<snapdata remixID="13255235"><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" 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QX6YlQqs0lQUgTdgFSz2w2wnivAeRd3ZMxbrm8JpGnt4hkAfdpARMuCqMyuC4FpMhqO8nGCvWRAj20gYxTfwsbZfl+et9GAu8Pgp9L29PY3dDYHtCwATw9tRaVtYVIFAigN3XhFDX+rryNQz895+ZcJB8Msvya6p49wK05pf00aL5XcRa1WZjjmirxRY9c6Ssf90gYayHPRqTbePk5Anj04biU4h8fHVvNNY0Ws/bppn9FqdxfdovSVt5R85hNVcpe1G6o+VV65RHc9w1jd4iLAQjwSqODs+KLRhzKeZgH+I6D9pmtN38vKzXlkvaVNrWLkNgx0HABPCO05ZWExBQZ550eAoDfK1BpjgGTZYwRc+fOz83OtWDl0/y32Pw718eVG3MsUloOYBBNuZotMOagez6NMBTWF7ZnGMvlhRN0SSbxjhilb8QmupkpMVayEhIfcVCczTod/rytH33OE3My7N3iw/1JyBxsAIm6vG0BzRl1zqQBjP0Wen8/AXdrAQDwULCEdKbZm07KZgKtj69YA5W5/r36bu0mbSdCusbmS44ZSlHren0FmII3PsRMAF8728jK+EWIoCZ8ksM8H/jkxWTyR/jyNOr2SrNYP6TbLN4tjzPzc0dnpT9tKxTPXOQho05dp+5MYcrlJfyTodT88Dp7ruvY8Ms1RIxDe+SFGmfluxN0LAJc7nKcmX/xWnidcV1avLUvHll3vpCzn1oNG6fQVz2NDp20cfLvdp4Q52oBBvBKI4Oz2Cq2BKgWIN5iOs8SFtJm/lgaUtpU/9ud0NgR0HABPCO0pI7QT0wiT4S79+P4zn7WfZbftaSVR7Mn4LzzmlCg2PWrnme/zEbSjypLw2C6No0GQSBMCkKtOC839t2MAhLkth4QzbmmNaWOSMYjW9B8irLiZihD5nKN41MvvFpRA1hIxBbO1o1BEs+xWnidcU+UZxnGR0SUcdLmaXs8opmu4jYXOuT+rvUXTDw76jJAZsQxoNgKZj6MMFaMPfv8V3aSNpK2kzDpQ2lLZe4pC9on5C+sdwhG0vwsShD4J5GwATwPY245Xc3EEifi435pWiEJxRp+hY0pSfMYsYAv5k5zo+yM9P3hGZuNPe4ZJi8GsG4R2+a4dwnEdj/InGj0ehX0OxeAm06TTs8gzJ8RcLZeONB7F88tT0lptXvp2lyltBgjoZXjzNWfOpQGXkjSyK97u5a4GgNcBLz8uyjPPscsCizlh3yAcctSp3qlM2NuisGEqKYgE3nUgzBUjGVOMFYsO65tG1oI20r4rXt1PGKtpxxSR+QviB9QvtGSR+xyxDYThAwAbydNJQVUxAYXD0eZ3pEIHOTz05cejJbGj5iFjYIjfPn5oYfZrmLOkUlafISzMuv6aNHYOfYRj/FEYS3a3ya/G5STDtkQZchnIOgKUo25nCbpr2UY5PtoGc5UnzqUOrkZKRhq1yTSGimsTm5RTX7pZVm0GjTpNC8yDNK3Hhl+8C4zLV53kfJXeosdQ9hYKLYhID6QTAULLkUWzBWrLt08i5tI23EJW0mbSdtKO99l7Y9fUD7AgTaNwaDq/toLcwQMAQMAUPgbiKAxvOKLNt0W9jIocg+7jZtmrnpg2SH2fo9nj5b3HQTu2U1gqNTHldkf+1puX8DYTXFm7ADysn4e4HOZa/ssBGz61PLYpwJDZtz3ECalqMV77tiNr0q4vGYmAfxjwxxZXZ5HCfPy23EQdrLQ3o3PjROD4aP8XFlsXi1W7dut3a8e6iWmbJTh1zqEsfLMzxeGXgIFmAyTeMOhOYbnk6w7dL4d2mTbHHjTQ3t+D0+ru8ubQ4/piPYdIWf9gn6Rh+thRkChoAhYAhsJQRcsfg/ismiCjcdgF32twgAdQTqy4K4/V2Zf9YP1uVk8Zu987IkRrA8lsH8R54WQffmfp75WwNNOf6yu/TS+S4d8V8PNJNm60VPhwD+YhTf2o+aMt+HuMU6/k7e20JyiZ2whJZ0d0paBOhYePk85e4m2Yk1X4RX/sU4ro5/WRT/9al45+Yo+5cDjcvf2qVRPmDnaRRTsO2lY755Im1SC1NtK9qsj1b5yi5m0uY1vfYF+sQsegs3BO6tCJgJ+t7aMlaumQikw9V/zWYOfxEIXPJazJcnh/fOAybPdawb+ij7D/9EotLB4Fn8zzKX6QuT5w/n5ubVeUti84k4ZGWPn6LMdGOOa6vw9PnJoQdPH9IQb1wx7DFDL3EyEmW+DVHpTcfMW49nCqSpslW0OtcNH9mEA17RtdwJSHFZXd/JRxnz3tSZi403rk3AIuKuj4KZYOfDBVPB1r+37mX6aszItIksOaKNaCttsxZR9CJtLW1eX9IXpE/4d7sbAoaAIWAIbEME0OrmMY1+wGtB3MtZ2qovBkLhj6ArJA2aIecQZL1C2DkOFnD5fwTeRfZhzyO+Q9OYq4vxp+I4eSb+SC0X+aGl/Ywy/2pMg9n1N0MeZf7lOK5O/90Q7/Knx/FLmaDJ9+khXZmdE6dTvuQV4ifj/yeOlzJifv5ZiKcOcbymp65RfK/gA9sPRzT/IZh2+VS8sldrW1TabCFt1Efnw6SN4VtGvD8gfcHH290QMAQMAUPgLiIgy0gYvF+HcHrhcizcnXf+CrR/7wfjPF+QAxBetVQ6hFMQDOPFTVfwrppXNw3l+F0/0E/yhTv6ykPaozigYIPkz30jy2GOnuJTZmf58lG2jpl5fCjCp/4gWLzO3X5721Ts8i+EtJPxb8S8lxTA0IZ08GilIw/mfa+TeM17en44Mk9nZ8Vp5VnqCB4bJb3WHQymaGg7xawSqqVg2aWRd8Fe26CiQ47mvR86Pq20rbaxp5e2pw/4+Fl3aTvS0qfGj5xFY+GGgCFgCOz0CCBY1LFmcWHjzxk0l3WqYbntgxHC/+wFDk5W67qCLgZVDoJnDriZm5UTkVy/Exd8gpMPc56fQUKsjnnJM3mziUflCAT9h6biXf6uEF8sTp24RJofhniXPzNOD+//HeKKtvf2kgIY2pDOZf+7xZM8QlyZXRDHyTPl+b8hvhi/uyf+Q0189snpeLdasWow+XiXRt4Fc+jCaVTaJrRNH21Fn52obev5SpvT9rPofTj1eYX2JUlH3/LhdjcE7g0IDO4NhbAyGAIBgTRRZ6pVq+YfwIYM/0scrkJczwMbSV2TDNz7WAP67xI9Nz+3XzYe/xmn7vR6OrOd4U/S4egjbFVZz6+mx7FrdK8pmnnOT00m+foq2/TFzHi2NFgNjzafyLPJCQjpwyv6+v/J5Gz/XrrkqClh39oEo5O2mQNmBdZspyTPP9xj2jLMI9fRUR6ufQCDeBaXRdlo8WwoEnjygAZ5eJ7lJ4SwqO4hTDESrFh2pNilU6b5ilYwF+x1q8l10ibSNlVc+39pS2lTaVuNkbamzbXt26StN+k70oekL1Xpqr7VIrIXQ8AQMAQMgQoB2dUIj9iwdEU9XF3+DgTbkvN8pHsG58V+x2tn4/HG82eZlyUnV+Rv8rRqUu2Yh317wON9ng4t7dtdrYty4RGc/7unge/bfFrNh2MLiQvlQoj9Vjs+/9MmbVdbbc7YRZNrac9LasDxebtFe4lUS6t2+Z+2yzL+rVAWKXPnyEXyfFsTT52pezv9woMVI6+lgl0c75/FC7ttSs7f5OO6dzVTS1vWPLWNaesuXfwufYV074g95bVPLbd7WszEng0BQ8AQ2BkRQNg8AaH2OT/o6l0crtzS833M9T1/vLjxEp8Owcpyo+yJfRg6t16WspzmabPxpu+7bNMULQLzUAb92Ez8Z11+CLWwJrbvMHoE13t9PiIA4/RS5hDn8v/sxB0T4srxv7fillqGBG1I5yYt72wE03+GuMniC9o8I5O3y9/bisNkXBSL3w9pO4JdaOH9Zz5eMevML1c02RMU6yCkaQPaIs7LP0vbaRvWtNq24OXj++7SRyhH7JwnS60+J32qj97CDAFDwBAwBDoIyC5HCKtoDlbm8HC6WWbeD4H2mwzU13pBoPOMzvXuliWDMoKi2VBD8mONaacoCBYceGohgPD4KQP802Ia0uw/mYzP8zSUs+XJC/2v+TgE9I+d27CPT+82b34gzlC3SzwaG+t9F4KnNPk+yafjfr5PI/clNWBoQzp4+HTCW/Oo8sKxbPMDm7gN+2jZ6nqC//N8nNwx54oHOcIM5yupa2edrmCi2IT02evi9MoDbMEmtKliP0Mwwv8R8Ryxtilt2+UZv0vfgH9wytPyapvO3i0tTm/PhoAhYAgYAjUCuttRtOFCPaDifDM+YimQMHG+Is823eoFBoJMBOvUjlbCA4H9u2hZ6sms9G7aHEpaNsUYfyni19JilU+Rv6WJz79CmlW+jDzvQhnObeInzTyqlKHMzo7iglYqAjOEl/n1nl+V3/idIQ5tuBUHbYhrCfTJC5rwPMxNKz/H/LUXnmUmAnYXz9O5K1ZR/6+E+GL8Fh/n79SvcRgTrDqbf1R5tMz+GwR7nz6+k/ZAbbO6PNqWtGlM032WPoHw/edQRkkrfWeZXdK6fOzdEDAEDAFDoEaAURStafwXDKzx2s9/c3m+zDxg9ga0vXEYkIvsI87drJtTdMGt+at2x3aIeFFP2GiifRH2Ys+P+wIDfluIOveobLz5pyE/6GMO5PG/QlyR/W0rzk0+GuKiDwDqPlcW2S11XOE2bqyckEg8SwMWGuh1aRP3W+AR5s7RUsO8N8Lq/22VgTJFZfhfrTg3frGPm2Sbr6Huj+rEn6CYIPQUo07dhZY0xyq2XsjTpjEP/yxtRNk+4vOr+GVv8PF9d+kLfCA0ZvdqTfhfSN/po7cwQ8AQMAR2agQQBs/Fu3VK0M0CBYHz5thxB/MlTkLLzQc2c5I6oLt8xqDvDojnnEvZQhITeLcsLfOmy7/o3K17xTTU6YNecED7j+041qLWwqcsxxciHPb28dAG8+5UujILc9podI9u0vRrwELj8+F+iaeXu/AOcdGGF1IWzOAXhrjJ4q8vke6DrTgwoN7NlpqYgON4eYY/S7+ibTl1TnZ67+iKNpePLf0Y0rvLp+bcY/7SB7Qv1Gm0j9BXYpqlnqUPunzxuUvRWJwhYAgYAjsMAgyax+X55vUM+mz0n/0Nwu5hK6kctK+K14LWTjkz5wUZ+OcROsEhh/wIynsHZ8LZFGLDFWHw72ipUj5onoGW28wvd9fm5vkaNqfQPZjxut0kPH29nLtlT/KPnLka5yjhG/JFOPs0mmd8mAFzyT5upgYczTfD8xuevuIVCVny9HG0R+Tsxbpk5/Zs4vJnUadNUj5M9Xfibb7GxynPaM2xYhPx9XS0QdCuFeMIF0+jvGgbbSMvgKXtIg0+pq3odb4/fKDUa8CX3IjF85A+J31P+iACfD2C+HgfZ3dDwBAwBHZYBBj4Go1PB9sxWxVOWlrXrMqT9sRYUKpzzhLzgwzg9yPN33kBhxDZiEDoXfcL3augU1M3AzNbW07vqoXgCxtrMHB/343Hh8RlJf4TPi/Sf7gdx8dGI1yCJkkZ92J3qp9LnOYbmXgpU7TtY8ZZyNU1WwBnL43yCFq4mI2Vd5UHm5zcFmvgjeaOUPJ5yJ2Pg6jM40+04qi7YhDqNH5XHF+lz/7I50u52BVrGlOlo020bTwvaTParsvPv8s8f+xsVwn29k5jnrZ7l76GybrZalTyjCwCXXp7NwQMAUNgh0EA79sHMOCdEgQFAyBbEt6AUPlTRsJdl6uobMyg63zrwVqddNzseUJ4HgTv4KCjx965yfSmGmSM0AzzjwzwP0EANRtTSDzHCiIovhvK3pnLRNAd7+Py8WbZzasxG6P5+zju34fXbr6urTnMSbNWGH7R3HFjWp0pgKu9kisTLhpk4A/PkLfLw5ImKQMm8WZ5UaQJEneE1iEIxbaWSBmCuVgxmTpyMT9aMfTpwdaXJ74jENnlqnUUIY527qCYJn4G0zfETnbaF2ZsvNJOxxGQ9DHta75Mcpe+uHnzA2JaezYEDAFDYIdFgFEvRdi9hsHwyiAYZDAsslMZEB+/XMXFvMug/02ftphw7F4xfgd8g9NRzANBdgRC7t88/Xgs+0BP75ZF+kewmcQ3PB1pWEO6qXXWLWX8Qx9P+W+U/ZF9Xs6dycYbTT6U8+1N3J33Y6nPpT6ti9bhQvf+EO7y94Q0Rf4nIbxotNPZAjjSsl3+J4EPPBs+478M4ZTBh6OFX0r9g9YpZfdxWifnhiEddda6e0EGJj5O7oIZ6T/r0yumPcvBpA0WFzdEfQDsZni5S9tKG2tb1/lqH5hh0m6VJ8ser33Ll5c7feBK6YPwTWNaezYEDAFDYKdAgEH62QzuX/ADtdyzbDPLYMa/sxwACOonkvbzcVoGVJk3DEIk5kFeT2fu+duennWr5yM8nx3TyLNo2Jxfu87TkS4IRI1HS8dpKwgXGdhjHpTr931aBO4PKM/9fTy0H/Vx1PH9IXyihz/Uzkf56VH47wT6IvuXED5jIw74/0ugjzCkvKdH4b8b+FCGEE7ZmnB3fy27F1jUycfJXeoc0gkWHcsFgjIIfMWyR0MV7LUN6jy0bWijOB//LG1KnmE+v8pb9vHu32jFp5O79CXKcF5TXj70pM/R92I6ezYEDAFDYKdDQAQUg+F70WbU2UcGSp7ZlCL/c+J6j7HzIBH/CAbhsLmDDrLV/OFBnia+w/N5mEWD4w7OUr27ZUEXDpPHs3YDQjkILeHH+7F6GhBlZY5zwvtv+3w4em+/yWQhWvfbzHsiDKIjCLPvUn7V2KlD8F5GE73Gra92h6IczwqCw+VnhTxmCWBoGvrq40J4Kc9GmKpZXPKGtjGnRxtdIOxkPlw/CGiLc6VOIW/qqnXWduI0qI43u2CVZ6211VOObyI4Ffs6D20T2sbnEd8p50HQh3l8LVe1tnvKU72TTo6V/HPtS01dxDnuvfAMH0VxGns2BAwBQ2CnRIBB9iVoKuf7gb+6o11FJt4+YBhMD0RghLlbTSdzvrNMmZMxu2Vtas68LXM0qY4zlXN7UJ4g2NHUvsd7yzTezpONKpxrdrgqxieHerj8q8StlrKzTnd/NMufhLh6CQzxA/iHDwOen6L0bOcYaMvx5b7+M03Q0AT6cbVeV3iFsDITM7MewiLLb3w4HwyY5Ksze6WsCKmv+jjyOjnkSx3RHqNNOdrzuoIRjlmNtlkJyj18+rpOh6CRB8sFpxVdKx8mMY1/ljYk/zB/r2WStp6xsUpIR5+hnI2VAgGsfYs+5mnsbggYAoaAIRAhwCj5JARb40nMwIl2dDkDe2t7xyiJPuoGDqzzRTNTra0SHjKfOMukmb2cAfnWRsiQ5+bNLa2IPJ8Ym0gp12kM/I3jFGVtzWEXi9Gc6/hQNq24OvCPDr6Hb6PNoaH5uiBoIvNxZfIlv/vCY1zzYfvIykmtTwBLHHR3CC04iHfRfYU3+QWTOHVozNhiYag1Q8LD+l2cooKWznTA1QjBQ5syLoY5aa07GIQ4sCGvYJpW7DomYsE4bl9tA5e93POI79J2CNEwb69tSxtLW8d03WfK8EfaZ3zd5C59KiprN429GwKGgCGwwyHA4H0cwuIdDKZHrrRyCA52Qxqf3PKMld2dOLCd9ZsPX4oPNG/G5LjRCxbMx9/G2en5fWnY37i9W5abiGbVGtxZ7vISTM2BH/z/NObloi0oETiXiMbm4xEEzZylyz7dhI+beV3ZhrJ2AoL3W325ERhhtyz4RDtsuYcInxkC+CEhfZn9LOQXrcOVPDS9OMG1t8D8nYj+04FP7ElN3bSOXrBRd5+m4tmc7KSYgV07XqwKYFyn112uaIOYxj9Lm2nb1bTaprStj++7S98Aqw/D3+8E5lgbfJP0pW679qX3YWB0ZNVnx8f5MLsbAoaAIbBdIYAweiQa1BUy4ObjTdcxsL2bQXJFm25IRRmsXxTPEwofvGm/TvgxSwGB8Hp1LLyr+cUZJs6Cs4PrQV7vnFzU5c1gHE4zgteN1CHkr4cpTLIzA49YYOULRyI4VCNF2Gym/ur0gzB4QDFZuCakcflRkqfUKwr7li8HYeeE8Hzz05W2Zw7YERfoyuzckN7l3wrh9XwtZTnKh02yhZ/6gxmkjGC+WeK07C5/ZuATOUGxs9WZUvcQN1k8Bq/iGzxPwczH+XuMo9KBvY+L7/QbOVAjmOO1LWes3fbpBDvtG1Fb8s78/qT3XGifLr5L35Q+qn0VPtp36cMxjT0bAoaAIbBdICACWJd6RIMigzoOPWzEscJ9euFxCAL1I7FpWZe/yHm+taNSHxgMvCfqUqM672qecdrUSTnmGHSbtbZCH815Cm+EkziJhTlLhM/X3GKjiVOf3/OCh/Wp7L8c7VgVHXnY0WqDqRZ6FUQIgIdQT3VEQ0DDp1r+xHxps9VjvQc1ZXynz1Oeq3KOTwhhLv9iFbbpAOVFvVi+w0fAYqVBk2egxbQutHJJGUM4Za9CBYP817Ruvi2pcxPnHoaw+1qTTubUO+Z80UJ9WrkL5mDvefg7WL5c26qm1TacsWZb0kgfoP5v0j5Rp6lM1TJP3J7X93l079IXpU9q34zKqH3XBHAXLns3BAyB7QUBBsHjGGyD8GoGYVlCsgXaCRoQg6xq04GHCLcZx9kJPuT9ongOV+cbe0yeDMD3RfCEeVlMn3jKtnfLog7P1jlPP0BHu1yRfgR9ZLYdf5qwYV2G43x5J/lmrADZYzR8kp3kw7l/U8Lk4jnySs6fq2FF9n8CbV2ufgGcvTrQkUbTujw4WhF3joTJxXNYQ02ZTtIwysbGG9cFHpPKBCt1Ib+mflJX6ixp5AI7Mfs6+SlGtaZfxUo7ZK9WTBvs/o70Oj/taSo+i2+I5+WrOeTptdo+DXyfwO80n3ed/xWUp3enM58uvksfZJ55un9Kn6XvxrT2bAgYAobAdocAg614FL+KQbjxjmUwRuPYxGD5UeKevJJKIQRZktMeLPG4xTu5/1g74SlrTWMzdjXviNm5o31x9N9BlOWf/GCuc4euO4fZCDi0LOakm80n0CyfF+/ORNxJmr94N8dHGTIfXoc/GM1UhR2HP0yoW21azv6vLwNh/6Oizd8RhanTVr8Ajp2qvFac/4+Qtsj+b83v6ZyyNJFw2uB6tPlprbg6UrDylqYunofWMTorWDBQLLxwnfpwyV6iWPp4wRispRz+krZgLv3PtG1qOm2znjXaTRpZ6hSd5azp5KOu2X/b0/bdpc9J39M+6MvGXfuobEna8QXo42FhhoAhYAhsNwggpHCSyf8c0971fkCXO1rT1QiUtzHo/epylcEseyA8/oKBMjhGMYhuIP1fkP6AvvQMtk+Ml71o3mICvfPO1oYdaDyHw/tLvmyqzdVaoOfLoH1KEy/e2dX8rcSTT+N0VWbfwgyr2xsS/gqfBqFxAeE6d0p4s89zfcYu/F/naXlWEzB0r4zCPqZ59Zmgi+xjEd0fVnSRhuiy19Vp39LQjXW/aLB7AMujosMiqvN3pQ7QNnPI1FF4yCV1z8YbL2t4ZadUMdX/rAc+rmU1EGzBuEVDG8CnPQWgy8L6N9iQNpa21javBSfPG+FB+286MObd9yx9TPqa9rlI8GqfpG9KH+1LZ2GGgCFgCOwQCDBYrkGofKyQ05CiQZB5xLV4Hb+cQXJqbrBbcehOxET5/Tg9QvZz8H5Wl1beGfhlLrm1vIl3TKEdbQxHJoTktz1f9hn+ATzVeUr5jMePxMM3Ekj5vzbrZ7NHI5Au9WlJd3KV94Z9y8k4Mi1XJlLq8PuBthx/taLNj27Csu9XYRyZF3Aa/5uG9QngaMkOVoFjlU72nPZp8wXFBo28WePLEqUqj0i7l7Ju2LBvFZ6HuVutW723NW3EucPUveatmICNpJFLMFPs6njFtHYgqyiERq0OwfSvvKSNZszdQo8FhDb29eGufcBlJ3qes+7Sp6RvaR+L0msfpC9S3jWz0lq4IWAIGAI7HAJoSL/FgPrv8YBaD8L/zDKUFyxXYYT4ExCiH4/T16fi9B5Jp2tQo2UwdV6YRDtaWbVb1sWeLxoW2my83nV8HKbYm3w8GpWahaW8DOR/4sMRDmxuUWlyhL/Jh3P/GgJhF9G2MEMrH8y4i5IHgm8fdq1aJ7SEjSurAebSRmhUQrlXAEfCVkys8FcepMW8e5NzG/aRPDQvwpiTXk85sEpIWfL/CHlQ1qouug66mXenbr5NpM6eXrGI5kslD8WsLjMezRfD/3k+bcUba0Nk8lde0jadtdg+DTxfxZ7RTVmEt7R9tumJnmbWXfoStO3NPLRs9D364Kx0Fm4IGAKGwA6NAIO/7PH7BoTVRX5Alzv7At9G+F8z8D52KQBIjwdr/iaWqqjQqnnIUYJ4wbqprQoJkzXGYVlRNfBjGp3SziYvXlzc+LOmTLJ3sDvEl4U8g2aIOfxOBnJdR4uQ27ejYep6XoS8LMm6KvBz1cBPOZvNN4rFNwp/aBqP4gmezQsLDwrpyvw6pekVwHnjQOVII2lrIUh5v1alW3xjE1ZtylF9CFVOVJzpe5WUVWld5BEtWjN1q8Inv41Ge2fDp9L0qzh3CPUPe3sjfH+GNv5iifOXLpeKTP3KR9qkZ96Vj4hHaFvWx0QKrba1fNAs40kvfUf6kPYlj4Okl75GnyN9awrCl8/uhoAhYAhsdwgwoKUM9Gv83OeWVIC0hyEY/4qB/eYwsDNYYsb8MTzf6M28s3giNI5ledDX47SYG7+BcOldB0peJyM4N3l6NZF2tTRMlmh3t3gaBnTMo9Uewtz3ZBD/pI8j/bnEP07KR1lkr2TdDELnKut1w+TZzHW67J+Utlh8ledBPb9Upc8/GIW9g7zmefflwPkLId8RwJXgrzagwMHqVueuWAW/xnkLQaS8y2aOm/KrpYByB+czKWNVhsVjtOy0gdaFOlXh2eO0rl6gCQZgUcXJnt6NmV+xA0OJ8xdlwlmtMfFrG9AWPj6+S9tpG/q8pCwlbVyb12Pa+Fn6ivQZPKp/FHAkLfneTP3+ivIeFtOv5FnnwrVv28lJK8HLaAwBQ+AeRoABXZej6Ck6ssFFdBbuSovCwPlc+DTOSX7wFROpax+I0OXJwPpw0v4tAqP0Ay+D8Dp4vpm41g5XkpbysWFHY0quTKUdbc1lr8d8u+j5wf8U526pBU72JLSpHzRx41PJZ1flXYxPC+FO5onZJtLlz0Co3S7h8FzQvZjd+FF4/N5ah+FMhNY2adYVY6L/rPKTPZwDFro/8jvDuwhj2TPZx0NbpWEfbR8ma5XhTb7qvMYdIT1+FGV6jpYFOi0bZazLGuZ3EVq1M9gN1CH7B89T616b5gUTxabOD16Yz7PXSzn8JZqwYlzT1J7mU0uG6m1F36xtV9Nqm8oaZTRiz6/vLn2EOjXm9Dq99in6Vl+apcKow6Op/5+Fk6FccyTkUukszhAwBAyBexQBBuaz/eAsd0x/P2fgY/vIfseoWYVDAKQIoZfC4xsxP55LBsSPwy84RfXxgEb2Av5JK62mm/ashfYlsaeumkyntba3t3gV4/f5fKWcCNCgSVO2yozs8qPZUenGkA5PZklDfqdGYR/RsNixqMheD80TAk2ZXQ4eogF/M4S5/L8hFDoCmDAvbIS2SnN5CKvmy1/fvOef07zjQyzqYxXJP3hdax2oS0WLJaLOQ+tM3SVcLsrzPh+nd5e/vYqp/genlyu2dXrFHOxjGnkm7yfy68zr05a1tt6l9+/SJ+p04eOrLg9WEPoSfcrTruQufVb6rvbhBlfYZGtXkt5oDAFDwBC4RxFgoPt9vH3PaQ3EDF5oWJsYuP4Rk+JvMoKtWmmhoD2Qgf3NzEs2ggR+ldNP/j60nUNn8WIAPZpfowGSDo3tfMo4PejLchnxdq4HWjWdRtqbc99nnWpkPhY6F897UhafVpZYTRZ/XcpFmveG8Hzhu2hvDxWzqg/DCep6cHksv9f5MPh+XjBiHrX5gOCEIcWvzkMFSlcAVx8sTvnIphmSxtOX2U/gKSccfT6EFdkfS94ImGZJGKZdKSNm4e82dNWWklInhGZEmzcfIWAR6CVPwSryZCef18emfMW6s7xL8aJttI2aclOfsXi26wdAX1tLHyD+fdononTaZ+g7lGPZpUmer+KufTT7R+2zET+pn/ZtlpR5ersbAoaAIXCvQoBBbF8RxAyKX2oNymEwE2ce3YpyCwZGhAnaCGZN3VfZ82VO74fweh153qcPBNaFyprR98Rn0+ohAerw09kqEQ0K/mF5UWVCzd8Ob10Sxf2+5PV/fN7EyyYir5F8q7Wy4y/6OMzG1NEdjHA4hDKeH8Jd/k7CZZ789BCm5uPsMQz46tTE/TZoDoPH5wKN7JoV7cPMphVvol5tDVjCPMYu/wBtcFL0jhBzhylvaLhvoC6PafGQMlVlC3y17LJ8yy0ejCBsli6V1NWvcQYDxSLkDUbhFCaW/qAJK5Z1PM94lLctGPDihKQx50E3h17wEUAZ8/dIG/a3rbuPtL32AZ83d/jfIX2FuMf3pesLo7wHQv9H7TryIeH5Sl/WPu3UCa2Ph4UZAoaAIXCvQYBBbcicHychZR9nUGw8ZutBjTm18xlg34aQOmKlhYbfCxkkPxMGRj9A6q5N7bnbmCda5++iWX2vlU41za4gYBlQ5MGr9JU2p9smUqcHMVB/2vPBG3c9ZVKNmro8Bw3xKh9Hvf9GysCJS6/1YWz2cC12+WfA4+U+DA30QucWfpV8z/BhxL8afkEQwuuDCN3/GcV/qCU8KyH+oSYeWknj8SnG71Ke/r3Mz5A8EV4XBhpMxFI2LaOno+xaB5cH3lpH6lqFT9jlCgwC/ZglXe5BVZxs79mxGgi29Zyx0MhFPTEdR5o5vLStaLOKYvp/MH8xePV84NE36CPTKfpDpO+R99u0L/o61Hfts7LMaTI+XvpyPwcLNQQMAUPgXo4AgxzHu2UfxCx4TRis64GOsGtFWEEz08wYV4/BEFOqmLoXw2YZwhOtbgyfv4fPM2J6/0waMeM286+kqechW05A8Efjazx5tbyi+QbBwvrVaPBnbepVDPq6ZzD5B2GL09AEPq8k3V7QRxpv9neE/Qp8vxOwcNlrKPefhHf5yJiMfyO8i1MRAql5Z01rVwN2hNWYIlh+F36NI5KDl8v+vxBfLP5P3l8T3qUsUqZoP2wts5SdOmhdPG/qKJhKnbXuPlw/gqr11IIV6YK1QPMRTKNlXBUP2d97w5VROWRt72mk7dVepW2ljbWtQ75iGqYv0Cfgv9q391J3+BwNn7/RvhfxkXJoH5WPly04PnOpvCzOEDAEDIF7BQIIBvG6PZm5tHNbgy4DH4PqRgbFTzGwIyzc/HIFRoN7MLz+DG3ppzGvSqCLxuce2uVB2G6k+VO0vBviNOR7imvt4sRymmjLSaUtRLvzAiZ/Gtrjf3oelOEHeDQ/B/4p6T7qw3E6uoz81lCnE6jfgoRzItEiwvTFUg5Px52lNfkzPQ3a183MuT