkh2ZbQ6A8tBLnqwTBEFBM9HoYIU6HXQHEOoLnDGu1R1yH6YZEaI32m9adBU7ZpFagq5VGPxu6lfETNX+3S9qWovZkCp3xVGIrfw8RfAtKVofrbwZS4+AxcySQHZbGezgVHDg4rRsKLyhmPclx9pIBKn98UMXmvSHzZgv62yv1KC5QWmBwWmHAHvLC3pUoBg0auvzuyfxd6PsQcLRK3AFK9zqlKhGt6SGj9KdQF5WmI/QFQZSsS632t4ckf9FSANeJ86EWQbA+RqY7aUlXXhiYk2MjrkcMQs7dI5ReqL6wIrdL55ixXz0J0c6D6CDRlBmD1cNRbIPFm4TN/j3S0ihtgnJJmpkcbAAAgAElEQVQPP7jfCRsYEky4cRNEzoGqR1OrPRES7dS6VtUjfB+tc+4/gTpyEC8DybSyCFPLHNTSJfnFbn5bORjAW6EtB30CIA9B81QymZkqa8OmRxQ4rkdzQsMA+6HxdygOatuSJQK7h0jN3Y9jO7PJ4RBhqrnXoJLSOTA4WqQ6XRv1nWDwg45FT+de1wfg3D80qx8Ckc5UuKP/lOU6ygU9T6sPAoa0oLnDL7ZxLYqUdNGWRXBaOwJnWUSVyPi8FPI0RMmWdVsf25UflxYoLfAisMCkccCqw68GXP8u05/d/bucjH8No0ePRdHn0LI2/SxclNZBykAU7M9g4m90c1W7fdA4AqptcJGrC+u3JKp9O3+OqumWUD2jfX3yDLJsN4mHLg6qUIyQ3xa2H0Zmd5R46CK19T8CjkeZ4wUkdkPE8gGIsL7K8SQkfhM05aLC9/5SQ1gJvgr70YkaQ3Yu388q2AMKMlIxymUt9QtO+s9/RwdMYBHBW/m2p4ZzzQl1Z94Hx3Rksj8iZcqcG78AabwFGl1cmPCZtmZ0+Kqx32mZzXS7I91wPdnm4kI/MK/zAMD+BdZ8PkTs3cIIPMU8iGwvEv+tbfu502Ar3wvgtO73ln3YPwTsaYBwIVNAtQsXQUxp3++5ujuUnXrcjmMDy6ku6QR5rjy9PZYzXpDouOh0C8eX+YCybcyn/gUzwc6CVtaFi6gqiTpKtqyxX8pyi9ICk9ICS9wBe8rHlv5ulxoQUcl0KpUTRISAoVGH6vx3QQ3TzZ0qSQI6l/1EqnQkHcPpCGtKVqwideH9TSH3HURq/2o7gGR3KE5s95S6WunWIrWbVTWCJmcUnCwnzE+JVH+umnweBFLlQ7AXEJ8LbdzSqquKHIAsux3GnB+c4DOQ5E3QmMxYIVWsb4aavwHq2458/ThsD8r9fQ2Kn4TJmv9fFupamwAxH4BaOuBwLCEbVRsgJvEa0JRgM794UP0ZRBitFyk2e9meYKjPAmY2VHkteZ343sDiNFt13qrQiOn6ItK4F5tWZ61ThAIVe+KxJ8/Hy19KQQsujooLM0ajTBH3f4fptGA/CFQ2gVouVnLSjccg9uNQ+fnohCM6u8DOVpA/ZE+uI0YZ8Tq1r0eyUTSpuV8fx4uiHRjhMpviaUPZPw58CNqKzu8Odn5srN9G+X1pgdICk88CS8QBh/5dcv2yvkuAVfe4DRbHIorJD8woYNThnCgalAn0dc7W0IeYxu0n8aaafCI41TYbko+SCbRiHdX7oyw9CKLfLxz4XtZKGeX57xOCo3KkMqBysETx951esZrpbUSz/lKi2idUk9OgICc0x62QeANoel4zPcx+aU603wfsVVC25rhxO1LdGbHkBP3PMkKEKluSOK6H4MQOB2wxtwWuUuxLspCWQyXISuU9ANWE3PkOgbUrQISAsNEGebdZ129HmIK9RaonaTq8DSLD683T/TdDYm73ApB+Kti5F+HGPz3YLTofSPcIOsrFunKRbCR/IhdCqvsBKRcZPyxkHYrP/lxIdRegQXrKowrvxP1IsS2q5nCvpuQG3zGiyPsByGijhwv15jntqNgJVvSQkez5eT/JSVKr+sURiqQr7tlcCFWyf7kvIWa3ZuvZiQUZyxsg8TtFZEx61jGebfl1aYHSAovZAovVAbv6rm18GqLkZ24DmNo3fQkye7TEQ4zOxhyO7AMNoqOJ4i1M2vI8xB4DVI/uNTF52sn0VAg+0D6JS1Xuz6i1eGLV+negckjhs39B4m3yNLZq+s0CapkT5ndF4i+r6lLQdHpbPlEfhFTXQaPxBkR6Vet4YrdCap5AxZFtcGSQxqtgI/bVesII9iZnuBVGfhPm4Yth2e4kBDJxXv4LyJjUEQHLHS3HI/IDwDaggSiEdJwZ/g6DX45p5OIGoh8RqZ2utn6hk5/0g7beQGTobtXGp6A21LCd85jplJNGai3nR70KTz23jay4IqNLfyeUivSgsF4KWLcjs/vn74eqMnInM1l333B+uC4dY/Zbx1vBsl2qSAsKkoVwQeRT9mOPB9piITK3DURz6Oqg7+xSyF00l/JUu/2t+G/Xi8w0N7dnGpt4ASKyOVjbZh9zvlC9DdYeAmNYQgjH1/Mg1Z1HAyOOfUvlFqUFSgssbgssFgfs67uyF1R61XfZg3s6THxUdytQP2N4ucL0E1A5fAQ6lmxHpnGwyNQHe+2vmmzszte5AGAU8X4RIf1jcARag03JUJW35HBuvAhS3a0lV5gN7wsxjMD8EPxEpPoZ70iSY6ChvcchnPFWIL4RmrIH+q1+ezlXJN5eNfl5oGXkjmfAVD8BTamp7FOugg1g8cmW0yDgysjjIfrjlH0yDK7rdMB6KTQAuJx9zRlQm/do59F9r/prfjMkG2H7045hgcPPH4DEbwbmvwSIrysIH9wEiTcRkfmq1ADW3pG0yFNQXA9ou32JJBtz6++TZZZ5XFVXhE2/CnH6wt1RpSVgi/3Gzr6NZA8YF/3m8on8eKYHwJH6dMS4HBLvDJv8bxct6FdgrRZAW0QZ8x5y0Fr3gZg+5+8m/HY6asZsbQo0oTKnLc/YioapBsWea2YCGHUzjZ4vHG9stbSxHUypFx1qz6rfdXX7vPzAGj/MFVDWvPMXFqdIVG2TpizumaQ8X2mB0gLjtsAidcAu4tXkp6Gns3tCpZbsiUD9RyJLD1zDUk03CWo63om1B9mUKBMYwEQjbaFZ/Utuci0Op89bPaTIxqX6zHLQqb8rRHl0ckxN75OnxLVRfz+MsG7q06oi5wEVF4W4VixHrZn7Mvm6SHy4qqsjhwib4uvZekDtBWhKx++jmQY2RmxeBrWhvqv3iqm9Wm2dsonBcZvtYO0Wju/YeSP5BozO7oqAf1lIUbOWTBT3KDVdgnoMEcp7NO3rHbPIlsDwTdAae6R9367qoRLVvqXp8JaIDIFafgh+0UwfLw0oU93dz/r5prs6FIh/zsWLavo1r7HcGndC9TcQoVhFTq3prUHO6Y4eXz23ybhFFSRf3/aDTvObIvEPVFkrb1w50gnLwxC9CFpYUKkeyR51KNrEMESZizAzEoQwcE1YMPX6rRRYs1iyUDpnLpoagIuM8wVOwTHj321FJr25SUzzZn8LHX3ccyA4HQq3mAMoA2m/DhP5Gj+H1d0gZvWO0ojIt0Vij4QvR2mB0gKT3gKL1gFnCVmc2gpAfjK5CypHw8SnMWIa1ELqgCfptwu107CrzIbVQxHFPxUh8GXkUCdRl/6+Cx1LENXHutuZVOeuAo2ZAm+DslS/L1GN7Tr+DrxW8EUFx8AImqo1z6nOewW0whRiTjTxVzHVLUO6/JYWgKZF2pEe1iSazikG/yGmurlmCXt6PbeyA95UvgZNWX/1TlqSVYAqI2zfSmTxKUSuJ7gAwsq+C41aEX0fOxflDv8mpvpuzZKjHQLb3+mFYmrbqib7tqJtl3JurC0y9SHNkmMhoPDC2EPkYJG4VUdXTT4HdRzZuS5x9zH+gQb2Q9x4DFphxqKbrzt/GvegIbtKtXqj6gsrQWvnAthozAtS/BJmzr7Qpa4HJLS7MY2vpN/Me62fg1DVSXOBDb6v/dST2hSh0FkAFyMtoYw2+Qnk76HnmJfIvvDNg63vAszDAMlDXCL6aBihTKfvc3bXIFMKv6dnMdx4M2rR51wNPx8iB4rEhZr3mJYoNygtUFpgCVlg0TpgTQ+CBvCSyGXIsmOkMsSa3cDDtfeg8UWoErBVSJnKPCfY7mUCR2PA2h5qSSJRUL5hzazxGZGlHileiOr8NYGIbTPt+nSgWcy3Ux1+bWC58pGa4G4g2Uxk6UdV1UDTv7e4mskzPNzYQKbSWdXZpxt6XomgHl4bqCfQ5e5rXZu1OyCqnQ9NeV358UlCwhYqUidyJr5PTG1Ntck/2pzQlDs0q3c64HhfaNp/gaP6bZj5R0KnPhoi1gQyvCoQLxMct383Ul0b1eqd0JROxC9KRM5sKiDx/HSiec9zbiIydPEZHwe1X+nIIlh8WipVR+jhar0wjD6L6HMefBbE7i9SC/Xt0DOsKTMb3YC9ByFz3iKywnOqujqQXtJxPaTWtPqkj75bCyJ/nYJfNWUmVwjZGV7RbEh1W2jKVjJvex8N79gCZ/lea6bXeyCgla1mORUma//UHQ7vq57XPo8j/Qjb6V+CUIlPo6t+EyLfChf4aFMV8lCIobQlx3wI2DHArEuuGT0DEr8VSE+GFrnI8QmR6vjq+wP/IssNSwuUFpgoCyxSB+zmlHT+O1Exjy8IaYBqfVcoEcEdurKcPc+FZAeQj7mfIVS10kTJHg0toJMhnMS+ldcRO51v/S1O7QeS69PWqfwjUm2BilR1NWhCoo1AqCGzUG9sJlOm0IlCs/rXCr29dFRbi8QXuxq4Ggrd+3qf4DMi1Z+oJnsFdDA/pQD764HGu5r9v38Nk/DDkMrqsPXPQgxboDhJ/16i2gfVJhRc8EAlidcGmJpvR8CsRatNuDAJdWQ5DFaXb0VQ4ji5d1VbvwAQj7IV7C5SPU1tSgfrEeWKkyWq7qWabgHVUclPgj0vF1N11Jou6teUUV7uZOuw+nEI1oWYffuwaJHT+1O5A/bZi8YZUBKa9BiC6c1W6EOh9uR2/ZU192hfkegkVX0dtHFFl/TgyAOJbOGkEzWP6JXc5V8sINGfajKPHRaidtrqZqgDTPl7Ixq7lQ1QCkswkvUOmOULz1/OfzNr4Kk/oXcD5mZAdwrP9jsQoXyjl4m02B3GiWF4Jjgn8mEPgAoXQ+FdIrVp5btA40/QFif5MDLZXuI4vEc9LVd+WFqgtMAStsAid8ALcn+qyXpBJrB70r0l1HlHnVhU9bXQlKQLxejqHojuxL7d7mtSTbeGKuufeR8r23w+JOJS0WFu1JfBR2GMbDg62IhUk7c5wfg8pao4TqKqS8+qrf8JcJEUx3WMWlhzVpuwNuuPJ9hXpHq8ZgmBX/uEyfrHElU/r1nyq2akTSUf1nsPlCg+Sm1CQI+PnCR+KZDu3MMBE1ntuapF1wZYW1ZG6Dzffc0oaU3VhC1COftWSDm7FDsVmzjmIrM7w5jdA2q8u5WIMoXTOyT+VA+RqObBUqqrBLv1YDULZxDQwW7SXtgw4rf7w1SoDPWTDkIVwbXNlDs1mN/f5916HtZ+jBSjLir2zywAo/R+wNwO6Lad+wp1iv8PCl6zr19b/QAis3vLqYl+19N+BkpTEaLfmaoPRBnypXa2BydAQTWrUEvXw6GOvpMG+T+w7zt3oGrJOe5TxoJbYXGC7313419crIUadaAwla1hszdATEHiUt4JVG6EJpcXeuB5T/8j4ur35SgtUFpgElpgUjngUKv9RgCfFGqD8oRX2YlJyDFqX7A2kk/BgGm7dprQoYRjAq1I59cxggM6od2/KrPR0G2lWmXEGuZM11JEwFFIgRJABfLxOmem+vxLoUOMSnKmKKKC1/OiDV2RY9bYTOKpV2hjeHsYk/NQPwWJ13D6uTZlHdDTIIpsLhL/Q22dAvKeyCKTTVGZ/2/oUK7aNFdMdWnVhMxYrRqwi4A1PTcIWACZ3QqV2jXQlDYI8ojxNGBOA1oj4pqOdT4knuaAUjYhMCln9er96pKww9y1N7WWNav/EiIfC9ddB/QdIlUnwKFa/yhUftXjIDOQyX4Sx1f67IJL/+YLnO7NLYgGNjcfSs1o1WRvKKkpi+1nbOGS/xGJrwr1YC6IfIpcyDWdbQbUHoSmzB7ktKC97o2I6b2hKXuD+RsZJso7INiDcpR+ECo5m9gDUD2hBfAjJahHgocI2O4DMXzHeLRToPI6IET0Yj4MtQTm+f5pkU2hSmKYUIKgw9UPFdSn2EpFRSqKX3gMgEenrw/MqwHxP9slFH0EYslK5jI05SgtUFpgcllgUjhgVR0KhAkEk3TKBAqdaXwElXJGM53qE8sAy/2ii4zj6aDb22vyZ8r4YPbtto+r9yHRLWVoqNiOFAEpEal5zzDJED4q4oBBbmiW/AaCD4cJ9AWgsqGIUK4w7qidqv5WoprbTm1C5+0jfNXvSFT7impKhirWVjkTPw6prAo8uzR0KYoD0GmmkKeXB1Z4DRRsW+G4U0z1dT0dcJb8xFFWusP5uqDahOxeHnlr7Q4uUrQJMwqBBIRMXe5cB/bo3yWRBNP+ASHsa9kiL3la9allocswuxAcm94LwQ6woI199N45nsZw4y0ydeqslh09lzbrpZ0gKpJgAB8Vaes7a5aQXOSY1mKifey7IMJ+ZCpfhePIc1RGEqneoJqSsIV4Ag4SahBlXcAHuDQxsyFsHfMLCsUZMPpnaN6HjVsgOBJUgPIb/BEU7FB8ztvVpY7ZIhUiYLsDNJfp1POgcoen5HQO91tQ9vw6pS9fdzaoQQOvN+RiDKefwlCFkWwebR+IOcO/wtJDpKcMYhRyrhi2tM1fE1qhelXgKtd7IOmmxCj0eAblR6UFSgssQQsscQesOrwN1BB1WqQqpEn+BtH9inSQ/ewUWpMITqGWqx8i04HGbv1W/5rVyStc7Fe9GZJuMwKY1Y30FZCsgxN/mC9dJOajG3deT0Hp59I+6GFNNoSCJBEO0gypMPp9RLPkqHZrEX4qUXWPrnafmWKqG6o2tm23KeEyMdUtejvgOkUYvPyhyJdF4u9qVv85RDzCWvVwiWpf1yzZp5D27GNm+QukwpTrU0BjBJo73O86UDATkGcvinSL3ITOjpF2np24CTL3nSLLu8xET2Yyf+1/BiofEWFvrWMm+yak2KdLDedA0RkeS4hc+VcCsbuIDJ2r2nhfoRfaLUp8xJjSuRX7iTtt4Hq4ha1TQRZSDoORlaF2T29HORhimUL3ZQa2bylBWbkDxkbt543rYfU7MMISCbe9GNDfttvTqDfd2B5a4UInoN71LbB4n0Nk+/EkJFkbqK0JdRzeIaMRWMm0TtrSyx0Jin8nbwQcW1aL3a3PQy4/Li1QWmAxWmCJOWBP08h2jwAAat/03RA9SKSW0zCOao4ePaUWrNehStGFEW1JqiTYSE5qOSF/9Esg8QdFhK0+raGaUqA+oFLdZHm4SPz1fAPV4bWghg4ncCzjVyJVRzHplZFG9s/67xJG1J7lSnG6RFXWC1krvg8Qn8bO7FaUP1RNvwwilv0GP5Fo6DMdjFOC34hUP9o7BZ18GgovwqA4QaLq51STPYOIAz/9Kxr4Eir61Q4e67YJijSQN4upupp6r37mHBCnWf33EOlRnyVbF0URKu8IKVd/FpELgMrHYdMfQTp6e7uVh67GvGRnTKl+uaCJzCNcDhneBZi6WbNWfCKo09zxEOUgieIjVeesDK0ya+CFFgQ/FanuoVn9yxDJBTfSHghngsI+EqLfHES3bnCY6/lnlW2OKGI6fGN/bH0TVMh2FiLgBlvTnJqW6+mt201Qi/K0MIU4XgdN2QsfOJ/t6wFDbm+fORA+w/iLQHpTK72sCPiAIrqeUbu+RaR2RxAOYYnDp8yhF0Ae3ElkrTGpXTvsV/5RWqC0wCKzwGJ3wKr6UtiEcnHsDw6Tg7u/Z+AoE586TmRlAoxGHb4v2KFjC5qyOguZ/ZjEU3pqpQZULttb2kxMJJBAvLeQ7q8wRogoBAeWb6KqU0NNMAd6OZYo1nHddKdEYDuQDkfru3Dd9zTTzqHmh/VdajRJ3oqKI33geDrUYutq638GxEdeOUo5q7M9xi8MVI+UqHZQnxrwNlANWr96jpjajgHgdn04Ty+Hw69uheg3geoV0JTEEd6RZHbroPwk3YxeSPUbqLiU8Ei0ckB9t2w3ghCFspBajEDvgMS7wiZUjPLyi34UiC/84gUm3jOXlVRNiHrPbR52kUcdQMwzW+U9t/dDuJiYtww0ZvTrI0W1X4KRWYVUc/GVCP+mDnF1PWhKhDkBWxnk2eWgy1E4wYO9ZN4K0Kl0sMEBz1kOujT/5nksJJ4CbdwPqEfci74BKhTs8EQpqpSh/GvIJvj7luTVyOK3O+IQP1KStrj+Z0tkfktb+XZIzBLIPG0kn4Qp6DgrTpWo6qP2cpQWKC2wxC2w+B1w52RBA7DH9Rcw6de707/9rBNSiaThy1HLnLXOgVQ/K6zF9Zo2586dhqnxhdBQ//QT3w9EaiNoEwOTFeuAIZUqf4JUPiAijMr8HJnVfwCRvJbYgGBDEQ/cUq2v7SPj3MnqbiI1B9jRrP7doMHL6O9vIrGrvWpWZwuKJ1RQ/EqiEEnb+sOABFCWri1Su1U1OaXV95mjp3uCsNhaJTmYbAaefHYLvHS5j0EKKfO2rdoKRYo/SFR1Ne8uYo6LxdQcB7Sm6SYdnNad6j7dT2AmJH5HEUDXYYfi1tRFNvFX2guZ5H99piSkWfNtXf03PoBAN2/z5IsBOd96RIU0dPEMCcUvSHuqmpzaZsbSO5xjzdIPwKBN8dh9J445zfylXaunTnO8ITTl4oCp9TliqsuoTZhWbztgLH0FNJeazFinPTawhlGt6iOApbCEbzUTTBepvlVtQjlGT8whwva5Q7s+u6wJ0ttCdf4a0IiZGM9DLeZ4kcq+3i4p0dlt9jfV70pU+3K/31b5eWmB0gKLzwKL3wFrclvQquVdXkXWJQquD3LLrrfXpmzTKK7i5zJKEolz9qIRh/Jc1E6Xtt0Ko/oViWqdou2csJLkbaiAiOecT/haPPXclh2CAZ0IZs5yX+3QDbYJ0bw57eM/xVQdi5MTgUCDurT5RPlekYqjnFSbMNIMiF27ncjQeaGNhsT/nFWfh1RWYFpdbZ1Apff4j3UXkdpZPSPgF15YEUvVAnjNcRbTKXSjjJ+FkB5T6FRy/d3nIfHKjtt5/vw1UYvubjkz0TeztcUB5zQlYKyLdYo1bT2pCSqa0YF8DkCzYIeVQvbC9Qu3RsHxt7woQUaaMp0bWoncN9QL/n8isaOQ1Eb9wzDy6/Y1gv+mLjAXUZ0axi3AW8K6LDMOvn5q7XukMnSB2oQLltDby9S/vKoFsPOOcDPYbCOIwy24VHaTefJQaIV0k7yaO8XUXjfCAetSvy+0MFH0gf3eno6TGAITHxYIWPxvsp6tiaH4DVBLlawclLcGkK4V6sm+ji5mF5HKWaqNHaGW6OmwuX5IpMb75+KuE+8g8iXSdnbYvvyjtEBpgcVugcXvgJNkHUTYA0b/WWQ7GuvOVetvhDrgiicp8JPfHUj0/VLr3+uoqutAExJs5LXBOiy+IJVqm1c3HE5V1wqkDTmN5J1BbzVv+aETnQZtMLoNhB1ykZg4l4uDNobfB5MjXpGhgbdKNW/HcdGc798U3A7Eb/KtSrouNM3VkJ4L6ed5qvVdoC1O6UvFVJ1TV5u0+3sb2ESq1Wt6p6CVqWKm8wnm6QZEBRuaH4tUHF2o0tG5flw3se8gUnFtUmrrZwLiiTnYRgPyJyvTze1n4b7Uu5sEFVwQOB3lETKNIlshy6qIop8123ZyG3c+ejG7i1RcBBpq7FzMtMF17a3nQszugD4RtIjzFPZlkPi9XhjCEaAwNVzkpmZNl0IeTFWH8oVeJKa2TaibBn5reRJSeQ2QvRNqAx5BHxJTW13ZY66BzcpiT0T4V5upLIDiRkbAx7YEN3yP8TPN8gnvrRjxkrTEU246so74eGhKZHlOzLGnVKqnaifFK7WX3yIiczUjtsERd/AAvP51RcShzDVLftoiA+EHFp+SSqfyV+eDKP8qLVBaYFFbYLE74AW5IdWEZATs7W1fr09VfnU0HdSAFiY6OqewfA7WfkQqQyGqaF+Nzpu3GobYvtGa7B8KzrelquRUmHyvqm/ZcWjU9C0iS7GPls6ZdWECfdby/sizSOVnUZuwvclH4Z5ly6GnVdNDHQ2h3+cMiaquv7MjTVtIHapNmGb3DkziV4rIg70csD92chc0MGaxH5ppe2OegFrP0S0yXRydYVe6UvFriaquDSdwX3tiDqbhHctYz0FAERcVrZaxjogSTrCgqMDEYzGVz2h+nXDEYWT2faiYZ5vtOeR1zh011ZmIRD4IkNB64xYVTP36bIXgNiDeLKcm1Sz5NcQRYow2hiG6vkjtdtWU2rteZjHYW7Pk9BbJiOBYkep+auv3ArKG266BdRGbNVrRZw6K63bAdikKgXgqUseYNf/X0ClsL+Ngn/HysPW9W5E1cKWY6qah3zlH2d8mpvomnTPn5ZhaZe3at0+JfE0kPsIBDL3D9u8fcE1I/Vv/XXJOgRp0mKxbZGobwz7l16UFSgssIgtMagfsQVON01q1Mj/ZPAHYffP0Wj+7aCPZEwY/akc/+ihEthVxSNiOofr8y4AhEhjkHLtPegKDIaaFW0M1PYQ9u60PfBq0Rc/Y+b08BamsLY4AwtWFd4LKWX5f1+P76lZbjU04afreWtGdRWouldjRKxwi0jDJ0ukwdZoR0CMiJKYYQcThz5v+vUXjKNhYpDojRIZMK3Nw8l+O9VlVfU0gqeDnz0DuXNmRbDz//EuxNKNaCb2lLQs8C1VSK36i5ZAUP5Ko+oV8C9X660M9vKDX7L59EJl8OJBwrBwYq3IO7ucYghcUjR6HYDt/7frKsAjKnUx+qvvDgslHfFpAgDu7sr9Z9oFqJ/e02pMkGtrb1+0lZ0mjTZiqfwzamN1u55FNm4jte0OqmEed6x1numerjUv0SJHaQSNS0HbpD7dq7yJHicQHarEcI9gEw9ls1KL7ww1lmJ+ujqnDc6DL8FkFYg7zHpHKBZoNk0HryLDts0EgY1bIFLEeHFqYvHP2NummBiUDmN28Fztc10+k/LO0QGmBRWCBSeuANZ2/GaLKb7v0fq+CxB9ixDeaLUY4SuA+SLxlUe+37SAcyxWRwpsF5zgHWbq1xFNZd2wN9b27RJvmjEXHiMReDtBPbqRcJHNSQNTqwRLViuo/BOH4lGfovw37vQGaMk1KLzEHUiET1QtB2IE12xDdNVYTmfqwJ1rIVY7kETGxA2j1dcBZ8nw2PCUAACAASURBVNsWY5KYHUUqThNYbfpoi+JR8DaRqhN7UJtw8t7AX47ZDrCv8AjiVgo/v+Ffw1QPdv3LnalyElhs1AKkNZKPwzBtHezm974RUt9KZJlian+NkP7vdvIPQOyWIkNkr/Lmq9ffgli4kCpmRE6DiT/lKD7nz18DtYhpcCoSMatwjETV/VXdsya9KGuw7SGOL5xc4B5bIPidSPVD2hh+D4zJa7CzIZVXIKtvVygxePUqpUqXemCT4H9FqseNBGEtu3mrBzk/flb/VYukJGREOhjIBJ8VqZ6iWf1wkF3Ln+BSMfH/cwsxpDOheJO/Rz1Noprr79Ys+WIgKQm7yGa5TOdIalB5JPCZ39thk/KP0gKlBRa5BSalA+6ccJwNGhA5AqgcXkQi97JOFzqZE+ItQLw1HUX39s7J2ZQsVjmlXwZxiOW2lq93rssHRqscxHW9mKp3UmFolpwKaWnN3gF5bH2R1ZwaUeCJzjVnGV2ReMNHxln6FYi6CKXJ4/snMbGrtXpd29TVUtnGJKbqwER+YRIFtizMEFN1vaejRMBHNbkyg24w9pGo6pC2HTSVis9J1EqHk0YxED44TdvuyNVfUUHZyB3PJmz9ykFVrMNuD5tSVrEXZzMpLzcRaSG03SFVk+OhXfKVvtUmkJY4uywLNC6F6oYjnr/iDzDxXkEAItfzbT0r1fmvhEaMcnOAXfEQbRS4r9tP75SFxMki1b00Sw+DBPlIwdEi1QNUk19CA2uW1fdLpfbHHijoHDzFczpgnmqyDzTwPit+K1H1w5qlB/s+dvc+/E1M/G6dN+8VmBL/u8k1Hbi/sR4zOZoOb4XIUBbTmQ+NxtulOtW1sqklF3pLdel+SH1DkWVdyltV1wyLndAGhXuAdLO8lDLCruUHpQVKCywSC0wqBxzSiwRaFZG1D0LkI/kKvp8VHCrXpidD4IgwwrgUMv8DpErstZ9myTFtZRo3he0rUZX9mB2jYyJ2UWq2fkdEpl2IWvFpwvwgaut/aEnVFVqMguMiX/L6fr41u4lUfLuSJp90Kjp+bj1LTG0X969G/YMw4tCtEDlHJHbsS/0j4OEvQoxn7lI9QqKaEwXQrMiShV+LhHpvOv/diKIeYhfUuKVwfUty7xYx1SAm79Dj66JCZaKc5aqLncqrB5GwJAdU3R36VR07UwcLWKf5b4R4FidP7ZlQ9u99YZMUkEuAlgoQPy5qHL8QWo5c9Kya/A7aIvtgDZXvRbfOcKi9XlYBNn0EGhi2suzdEk/5WwdtZ9vZsgyxRXgmbyc6e6QDHlq6TcaBu8VU11L/3uQdAJ5SdHh4LVRNrvLFlilmRJ7qEOQQnCZS9dFuByIeV4tUHV+5KsVDSDuaq3vp2WJqXnXJfe9a1Aj6ylv5/gWJN+/Fl979eyj/Li1QWmBiLDBpHLBqYzuoJWDKpw3dLIHfw8SfF1f37T9chIoGkak5OIqR7y+BeC+iYXvtqVn96xD5v/a59FCJam3Wq9ZE1V1L1I+I1Fo80H4SLBAhiFwkUkBFe5EBpvcCyxHWbfcLMxJJc97pYcjcVdq0jI2TofYzYbYsqAsV+l0VJ0lU3Ts4l9414Eb9/TDitXWLaUod3hpqcrWnf0PijYFkf6gwWi5GiHMgciww5yhgOYLQeC85J/E2InEegdGJHl8QjG+bXXEMTPx1pOnrUHFUlf698yIZ+wEp+5qLfNFM/xe0f+U8SGVnICWS2N2vG4J9RKonqqZHNL1r0FouPG2LT0jF6+J28my7xcu7AILuGlQ1arGb+eMK6/yMsnNZSCKKmRpvQFNGkb7MUM/WpBSl2uT2lkavZGuITLl/pANefm7QZ+Z7ME9MdanQykX2