4fwYd04V+xeCN5Hx/RnzUlgMvsrBCP1qZpNG2GXXbx+cw36/IueC5IXpon8ZpGykKZtGxaRspKmdlHew11+HHgq/t2U0fqqnWu0ysWLn+a4C0YUbZ/CmmERj3Hq+VbFQ0fOR18yYc6Ug7aqKfdHgrPd3UFprY9fUD6QjdN9x2+89q36GPa13zd67v2Sfom5X9UN629GwKGgCGwwyDAYLgfGssfoGX9e2ug9oOiy7/MAP2H0PXO/8VAMGg/DV7/2wsvzw8h9t2ahy4LaqXh7Fq0pq95WrnrVoquOf2mWlbT8exVLc8LmvzXEAAXeR7kdybleBID+KF4CJ/pwynfZ9zGjftRlkgjFBOw7DK1udH+3Pi/g8dXmnTg4+KdrSYnhbgyu6xHAF8W4lvLmDJM/YJ1LWwlD82retcyZGJ6p0yeRsoqc/klZa/DtE7q8KS7XIX6KQauOn5R2yKyDmha8Y6ul21JG5D3cWAV5tqFRo93jM5Y9m1FGXaVNtS29GXjrm1Nm0t+nnbWXfpQ1Q/oUxGP5pk+KPhs3Lj/LB4WbggYAobADocAg+MIzesEBsBPMMhuaAbFSjiglXyPQfataKeHL1d5Bnb4ROfmhsEWT+j6EPqYB3k/jIH5w2iEhc+39q5GC6o2lhB6eJ5M2TY1NGi+XuCgNWLGjjTwnDnO8SPRtI6HVzw3+m7SPA3aZmctOXRBNoXw5SzG/wLNm6P3T1O+j4f3Kq7WiMd3QPueEMfhBNTDO6gBXswHHq2jBIlrmavzvySf4IWtZaSspHm35691oU5at5I61mXWuoNBjdOv4TgVrAKKGdh5zAVTynVy7K2s2IvDVHS2cqCnzfgAaHmxa77SxrS1p5t1lz5Dfm/VPuQxru/a18Qkrn2vOVZxFi8LNwQMAUPgXocAg+oA79CXIXAwqW7c7+4UkMFyDYLgr9muMRJoQUv7GfF/ze+opfJw7ta94PEaTKLf90JC7mi3nJaUfcSh6XXTI4z+sHWijwzSurtTQys8Y2cj1fqC4MlexvstIT9NywlCxfitPgwvbATm5L8T9g4fRpofIgB+Byes2yQMrW4Rb+PXI5RyeUdI3ICgea+npwx/z3MswD/cxC02z+VY5tSF1unP5XgXw4t35V0sho1FNG83/h0ti6eXMrrxf0dQeoEOHtRFTkWKdv5ik4xbwO5lgif1eLFiUvNQrGoPcY0Xy0AxDruGSVkwOV8u2E+1h2jjtJW2mS8Td21TeEobd9PE79JHpK+g2TdY1Xwm0rd0e9P8bh28IH1d+7z2fadHNsZlsGdDwBAwBLY5Agx0b/MDfVEsXs7g9ncMTL8tg/VdzZzBX7akfCtCo+21zCBaC1K2PmR+Mlpn2s0L7Yc5xvFfoKHd6MtXDfqbrsSb+C1s+K/HAfp0OmhHJ/sILQLlB3xcNBtN4O0cOx2p9ucFUCTUND83OYXyicAKO3ohQM6h3C+kXo3zlZhni2ZnKQTSKaT/hvIQoRF7Mrv8vwhv5s7jdMX4H0IaB01FWwngmIfwrvLwcf8ATu/zabVsk8kLtay10NI6SF2kTnWYfixQZ8FPhPDiQrNndu2UFtZaC4aKpecnd90ZrP0xJW0ibQOujVkeWm1DOWqSNvXt1b1LX9A+wQdCV3BLmbUv6UfEeIu3oPR56QeI9G36uPZ1Xx+Xv83T2N0QMAQMgXsMAQbvxoTqByQZ8LKFaxio2JYxe+lKHGT6Cuw2sYZXvIjL8Yy5O06yKcTLePbcHU5E4u16KprfxAsPuTPneCa8f89hAvd588w87fjPET53elrd7YlNHvwHBYP8cbEwUS3QC6Ji/HafTu9O5j6zp7DpxAUhXI+9a479q7ZibD5idNepgrnNgOX4Mwi7W+WdOmzk3ux1XcRezePGw7nMv17TisPXrZShiYM3zliqDWseCI94K06wYvlTc6awlj3Pn8pHURDSmo66Cm4ssXq9YlCXV7HxHuGiMZNOMazjMVHfKRjHbSZtIG2hbRLqrfWdaB+iDX0bde+k3V/7QN+JWsqLviN9aMZa4i6/7juHYODol71UyqF9Oiqf4iDvLv/Lbjp7NwQMAUNgmyOAcH0QA+pfMhh9NwxInUEK7eM6aPBu5lD6nrm+5QrJCId2o8to0G44eL3Lf7JwHvzfAs1M71VMpL/dcnDyPGRNr1t8XlwGhKyc9NNomkorG0/Ua1/xAKYcZ/pyVNogwrfaaar9QaLlyk6CZrOnhw+7RjXOTQzuHyes2cTDjcO8L4O+mFEjbFubYUQObLEzW0yTfbfm4TXewJsyfFHz9lhImaK5Yy2zkw1AwDbQqMD5K60rQljrXscpJmAjWApW4N3UCRrFtD4xyuMt2NMvwrrqJh8cxWgzT9e9k/+jRFueTMbnNWkoG/mgAeNNL/2NPnPppct60/fwfpj2VXho343r3n7GyY++z99Al4e9GwKGgCFwjyHAgLiKQZdDFMbsXJS39oOOB0gGtJsY3P6Z3x+RZuY2krMKrhqtyz7EXF7f/N418P2gLJ3pS09++6Cx/Qla2iVxmZjrFC3xA/we7dPx/Dh+jVmXgRdT6FUIrNfCJyXuSQiw4Iyk/FwugunB0ARvZ+q7GVpZ4/t+nydLoOSD5N2qDcIXbVWOTvx7H8+mEOJZHW/n+TUfx/2b0fPaGc8xTZz2HPIMXtuSp+ZNGWrN9N3U8brAU8pM2bUOXvBU3tFohdTVh+ldnM/ARJdhLb5WsYrjCzmkojopSjDm+dH8PqDYR3TaNrSRtJVvi/hOQdeQt6wn7/MTuBaeH5I+EqdZyTP5HQoe9Mnsn7EQ3NSuWyXYNUz6dtXHn0uaFW+pupIyGI0hYAgYAncbAQamAYPkUQxU72DQ+haDfNE3oHEQPU48eLmKB24k/FZSALQbWWv6NubiWs5Wkg8CQ8ycn4Cmdwcjwo8gTxn8G8cp0uGIdSnlYfD3Z95y8k+RvxFhcn2r/LoWVvYfxts5ckpSGhVQ4kHcaHWYeNdTvzegEZ7e8JGlQJGHMzgRF2ndLS02eBZDE8+Ln9/wY6lRI8himihtw5Mj/SSvZimQliVaAiVlpcxads9X6uS0buEDQ/NUpzPx/AaTaA20xGFSv540b6RPVCdEyTGKYKxYe75CJ20hW23SNt32d+5MTNS0JW2KdhumB3x9dRerQnZUc8t6yse8pc+RJ30v/6z2xag8nnfdd7+lfVmdu8zhKsbQng0BQ+BejgAayTMY5N6CAPoPTJZjP7jFd8LvhOZ00VAZGJ+w0ioxt3cg9H/Ya17WAXX8b8T/PnOOUx7a5PdrDKx95s+vMuAH86ccQgD/r8blrdbEyrIcmedsnJOURgQVBw3A/wyfptKex+/ifrUPI+9/Yo71J+G9pKyNEPiBf0Y4NFpp7AUtpyQ19PFzsA500gaeaO8hLy1DZAbWMrLphZbZ85e6SJ2iDwvNW+peYXC8YuLp9Z5/VbDzbSmYdnFUHnpwRLWO2NPKXdpM266NS2VKF/4u/wrlEUvKgXG6pZ6lb2kfK/PTtc+1yltpulUfHf8H/N8ifXcpfhZnCBgChsB2gwAD4JMZ2N7IQPxvOAhNzefKgIzWwXypbMQhJ9nkT11J5dwVcvg8u0sV439ESwprdr2ATlMNTgAAQABJREFUYi3oOcSdDE3L7M3gPaRMJ0HXaINVGQroTyN/NWcyV3kwzx+ibMGZC61tPTQszxEP4Y6TkgisIvsDtPFgjkfQ/ZCwj4YyyXKjaA9k5mqv7JjWg3BmVyvdxcqn1bvLI808fq4ESVlkUZrmZCWE8s/aG4Dkn6deuvRJ+VJGLWstnLQO1IWyhg+KKn9xMqPuYKBY1PSKkW4t6g6WthMMBUvCu5YQDmUA+84+y9JG0J88mSxEFoGqTurQVWT/yEcPy95WZgImf5zI5KCK8ZcpQzMXX5dX6lL1RflYE209e/JK+pzRGAKGgCGw3SLAQCfzrK+XuVQG1tt1UI8GRXmvBYNs04iJMT9yJZVFa3kWfP8mH3MWcYcfa4yvRghi6syfGfOqtLj8ZOYgr4jTVF7JrMXlRCChh+8rW1szCn9ZaiSewjgrxfOlKricLKvZGOZdCTuL+n7O50F5RMjG5uPYqehHno58rwnPTZ0ic2zerNn18a0042Y7yTILeWCKPh9zcBD0CKnPVWWsBJ6WnTpoXWq+PG+WulKmp2jdfX7cob+M8PrcY10K9l7FMKJRjJ1s+dheqka7HUnaD/AR0lgJ6nTalnrC0crOlZa+on0Gr3H6EB2pqk98r/qczl2/nnwfF/cHezYEDAFDYKdBAAHHnO4ihwPkLLthH+SeAZOBVMyPZzGwvovfs9GAwhKiPqCIPwK6tzNHGJleq4EYIcLGGNlplam4mdcj7In8/pb41q5cePCeT/nEAWsvBMUaKWdcRjTGC0iHNicbdjQ7YNUC7AOLixtjp6Fvwj+epw2anuTrj04sYq20jLXZbKHOu/RlABv/7OPQ6hZ+4eMxq9abeyxuII9IcDfzznWZggOXlpk1xPEHRD2fjVNZdhLhF3j+epctN3XfazACK8Usakepm2DL74m+vcATfwEx12enET/1EaFtRxsSHxzkfNr4Ln2BdqFP0DeqPbE9Ho3JmrJUfYtySl+jz8U87NkQMAQMge0CAQZEPF4nL2QJxkFbu8AMjLJR/yvJ49MMmM2a1Wgwrwf+7zDgvpeDAVjK4naZVQ7i5GCFVyE0W/O4jfDgWDtZIhV53mJyPgbe/9rQeA1KnJN0E5B90QLfjek1CA2EHB7P6jn8hnj+tBZkp0IbBCJ0Z6EJ6vreKo9x0JIpS7QRRX7TdBmy1sdBJ74nLuYxvirQu+xC/4ywlLIEr2otK2tf4w8HrZM4k1FHrWvdHrrLl2xbKftdCzYtZ7MaN914Y/EY30bi6KaYd/eN9m3saCtHm9F2Pk33Lm1OWWQe/72U/Tu+Lt279iGZ49Y+NXszjy7/lb7L34D+LWRmul4pZkbXIJA2j/ZkCCyPAIPeU8ui/MpgkHJUnduYDtKLkjK5hJQXJ4P04mTDwiXpnnvesjyn5Sng/9CkYNvAYXIkeR49GAx+dUaq7yWpW5sU7uxkuGptmqZ3dungtTpJimOSsjyWycjjhoNBS2i70p2TDgdfTJLyjDRd9WPo8dzNT5xMipNGw+FTPL+yLBcH6eAT1PWT0D5okhd/PBqNonlDd0bikguySX7M/Nz8YyTdZJLfAs3ZRVG+YDgc+uUr5xKl6Yqi2ORcUo5Gwz3qfBz3lLw2U2f1IK7DMYMn4zRNPA8frHfKTFzaiot4KE8hJL+N0KaUqT55yJ1HdrpNJ3Hj4XDw5clkcuRoNHc/oc/y7IL50dwZSZpQnzQIUmjOHc3Nfxjj/M+S0r0EtfOllBecq2tSFOdQp48nydynKBcfKONHJsngGFeUL6LfBEyFmnIuDIaDL9CGZyTD+dOhX6y4NP9XhzrsdWRSFmvA/0hwntpatOZ1LbzOTIqE/jC3Fl5XNVzu+hOYcS705HDqKtrz4ckgOYx+cwT8dy+du4O6Pz9N575713OwlDsbAiaAd7YWv5v1xWx7AoPfZ2exweZ3Y5oOL2KwvpjB9BKE58UMwBczSOWz0qwknMEP4YswLss1pUuOYrCbOm6w4uMuSFy6NhkM1ibJ8GzynfoY4CPi2QyixyJAjh/NjVpaVp5Prp4bDT9PeoTA3LfRhslneGKWZS+bn5sLW1hmWX7t/Nzo1MQNz0+G5YsQBi/39SDuGmi/UpTFoxC4ui65EmzDb0PzbE+H4PoRAk0dw8DthjQdqEcvQvYWhKwKv4Y2EYEUhFsUPvUIVovUu0Vblu4WPpqUJ2W5gXJV3sNpcilljzcx+Sbxz/AfCjyvHQ6Gl2Z5/vz5+bkHh8zS5B8Qpl9EGD4+yycvIy58HEH78/n5+VMR9Qje1VeB9zPkwycviuPnRqOHBB48FMXk+uFgBN6p4P3NOE6enbuTMu+K0C3XuMStoV76UdOlQ4BfNUiTs6p2V6F7bZdmS97BcI7+djhC/PBkmB6WuPJwwhC2gwNm8indb6SjVZ+bGW8RhkAHARPAHUDsdXkEMPu9P0nTpzDoPRpBuPcKUlzOYH1xJZRLhLJDIK++Yvl0/RSy/ChJRgzK6RrKcBTaziF9lGhkPxokg3pQXkQY774upsPMqRpdOSmOg0drYEfw3IHgUUGMAD4DNfbpycCdiKaDltdomdD9F3T/hADZIxtnr0EQRQLdfR4BK/g8K8oXbbPR3CZ5vm40N7e/xKMp34bWeZ+IFgE0LUzj+KWe+9IiiG+j/JpHWRbrBoOh5l3zaZWNsG8hAm+nDsf7fBCu1yNcP0r4ncWk+G0E9dN8HLzHgzT9BO3yqWQ0+k5SZMcivI6B7njoWoco8PFzIZaFL1SCd/4Cz0PuejTgbnNx++pHSkwjz1hFLqP/0b5YP5IJ7bvbDV2alb4D88PoU+wVjXaLsCUdv/QRy6Wn/91OGS6kobCgrHrzcvQWbwjECJgAjtGw5y1CAE9WhM2cbHBfmeUak9xyDlLjYLoeiIaM6ToZX9IVkCspDPOJ7Jq0S6UhpWhISTq1mYPwQRu9cpgOz6wG64LBetefe/4IKg6PyI+lHMcwkP43Hx7uaXpGZRqdOx2hcjRa1okM1L8e4vUh/VcG7sv4yMDJKH2ej0NAfx/hs5n3I30YaSPN12UM4gNoWpgh6DF1t7XYJv2WPeW4/KJ5tjRi6pyTh8MUP19xa8qk72m6tphMdqNc0bps91W0Zcz98sHjXtwuRfoltNRPYT4+M8IymKsj2q+D0ekITEz93TbIsBakR5YTphuGAwTi9IUWfFEaLBwLtOMeN09TLR1SCfhVh/WYklvm+y4X4Jo0/Vb6rPTdnH676/VdWns3BFaCgAnglaBkNCtGQJyoKrPdALOdaBGiTaQHL8cAbeyWwXB0IYPiJcytVYPbTbdeku6//6bl0vp4Bki0zUKFMYO8mH4f7+PiOxrZzxAsCONkbTIuz05Xr75a4km/i9fa0K6OQ7NpCS1I/gvN//Qkd2dhWn9KPsl/b25u7jGeN3OeG5jzROtN5pgb/E3MpSpU0fbQbIdo/NU8a0Xvfsr7QQkXHwcLaNE6J00ZpszHQrM1rjzPFymv1onnBZ7refCmLHU+5xL/cOJVU1bBkyT/iraaMSd+PJrrHr480F0wN5o7DSyZ+0yPBkQ+ZJKgFQsdHxiLCNQvgPAZSaLzuwsSDt8HN3P8BXP8w4MkvOc6n74UTyugla/sIo9d26Zkhym5FFPyryzPwV3ZttwkWG5WXbZ8OqMwBFaGgAngleFkVHcRAQZABvx4Li1hACxkANx3OZYMlNc088liutYBEO1x+Yt8d0uKMQ5c4qyTijB+Sl8qNNQbhqMhplYcdhKdO/yJ0KEgPkfniUvmiYcjTN7NxTzxVXPzc59DtIgD2mG8v4z3UB+clq6Yn191SZ6ND5ubm280uen51pvgup9wRhvdjMaLsFDB5BDeKWUr+VAYIMBQugcisJD//X+ymH+haeJ8Gs9D2PJTAoTmZoSr5kVYKAPPXG1NGO35CmgvyagLTmWhLnmWr5/TOXAc8NLk0TmCmXfmy5uL+V2wZX53gmPb3OqvSwzfFw9PikHtWKdCNzLZN2l5OqfjWLeiDzE+ADFXD7um5Ie0OPe80NfWN32t5buw2ENuQYbAVkGg+YvdKuyMiSGwPALVfsurq0GyREtuTNe1RtbPAwFUIoAuRpRUHtdFgVAu0UoaU2ZfStLNJxOE8WiIMHYijJ/ZR4fAuBmB8S2E6tliqkbbuZR54seqIC6K4/Aabpm3J8Xk9lHlQHQNNAdjHn0J5Qt/U0i8H/AyIa8n+fxk3hUxel9v+kVA3oGQ1flR5lcznLdqk7BPsXXvCN8Mgap5xHmDEb5Uk1vJf/8ox/N4Fi3+cT4MOoeZ/5Now1dS5wdPqg8ULA/NBS4XjQZhfveHCMVHQQvugyM5eUI03fCx0qTSp//kC2NtMinOTkarwD/NOvGtVz3XeZf5uh9haRmk3it50CLsvFCFhcaU7KdAFjEl77G+Q2qvhsA2RSAMFts0F2NuCCyDAJoRS45SPE4xXcsyj1SWeqSPXCaZmDfvZAI1Ml3L3NxGBtP79JopVX4kExHCKowRkswbo1t3LvjeBt8zKQvCGPNnUtwKGXPEiZhYn9Mh5xXTtHPr0QbF3H50Kz5NLprkk4f6ZT+UAVk3mSAI9YMDr+lFnLda5m4EZUK8LBlKENAtdlv64rVhf5f0cZ7kISbhOfJRkznvm1C8McvTHu3rTOp/JYJuX+oqOHSvb1B/5ncLTM3D+xKp1gdM7EfzwaHm7DgB2Bdgv1aFrlogRiJ0CZ6+wIyPlHoJ0ECmN7xXcqofL9Mp4hD3Y6wg9UdbcAK8KqawZ0Pgl4EA/d8uQ+DehwADLlKn13Q9y2QZKkHa69LBAPMwg21w8tKlUGUgqh+QhU+Hbg2C40gsvEchAKYccRBcG9HaED5oZoPhuRiMcdpKj6nniVv0SI/z0BBvRoAeEptkEWobyfJOhFwwZ8emYJY5TfAuVgHYLaO8x8KzLz4OE1rqguAeJF6Qx/FxXrHpW2gwMtxQFG6PaE1ywpz5VcPRgLnPdB9IgjYv9OQlns9fBGcE7+A6jXcsFSvdUZjNw1yx0MpF28g65rMQ5GA5QODOfaeKaf6HBg1W2p6PMPkgC8J2AO5LX5T/+hmm5GLplBZrCNzzCJgAvucxtxzvIgLu9tvvk+y1W2S6Tg8ri0KWQk0N9D1Z/KgxXQctSJ2vPC1W2CepMB4M2fhDTKWDeqMKT6ECBCcpBEjKOuPSLSJ4DsZbmGU2o9b6UEzN1yK0b0LwHoLQDeVDMIVlQMIVARlMwpigHSZg2YBD53xJq9ovAmnm3G9TspU9+TyEumvy7i6Dko8Gyv5j6rcfpvlfjXPQ5VPVPDiOSsPVCEkvdFuavKShPpsqa4J8wIjQnRfTdriwfjBHWy8BKitTMm0Vr00OtPEDfDdMWT/u2HRJuvfet8V09mwI3FsRMAF8b22Ze2G5WP/7HgbQV6DGyNKPddzX8X6jPhcl7/xGq/UdTfIeGQSZzkMwyFIotKXadI28Opz8l+zbCMIFnJYuqoQy84AT5pNHE+aTq2Ut1dwvntTsuFQL49Y8pzQPgnFCNmvhgYdzssukLB6Hh3DLbIsfFUIsZW4xbTkCIXiDR7IXuMLTC10s1CylnVaI+4SxaLtxbT0P4Rdfs8LhOe15nSZXscvXfmjCu8c80PovHozSH7DWdwGrwcNIK5tjTBWUOt0em/ARuj8UPm4Dy8Z2Z/7f7yaVspuUbnBROaDFecXP0OCYRjt5U7IuXZMlQLtcG9Ntq2eyFxP6/slk8QA+vvZHM5e58v35uuA9rZ7FQuDKj7Ee+G3bqhzGd8dCYMlBaseqqtXm7iLAfsrrGELVa3cZXmPo1jEw3ciAWQlqeR/wngzggaBeLNYlq1eza9bd2yGrrxzq9KM7GIn5MnhdH9RHG4chNNa3NSpx0JmTbTYPRlddg8Rdg0A9Gq1wxhIW2dIx4cODOdIkeWzMm2eH0L8VoX+/KFzmO1f8NxgL6ohH69HTzBLgPt4nqgRbI74R5rILl8zfdsuFAGWOu9pY5Mk+fXxHwP8Cs/eZtPta8Sgnjg+TeBohLAFatg9hSv5pY0oOHvCXxvltjWfqP5csIlRXy4YkIlRLhKrDmoFQFcGauv1p9+o96d8CtF2O9KZ00HJka0fbmyEQIdD9I4ui7NEQaCPAhvYfYVh+TTv0br3dQmoEMr80uZGBj2cEtGjSQ9GsuSeL69J0Lxyg7vrl1q/fPdlnb7Rk2TBEvK7FdD3BdK2OQssxvoKB+GI0nWo+uXCbKNsDKeuaolRh3DI9R8xEK54g8B6GKbulIXY3xugKxYiHPs7SXLt08o5AEZNvr+NWLJS7c8PMBU9t/EHYhPldqYeUPyxBknz8RdluxMGKNdUI3aL8OYJrt2reNqwB703n08sdc/2tU2vAb779knTffWXe/C5fbM/Mh8TqSrAWoqnWAnaAYHWJtFutuU5t+3mX84TvKelw/rV3nYGl3JkQMAG8M7X2Vqgr5y8waM3zYxAr0AxESxigJchgVg9qCIED0Gxbpsu7mjUqYkYnrczcqlUPeRZBza/gNxStek6FOHkuuWwlLgPbWTIAyxIWEcridS2ashPT9ZLLgJBveWUKRTsepDeQdhVa0gOLSflk1hO35kmj/NYj/HbHpLxrFIa5uWSdLwt8uboC0dPFQtOHreSOqRh/MWXdIu8Kc951rXFMhADnEIghws/1LhfCKetanLLOxbrxc9p+jDn6QObC/RKguZhX9xmMMzBulpLpblIZpuTdpI1XdMFD2og+l1d9cEgflP4oP1d4bXV/+s4B9J0l23NFGUJEnhspd9UP5WNRPhrL2rqjfVD6ZMbHYnu705XyN7qdEwETwDtnu2/TWjNY4bw0ZiAUs54MjJFZT7SPpGXW21p98FbVooPJmwFSTd6iRddm72ReTN4ztWmUQDaJqJdC6S5eshQqefhyYNWOVZdDt4HfLmh0D0aA3b8vHQJvERP26r64WWGi0YKpRlN+ddDytHG4F66x0I6ffRq5e9o4DF7Tc8E1AXW6njpdw6ssWdqDMj0CzX5qaVHMr37+CX2guw84Yf0XZUBrzeg7tbYqdzUJI3CDSVi1VzGTb40LYBGeKlwRqGqF4T1Ml4hgZbokWSV9Z0WbgWyNQhmPnQOBrTX47RxoWS23KgIMtvuh+qFFI6BHMuAinHWwRUAHxxYdbPfYGhmTH9qr12LkzuCqAy4DrzqTibCWwXY1mkw6hh7tqZ7DRENmUEbL0128KOvSF/LyF+kg2YgD1x4IrnjetzchyjCW20pj9UJTBC9Crpe+L5DyqmAVIY2QV1O0pI+FrdBIvL+WyeMXfNRsZPJ695Vs3ci87bp0wElYsp2obJbSnITFwcBYCpJFcKvnWsV5ST7E9INMNFeZZ032h06sJ0tq0b7sK7jLB1GlrYrDYCLtXLf7hLZ2fJjNzYlgvWkFvIzEENjqCDR/iVudtTE0BO4+AgzIok1XA7fO4zFYq8nbD9rcVctWM/jKpdUSRUNG3YaMagZu7+ktc9JFspn89sL0vR+C5iGVUJa9hZn7XOaiLr0aJuFBKDI/nHBwQhCaIoxFYIpAFTr5zRLKIkzl572n2Zuazb+mN/FYRuguUo3Vy1RFyrGpWmste3enLOdCuCXFnaTDzC4fU2iskYcwxUawJivRmJfLWuLLKj8Rqvz0o0o+piiDCFr1H1CtVT6kTGtdCaJG80tBwATwLwV2y3RrI8AJN/slu9Vz06JZeU9WEQTqdCMalwjrZM+tlHceBn+XInhKNnpQzU34y9zprPngmdl7zVcIYiEp4XJ5QRzH4ShF9VIV2EokdGi9PkwEt1xxGg2o/4uFfxw+/ezEweomCnEnTnLUPR2iHe+JwPO4bi2tFSxFqOKEp9YJcdLjXTVXEfI8b2KudffdTWudbiQL2c4QMAG8nTWYFfeuI4CwESco1nIuHIBqWGvOCGUR1rLcRAW0CGk1h24VbZr8FvlNyHsOAYoZdvkrNhkLtbz7ywtU/95398LW3z3NSoUtMl12q0LIqvfzap/+bt5Fa8WqgACVn8zVe3OwvE/QWEe7qNUBnLAy2GUI7PgImADe8dvYariFCFSHRYg2jSl1aU/vu6VN47yFOXn5P0EvkEWA+ku04Vig+ueu0PX02/JO3ndSnspk7033wRws4TK3Lh7CdtjBtmwH4739IbD8X//2Vycr8TZCgHXAr0Z7kf2A7WLtE1iw1EqXW+2OObZ5TppnHJP2QDit+O9MZGxM7QWrAC7C1bOSuxe2/r4NGkUk/kYy3YC0lzW59Y9nlzbvA+LLsrKTb4NCbF8s05tZB/zR7avMVtpfFgKtDQJ+WYWwfO/9CKjwTZNTEA/3/sLeYyVcCotKW/UCc6VFioVvN43M7SIIQ7B3xvL3ELH1HqSCe5Bnxwud4Ljq3a+GrZf/dsmJvxVmyE0Ib5eNdw8X2gTwPQy4ZWcIbAkCsQBXmTdDQoumrBfxXjbG2vOW5Gm0hoAhcM8g4P9W75ncLJftGgEzQUfNJ9tLlqoZyo5fmKAjc7S+Y5quNEeJ3+Z/Z14Ay91rxF0BvKWKKuk5AGEga2kxN3dN0JE5OlFztDht2cVRlKb9WjdYKQLbfGBYaUGMzhC4tyBwTzlhbWl9/VyvCFZ/eQ25G+YdtzzdrPtKHcFmpZdw8jYnrKUAsjhDYAYCJoBnAGPBOx4CCIpf4jKkhGVIy5+mI4LUC1VpAS90/V3CusJWwvw1a8nSSgWy8IE/y5D0lCqZorJlSB5cuxsCWxkBE8BbGVBj98tB4JezEYc/JCKRzSO2eCOOrrD1yMXC1gtOoZVwucTErGm5+z9gn0boJU4uvyOWj5OweLMPed+C61po1/OTumJuHrARh7ONOLYAQCM1BLoI+L/fbri9GwL3CgQQJvf4VpRUXA5sYO0qPz0mUZ5lm0PWsw5lK8oh6391t60t2ooSfrIpR69GGQtJaMLlBbAExNtSBoLoQXiI9iw/L4hFCHsefptLSaICHLruRXjvdpk9dO2tKAvHzlTuDvCxrSi7YNm7ITADgem/wBmEFmwIbG0EGOzv0cMYKD/rQ9BanReo7MAU78YkQnaRHZlWr5YN+uUAgbtxGEPJYQwD1svKmuDkV/qw6wrdWCh6oelpvEAV4SrXSnbEEjqfPtZ8OYGQ9Mtv9MUJSLcMhsMNrkw4jKG/DpKHv5Y+jOGKVUnyADY36RzGILuP6VahdhiDx9HuOw8CJoB3nra+x2qKIBGtlT2C/XaP2/44QqyutyIkot2YEK4lp92o1sq+wrob07xszi/abe91148jLG/DLHw5TJc9jhBspjRML2y7hYqFZvwsdCKs5fICWZ5F2Mbh3hta4lZyUY6ZRyVOH0foOI4wXcnhClt+HGHGcYTz9Bk91CE+jpBtRGUrUc755XffldRpBTQASV+x4whXAJWRbG0ETABvbUR3cH5siMQAWB96sPQ2jaL5bY1rXA2QIkTRXKfOa5VtDvUIQdFaV7wUhsN8GMTnD4Pn4fA8HM34cITX4fBY8gB3aPJ0kHLkXsIpQO4GTuBZxVzoA4tJ+eThaDjjAIZ0PQJsdwSiOIGFC4FXoskGVXSWIPZabEi4woeu0PbJ8jznFL7q7IRuGYSGdJsxXctOV3KoxNRVTIprh6PBueyG9XO01zH4HVjhl4Cf7BA2+wK/DIwv1uMKB9wTji1Msks4TErad0UXPGijFR9tuGR7rihDiMhzI+WOPvCkL8q0BMJ76Pe4lu02d5epC7sMgRUhYAJ4RTAZkSDAOuCPMNC+ZmuhgepxCx2wGtTELKzmYDEPI1TlvNbRao1j4Lvt7uTp1q/fPdln71rYVuf6lsXk0ZzTuwItyl2BJtYcKJ+4TRx390CEzhrO8D0aASraWN9FOmrh3MM4mai14Q1hi4SFueBYIM4SmiKcwSGs8e3LMA6bJcw9TVeoMz+8yDGIoUxCB82Ejwaph5T/YRLWvcjnRs4xPpO2W5sU5c8RRrvxccLZyYPDEE6HQ9+bLubDx8mtg+HoQjDlo0YEMr+bb78k3Xdf+Qi4yxdCEw0dbVo16Vqj1nOIMXunaNLy45hEMrjfXc6km5Dd4viGe2032N4NgT4ETAD3oWJhvQhwCh3CkXnbZS4GPlnGUgnWrnkvHHw/gdeP0BiesGKtdZlsQzTZP4pzew9HUCIERLMtOK93cFAgmPHAHOZN0F2EpLuYQxgu8QfKQ44QydcgUNagtIrQ7Z3The5c8Lkdw7Bojo/tZAMsaiYPgz0BbHSBVK2vrlD04bFQ3lLB6nkscRdbdlQGdwumZfkwCWF12h9SN/GCRqilT6rDWjfK9gsU+jPBby1bZfNLrgS3zodPwYfPoFezjpnRFj9N0yFtgTAuSm0LDpO6NKbZGs80gWjsWHVyDt7gyMoUk7fMSYuTXXPU4v7QcZ7xSk6zSm9KB3NiJrfLEFgWge4f2bIJjGDnRcAV4/cwQL0C3ejm5rxWTHAiZAcjBK48o7nesbAu3Xvvu6W1rhRl5xYw+84xyKNtqSnZIXDFFNoItj5eDKibIbkIAX0J8Rcz6F6cbFy8JN1jj5uFHkvpY9Hk1hB+ZFkURyM09u7ygccEHmvhcQXm6F3KiXvcYDgQrS9ck0mxcTQ3vAmah4ZAHkg7NRcs8bMEbOzBLHQyBdytITwJm/6T9gI85h0LezTwRUzSq4Vvc7mri8Lti0DdvQlDpS+Ki0eD4Q8IW0A4Pow815BnS8MXevjfjgPXmbTJ2Wi1a9EKEeBS7g37JJPR4RwHeZhqypj+2QzkCIT+LhI/6yIfPlZoJ0c7qelazNc5putdZHnUNr+cu50Pj10QrAhocRwrJ2jOIqj5hfOmB/vgc/CxdLjqbdu8QJbBDoHA9F/rDlEtq8SOiIC7nUFwr91qYetNyapRdQ4L6Kl9mlxamTgxJycyeE8YvFdfHVMidJ+E5EDoDr3QxZmsfSFYFhEWZ/EBgoZXLDIgHzzJ8hNGc22tp5hMmCcd3YTQeyQacxBik0l+22g0x2BeXVmeZ/NzczpPybPjeebfpBekPu1Sdy+MvdD1AjfOA8GbIXjDHCmCEGeyxrGKtBso+2WYiPfDXN+a3y6KyY3U7/MI0SsRQKsRPGuQ/0chjDuCXIXxpkoYFwjjgQjj8+Ky8y3ykKRIK4tFPR9P/KExTd8zddoA38h0TbvesemSe+rjr69MFmYIbAkCM//Yt4SJ0RoCWxsBBMgQDefwypScxqbk+y+XF+bL6xAEmC8Rtmq+FIE7dzFhZTctPlVPV6GbJkfWAmRVl0YH+iB0E4RH+QAEz7HM5b4IzbhLT7y7GaesQ3DKClovmjDCLN2AiftAz5/0m5kL3lXesyybzM/PtzRJPzfMXDPW9OCr5ZPPvHthO4sgzos8NiOEtQxCj9C9gdue8UdDnk+uguYyx1GUDBgt8zN5jdH6v0Cdz+Bj5LqkLJ7MUUBHIrTFahA+PHxZaFemJ5KzsAjUwnjuOz7O36GhsrS9WjWq+WRXlkwjpA/wNLPutP31jem6mUYgLRul2GUI3LsQMAF872qPnbY0aEEPbWtB4sCTPnI5QBis7wjCtmSuUM2TIxG2d/SlhZ4+P1lD3JHYQ9dgyV1DAMK+fSH0bhsOMKGmbi0xZyOaWL40PAbBcSzvz2lT85amp6Nhr8csezBvR7fj3cXMHT8EoaYaNUJuAl0OfzW7Zlm+OD9fmYC98PR3z4dy95qXfXzf3Wu/XpDHNHGexC/g9TwCM5kPFS/oTaO50VXU9Yg4Dc9nEnYlBWEO1wkO3esb1Ot0sEIY4+DWNuEHrd8nAvsC7NfCr8Z4tJYyEDx9OXcbUwC791k/9pym7oa4HwfTtX6QOfrH6qu6VPZuCNzTCND/7TIE7lkEqsMOVkeDaXKYYx6QwXe5ecCyWgIk3rK1KXmBJSy77vrzpWqA8JpPJuM1zDuq0IX2mX30aG3rBylCNynRzlKEwapLq7lgd+ykLI4bDUctgTQpJrePBphhB+k1CN+D0RBfQh3iv6kfkI8cVB+0xkmer8N0e1/I1PSLkLwDwbyXlAdB2DIJS9jWvmKTd5w3HxxZmrhbMTUzrxmu85CGIyr0OB8ClnzBpJ+kzldS5wdPysnx4NKaH0eAXzQaDr8Azeky96tOcWWKaT85EtP8s4bD0T6eX+f+nyqMJ5iqR6vWglHWiW+9YkB4YFIw5z6U+eTWUrIlzQVUYaFZSsa8sk5JMP+f7rG+lYG9GALbGIF4sNjGWRn7nREBBjvmBHtNyct6wqJlyRwtS4D8vG3BILnqRyvBkXx3SwqE7jBF6DL4J8lT+tIhdK/X+ckCLXdYMuivZuMIcs4Xn5uMBscgMI5HYASzscSpSXY0/Dza4IVofIfx/rK5+blQnyzPrpifX3UJAvUwlvbgQe0vR9nTQ/0b95v4qVc5tLEpWLTAFK2ZdcLTtuelTjCi3qopew0aIatrjQkPHtex6TsuA8/kyly5Sx6lz/zHN8EVc9Qly8aHzc/Nh7rkWb5+bm50KkIVJ7bBEbyfwHswuUt6PlBuqD9QEMRz35AwivFwuEp7IIwLhPGwha3Q1Nc5an0ocOIaqjDe5COWuiPsD+3xgH/wUmkkDtP1+hmma+b57TIEtg0CJoC3Da47LVcGwEPiARBtUkzJYpZd8mIA/EXfEiC0oM1LJowiGdzRxIoj6zldGeQfH0WHR4TuTxuhO4fQRYPlIj0aeIZpNT2mLMrjmMPsOhT9F9INE6vDuzd5aj7Jf4+50cd4xngIbxiJYC7dPBL0xfDVOV2E623QiWB/sqeFx0/J56CEi/gF4lX757nHI1mo7v5F/YLndVEWC94EHpelysWdx5z1w7BKq9mYdBM0xs8QhzN2gcY7DE5vlPeCudHcabT5OZz3dBQgimn6aXFp+RhY1Hnignni4TzCOF2QeLeI89WqAe2VsLyrOJo58wfF6aLn8/koWCsOXJi2zyb97VHcko9u3brdkv3ui7WFuWRdn5weVq8Bv9+SCTXSXcnHRbMGfJhgul512fLpjMIQWBkCJoBXhpNR9SCACRCHKFkCJIMbJsBBMCWr4OlJokEM6ONgAvRLgDaNL0l33/JdhHRZS7KLCl2XsiQmSVtmYl8GBOoVg9HgTIZ95nPn1zKIX+fj1JSZjPz87nN9eLinKXOa4mQ0d3pSZEcjCE7k/ddDvD6k/4on8GVokE9EsD7PxyFYvo/JeROCaY0PI23QhMX0iyOWXDr/6mn6NsbwcVt6R+Ntbfwh6SmXbLJRkq+awuMy1fzPhmZXNNQnNPm5ryIIv4dF4hDoX9yEy1P6JT58PoWAPTMp8mOxPICnO6ZNI2Tp10irWJJ3pw2YIsBUXTiE8WB48FRaAjDzX5Q65oxVGC8gjKtlY320s8Kq3dxW9U2BdB3qWizqD5F6FzRx7BPztSyF2vX6FqG9GAIrRMAE8AqBMrIGAdYDv5+B9CloNrKpQmv+r6GKn9zlvEWmZF0CJDss3aWLbSQxW450sKYMR6FdIRCmL4TujyjfWazRXZtsys/uCnjmdx/Dh8OxaK7Hoe09OuaA8LkDjezzbMihWhueSU+Hz4kIs5eyVCcM1ND9F3T/hGTZE+/iV7OMKPLSTj+PyBB8nhXxPo/nJ/l3tPF1ft61uwxIaOA/c39mz2PWPdZ4PU28DErmozvLp1plI823KD/aZnq8T4/z1vXzq+ZPAbcNaNG/jYAO2i7lH/Mx8QmE6Kc4C/E7lP4YhPKx0GHGr+a5PR/a5oLBiHlihDHfABf4cLlXAnK1flSVCe2bDmKzfSCFx2WhfZMJwni3G0LkFj7wjfKw4ATIOvLacvOI5djQ/26nDBdS6HNY//vm5egt3hCIETABHKNhz8si4CbjE3Cu+ewsQkzJsidzvQSotQwkn5VmJeEIE9ahMnfIOt2S9aYMeq35Rs8DugvQgmsNaTOD8p63+Dh/Z+nRs0XwFjgQMb8bCUy1sV49N0TwDgYyb/ltBmbyGZ6IcH0ZwvWBngeC6Np5nQMdns9g/SJUs5dHcddA+xUEz6MQPKr5IkjHPH8bmmd7uni+lfgbiOfDAm6l7kbVMpH2CdPAZ/pB5i1b5nOmhm/BPUx50kY3NMuhGm28ZvNNyvIMyqIfGTyvRRu9FOet5+Op/eCQVZr8Aw5QX2Sm+vEZc+DE0T7VBe3PWVJ1KgL4U+JtDN7PEEGcY75mnvghnk7uk3xyPR8/4sgmeH8zjpNn6k2Z/bSCWBHSx3Rp5B1BeNVAljepZqzTCtf20a00jHyxSPT6LsjWlf1X6X4jHa36XH+khRoC0wiYAJ7GxEKWQIDB9KloHl9BC9yLQWrjlCk50SVAty7BYsVR8GdpEkJ3mBxJnrKuNAzyLSYpa3N1x6Xh2iS5A6F7vztb8bzAazXmYzWNwkvmd1se13hho8EgUJISjWzVj6HflQH4ROY8T2LO8ymeHwM95tzBJxAYn0QYPGiSZ3+MAInnds9AGF+QTfJjcFpSYYHWeQs0mHTLF3jBRonQNqstHWXZDx8tjrjd63wc95RwORSBcjQX5ZJtPoMG3sRIHRNZY9uKo7ybqavwUJ5CL2uSoWMavFoWRdC5/LQOCFw+FAZfJu8j2TBEBTZOZRfMj+bO4IOB+mBari9ozmWXrw8zT/oz8H9J6UqsA828OZaFc5gT/zimewRxupmiPxLaY1xRvoh+EzAVdpjiF4Yp64n58OGDhzZI5SOidVH3PTuOdZj7py/qfC1WEUzh4linwviqaaotD3F33nm/ZI9dKo9rmXZpplx256PpDvJ8Ph8R391yzpbCEDAEDIEVIiA7RuGX80JWcxy0wiQrJhMnLg59eCV5fLqYLNzgSo7l7f99B1P4e/kg+DUG5pYwjTMj7v7wehV0X+3nM/4S8a+olkZVKdF6j4H+X6fpx6dT7xPcxo37kfe782zhDk9TTBYRMPn74fWG8eKmq3z44uLGn1KfU/Ns0y98GPe1ebb51vDusgvDczkOaQm7qQkPOHA+b3juYtMTlzc8XHZlk3Z8kX/Oxptupexn+XctK2XWstd5aZ2om9RR61qHQ3uHYAHO+yo2JRh1yydYgqlvF2j3UcxLsO/S6jttVUibuZZ1wqeXO3G74Kn+PMrzXnh8p59P5rQP0ZeqPoWD4Fa+5G+g+ltgFzW7DAFDwBDY3hBA6B7uisXXcNjDZxgwb54xmKJgZWcx4L7L5QvPZgAeLVVPBvhHQ/v2Il/8QZffJEdwuuw08j0OPgPPh7An8vtb4luCDGF5PuV7LbRo/fkafp+JeY7HGy8g3Un8XpMtblrv48aLGy9i4P9gLMiI+yb8v+dpuJ/rnwm/c5Ivat4IudyHg0ksvBckvCzGgocXwP5Z4+rwgCNKrfLig2FDp25x3lKmb3qe9YfDB7UOdT5aN+ooddU6N/lTDjDJF8AGjMBKMYviNV+wJW3QWqEdMKVBG2SnER8+ZnwZtO1oQ+iO8G3Udyd+RJvQJ+gb9JH/v70zgbvumu7/c5/hfSURNQWJmZqJMZRqJhT9GxJKFQlVikY1qggJqoZUBTHVUENM1X9rbkQJEdEWkWhNLWJIkAF/Esk7PPece+/+f9c6Zw/n3nOf53mDJu/7/p6PN+ecvddee+3f3va6a++11wabiEvn2Ywt5LSxxpjr46U0ISAEhMAujwCT7l34dzQT94e4Ce+SOOmWTyZSNE11KhPrcfw7cCOgQHcoSu819XDbD0te9j6qtn2POk9AUXR44QV9A8o9F0vwnLJMPdx6YWNlN5YTZZ+MQvpmSUNd7yb9t6B7HkpkW8zj/Qx4Pq9UYKRhZQ4/EGmq4ZZv4wR9dvzmeWbx/t/pPVTfT+9JqdWlwrp0Jr9TZvg/RX5Zx9lVte3bOa/+QCNjo9hddtrgbWnr5X2btTXU9T297UmeKkDP0n31ZOsnFBwrGcOXOYYFjWMM1oZ52Z9g9TvwOwF5vpflaeTwvgzVifTboWWZee/wOpB/x8HnVMZQ+iFT8m3GXP0h5D2af3eZx0vpQkAICIFdAgEmunswMT4LJXTyeDTcUk6I8Z0JEyU2PAW65/DvnhtpOBbQZpYBH8EE/h4m1q2RV3yORtu/iDJg0idIQ/FHuSVkejx0p0VaeyIDJ2GG76D+Q4wcut+E94mkjyIdS68/geZY8lDew+Njuj9D/VHo/6RUXFiM/0naGyKdK4ZQfzB+V8Nt38FCOy9+80yKcTKukjWb8+vz03so3ltlNxmvlmUSL36EnDeqtuelaGRwWaKSREaXtf32NtAWsPhoqs/yrM3WdjBwLFK9YBTqV7Pk7MeIDEPD0jGNdTTP0xx7j/mdO8X6CPrnTkbDL3TqowyrA1vJew80jwjnnNPZ684cum/Uzw+F4TH80DsFGdIPpJJ3MxaHJ0P7LBujXQ76EgJCQAjspAhgtdybie15KNVPsKw6LCe++E46Flz9EZYGn8kEWJw7XbvRKID9UGpPhf/HI6/u0ybV6kn4il13mhNl7s/E/N4uvVlcw39lgn90pA+j1QcjW2f/GCX/GRT+wxrLefT6Do8x+42+rJoVlu+fjocv4pmtO/YlUXRJMVLHyQWftGyOUv5RkV4q6G8V6eV7opkqm3jaD6BY1mUYD/8hfZuMjax5L9qUr7XJ2lYq0UDbffVg9DDHpMwzHMEu4Qimjm2HBrytD+iLSBef1mfed4Wsnbonw4+T/5TmSFostfbTxlYzxuqPNGPO+rv7rxmjw0/4mGXsrs1RuUJACAiBKxECKMVFJq+DmVhfyOR2Wo/l45MeyuFn0L2fSf3pTIydM7jrNYc62DOuj2OPsFy+db5YSZdS9ztRoijIz8zsE5O+P3WegNX2s3LyZTmYuM81PwAuu47VTx178v0sllCzpWmTtVmxZqXh0cv7u0oefL+JMvfimRRVu2/6DJRP4ZzkyuOkouxpLEWn/dgpRfW5gs72aaPSKNtevpc0RVkUYi5rdWWrP1TIgkwpH1lxuCr3s71NTdvelOkcj3c5Fm65ZgvfaPjBcT79hFV5gXtyG7aGsWOd6qqC9wV9Yn0z3ff0A6sU9CV9ijU+s9TOMemzyDsOmh3a07UxR5sYe/X7fSwW8sT2tWP3NB/LNqYLf4FpOfUtBISAELhCEGBiYgm4vh8T1Ut4nhEnsOnnqN72Yya+9zHxYbWGznLwRgTHmj6E8q9mufYH07xJO5e6X8nepJ+7neZHffuY9cMe5NfLskz+eADb5J9/BPB+F9ry9pKusWIrc8QakH93LNYPlfnU/bfk3ZS2JQXl+6XutIR3dDvBw+dH8P5rok+6MmGSn1DmLTGf9K+iDAtlXH0y5vFMTlK8f7ZIL99LmrLsF/jBAu9WgVOn1823y4JMwyGyxfzGo/tp3oaY5j8waKO1Nab50/dS7+7YjKs/c6zK/FC9zTCNfWJY889+BP285ON946sgYZ9IWz7p/4Mo90qW0b9flrN3W1on79U2RsoyG3lHbn5Q2Zis3kd7fzzNO33b2G7G+P0os6El8I3ULxohIASEwA4jwBGMGzMhvZwJ6vNpkionXpsYa5ZQx0NzVOKoT7jFjlYSvvGNTVg3v288sG63TNczGg3PxMp6HrzTBQLTdbB8asufhYXXKiE7nhJWH1DSQ/sYPHhLBYjFOfwwSue+RsfRl/vSps9EOViyXEU289S9yoxiMmcl9pihyXuPoT4G5f1PsTzKF+uz/nD3u5GPvVpbTi6wLa3Y4cdSmUnnvbR0P9/yaKzmMMxWd6BOr7vFwmQKOEe1/ecy2/64taHs0+aHxlWszd72Ns8xARvHCKwcs6KcYxpGaWm/obNjRHm1INdDX9FnRtP3x3i4ncnF3n7pUOZtRI4t8DSr/PfpE4Jp7Ngf8alv6WPVx1tn+b/BMLfp88jwcvv/wI7VIGohIASEwK8AASagKUsoKY7vM7m/nYnscWH79ptenqrY29uX8k9mIj8lT8xRWdiz/hh1PJlJ9nrz+LvFjBxYesl5ynhNRtVn4P1HlE1L1Ow5Xo/2vDhapkbnDl2hxtmo8dhl3/dwrLS0l8r7z7Cqj7b6Kfv8jpzmpISnMHus/5XSQ/VWZD4qfrPEy4qAe+u2ymPbBeS/MebTdo5lDd1KpA38+KhPTXnj4f/N71V+bzx//YcKCpKyw1LZv7HjlUzdLkNUKgHZTMb222U3D+9pJzPa2rR59eiqWMp3bMDI8xrP8uNLpziUsG0PvBjc05689YH1hfdJlIOn95mNoTUs2qbPbIwwFoqy+d2c+cjfunV+9CoTds4fyhVrv3qcjWV+yHw/8y3GYahfPqe4koWAEBACvz4ESuXBXty3mKjejJJ6dFRYl6dmJvvbM0kfiyVT7mW2CoozsrbvasEw1rBuwtCPwLyUpdALy0mT7++4tbyNe2SLP9rB/l438IYrk1H1uEhGnUeurl6WHJPgxZJ39QTLNyVcWoPQ4pxkHsIcUWoVA8rnC2j0B9Guf49ptPN4aN6WvkP1et4/lb45Q5zeQ/0f1Jct8/Ewlyt52F6y0UaFVPIw3k0djqfXbTK0tC5bGD3IZc3lWb2gLdamNs3bGn94gIFj0eY5RmCVcAPD8kdLw8MCc9QHRxp7BvrE+sb7KNbNk+8Lweml1qclffluY8HHBGMjnqOOstrTx5J7rA/t4pDL9dc6mz0azN7sYz3KGOrjLhdDFRICQkAI/DIIMPERSKF6ApPfI7BGklVzeXgyIR/E5PYq9vLOLSdPe2d/l/29+lXTk/Z0PSH8nCAQ1dNQIGeVPHxSHlevC9VstCIU0lM4v1p6EQd4oOQzrfGsVrf8JPJEoXyVJVK/DQi6J5RWYFOWc8U24beTNHudv+CHxR+S9sKYBo//JO0xXAN8saU1Sq06GsvPz62iNC6gvRblKSrLt2DN5r3v8eprirz8PqnOQwZo23Jh+DLnxbfzDvnHAnvyF9uSu8sS6U3GMPrDMsqXt8Us2sLpjDI40bU/QMDCMWl5OFZgFvvHsCzLmmw4Yn2T9KdEmvi0PoL2ddOK1PsUntbHkbbvaWPExoqPmdimKJeNLcYY+b1+An38+tJsrPuY97GfA7n00SpNCAgBIXClRAAFvowCwJqtzMO1E33KJmnOgn6JyfJYrJ91PVxRZvAp9lLT5Iun9Wj40GkAfK+PgB0opXFUVihKWxLmvDAxh9s/+0a2dLYYRfA50vzYDHwfUVp/LIUS2AHvaI4owSspbBTYX1PmXtCmI0IoAvPAfXmsGwzexzf7w1Hhcjyn3KNt8gDFFamFf3xpog31S2jHL9pvGJR82GMuj1tZ3nj4j6msbSOYLG29LiOyusxtmrfFj13RtsL5zNuefojU93ds2jKOGdhlHMPVkOu5jnFL49jTB+A94xtgfUZd749ypaf1MX0d+c572pihvmN9DLX1RR4+1hhzzdjL2xDzeCldCAgBIbDLIEAs5euhcP4Ei65/7y7Up6AUOOMZ1t27Y5K9F7zeiAW5PU6w9mSSxUnGefgRmBK8QFxi9hw/2aVfJTDE0PcvjTaEn10NJZSWZxtaixtd36vJr+9fWn3U9xnkwBN4eNvumVhzbiJOcuEdjWL5qFl6WGlFQAws5NJRzPEpomSN2LPOiuSbyPZX6bt5/2b6DqPH5/fqrAbrVrH7+Vmrq/l2GSwEp8kU+ZusFu+6CLnpbfLjV9Xdva2pPKsB8QeJ9cV0fGfDECwj/oYx1m0+AgWfyWj1k5wZfkikiU9w29P60PsyysbT+5o+j30R6fueNoaMB7RzfAkYg4Z1sS/dx0dpQkAICIGdGgEm39sxEVqUo7yX2U6sTKpbmCjZbxyZ9+qm9RraOMjUL0AJdpasUSg/QDm9CB4z1xWSthf1P5sl587eMPW+HouJm3qaP+iu72nFpM8kjcd0Y4nbxF9ae8jwZfOOptyAcm+IisxDM/rRmdHD4w8EnKpWzXI2OSIdTwu3+TtYhP4jAoXzUxTSA4mAhXbif+PVCynzsIL+9B4FfHrK59ysl/GyhPOEl/Pkm7jQ28HuQK8zts9kQSaXzWjsx4zvs9cH0Yas2P0MNG2krd7mtny7KtD+MLG43jmwh8tk+BYXKxjW0/hyBMqW3J9tfRT7IT5Ju7n1qfdtlJmn932oX2BjIdLOe8Jjk48txpiPtYKPyehjkrFpY3QeD6ULASEgBHY6BJhYD2TCfSUT6PeTkmgnwEZhVidCs6Hzm0ykHPepnoTV9G8lLybVIXW8BT690Ysoc1fy31GWYQn1O6QfVQIK/1uT9s6Sju83ke7HTUwJl1Ze63TUeP5yBjaWQ5mOKGde2r8BfQ7C4Y5q4drQZWcsOys8Xv3LWBZ6rGaO0UQlEepP8P3Y/G1nqacsYFvCjvQjaK1M/oZX6Q1NXVZnm4/y+Q/kvDb4vDmmucx++UT1ZG9L5EUbDS+U2eGlUxr0rA7EHyjhxo5ZLGNPwxRsu1hXR3kfdOnMe/6uJV18t761Pva+Lsr4WPCIZ1w5uYE/G2vwOXFaoVvbfYya49oGY49voDqRCAEhIAT+dxFgsl1yq419TKyvS/PE3ix9ehSrYJcszEY/micpk/6DOookTcI2+Y/cKaqvLHI8Fmup61VtcZi5QaekZ+K/O/y7ATbGw1fQlmsaHc8bl9adOxu1Hr/wui/KJHlJ8/1qL2O3KLVyYuX9gKNJ98Zx7Y9jGtbjV7DgbtRZArbjQGbFx/Y1CiEraAs4MauAX53p679EwZQe1H9F29LxJ6+LOnEA+0oqE5AJ2VzGVO9qo2xRVpHO2xjPRNP20jmNOlgliD9UwjWR8RWxXPME28K5rcHUbzH6YEkHJmdan1l+35/1tSv8KGd62g+X0YP6yvSl2dijn+ZEVGPM2h48PzRsLPeVV5oQEAJC4EqFAJPVdVAwT2Jim3PXq8Va9khY+21UcOjNen0Nijw6GrlnMBM1nsTmzBSu0cerOUtcv4SzvcnBi/1HlrrtHuFtnbtmkfc+8E97k1hZq6QRYOMsD+ZAHdekrjdFRQEtFwM0nr7wugEKIQfT8HjSq7/JBH9rZDw7loEfipAl3EDc66g0TJGG6k7UF68hvBia20PzgUQzIiBGqE9I32MuqphWwJaWeFYn0Ad5H3gCL3hSx8VG43VRZ4fHZPjRVra/inxcdrvVyC6j6MTDtsAk7dloMHAsYt3NakH8wcLxoPr55A8jT8d45ofPNpb8zVubvmn52NWJpL3E+rC/b8M1rO99DMS6ecIfBzVz7Oq3oufw2g/6p9KH/xrr7zxtLPuYDh6mtI+H0oSAEBACVygCWAtPZDlz5hYbJvytTHDvwap5JJP5hkP4Qbsfk/AxLAt+q5wQW29lnHu6txuVjWfiP4QJNSsxJmes4LOZSNMZ1UiPXIcTdOLLsQ742xEbD7BhNMixghxday6UHr51ctbCQjyfPdcHezlT9FGhmFNYWL05GD00p207n3rujML485iG3FjmLLMXtyFBww+Q4uKIUfU4vpOi9HdLi4rIsLYy8Xsy/DY8NzvvmGZ1UjdHkc5PdKPhYSYjP1g+n9Jog7eFNnXiYof6eEu3P/g+N9Ebf181aH64NPnV0Y5pW7djDeZeuPiP9Y33UZTRngFP6DW2J2wMkH986V1tsviYYezAYAd+6IGRj9HqPT5mSzl497GNIi5E1qsQEAJC4MqBABNfJw40S5w/bKyRekP3uMZWMGkOmIxNoXzKJtPi3wSlcRITbmfpOJaLT+r8U5yHvl2Ug6WVy5fBJ9pQHVnuQ3IR/XnU/ccx357U9/wOLzx7Y77JWUZ7sssH2jKHdKNOtffkWnSn2CbOu7a0+YfC2O+nvVuimVTfQvhNfH86pYX6d2cUsKVFvkbblMk/XPwmILt/ucUTC7upm/PRKa16e5v25JjmbWgVIDg8K6Z7m2m70dsf8qQfIU4DZk1O81/DlHkOnlIAAC7uSURBVD45L5Z3zMG+pLF36yPvqygTT+9LLNRp2vLbxkRbbhLraJ+f8rHEmCrp13uHX3OvtI3hQhbez1ivrPKFgBAQAv/rCLiyZbJif/fLTMh4p+YLDjYqDBMflzrkCFJp8msdkdbig/V2K8q+FqehNAkTJOMieJoltPd0WeQ7qgzFyET/NSzUzl4yNEeXS6jwx6O3OVZDHkeJcmhKvt+Wbv4ZD99RyP7P1L8nctwbXpdYOhYWnsbETMbrlndCRnraFnjcmX9/lMpyFtbk5vsbKc32LqctYEvLiuIbTRmsx5hmx5jgTV2+zOt1mld6vXo/lwU6lw0ZW1n/OZWlLc7PjwXlSyq87e2ermHi2LT1wZMl/LyK0JQfcW4ajFuaJhRn1wmurWdv6zPvu5bW+5S+RbZbGs28P/B8LGU/EetIT/ewr+83r9y8dNrArUnDF/iYNllCdeI8WqULASEgBK4wBJidbH/zoLg/uCOCUNZCUP4te3o/TZMmEx6T8H/D81lEH5ob89nqsaVdrvTLsZIpi3cs1s/wsD45qOu5LLVujXVR779RzwNKWrPayqVTJl/z5PW9Y56mcN5VlCcEZHPjD0rg0SgMD/CBUruMHwZ+xpU68zJ2qP7B5cZajzyo/1/atFcVaS8M4ZzNHElyJU362K/1m1HAXPVneY3CYgndjt3ULyz4vNJ5l3vz1N2kVf+Q6JCxSVt9iMtuOFpbaFNLexewysfIPGpYE7iEOq/vGDUyNNcMzq4mPMCxjjS+lz5MATusjvhnfed92NKajJzf5sjWbGCVWMaeNlZszPjYKcr62LLAI4y1kn4j777P72N7xyzpjfAWjRAQAkLgCkGAyfBaKLJnYE3lq/KYND1Eo4cNrO68lmCUvyqT7XPwxr0oKZFJZVf8vY68W02XJW1vFGHam/UyppTqbb9d0polXC6Zsp+MB28+RkOdad+Tif1S6FsFZYqwcOYJ1WuNL0rjNuxLfjfJOBo+qkmviqhUq3H5+pMF3cPxkr5x+p7UP/JyUwrY08hLdNspY1HGsgL6ZFNuNS0joyz/sZFh+KhIV1XIiKxNOhZnKm/Oc+1dyXZjVOnZDhZGb3+GkWPVlvMl/elVBbAGv3/JvLEsrU96VymCrWrYMnle1bC+ps+hv2pTa/9/aZ/tr78qhvuM9flYY8xR/lr9JZUqBISAENjFEUBBMPH33GQz5kzraPX31mt+qLYewAR7UpxY7TlcvewcJl637KbLE/AfC21kk3lI/8ZYf+351UjP5P6AcqkUS/A0eN495w8P7zj9cMNPzqufGXkz0ZssB1ieK4xYry+nhz1QALfECcpDVmJl2pItkbQu24fl2x8bD9KGWM+3JP0ekSfPs5xfrwIm6lWqgzKUdR7Oa/WicNll+1gdXhdpXjcyIMcelMtKH+elRubqAG9D4lk/09LtD4X54liXYxGyU5XV4Zi15Zql/anVBTCn77LlbbTWN/RRU0P3v/BkX5++jbLY048JVXfrUs5+2ViC9n2dss6Hsdf+EJotpRQhIASEwC6IAMroICbUtxKVyS8eiBMjy42ftWVfZmI/+rNW0yl/BMohK5xmQuW4Tb/DF0r21kzC74x1+dODYmy/SVmPWcLlEql77BZOX4EoTt1QinazT3O9HjLdkUsGir3axjIkfx88aLNncRv8A/onZXmG/2pycP3eoTmtVbaF5zTW5clO16uAhyensu0yLd8Zo+hM1bXQ3asXWY6KZV3WaO1i3cZ0bxtt9PqbZd60T+yYdKKJ1ffpepazxD+zyrD9JvTJmyN/f1of0VdWx/Sf9S0/2LLDGn3uY2BUHTFNO/1tY8rGlo8xHyvNjzAfg3YFI2Nyuoy+hYAQEAK7DAKNNVe/mGAP+egLkyEesd/DojqOSfJG6zWWc6H7MVm+FAsrnRn1vUq7nGBO7GiUywFM3B/sTPShTgE2Yp1mCcM7LY26p+7UcRkUxusjn+ZGn/rgXJ7zt3lyx2qO9whXT4zpOPNwdjncwMogV7qukPY/r017eqSlrsb5yWIZR77j6q1O16eAyUt0ROFq6IroX1y60JZ9XqIbD9/T1Lvthvzw+K+UHqontuk3IO20Iv0ES7c/sDoY6/ZbKQ9smpzmv1iXh5ce5o7tzGqDna+mL2L7/GlHsWY91ps6Lbbz0Pr/sliG5XCc12r6f+t+Zf197zbGbKz5mCvq9DEZ6hfbGO0rpzQhIASEwE6JAJMeXq3VnzJRnhknTXsyiVowizeQd4+NNIxJFgto2FGkKI0vsXQ5P2pSvf0+HJlJR3hY3iVkpXlod61s9lnNGktLoq2HbueYDHJmK9Edk/J1ekzcOBdtjY5SsK8eb23iZRGZk1KnDS/w9NXVm9F+/yGC89iIdN+DRoa/TxiF+i+ctlS2KImZNPI9zRRIVCqhfmGb9hcpDd5t2m97nU0fnM/NUDfz9OK6RJcZ2Rv6HNTD20hbLd3+aOdTWNKOzl/W7qnQnhXRsrhlKsrlS/5Tqw5mnZqnsfVNS+d9Rt81tcz+1/rc+z7y9SdjY84KyDQH5LyHjT0fgwUPH6OMVRoy4zU/zUPfQkAICIErNQJYlYczKXaUZjPJ2mQ56vVQ7msQk6XFDe7uAQasO8639tFbGnUfxhLl2XFSxyv258RcfsY0PZMtYRPzUiiT8NZZRcKSqsWOjpM10ZYiH8ovQ//enEfQjNCELzQrMKbXw20/gu5OjWxZqZH/6cRrUn0h0oObH5tBthSBK8qFwuoE4mh5ph8IVqZJ41hXlHlSfb6oJ/0ogefj2/J3Yl84O3K1+7rWFurL7bO20ubEyyJPtXU4RsWSfcv3KMc0yuFL/014z8jD6egb76OWzvuOPixpynfkvhv/3hHrtqePEcZKSbfWu43B6R91zs8DouR97bV4KE8ICAEhcKVDAAV4G5b2stJigsTisOM6T2UCX9ODNTYGHnY5wuuwspLjFJPshRw2xgv2J3N5MLEeQd1JYVPmPPh0AmxYHcixgqLrLoFyRCnW39CY81b+EcE+4icpd4tIA990bhcLkSNAzX3BTdlCQXCONZUpL4aIVnFYvRk3Em0zBTAebYdPE4YRfh9OSiY0d+H2K+DS67n+cFP/1n2dFzzBkB8WrbVLnYlnu9Tt9HbWFlr/h3JL8tImb1vO+6OUt4qzV3m9oyuvrjMV8qa95Ia3bwHM7PVbH61u3/KDKAMXPnzH+jLWNf20MWBjwcdEK5uPFfeC799LnuVhnvTVU31sxvbx9LHbeoRPl9G3EBACQuBKjYApYI61uBIkohLWX83F9KtJca0nvFknKLtsqTEp8n0q6TN3x5a8zFrmWFJa9mSf8utYoo8saeI7iiErIpt829CLMd+elhYVApPyBXjVpvrx2r0hyuczMZ+6yz3S32FS9/jVLKluo/2+pMre8A1H1fZzUxn2Ur0ev4Q+Kr/6NEuzP+i+mGhbRyZkmrWA7XhPViBfaErbj4y62MNtsCPt4EjrsiCT14WMLAX7jwCXvd5+YOJD22IZbzNtT3mcdQbnC2P+ejg6HdjH8uWTcfNI77O2Ld6X61i1NiZ8bOT2B1/G3pFVFsamjVEfq/DxsSsFXHaN3oWAENiZEGAyPZzJ+IVMbGkiX09+rEs7q/vczt6hB6CoCbK/tpMM9RyD4kgOWpwBnQmwEeu35ehy35FJ3M4Od/b+8Jw9srwkAP7PjuXtifWVHJpYMv067d0/5psyzgqpem9KD8PHpHQL39mGSYT3sSm9tJYnVQrhCG3cr51VwOSl8qE6N9XXsWrrYy3d6oT2jEw/fEyiL5fTQ/mDYri/tzEqOdoeyzQ88x3HjhnYdfPNFyAfA2v242e3BFpeD/C+a+vyPqVvS37T7zY2wNCWw9OedKO8sb6n+nW6bPkND67PtDGrJegSF70LASGwiyOA2XF3FFfnuJB72q4bC/inTO71S8ulavb2TibNnZumYbOlznK/0eucOoMKjZ2DTXvIfL+diXyvyMtkZekzL7GPV/M5WS4JwIL6XlZwo2SBU9dbcnrjVGU8Sc9BOTii5GnsT9MmTH+3jH9B/Xs2tD0WsIWKnFRucfNkzT5eo1gcdxoPPfhGw7tw2kImS7M/Vgv+IMo3sjbQlibHZFxN55y97WCQ8sCGNrwjlm32cLvezH4Wu+hf7wP6IvIon9Z33oetEva+pY9D+GnnR1JZxt5tOdnHTPyhYE+rs5B1uoy+hYAQEAK7NQJMnEcyIWeF5xNo/X7Oxh6yFjAomv2YYF8XJ35/jofvK63Rsjzpjyz3Gf2I0tTZU3ii0HOQD5QJ3tbdK+66dQ4/Tpl9Yj1mwWd5aqJINZfFW5jE0Wj7OSmPWMxWhny8pct4z9VvefqQeM1JkQy/VfCfsYCdfjLMx4JaxYncv5V4hAorvfVupu6YzvGob8dwnyYriu8TMc/akuqljeR9POc1F0rk/OqujlWU2S/BmFpVsH394liY78/P2yJo4l53g2g0Uc7WPHJkY4Y63p/kRB4fW4yxKKueQkAICIHdHgEmfHNy4j7YHJuZdy5Et/tgw/XWAoj8W5WK0ifcgEdzCDfpK0c9FuXq63FibvYJu1aalYPumEjjd9NOXRCPlfhQlln9LCqW2YjvR8f6UGTX7VzL2MZcbviOHhn58uSKwrCpSSfof6u0JuPV74efNA5mHI+6T0xHptNTHT17wA2f+vSC/lBPg5fzzEqxDaYRNrkMKb2w0u0oTpvODwYc57ZcN9VNW73N5DsGYBHzvD6wwuvZsXEePUvH9NkBjn1bh/fJVCzuyNP6Evo3R3kanna71Wyo0VjG5WDs2BjysRTb4h7u9csoe/2SVu9CQAgIgd0OAZQKCoY4y+0EaU+Wbs/ESk17kvNAsUmcst0jTrbvOifGL3X9drmv6EukPWdNUaaHYS1dlGRiEi9lgD9LvYV1xRWD3fy85Ou36BSTPVbzGxLfMPybWI72PjalT+qPFOl5v5gl6pQ+TwGXy9jEbE708Ez8ix8T1Ps3KR3ZEj0ypxuArG/aJfGUX16raFi0S+MpP9QviXwdy55LMbBS7+N90PZ9u18/Z8vAY4bnPXUvY0fZZn88RRni08aSj6m2nkYui+3dOMVFOj2FgBAQArsFAkzYA5TR06aPKZHGPmt3qbcPECbPQ7Fskoe0O/QEjta0FuV0GSbh/VHWJ0el0BxvmT1jSvlb4U37qUhHPSiX5jhQ5ImMT4n5fvylWCKn/FJZD+Wfn8rxw2A8Xv1GLFvGu8ZSe3lKR3nlMjm2NPWemNLnK+ATE59xEbu5UIjIlBW/xUluFZPLVvx4MdljnrepPPtLm73tUamBSZTNnoYZZVLYSMe0x2KlXw4rj4s19WRHti5PLHb6uHSc8zGwgeAbNqZ8bEV5efoeNmPQxmJZj96FgBAQArssAs3Vbjmko03yTIYXoISezWToTkZrNd4sVOIMp73iJjpTNRNgI/KA503gnfYR3TN2ztlSJum0l8yyKPuidWf/GV43Z9LPcZ0JixjrsScK5WFRaRF444fQZ6/oMDo85vE8i7zs0BXqj6W8UXNTkvPreFI3lyQ06bNOWG16WjpHlldYmv2B2aMS/8nwY02qyRv2mkyGZ6W80fBhOa+6o7chKq0wSnnO08J/tnmOCdjEsp4Pdo5hLA+2ZX58xzP6iPLYmPfVnC2Ehm/1DO/zlq+PhR4LO/KPT9q6p40xH2tRJnsGu+O5CRsaafUUAkJACOySCDDhPTVO3M0Th58wevBGGkvZI8pbcZjgf8BRIY9b3Fee2fValEn7hyiKLSjZ3khJ0Nm+58RkYo9zYnJO82QCf1GUnVCIZxGt4dYlDfnZgztki9VozIKNZXl/ZSwXwsVXp74f5nqHt0t54+o9qUyoHpfT5yhgaAr6dyf6MLydt8nbtmo/DH4j5SFLUSZZ2ZaPnHasJ/g/PIljGc+j7Y5Byh++qMx3Gva/Y73wMEz7b6qiT7xvIq9mH3/udYHW5973LX17C9YR0/X3fdtYw9LOTmbGo6ev+8oqTQgIASGwUyPABMh1ftt+wsRcM/GdyPnNW2ykQTZ5czY47c0yAePRmx2Hpnkwq25CgaR9Q+ojqf8sKemHloqdcilqVeQLzb250zdFaYLmaTHPnuxpHoQSudSUFc5JW/l2JyjPC+FqTPr/mZRZEUzE+Kb0yfArHZ6TqlwOv3/MQ9H3e0ETsSrzqj4V6V0GeKc86ox5YPiQlD6p7LKIq+U8lvpHtKVpE/ced28NMgxiWcem4Jt4FOeQG0U578aq+hjvo1apet/N2VLw9tD3PgZaeh8bcxR8lCU+bczZ2JuMq9rGoo3JmKenEBACQmCXRoCJ/L4si3a8Z9dqMArnGDxrc4CNatu/M2k+cM0yticcJ3N7coa0j54M9ivzNXdEeSLaVpi5FQeFUJ7f/XAIP09WpPFlQs+WZHvLUKyP/V6srsaSZMn3K/C/esorVwSweGO6PSmTPLbhf8eYN18BZ29qKxvpnVdpTY+zdW+yuEwRK2SdWy7UyXJ3nmAArjlUZnGeOPJA2d2Kyx9Oje13rOfeXMU53yhH02cviHz6njYGUKD/Hsv4GGnvM+6jn07zHx/tUbDpPH0LASEgBHZrBFAOxPr1vUZfGvaJNtQnY10mC64PIJRVN8qVnx3tD+DQ8vdlVvYiL2LvdOaHARP1I6LzD8/t0Dy8rJfv2xG04vtREfD9iKn8HG96yrpGsf9dLlc/J5aj7XZM6Gdt3jhsKY4CzbOAoYHeI0Fh3RFPOt/6hKJ8Tq5nlDyerT5kKGJA571jz6PtsRxW7rnwTEvkTf7w4Y4JCtMxgt7Syz/we6hjG5Xr1N55pLUgG8iS9uEbfvP3962cjQXalhzskHXifbrBeOOxbj2FgBAQAkKgRSBstbt/C8Vgk/e4mhtgIwJn+4Olkw48TkJp9AZuQDE8lmXj8sxqUoCJXwjXYPn4X6ISgt8bY158MuE/L+VboIpzztmc8kLYg7wzU34YTSnvuggJOfq9XG77jVKZSX1+TLcn9fUuQXsetKlc2H6jWI62Jo9n8s+I6V4GmVIZkxWZYz7vm1FwOfhG6IagbMpXb8zlwQrMYvn4LH8AOOZzrpG0vvI+a5W19+Ua+/xN/Xi529iICt6eNnYYQ7F+PYWAEBACQmADCNiyJRPqSZ0J1ZaAw/abrlUcJWP7gnmf1s4J9xx/MR5M0Hdj+fJLqQ6rr8dqgu7pkYZzq1iA9b1KGdroVoWCnTqSU68+IJbnbO3/hHDZPrG8XcyAlfcLy+fJHmupMAnLmRXK2bGMPddWwNXZqVwoQ0Vuv5HXAU/2Wi+xiyQiT5PJZYv1FXf+NvVlxzmCjJiC7gRIMUwcm1S+enrkHZ+Gbdmnjv2c6yStz/jR88HYDu/TNfb7XUbGBvzzNoHJ4n26eqsog55CQAgIASGwBgKmGMs9WZ+EQ31CuPTSa69RDIU6emDplIOV9Wl4HdBXJtg1dsVdsigPjgXN3i3MUvJtURSF81Q9syfJJP/kqCg4SwufrtWFckq3KUHbsZ7tLHAsC93nSllpT+EclY8OGc3aCniYjzQVzl5ejjpyfd09dJMt59Uv68oS9kNBZ8VOm8v8lnfac3fM2lCYJV2otlp87Xzsye907r9W0vrO+7BV6t636+37M0bAMTneNe1hf7+nb0u59C4EhIAQ2O0RMM9hvG6T5y8WG6ah3UzThGycB5DtAzLpJ2ccPxu6RoAGbjFK+6HuuDOqeo+wMJkfH5USwSS4WalrgSPXCj8WssIbD48rZSR/mfJJLhT6o7r5+QahGeVcKHYUyFs75dZagoY2yky5P+mW6yjZ7s1OyJbKmcxF4A3jARbHpXw7t1zsLzf522/qGCUruD6+rDu+I9MRKNbkUGd9EfOmn9R5aPfMN3287v6/eb8PX+hjp5XFx1ThlT5dj76FgBAQArs9Aiw7vj9O8oQwvJjbd/5iPVBQavszUScnHD/qskZgBrMsO1Gc5npH1/dh//HHUR4Ux5OmZYFX2jvFCes8ZLlDSYNchNpkKZR/KAQul5+yjsfVu2M+/DtnZP2HR1JmU+Ew11TAxNCO5VBEXXlyjGf4p3PCRmP7pS5jLDsVqhGFe4fOMaypvWznAUaxbsduikeUBVxeGum8L6Ys9UjnPC3wyupl+QIL62v6vKTpe7ex42Motoex1UenNCFwRSGweEVVrHqFQC8CYWGLpQ+H1Y9WVlaeNVi6yqt66dpEt0gng+dinv0fS6qr+sebNm/+68Hy5g/3lWNv+ZZowj/btGml3cMMH1pYyDGQu2XCEcvLK9dp0sI/LyysdBSWp08myWN6aWX5g4PB5q91eSwcGL8XBwunDwZ7XRC//TlYKBT2oFt2cZD3WSeDizrl1vro0BY8mgpzHYuD25dsBnvtdYHJmNImk4PSOy+DweBrK5tWPpDSiranNMfIsFpYaLALvSsLDeaG/cKC9YX1ifWNfU