NRLSKOYMryTLLvuk2qSwKMMnRaq/0CTZINiOZx6GpGsyYlUdfh3UEBUfar5tLWBN570DUYVlk9xeLeCfs0k6vA0iQ4S3L6tAL4JUdxhL8KTX76n8rLRAaYHxW2BSOGDV+a+CRlz1B45geR6qX+sVjXbfomsLQsoeX18L8xPokSLxQf3MoZpQSJ4ArXxi+qFINWi0tvcK9VY6jJxTtxUp5lup1klTyL7TMDHG64sIJ2Q/pWlC0n5PvA9cIqa6Veu7bPhAiAn9mHqemNp2re+KrUZBFSkc7ygoQkpZviZRDrDpC8IqSgu2zh/UgnLSEgUY4bbQxQUj4ESJql4e0d9P+/yF+3FKVprS0Rcjymdh9ZNSadOKqqZfYSReeDasf7fbmdimZeIDgMb+DiHdHkwdtyJuOk2Jajk3Mh3sYXxnCtvPg9j1SJGpqhE0ZY07lA3kTDHxruF+2nSdhZ0Bli4CME7xC4mqnwwAJ9b5+ZLNFkM1KZfufTaguy3kgamke+x2wCIrPKe2/lDLxjK8oohztm3VKbHvERm6QDX9upMt9BZ3EpH+PB3EHC1aVNX696A5r7nOglSJRPeZhWJ92qld2XWLOtraSD4NE+hK3W3hZyLVT3eaovyrtEBpgUVhgUnigN3k7dVamKqEfpBtIWPdsOrwa6CGbRS+JcTNOPJVieKc23fEIbRR3ylEhD4iVT0Dpkpgl2NUah3GKTSlBE7ltd57AtVkK6JWffol0KVuaU+qHgFbOMZLoCmJNAIjknRGjMXJtyNac+1MjIzYv9qAxCTg8BSXWfK7FmdyUDjyt9HPATuWpBxgc6uYal4b7ST/6LQU0d+BsENmiYnztp9QP3RyfkEAgKhiRvmGvbudqkJAC53bYdui+lLxC0+o4skpRjqP9paCY0SqLQCc29Ym7TRwe8snINgeFuvCqWq5MSf0zTouZtXklsLirejkyZmcA+62pTa0auNjUOsiakD/Iqb2PlXlM85lLh8TU3X95r0dcML6rGv5gvhMSKf+s3xTovj/tF5/E2LJdXyJGVjFSUR2gsIYlb/K9f96lDrfQ9/rLnq4SK3AWZ5cCc0zCmT8embDIt2rZnVSwxbR/d8TiT0rWzlKC5QWWGQWmBQOOEyEGwDmlcDTF4us5FRvRhuB05h1Vk+uT9UbX8Nlr2vPoZpsDHU1Qy+eAPwTEm+TcwkXd1KtfwcaqCFdu4+jmuxoYVJNv+Xk4/x4DHOG12YKMT+OanoAuZrD3501U3JZK7V/3UhDrc/tq5pSE5Y9yYzmbxSJPem/n9j5uUfxZrKlxLFLk/Z3wK43NG9bekZM1bNw+TrwbyGSA9B4ssccAMvEJwfif69QJbKpSOz7gH3d8SxA8noiW2Re8//b+9JAWarq6rWqu6rvA5TnhLPgEI1EBg2Ks0KcxVkQpzh8fIJxinEEjbPGICCOUXE2ioBGFIcYh6jBJA7BEPkUR0RRFJWZ925Xddf+7j7nVNU53dX3Xgxwfbx9/sDtrq5hVb2z6+y911rNd5qYBdR3WRrTg7ZeGeES2S76XaoLFFl0JvPdsVRExXNz/bl8AxhqA1f7wiRSvWClQanpOFdu8MVt1mLWcjAy1BCpIq3sRnhjsg9qeVDrSuVeIlwAXJZp+Q+ezuQAfxkHo1cnq2LiNNI35/UGYKn+CSIet9AnIDJ+XKc9nax2Y2qaK3uEzvhOmEPiprry0MCV171rn8KejROYiGiH+WmANKWDY0lN/XdDpuMjQXZZI+GLOcg7Cct4Y/t/Q8AQuEIQ+KMJwJfnakK9+MOtCxGgAhtP5HDplEX7CapKWg9rhB1U8P/u2uAy+xuR6v4QaeqjOuk/b1bqUrZu3S1QXRoRiLS+5kU7lNPp/XFrHMphoXQcP39Pl5+pmr3hzzQ1LZFilsj7OBg9tf1dIuYhf0aOHIVpUQAOwUCzCyEgnr9Ts/qRaflc0Oks61Cjd23CCS8B49dBGKg1syv7Kk5rx9P4zzDhwch5TYh0Ag/EXcjCd+e6Zi01iJijNTlrxCQoSKVyjUoD8vXNZsTZgrK8Q1JXJg9HWX8Guda3G0/cFr1fgltu19XZqy+s2Pk1BgitRvKMLWTkVhVTtHhfMv+iSHWfVtEKXRmhPwCXb4PAp/NrHMJh8Z5Qwz0znOF5zAp3n9KUunyK2ehh/rkpn97xifEDsnDcdZdmR/WNLmMjH2c2cml2/33MQ3cvAI8hh743oNlmWmrXureq1EEcQhbvSbC3PwwBQ+AKQ2CbC8AyLQ8D8ea2XuzoPPJgsmgcfubAEdlyE8jgVIChA1fOBqd3V17t7MYil90QMvx2Jzohn2M28rrLyWSV2O59R5uYErMGmRwIqZsJ7jdgrsIbrctTIpAhOCxeuSfduvN0H02Bexcpbrk2udlZKK4RgKOmnvrWTQd38FEOfGc5l9mo5eAG3nND/zmLWdHqaMukfCIyZ0bv09DuBPBBbahqVajq8acBepN5r8h0V2D6gNBo16hhxZaDNci/IPOv+OsZ7w5kX4O6Z82PrSAPAIanBXpYEPDwkpLu907DOvsCwE7/m/gIGawfpVTv4iaj4YQ3Gn75ii/xWSsGIV5DmvXDyKVPicimUBYIaenl6yqtR6T8S0gwbyCOIwvXONcbgKfjIzydzq3kX07mrwrqavrS4zMTZX1rLi39SMry9hiieaZV8EO1uS8V+f01Z4Q5HkIOVTFMe7zuicFAO5v9mE73Y77J4em+n47fA7J5mfsNONkn/jcgZ521hF1vrPKjjVvYeCUD83BNv/fcA/vIEDAE/pcIbFMBeL6BR34Gioo0NKpOc3A4+0PRLmU2KlfnBZWrVtgh/pFI9RlIQ2vhb8ChWgwmXdgi1T0h0k105L3JvPvbT8Da9OP9YUVeycFI7fDCn0oRcTVvNaevweqmsROUSPmT1jgi1ArdblJzhYuZ5a2s4+oBuDoFEN/gxel+pJ+Ug3SmUnFCUMm1phjMH1yq+ccAfXCjUsPy70PKD/R4B2td9XqxpaOI3DrIcvrVq+AEEJp+9brMxNkY1/dDkSnnOjRXyTnwKdwdwj3zLlBq5zjBozGEdsk36e7zAX4dEG/VOCML6g5ZV5+ZoSjpebwpdF6/B4KnhHP7KAeF82cWKfcNJg36p9KYNP18mUh1t5XVctNR/H1mhWsck2l1OBj8mslXkLnrpO8NwF6UxDstSf1uDpac8IfU4y7NTnkcOdLr1M9/CNArftVyEIcjpehpII2EOfAVZoV3TPLfnQDSOVmB+A7QvRiKSAGteTf7BL4O5vdU8ZL293LhtSCbvgaw6RVQs457N537zXb2X0PAEPjfI7DNBOAenqimTO/XiM33QRECjLoNBR9YdRSS/UlvjjA7ZmqJjqrSrMi6CUp1kF2qz3N3IR9jNkrEJpIarvdyvQW5U2uTmARL4KvMitYVSJR3KlWjpayBTRuw1LdXg0O3aiO+T/ogEL7rpSH5Sbl8V+sgxZRGJVJ+ExJ419EkH353FNh0cKuMpmgtumt40waxjl41l64UGb8ewhf1IP0DcHpfcodfyPLybVBkuhINq3p+Fhq820DrZDu1VPAjr3Cl1CH1gp4Z0+l9mW9q+cupscLMtnRmEro6D8f0Ep0hgHW2kODHmOXu3oqUz4K4zIv+8WEORo42JdNS3bk8NSpK2S6oAf9FS20iP0vmLkMg0/GrVc/Z7xtv5qB4Tvi8q8uKnMTByFtEuv6ByQ9bD2Xfn+Ce6TmxkUhz3H0/Hu+BnNrZ71+EZrrJ/UeX3Qii9KWgdw2qCpjeA1PLmn+Y7RND4A9G4I8+ALvUX10ep2Ic7VWSXwaGBzbpzr6rd6m9ulIx/seF7yvU9aM5XHIOP7MjNHVpo1GjofsGMp/3Co5rcL6jVlfIjX5vmNOiZhvB+zgo2hqum+DqUuujPs0n9XM5WGqbj0QmD4bULqW4Ylk3E5wnD+rs6fBlZkXLe151BTwdv0z9ZH2Q4PPJ/Ojm+kXKd0Lg+cbkkWTeBsw0RT2DmG96ugRk07XsjALirURtF6VSm77GqUi/PhXMH9HUmh0E8cowPYwaMPxFExx9cJDdIRMNwm0zmdr5cVA8o7sm13imAamRafwwMmqTnl/xxoP86spLVvcCFK86mR1IDp0qWtJ9niqHnQwRV5/1WuM+XdsfgJ2jV6Ax4XRmxd7++pcfjCxr7vl/MiucI5WUW/bFcOhq566xLFhEehwi9a1gANFd/0xzoDfIaHsdZLr8bDB7UwvDdHJX5js0Sm3uY68XTg3CjYvYT0GnljWnKDeHqX1gCBgC60Lgjz8Ax3UzN8mp1+vvDiVvpJ29C4dI1UkwuhkFT+egaKgoye9ELtgM7Pit1jWI+BbpJR7j4dPZkzMACXQPvprMmy7oMHE52o+Ka3hsvVVcI/LfyFpq+jmkYr1wQzR5xs5IR3NQPL/7LqIaRW5FYUJevAKelE9BFlS1BG/ioOM8r6S7n+jqt/5kv8YsD9kCQLZsuTGWhkrXCfxsF2R+BUwP8XxVJ9Gp1+p50sFT15+PjIJ3c/zyUaOS23Pk7QoTbKdJTV2/msAHwGAF6LcO4hW6gouD/Wngpfsr19ZvUymHuHnJiIwKqr+HSPpSxayroUq5N0TTtm5sCeln7ajWgKpljiYdv2/jYS11qStnL4sZlwtm3JAcD9ild3cIqmw8j1keGq607yBvApvKdKo5Runrw+VZbe9CbBEp5R0gaDI5JVjdvAmOcv75O2PzYnpcwOgTEHEqaoCcjUvH+8Qd/AHrvYKsZ6DRKUXQNeq5vgMbhoAh8L9DYBsIwOWb4cXydfI/Ghi+YJaz2zOZvzRama3NDY5Xgd7hRle1jicaj1RnmucEtyM36TdDRNWaxKUQgdQr2E9qUdMO8B/MvHRg9PvPQcT7C9fyKA5HwUHJBRZVbfK1ZMqR5CharfbzgP0xq/ut+Px6xaoZ03uR8Z9BGs6pM4PQyX/qV+KiTlRxE9TpYP5Aks5+0e1uWh4dUXa+yKy4r+fGlick9KHuCj/BbOS9hePrTrW09Ru1g9SVm+M/d8cbRyni5JtTwEK7fjcHU4zEqq/Dt3w/RN2b3NmfCxY31esNOHUvP4g6jy+5ZBfsOGpKCM46sKl3Sz1WARPfvMbx9clruPJB3wo4fK4BXTvnJThZKd9Y670/aRvGfEOfT4lL+WZIeP7nXroqVetqJDD/jsxbNTCRyeMhdSQQ4y0XOxxcb0TEHcZJZOFrxzHennus7lyNp/IXwPyhcb1/9jf2tyFgCKwPgT/+AKzG7XX5LGQ4fdYkoe8SZ/xTdZpLVpFzE0wiruDoGY8mhx+f2248vi1yaldqqBtmTySHzQTnp3O/IlSnJi+nSU9VSSa0enwKoB287vsXkXnrmBQmaO2I9UEvyBq2k+ZUU/E4xB+sfiYHS2/rJtTVAvB4DwibVee/MyuCEX2gr3h5xbDKkb0A3qutd6bT8XeZjRI7PxG5JaRS4Q5tKAOm9f0xzI6EtP6+PmsRS02S+5O5mjcE3BZISTJ7Czl8drfd5IGQWmv6fpCfhoTmMo/JO5Flmmpu7BB/Cl64V8wrFym/39pOBueidv/1WAOSX1nX8gQOR0p1WxHYSsoCXYpYfZGl0q50FXXRwLxD83K4OACPzwToRU44vSW5ydVVZVqe2BpXBIlNf+wq4kyrfeDw+l1PQIwHzweH6g3dcuhXKFKnrlCkwr3uOsQj3Du+uTsfPJMs2meq3c5be7YUOhDvJ4v5dH7yrNgfhoAhsBYCf/QBeK0LiL8XmTwUUmvNzqdMiQ+SRVjtzO9JRHaDTL7drvJEPsjBqHd7qcfKXfUrUyAJYtGE9iI1cg9/tzW+7nu5BqTSlVSoM9e3SWQBEz9ensMsv2lyffX4swCdLCEojyBjicfVArCudqpGIORnzIq4kSpVkdIAL87Evums1dSrrtgCjzg9Zx/3xp8AGNKZUIGM5rmaqGymSorOGNufDuR39D7G1fNnJCdPB+Lg7fmq3kbP3Su/2hQ5noPR42Q6fm1rdO/B6lyNmD2KHEYZhCSQ/g7Mb9VJNo5vC2GwhcQ4pJ8DxauKywKtNKfIlptChsEaU37KbNT4Ga+2Av5yiy15TzJ3giuJaAvxIbJwpiLigvzk54AE56KozqxuXqJe0vTNeMSzyc5MRMryThiqgUajWtb9tn0mp+PX64ug/5uXoKrvxNGo4SW3j59Mx4eD7BTmRN7AwWiuR+Ly/Hu1bQ2B7R2Bq00ADrxVlSNsVK6+BOYHLEqVifxoBOz6VUiQBoT8ECxu16wuksCXKCYpbcgJSzQuNiEeqN5wqVq/fqKc4e+6yXQyPhgZHcVkRSLxv8gisdSbUUVqxRfaybIenw7Qr0CJtg7pJ+rFAdgHyVJXRmotqMFlU6IkNY3SusRxqCbvRZ4fi1pORZa/BvX4KDDz+sDk4WTevGT4a6+qu2HQUnTC6VIbtJ7SZBPEm1KovKK/P4SubC9qObRuRzgBWf5YSKVZA59aBX6rfFUgfzdEGn7qWeD5e3SCIsvvALNDZ/4xJ/Qcj1H15RX6mH+xIGdStrFGdadI5bEbfx6g1/COushnbCZPZVYET+lVUtBSajbANxQm7lex+hnOJAuvQubv7XGQJvOB93BQ+CyI/+4wCJzFJIgfk4WnLTXfT8v3gPB1eOL7gNMqX062kerfV0oUrvELgArU7BNz1rtjjd8AYduToAYYHIw6Cct4p/b/hoAhsCYCV4sALH7lqBzNRpbyDHDLPRuRij4URMavUd3o8F0Nyt7kqG2W6iYdWYKU32l5xIL3cjAvVi+T8eOQ0aUsAfk1eMGtYr1d92k9Vis9ZysI8m/JvDUT8JNpVD8mX0KmmtZSl8pHDrXNyc2UxtOd55oBWNPESu/RxrBdYm6zTMYPQ8am2aln5V7F9Jlvk3lsF6nnrd+rLGjTrHUhyAepLd/MRN/VsL0VoGYCGpUr7Y5W3+YtInKDEKxD/ZnnARIUzKj3Smk3TbOUrhJzSKXdx03QVnxfTHZSipI2LS2Dk9uQO4TVqwuYnVjJvPhJVBaQ25J+hSgyeSSk9uUK4kSyeEx7P3qasPxvoiDmswPOKlLkvJ0gmxUTxVDrw0o/cxrTAV9fynCc9KGKcjjurojLqmgj3PX899nDyeEnu+dCKUW5vvj4RjmpX8jBUmxyofvYLXhPe1U3wRs5SLW2o+fsA5DI8pN4Glkc1/dvzD4zBAyB1RHY5gOw50S64OuVi4A16RIi1f5BPtArOQmeycF87ct9NV1+AZg1ddoLwOp2fVSM1EIuNRUIE6UaLGiDjje4p+xBqoB+N1aapbqViFeF0nSlP0XtKvb1Rr1natCg9UbHD/bfrxGApfpXiHi6Db2he/fbLTeDDL0Ah9una8Rqu8z9sSfnABKCfyfYEQwKtD7oa+N+aHpXm5tmVloaLFzjj5fnbAZxJi5ZvseMjnak0xyDxBdxMFM3F9kRUmnquk0B+y5mHtDUmmdoO8eTRUNPawwmGltIxfYmJF3TVeApNynZ84PgSAh+5TMh8HKiROKotbAGnPCJ00An9fg0gF73m7w/mTs5T5etkd06/IM3cXf/Eieof2NWJB7HItXhkCAWAvw+NLe1vHR/jOhlwh1fDuzruXBd6Jho7T1Q4DgGp48il1Qy1IYhYAhcDgS2/QBcl9oYFcwKeC7K6T24tNRMpnNQeNs8V0sMDj/yaWajRk0p2V7k0htACg2SoSlKjiDnU24rspL3hkjTVKTqSVpbbMQ03D5lMn4kMjarpe+SxWwzk67itKNaV4Q1mF83pnuIxN7Bcg6zUVofXisAT8uPgHBqT2D2YHLYNTP51fnZbWCMapPtJD8tPwjiif5i+DwO8mNmzCZSrBesjGRaPgOMrCAhPw+yoO1qvgsskXayP/C/MBt1xgxhwx6Lw/ANfw8O9dlQH1+lejUqXK3whtvrtHo+2FofpvzqyfgJyPghv8P0+DId/z0YbABn9MIXB+Ao0ImcyMGoWzVL+W4ImlT/S0lvNenPcfxBkAF/vIWDImpO23JjyFDtPD3feoJ9WXQlEpFf7wi5tr5weRUxSS0mo3v83hWFMt9cpS8gW6s7cocuy9LdF9dsqLXrhgp2EYj94qzE3D88+8AQMATmENimA7CI3BZSNY0zF4JyL3KeYxpftdTjkwF64QTIr3DJ8h7ceefAzUzxSdxvID8Gi716nZPq8acA+iAuOI4DrwecHHc6/jBIv+oS6TEekD8Pusa6ReKc5H8Sd8Pim8wKb2sXxjpWwEdBxPsS13gah2naMGmk6jOfmCw/EFnmgzb5ddT1V2ean76+Qon5mtaIwym1co3dObrUsmYr4pWqoy71/dsUKVUuMuYR/xwc70Neo5UGdX7QUqm4hXf6ERwNysEAvVqWqlTVcrPovBJxE/eTxJM37QQWmbxFO87DfXstB6PWc1im439sBWJqeSyHo4+217owBV3dBSJBfxtfZ1Z4Zyu/Cn0ypH6f/4ufZpa3L4Yiccez/IrZKFEDk/gFifgo6aU1o30/DFI3ZYYJ6NS/2jS+P77kQPVdSGNFia+B+f4NTSvdn8Nd72Vo6NOyS6FqWQtffvvusX1mCGzPCGzTAdhPGtUpKxPL3mD2pDhl2z+hJwINGkjaLtTZ7UPNUPWcvW9wLQ/ncNTW1rqJzdWfO13pSvbgaDa1rBq8lQaNpgHpz2fNI5JmGpEPcTByXbDdccYHQ0IDF3gys7yxAwyT9xop6Gn5rGBioenFV5Ajr4wVhkj1Yoj4hhrBiRx09cwwOasZwS8jm7/oxzgJWa6BUq9Tu6YbYY4Hc7jkgrYTO5EdNUvg1J+Sweyh5DBxshIpnwbBvLXk/KrxvZHC1ffAX/45cKObQ9yqtQDrRwCDb0JVuXREwhvhumJbSAEnuya19brUZjtf82Z2ADlsU61Sl3o9Ia3Pe5H511o8FwbgrbtBBg3HPDW5kPGeEGoqXUfrLezP81c7QK6r+DeWgqlFZFrjnoCT3cgddPv4Hn+xSx2nKmvdc+Aoa5pV8s/9jEdzur/lWwGDf4PW7P04C5zcY/a4c/fbPjAEDAH/z2t7wUFE9oBU2hTU1GATLxqlfQAAIABJREFU0/JZHKQu1VyhqaV9iVnhbetmRmKojrR7tp3UUqnBHzIrgtl9PDmW74MEK7ie9G2i7tSTQlxzBTwZPwoZnaxi3ypdvPVfqDnLz5iNEqqS+9m0PB5E5B/s9vVmZPnfdGIW5dFKPQpX1ghzjICJeuE2rlIqfKH3Iqz+5EdgsXeTXRDZegvIQNWufCAHVJSia/wKdJtgnKD7CapjXd20CyjlMyBtyls7fLXT3QlvuGuSqI4LpJ3Mvu6ujVCB+13dODHNqMuosa1zmXL7XRiAY39mLjPLW6vF0EymnOxgcTm9RePp6/EffxSkT1kztYgMx1QWgG9E66EJiQ/wimVIxS+q8yaYqUuVBvukoS7C7/YQqLlHwz74f8HgoTertL3MN3adhsB6ENguArCIXDMYKHhHJPI/ybyhXczhJDI5CFKfEL4ofddtX4f0xdeBLGknra+9zTRORZNUl0oVOZKDTsGq3aYuNY3a8Dlbcf32+2l5DAhvot5HBVqrBixx6lM+y2zUWAWG+VpUQUq7fb2gBnMVfEjr2DJ+PISd+MiMy5Of911GQBWXwgoq3xOont3SaNy+VSgj/xgwOaO1GxQ5nIPR60V+sQlyfU1terML4r/J4vYi5YkQNKYXl4CyL4TqVRvuIz/HLJ+3jZTyhxB4ag7xLLJ4a3zDE1vIeZ3s2Bnpp8yKOHWuQVZVuoLoyoXXSAQ/FgRgHyjH57Yay7Md6fGqupaDORw1z6GmqLs0MnEW2VlEeuwTYY4LweHN5pXEyjcFCpj+5KwgldqKd3TPrGaWWpGTswM1qeGSJ/9mZLJ8ALJM+daBf88vAcOHkNSmQRuGgCGwAIHtJACXb4WgEeu/GJzsEVNQ0gnZdeqquIH3DiaOJQsf+GaGTMcvAdlQiU5j5qz00slJjdJlojSakALtzOm7yc5RSXSlpV3ZKoV5HZJOorDdJrGZkyeSoxkVrjVS0Fu37oZRm/r8b2ZFaFyLjiHl/0CCNeBMqtZP8LITpFLNYl2h1eDyLuqJO3/NVaQzrNrRQTzD4el9cP3+qhdC5O/9752S0+2AyXNWLH0aic1llPWezh9XRC0KtYO6WZnry0FDTdoK1iq1mAhIzNCrfgdeeqtGLzpcT2wLqd6/tyK7Br50ddw5I4Xf6gtLo4n8e2aF7xAPY9EK2P02pjzNdqRPx29QwwwPCY8m80gL/LfXgOysaeWwQsYdyUIzBW6IE+aoVPHMN0cRf00WnemC2+aSXSCuROJpSyIv42DUGGp05+9S9pPvQmvsbjucwEGRZj/i65XyUAg6rXXiQ0D+pLVkY2efHfvbENieELjaB2CRycHBBD7M8ylPcvZmi4xfBgnOQXBWeJqyTPyAw2SXB4UiX/+q8SQOi2BqEE3EVXUfDOQLYYr8GVjcYnZSCrQoTR/qSBpz2sm1Vk9jeFnB6fQ+zDc124d5dC0akqtDK7VoAPI80hsBxCPttJVXczBKjCb8dVcfg4jnMtc4hMNCV6Hpfqotd8dAbQNnv+is9gKGmwLHuknJqxtVK5OJWh7P4egjLQZpnTMCuV+VKSkjiPwdB6NWK9kdP5ZYJL5JzjW2daIZwhdwkB/VnUusoY3vMpvpal99BfxpgD4DwfqAmMIjMnkEpG7Uu+aeBanH/wTQ1/+Fr+Mgb7js/qNpeRjYCnPMrZI97uVzITgmXMtFgZaU1IvDvY5kMF1AT5S25p+f6ghQ2s7ttWRg554P+8AQ2M4QuPoH4Lo6t3MvwrvJwpmg9w0RuUlwO2rcX+ZWEFEw+MtOxcmJ+iv1aM6hSaR8uzox+dkxpY90+0oaoFo/2PgcV0wcfrpyPL/6o+weC+uHSXWhG1J7nFqbqNyKRoUeltRxZ+YY/xfSaP7OG0n444wfBQm1ZPJz5Hza121Xl9pM1FGtRE5CVhwcm7/7/SUWi93pCD7KQdrJ6wPM+IUgw6rZgfHr8JKUrMSDMpozNHA6zcuT23CHTngjBJjPr3QkB4UrHkHmiaqT1KVSe0L6Om3YSwwueuhRq66ApXwXBP45nKn3B1GMpklrC077n83cZ5+O7z0ZH4SMTVr6B8wKX1YJwwlzYPJjqIa6238qx+mvW3nFu+rK+Xb+uZxv+ouezdeq4pX/W/206zvPPnszz9BRkMZD2q3i5wRl4u3t/w2B7RmBq3UAFnEpO+3K1cnoe8HlyIko9A2JZQIh3wULleRLglQ7McUBpsfUPNpOrQeDjnLaKRtNctqg5Fc1tTyGw9GJs+cndbUMyMjPg86ubsaFafUVsJ9nq29BJFjnpTaI7vuy3AdD1/DkUsLM8tgJKczV5+8M2emcUPssg6pWei7V8v0xyJTy0ohzaLr6+uQ1+2uIsdSjP8pPgyzoXA0xBCg1MAiNV/gb0qtJzQSCD0OCF7TgeA464Q2PhbMGjGwh05ea4GXcBPUqKFN1RgexxWOPOcGqAXg6fjnI4GrFV5K5//8wpFYP5cBTJ5KO+dBNrqvV0Hcge872J8h0/GqQDV1qkW75fYIYTbjdvOvCRqu6VE/iQHuT74HFvrHpwxz20/JDK7KYT+guaLEVaN+/Q/vMENheELhaB2A/0cpeqCePQnbpMeS1nLRf3xCp7gaJ9Ix70rztBOmlF4PLka4Khrr6nU9TV9U9MJBATeGvglvNZG7CqitVOQq81fxPSOpLQzd/iVwvqGjpZxcyK5ru4GibdQTguvoUIJ5bSt6NzBs+qvsoqG1p0Amd4mlnb3T9n4TIQ/1+Ulco32mbfQWQ9ByJQ8mic9RJrm/8ekhjCOBSqy/moJORTLFImrHOAPPbk0wwDdxgVfbyjWAT3IlF0ayGw7VGtpCh0Ss9ThUrcX2HWeGbwsIQqV6ifG6/M76Wg7zlB7uPVktBT8qnIoNP3Uuq7ezvQxXhi8PIIqFjST3uUtgir+BghlLmfZw7YQ6vXa5BNBki1acg4XkAvgHmd+mr2YrIrpDJdwFdXa/eFxGeI6WsKf3MU7SAEnV9IIdLn5o9B/vbENieEbjaB+D13NzQvKITVKC68JPM8sbdZ24XItVnWkrNAlUhNxFNyzdqI0yYtHrT30FKU1eUOrOdyyz3TS/RkNQo/nvMitiM3s/ja3RBh23eAYE3LaAcRI5OmjtWXWod1nsUU55Aeku+9HwiTjJ5Muk5yZ4+lJ3aGlKoHGSzUoP8gNkoSZeGc9oHAq0XR1KWcg5YqBeweue2Q6S614qcplJeAlwLMgqxQhUW8V2j4NPXzT2tXgaK50oT7yVT/e9EpIV9QbLUl71Qyrh0c9r8FQf3eepa0twneD8HqfWfyPgJgeesZzdXf3a4psIciU51A5/I8q0hmYpxhNU0nkIW75+93/4+JbXphbad3b7l2hDtW2BjKnExiP3JQjW3bRgChkCbxtvOoZBJeQgyNILyl4H13uRSsgrtJpbxn0LYGJurMYBqOjdqXGmgqsc/B+glI3u8gecntnl6kN9m+cGQ7NNhP18k8znlqHUF4On4pSB9x2tPh2yYuN+ivrBuG0mbpqLJ9VrA5BxoZzKwNaShL5V6/BmAgQrE34J4GER0JRTEI1IJTLnoomvjGkvfjjqbO/woryJHL4+Oqd67Korhu7cFJ3HQYyDvO7VV1tIfs64fwuGSxy6MYGCgXdSB34u9yaIRwPC7r6vPAIG3XOOpHBZBocrvRGL1sz4hkdVWwFLuBUHQ4pYej+U4w4K5Fy6Ri68LWdKXtlCS6LGILMs7YIgm2NVBYCS86EVYpHaEvwz19N5MkUzL94GBq+4bFLVEMychGuE8q9Pe+7KQ/KOxPwyB7QiB7X4FLKK6tsrBDTaCPd2y6eRdvhOCIDXZHzDdBO29WFVJS6Pd78ChCvwn1CIf8CIrQJGXczByFJ3kmJPyaciCKpTgQxx4r9iZ81q7CWtSPgkZ/AqH8gZy3s9VZPwYCBtJxdZ8fu54sT9yqFu3nr9qCj/B/Zjn/yFSHgNp+cvJy4NIJD6itoMibwHZXP8l4HQPcpMziRApnw7B2wOel4CTPclNqu+c4jBdfjaYNdSbOeENv69YVQxzkpl+m+o8aOrfYdUXoCP3JKZ0IPf7VQOwowI1ZgjzFKaLL74OdlrSFwSlpakuuNb8lXPcDqlLNWrwL2ILbAGlLiNhDhzDQeGlSOP9yEXXhiwpvcvbaIq8joNR0lndbO69iSt1DGsyGepgtd9sCSDdv/LCJ6cCon0QC5+n2fOyvw2B7QEBC8AyeTik/oS/2fIrcOvtFtkYiojyRvWN36+cptyfed6YMMxMbNXrWz4r8Y9k4YX05ybA6ksrGspevWhaP4D50ud7tukM4Wd8bLvJcR01YKnuCxHnsAORj3Aw8r60yYTs0pKq8KRjGcx37mtEW+nK7rrAiRPI4mBndIHq0UD+r6Q3txdZ/hNIpiIjQaRB9lK97mTFrhuS9weGX4aU3wLo5So5eBY5eKuIXCd0p3vKl/DVHORzFCn3VT3+abuiFjyLg1R4w59TdRJEHh1wmKcnyfItIVmTAVFzDeVlt53I/jhxd/3kJnOyj6sGYCGkuqy1YvT+zDPOUeUZK6v8wOflfcg8pZ3FFCrg28yKxCLSX2cszIGLg0NVktb325VR97vjoe9JUhvd5obI+HYQKtfYzx09Nej5Z0obyqqHAPkpJOdW4X3Hsc8Mge0BAQvAfrLVVN0mMHsCOZyrizYPgkj1MkioCwL/xazwHcV9E1Vdqj60d5+p6wM4nLdrE9GJeHJRaG5RapCqT803c02X3w1mwSUHTyeLTvAgHHtdKWg/eTaex3OG9X4+deek1K3QuT2/uvPbuVWcqoBpGvTSYNOXBJEWt7o6GRBvgEFdgeevCcYTjYFC6z/r6UP8LCDXA33gERkfCeEL/P54TkiTJp3X7pxixylniZgKb4Trm7GFdKYEMw1ak8dCas8/Jr5KFk0zUYg5zn9Yr1VXqNohrdaQaSPYKgHYnUddaoD3ylrePSsxMUiMHoRHcDBDkRLn89s1mnG6W5Mt6J7XGWEOqZ/HwVLD/22fWpETB5CHaw9EeJ7lE8xGj1z4bE/Lp4NNNkKvn/utlEW0d8CGIWAIXA4EtvsAHCbl3YBy0+r8RufJ+vPWGL6WJ3A436Dk9leWe2HY1PhwIZjfuJ8jLLsHJx/92ZnMiqZhJbmFoh2lIg90Hy40hVjPClgbY6pArZEfMRvduu9ZEak+B5EHhAD0DLIIqd90a6lL7QT3vrALzsvjW919xQSgEeaoAPk+wIYjPKfKJbJ1NyC7htJrRFzNXRuFfNahxl9yWAR7wJnzkfLfIEFfekEpIQ3S8hNmI/+SFA2ZlseCeE64/qPJolWjCs/LzSCV908Gfs6s8Kpp8T7WDsCKh9fC5nwzmSTKUvJJZqO5pkCpS21Iu5fbx6LgOl0+DMz+wZ+a/ILZKPViDuc8c4/0nPZvvJRnr80fLuqoB34epCrnXh77fmufGQKGgEfAAvA6nwSRyVMhdaP69Aswv80irVuR6pUq8RcQ7u1A9RN5ZD/Xw1VtTi0RtfA2csmKze9r7QAcJk5dcatw/mXMCq9jPDNEqi7lLfgAB8WT+7eLHIuID5LFkxbBKQmXtN1KU9yqNLaKf3P08gH0clrD9d8J0tbct4JDvT99HsOduhV5DJnP10XrUulZXmO6V8gisRT8BrPiznMYrhWAp+MTQXpta8rjyNHx8T6k3HInDIdND8GvmOWJ/aC75mn5bBBNvbtfQU2FOWTy4/bFkdlBi7I8IpOPQOrGxvB0ML/jbOq9fSZd74SjJvnzEjmJg9FB6/znZJsZAoaABeD1PwNSqw5xqMkJX8JB/rpVgk23bS2P5HAUaszpLxKVLOKvyCKsVGa2q0sVsPCiGMuTm3KHHea7WdcdgMdnAvTSj7zsWn3c6JnaYW+Tkp9znRG8NkIp31ZX+rssnrDHB0KYCozMeOj2vAjcHyL/HD4XEHcmO6P5JGBJeTwkODWJHM/ByHsvR0Nk1hbSufwkqVM544wCu99a09t+xT2e3pKbNiX1UJHxoyEMpQo5mdkosYZ02KwVgKU6dsWjMayy+XwyP3rmXJdCtiJQhHI1VkheKFymQAaRKEl5Q3InFRdJrzsW5iD+kyx6jUhEttwMkmtQbWwz58wrknNMeO560TiMg5SzvP5/YbalIbD9IWAr4HXec6lL8ZvyoiC80a/qNB7/KfKWpqQNPJp+TjpYm0NKXaocoDdwmEzuwmKHHrEE0Ym4UYTqrTf6YLjeFXCploP7+UuRP+ujUIlcdkNIrqYLbtehEWvRNXS2jdP6gcyXmoA5G/zU2u/c1mIwNG4tgl9Er7s8reWRCt7HQaGew3MjcKm1Hq01Wc3rJCYFLd6pLaRmMW4+azafSljKL5mNbjIf0MrnqElHONbbyaIx+mg3XTsAR3rMgmM5mDf8kLpUC0C/uq7lQA5H3k4yGpKs1vtf4oIwifYkNK5dcyIsLUbT8SvUMMP/zd+Eenvvs+4ejlR1a9W+iEX32j43BLZXBCwAr/POixd3eDropAOT1UoyIUp1BKQRpO+v3bmJywWYSjtStTtYubTaadsjvZh05PbWG/3+1hmAY7lN8n5kHowiZif28Y8A+vpoaIbqgypJgxLHkUWgaM1vLV4BSlWdvglufQi580LPWJkuPx/M3hACwQUhEDQvBWkQkuoNEGnqtF9lljZNtcFFysgWEu/goPAa3XFAm5Z/BeJt/iP5NLORVw5LthkfCYamsB5rSPfLtVbAk/HByOjTzgvStzIt3w4GHXHySDJvXKLas5Fp9UKwdZT6MrPc1+Tnr+sDIDx9jfwYmTfWjjNYyjWD65Tnr0s/fSnBw9PJHgziZX0Ngn3nY58ZAoaA1YCv8GcgsZqb8XNNJ62164h+bt56T8hAV5mr+hivPwBXR0LEdxTXeAqHC5SP4hplTxducy1Bm1lruLr6/H3ohg7Zgj8MXkdnkskZgHiLP5GXcDDqTfkHUQ1NzXrVqR7hDb8LtYWslFsbbCH7m4xkWnaBaoHGt0zLD4NBZ3pBU9iaAViqe0LE39cFtW2ZjB+LjI0b1NeYFb7hKhpBzaqhjU2D5naPRaTcHlKd1v6Uk10XW3JGXeDAGMzv0NDK/rA7ar8yBAyBPgRsBXwFPheydevNMXI1OR1bcPGWm3Dz5sYzdmbiLJ8DCWlM6V+NucCRTML8BLO8lx6y/gBcPgMCb0q/ilONSHR+4MnMvNxk30jSoNPp/sw39XKj1wu1TMu3gfgrv738BCz2Iqm82bkh0+W/BrNgxiBnBhOH6eyGUm29DwaDsNp3qVWtqc4ZbUhdqsqZF5qY1vdjvjSXIUi6jxdkB9YOwI4frXrNeo1nMxvtNnfOvgO8UV1Tfq5ysuevLS5lEIeQ8xaR7iixMAd5LJn3+lyHbeMu7X9ZMWq4/3rvn21nCBgC60PAAvD6cFrXVjIe74mcQdJQPsdsFGQZewKHlJ1bz4zvbbx1kopl9jZy6GUiZ8b6A3Ck6St4Owfz9Us3ASfUIfZ24TanIFI9DyLeK5d4Mll8YF2A9V/H3ivpTO3y9kYKqzSx+UAxPhugp9YQzySLkD5Odz5jC9nb2S2i6deq4RcvdHCSOk7PL6ijr5WC9pKZTV1dXaXUHjLJHHhOdqWKWUGRy4uYzN37afVSULzEKPg5ZgssIifLD0SWqTSoDu1PuOmsq1Z3T5WP7brKfV19AZf9D73P9jtDwBCwFPQV/gyIVGpIfhtg+ByScybn7QQXC3VUsjtHo2alk5yTSHUMRPxKhXwhmYe66FyAWVOK0gUsKe8MgTb36P5aI4W5SV3O2wmyWZtvGgtEnax7VYycRCGqN6LGZmS5XvfC2u5agCcazMCXmRW9NU1/LXE3sgpv5LecNXDo8K5+3YmL8AFk3qc41imFQb7PbLR73/lKXepqvOlOvjbJuSzHWitgd/519ds2zb6lvAF32qmRp2wPK7FVY42ncVg0muXdNqnASq9FpMfLBXQVYvEKW1K/gIMl/+LUM0Qm74LUjX/26cwKr1BmwxAwBK4QBGwFfIXAePl2MuM1+1swv8GsUX0bOKQ8AQLPr1zgTuQn1/U2YUksIvEtZsWdFk7Adax3LI8iR/90+a708m8tdamiGzrRV6Ds07fii7D5OqRxbuLryLxfw7jaeg8MBo0t5PlBl7un4S22GFwk1anayZtCjZUXMcu9mtfMWF8ALnU1u4e/t7gDWei1J0Om41eB/Fv3oeDdHBRNQEy3q+N9pRaR8YYzAh+/BAt9seqt2YvIDUMtXuvmv2FWeClQG4aAIXCFIGAB+AqB8fLtROL0o+CDHKwqYHEqgLv5SXqxOtG6A7DnueoKbgjwl8zyOZpNG+Cm4yNA6op+IbXn8l352luLlHdCjb9Blp1MDhtTiPkAF6/kfRd5r/CGi1upLeTxZDHHEXbbxQ5H0m8iL+PxHsidFrKOxepla6Sgw/E+D/B