//WV9an1rfep71NX0+vRoxU46xY2PIxlJTrhlb03T6FgJCQAgIARDAsrkNS7FPx7J80HqA2J4wtMnpxpeSp6zIaR5YXimyE5bXOXynYBklLXI8FgvNjz6xXMo9vLPyUPbgeCOSL6kWMaEjL3icHi09W3qN6fakjtviDNUeGVr9Ubjkko7nMPzzJRWj4e93yq5lAUOb66xdycWyVgc3I/3I8r3uqX1akzGVRfZYLj6R6RDa7MvHLOteZhjEvPg0rByzxvIk+tXwsTGvfFKW4Cf0QbRQ6Zsyf/rdVgjKs+De9+v4BRgPk6cZU8PbTPPUtxAQAkJACOwgAiyHWmD+0tnGzn4esxYbJnALgdkqPKJizQ1JueV68M6hCgnH2McXmldl5VG9a5qG/ANjZCeWdlmeDulIkNESiOQPUvlJfcpM+Un1hZTPTU5lPm2dfwwJ2qLc58ty9s6e9Sk5vxtJzGR0WbNSTBZ85GNL16n8uHp1TC+fYJt+6DiW3INc5sd364OIETzH1kcxr+9pfQxdeSb8BBsLfbRKEwJXdgS0BH1l7yHJ14/ApLJl52emzBCOHyxtTrf8pPT2BcedQ6phdTSfPuYHC4PXD5Y2dYJR5DKbj4D379p3XY++TYlZ5Toc3oEl0YfnMuGj+T29HciyrX8sLi1+hvcfpBx7WVrMS8CDhbw0nIkKpTXe+BL0QkEbJvtmdu1bp65QLIH7MvMPTNZUZmoZ2tMXFz4S8+vR6GHEw+7waGne5djZh2MJpj1/1geDxcHr26xF6yPrqx5ST/I+pq9Tvo0BGwv6EwJCQAgIgV8/AuZcg5XGGmrj3ITV9FqsoKvOq5m862H1Jeculk45ntS9RCGWhdedcdz578R7jlWNVXdsopkMT6GOlcgjPsk/NdGMqifE9PhEphzCccoLG34sFQ+HbXnOB+ebk6z82hZw2ItyHpOa56rxinV6WepKck2GM3vlBDJ5Qs6vTy3LevnwDSJ00eaEf33sNI3TNdZqE2HMMAXbXjr6Au/pTyd+zf3CxY+PbinaY0fIUuQuHwsbcNbrctGXEBACQkAI7BACTLxP7Hi2WqCFdaIdoaySV3B7FeFh8yplSTQvK9tFCD0RtEjbl2AUOYBH6D0Te08UaG1KZTzafgFlbl7WGS66aC/2Yr+XlE6o7tTJZ2825U2qb5V59r6WAvZ8yqTyIXT2PsHwTilvMvwusnWugDRZXWZk9zaE+p4z9dPmyMOx6IntDJ/9oElHygzbaT7xm33aw7hMIXuc02cxr+/pUdKs79sfAT4mGBt9tEoTAkJACAiBXxIBc6ZZ3b7lh3HSxYIkwMLaUY6wdB+DQ1C0Btn3Hc5drrSgGHW97eLEf5Sv/ytFR5E8JdLA+0sog33LfHunHturdOsPhffemfxQ3SPlT4ZYh2GppMHCPjTnV58t8+x9Awr4s6n81PlXqwsLNlv5yDLDH5lT+Z5VAI5T7Tsa0fbYRjCZ5uFygmGkcWzBuI/OaembSOt9Rt/No3V6i5ZWXKLhY6PHWW4tHsoTAlckAr4fdkUKoLqFwIYRmExutnnzphsY/Xgy+fTCgH3fwVVmrMPID8V317oe//nS0tLenhbYy13cFPcbI1mTZUvIg8UjlpeWr97SvmdhaWV279ccfhYHD4mFlxYXP8zxnQvjd3oOFrPz0mThjJSeX/K+aRh8jf3hcc6yt0legg1hB/Z/Wy5lmeXFzItsr4s6W0rALI9CtamlzItFW9psjlNduDRYzMvXYIJin3WGMgzDgt/w5NiCMXQzy/XO1vrG+og/6zPrO+vDtsqZh/c9Y8DHArnN2JjcbIZQCULgSorA4pVULoklBGYRWAyn4tDzTuy/DyyF8LLBYNNZs0RNCpP8nguThaNWlpc9FGU9qr+MonkDyuey3jLj+siFwcKjLG80Gv0/lOy7oA2ztOOHIMMDLR0HpPNw0EoOSZEWpXE3TN+D7XsyGcMrzFiwyJYV8GKhDCOThVJp7sAZ4FS+LFPyagnKOpe654GdAplddj4m4/Eh1qbEOr7Q9rFhYH+GybhKZ6IjiWMIlo6pJRrGhnXPn/cNfeR9Rb73HX3ofdlDb0k2Bmws2Jhox8bMnvWcokoWAkJACAiBXwcCLNE+u1jO3IoC6Z30rW4m+BvhBJSXbMfDv50nE8vP5RGc3j1NnMSeGetmifSf+nixxJydjnqidiH/KxKPUB8zzWPdJWjKFOVn2sMRqMNS/qT69DR/+zbZE02on9lLE4o9c7Dpo3FeYBp5OdZTR7LKctZXLEFvjfTWl2W+3oXAroKALOBdpSfVjoQAe8UPrurR0TFhaXn5NVhKvrQZ0zrPSXXkoF1mrev6ayxT99KiNA/hAOrhVnY8Hm/BSp6xfp3v4lJefg7jMzp18WG3J03GoztaOsp/+8JSyMvBibiMYHU5lqAXijKTMLNHbXV63S7DZH/uGu4sU7sYXdlzm5KMvIzGH3UseDVsDKMyO72DqWNLgmMN5ilv6sX6yvosJltfWp/Gbz2FwK6CgBTwrtKTaocjgFPWLfBQehrhDVulE9inXJ5z3tcUYHUPJvgnRPhWllfewVLo1+N35zkJD11cXNzL0paWlwg7uTKztAy/O9qSrdGwN/kLlPQMDbuVt19cXLqW0XAG9qvsZX7X3jt/g4WsEEeTHd8DLsuUvNpKrE6r2z4Hg8VrL+y1OZ9JjoIgu7eBb1+Grrqe2l52ZY/TDQt7d2zAyN6n/wxTwzamG+aGffyefVqfWd95qMp9rU+9b2cJlSIEdloEpIB32q6T4P0ILB6FSvEgGlVVfxcN93om//P7aUmdLByJsr5pkz84ZWFx1vHK8vCm3t+CTjR0/HfcG3jD+B2EInKnr6XFJYJvzMSGNm55/3ey0K/sS6UZFndcAXfLZGWeGsBLWfekkKmlMdmXFgcelMPbtJLjWpdsaE8KQuKBOeZdlODYgjF/jjnYd/nkL+8z+q6q6UP/sz61vtWfENh1EJAC3nX6crdvCcuU3J+7kCbpTSsrJ2Kl9u5vGljQHzaejB9v7wQsHuEx9W4m/p/Z9+zf4kNWVpZv2KSHUxaWNs1Zfh7kpdpBj/OVMeg4YM1GwGJpeAVv4LhsHBZWVma9rGcF7KY0ZdyJjP/sG8JZs57Hi52684+CktOgsOBDOKjMyu+GBZjw12C0mLzEM41Z2mALxo41GYa99UFJU75b321aXjkxpoVJOIq9614LO9LoKQR2JgSkgHem3pKsayPAwdTxeHSxEw0W3oA1u8bSM5GzwvhIjrvsafSLi4N3cuvOP/ZVgELcbzIaH57yBoOPoExG6bt9gY7LFUa+/DyZhK0knzFN49+LC8Vyb58HtC8/+xI1iu0i6vpxL581EpsyzT7wYGEBXrftsYKLujsydRif0baFfe+AN/Twdp1cPhwLMInphlXYtu368bt8GsaGtaU59vQBuM2NYuZ9aH3JH3vNFxO+03DVnxAQAkJACFzZEMCiwhGISxfCNj8vPE8+p2mDSAyHW8/HeWiOdWeWsl/iwMkiIkONhl9EYVy3j29JR6CLk/tpVm9BdKlV5zVe/XEIl11nmg4+ByQP4FCdPZ1v3+t5QTsNZQs+B0zzsbqJxuXRp1wm2z/v+bO2FHx6L0swxzI8l89cj66Rqz7IMY9BPNa7gIG+dGzp2x7xlCQEdloEZAHvtF0nwfsQGAyWP4QX7RsHgz2bO2B7iMyZZzxqlp4te9OmTW/vc6iyPJTtZv6Tlj0HSwTemG+RFsvPi5+18jN/48EdKL/Z0geDJRyw9v7JLE15gUJ5nneGcp2EsuzsWWCr22QwJo1My4VlXrAeFG2Z9C9DDwZXvQjP5Q+lUmDm2KWE/GJYG+YxxfpiLQcr68umTwv+sbCeQmAnRkAKeCfuPIl+eRFYOoLlz7tb6dF4/CUWN+eeX22CSwzub7Tc7nMuG7jJ4cjS4l9YXb0liuRQ+55MJhWqu3/5ef0bkNCGhbKcFMeJYmUbfZZlJ6VSLxiscTNSoqoDy9DWJtu3nbAMvXrLlNd5mXwUJ6xzmyQw6wnMkcnH726w96Vo+mLpiJynNyGweyAgBbx79LNa2SLAUvOBoyrfTLS8vHQSR3K+PRegpRx2kshMHD3a/I1e2s2LB6LUfTmZPc7Tsdi+2EsXighY49DvAb34y54BjjUXyrvDM+bzLGUIk15HrMGmTV+0Nlmppo2zoSktz7BZWVr2I0n2vVBg59/Ffwxzwz4mWZ9Y38RvPYXA7oCAFPDu0MtqY0YAC255ZaVxEBoMWDJdmWv9ohAOnYxT4I3L5gbeMO7l0my5ZJtrtuVsPJELJbfU8UIuKbPD1OJgxz2gI6dO2ZB5xnx7dmW4QyNjSdC+l23iqFUPRZNEcBKcpS6zD8POMJxLa9h7H3BS2/qEvplPqxwhsOshIAW86/WpWrQWAosLX2WZ9DvN+VI/duTKordIE3jDvaQ502uBN87ooyOY1U1tadbyUGATgkn30rGIjYU5uFXDI3wH5f+1Pn4wiUeQyL4cZ4AT06Jsh2ci4MVkMFnsz2QzGXv+aJO3jaxxsNjQ22/aQ4U+XTnDsLI8zg4Tjzvvn0/Ts+8M9pN3W19YnxBX2/ejp+n0LQR2VQSkgHfVnlW7ehFgmfRDKytLD9m0afnB9t5LRCJet3ccTYrAG4uL6ZjNbJklW352qxql8tnByh7/NktDSufWoUW7AWm1l27h17AE3eGZa21kWMw/BDoyFnS0iRCSp1sKCvb6C+Ol+VZwyIE5xmBoWGZO3TfrA+sL65O1+qNbSl9CYNdAQAp41+hHtWIHEGCi/x/7t2YRLDeuz2uOMg0GHCla6nW+ch7lkmyYE3zDCMtbhzrOTzOSFMvF4x2PgpXYdcoWPBNB81LKUso4RcYScbbsB/OiYlHIgpQ4ZrwahmtYwVbFhvpjWhZ9C4FdAAEp4F2gE9WEXy0CdoaY4BM5QhNhJ7EUx321GC17nnnvcrE4sjNdoOOANel1wArhkmuw1OtL0Dy3EDf68u8BU7bh4Uvj+4ZLLrnGtEj+PS5kmeOI5XRF2ya+DB16z1o3WGUr2LBc71x2r1xKFAK7OAJSwLt4B6t5lweBlZsvLi3e2UoS/vCLC0srayw/bzqQywhu4rUMBp/DnShbiZ7Y/Cdceum1Qhjvb18oxdGU81NBucf1UGCbLYHnhfy73JGfrKzxaHltXviNPfqtYByxXCYIee7Pv2tamdk/2jZYoI22v0ubx9X8ZeiFlY84dkbrWK7cfJafUoTA7o2AFPDu3f9qfS8CKJqw8FqyPjdYGLwNJTYbLCOWm0yyEmKJFtpJzOo8997j9tw65JZtcwPS5m928tNHcQZ4YeGXWH5ODAseHd6JAH3/zeJmJGQc9TpiedsmxfnmpSLudeLWvBhmhh1fn2uw7P9hMlVMn0Jgt0JgebdqrRorBDaAAMojQPbn65GyQnxdAlQcvIj7rv8VS7QzZe22oUGbWt5CNENoDlhWPX+DhV9i+blh4TxadjDst4CN1GQaLNzFSzU3I3225dB9WBtDONYSJyMLyhGuC169saoHy5v+HjL7pz8hIAR6EJAF3AOKkoTAxhC4yoGLg8UYFeoL85afW17ZqlwsLkGYrmgyKo4g/Yot4C7vbs1dmbKsXSq+3JKlrb60TOzotZahZworQQgIgQIBKeACDL0KgR1CYDzZO9GHYMvPw/Q9/dK9bSgf+5mmK63USRnLeYZwYwkdHmtYwAtFUJCurJ16vI20NScO5t9klIn0JgSEQA8CWoLuAUVJQmBDCCytnMR+6X7Q7r0wGP/dvDIErbgJDkn7o7wsTvQli0uF1/FMoUJJhiKU5AzdBhOMR1z6LpX7TPH665PJ4iUEz7i6yWoyDwZ7nDtDZgmLE9rqUweBNJZP6qVRohAQAusiIAW8LkQiEAL9CKBQzeHqJf25ZeoKDlgTtxRRcF8hDvL5ZW7n3WI2h3bTdumXCEMZmRqPyG9ePGhouXHofK4S/AqvB9EuZF2xm5HO5d/MH4r5PBKfM5OhBCEgBHYIAS1B7xBcIhYClweByU84C/sLLxmC75/O5RLKW4t+BRbwQsGjw7tHglY2l7We/LSHQklCQAj8ChGQBfwrBFOshEAfAtyMdCaXEjyQu/z2Gyxv/kAfTU5b3Cd5QS9UxRGiTLFjb8ZjU1vEeM//GyxtPiaMhl/i3O4Fg+WV/tuc5hdXjhAQAkJACAiBnReBMB6+JEzqi8K4et1arSD/KJaMufqBf7yvQ/u6hudwA8vla3FSnhAQAkJACAgBIbDgSngd5SuYhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASEgBISAEBACQkAICAEhIASEgBAQAkJACAgBISAEhIAQEAJCQAgIASHw60Xg/wOLLSnzQLF7VAAAAABJRU5ErkJggg==</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="5.684341886080801e-13" heading="24" 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>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>540</l><l>6</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="167.66666666666663" y="142.5"><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>