+Ht/sIeQwcW1y28TUKeJ/yGKvPhRlWr0KFB+oV6nZ+6a1SJhjLS52Vd0Ng/q5anBB5o2a2do30rYwBAyBNRGwALwmRFfOBiKl8n/3BvKTSc51rbZBsC7Vts5PupTbkqMzeyfgda6Aw8Tf2CQuVMNqjy9jR1fp8w6+cpBZ314lyQzgI2QxZywRYagcYU+rqeuHLTKGlzpKU08md2axQ1Ci6s5JpIrFQf6VWeGNNGbGulbA0/H7QXr1sB5PYXevvOZzU8qYhkasuYY0kfIOkNZ+cCt44S7kLpf2PyvVqyAhWBPfJIt914e6bWUIGAJXJAIWgK9INK+EfYmUfw3BGwF+klk+pwccBcqDIDzB/S1yFAejYF7QExym48Od2ILIyRyMDr4STvtK3aWI3CS4UvnjLBDecFCktpAqoqK2kHOBSUR2hVSNveEqvOzyqRB4SdIFjlLuq/WsgKV69Yoe6Uv9vlZ1ePoxwGDcwHuTeUNfSnCWutSXs6BytprkpNwIUsXCHPcgc8202DAEDIGrEAELwFch2H/ooVRCsY8yE+/P8Vzr8pUAb4SsPKJPkjDd/oLNfTKUf+g5XpW/E6leDJG/C9H3K8xyr+zVM0RiW0h+nMy9DeHMkMn4IGThBQbo1Xf2Mbf6W4h4z2LyKDLvfdFZVwCeloeC8M5WgvdyUHjHq9lzq8cnAWzsE1/EwejI3u2m49eD9GIdghM4KBa+XMl0/AGQXphD8E4OisOuyntoxzIEDAHrgrZnYBtEQKT8P9qQpAKeIB+0SM3LxZbEFrJfztFtNy2PAuGNGZj9AzkMPOQUIJHyHRAcGgJXr99wOO6FrTgIL91MXrvHPnH5ociyT/ojyOeZjbwD1WwAlki2Evw4swUvEUldnJeAQ9Xm7reIlPGeEGpN95qgvJIcvWIbfBTslA2BbRoBWwFv07dv+z15mYwfh0H2i9Uag1JbSF4a0s9zgTAEzE54YjVedj0+BeABDvlaHs3h6OO9QXNdKWjHtW2crc5gVviO6LkAXN0DIqGLG79gViywFHQ0I1Ulu3l4kXgYOfzUoqdEpNTeAu1D+CjJ8fb7NNmVGwIbg4AF4I3B3Y56FSCQ2EIu0HV2wVd5zF6AI3B7ZfdF3tBSq0EEbu8DHO+6ohDlOdWzQXNdAVhuDKkabvUFzAovkzkXgJ1ohzbqFf641Y3JHRfoYpdvguDZbrs1OuyvgltghzAEDIFVELAAbI/H1RYBqcf/DNBLKK62qpVS1bcaDq4Kelx/IS+7LlUsYxcfCKc3Jzc1jVsJjuuqATsBk8llUJtEt7/f7UjeaMuCgB4F/uwR5PDk/mCdaEwvpEldbW+6XZghsA0hYAF4G7pZdqqXDwGR8pkQvAWQH4PFvosUuiRuhgK+wKzw3NyZEfyEtaaq/26UErTjotTtegKwW6TW5dkAfEq5rG/NpSXtTp4/9rR8Dwhvxyjyeg5Ghy84R13Nf8VxxymvI0e94iSXD0nb2hAwBK4MBCwAXxmo2j7/aBCQrVt3w9Lyhat1fEsa3F7DwSgIWqSXIbJ1N8jgLP8pz2WW32jRhV6OAKwe0J6HO53ux3yTBs+e4F8+GYL3hS/WkOi8YDOWlzZzU//q/I/m5tiJGALbOQIWgLfzB8Au35nKnwjS++Oyfgi5NKdI5Rae1Za7YTBs+LKnMStUTKV3rD8Ajz8B0PO7mT2eHDb2g8l+XcOUQEVZdCykSdn9NAQMgW0HAQvA2869sjO9khAQKe/oLBpJ7aru5Qm7AJxwheUzzEa+G7pnrDsAT8u3g3i6D8CLzTbc8aU6dsVDeD/U9Us5XDrlSoLDdmsIGAJXEQIWgK8ioO0w2z4CIuPdIfx/IVgeQeZBDGT+2qSuLgDEGzV4H9+LewO1TA6E1CeGfT6QzP9520fKrsAQMATWg4AF4PWgZNsYAgEBkckjgHpXIH8rycnCFbCUx0FwCIAvMSvusxqAIuVTMEXOYfEuA9oQMAS2HwQsAG8/99qu9CpGQGTrruQm7XK2YQgYAobAHAIWgO2hMAQMAUPAEDAENgABC8AbALod0hAwBAwBQ8AQsABsz4AhYAgYAoaAIbABCFgA3gDQ7ZCGgCFgCBgChoAFYHsGDAFDwBAwBAyBDUDAAvAGgG6HNAQMAUPAEDAELADbM2AIGAKGgCFgCGwAAhaANwB0O6QhYAgYAoaAIWAB2J4BQ8AQMAQMAUNgAxCwALwBoNshDQFDwBAwBAwBC8D2DBgChoAhYAgYAhuAgAXgDQDdDmkIGAKGgCFgCFgAtmfAEDAEDAFDwBDYAAQsAG8A6HZIQ8AQMAQMAUPAArA9A4aAIWAIGAKGwAYgYAF4A0C3QxoChoAhYAgYAhaA7RkwBAwBQ8AQMAQ2AAELwBsAuh3SEDAEDAFDwBCwAGzPgCFgCBgChoAhsAEIWADeANDtkIaAIWAIGAKGgAVgewYMAUPAEDAEDIENQMAC8AaAboc0BAwBQ8AQMAQsANuMlhr5AAABXElEQVQzYAgYAoaAIWAIbAACFoA3AHQ7pCFgCBgChoAhYAHYngFDwBAwBAwBQ2ADELAAvAGg2yENAUPAEDAEDAELwPYMGAKGgCFgCBgCG4CABeANAN0OaQgYAoaAIWAIWAC2Z8AQMAQMAUPAENgABCwAbwDodkhDwBAwBAwBQ8ACsD0DhoAhYAgYAobABiBgAXgDQLdDGgKGgCFgCBgCFoDtGTAEDAFDwBAwBDYAAQvAGwC6HdIQMAQMAUPAELAAbM+AIWAIGAKGgCGwAQhYAN4A0O2QhoAhYAgYAoaABWB7BgwBQ8AQMAQMgQ1AwALwBoBuhzQEDAFDwBAwBCwA2zNgCBgChoAhYAhsAAIWgDcAdDukIWAIGAKGgCFgAdieAUPAEDAEDAFDYAMQsAC8AaDbIQ0BQ8AQMAQMAQvA9gwYAoaAIWAIGAIbgIAF4A0A3Q5pCBgChoAhYAj8fw6mPjYK4RuGAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-123.89367466520162" y="-23.187971913393426" heading="300" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="23.333333333333343" 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="23.333333333333343" y="40.66666666666674"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="23.333333333333343" y="74.66666666666646"><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="23.333333333333343" y="108.6666666666664"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="43.333333333333314" y="829"><block s="clear"></block></script><script x="25.666666666666686" y="300.99999999999955"><block s="clear"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script><comment w="68.5" collapsed="false">Script A.&#xD;5 branches</comment></block></script><script x="24" y="498.0000000000002"><block s="clear"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block></script><comment w="68.5" collapsed="false">Script A.&#xD;8 branches&#xD;</comment></block></script><script x="20" y="693.666666666667"><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="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><comment w="68.5" collapsed="false">Script A.&#xD;3 branches&#xD;</comment></block></script><script x="20.333333333333314" y="898"><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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>