<snapdata remixID="11769678"><project name="U1L3-AngleExperiments2" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return SnapCloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return ScriptsMorph.prototype.enableKeyboard;&#xD;    case &apos;Table support&apos;:&#xD;        return List.prototype.enableTables;&#xD;    case &apos;Table lines&apos;:&#xD;        return TableMorph.prototype.highContrast;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    default: return which;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;if (tf != !!tf) return;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        return;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        return;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        return;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        return;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        return;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        return;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        return;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        return;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) return;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        return;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;            if (ScriptsMorph.prototype.enableKeyboard) {&#xD;                ide.removeSetting(&apos;keyboard&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;keyboard&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;            if (List.prototype.enableTables) {&#xD;                ide.removeSetting(&apos;tables&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;tables&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;                if (TableMorph.prototype.highContrast) {&#xD;                    ide.saveSetting(&apos;tableLines&apos;, true);&#xD;                } else {&#xD;                    ide.removeSetting(&apos;tableLines&apos;);&#xD;                }&#xD;        return;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        return;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        return;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        return;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        return;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;}</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        return;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        return;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        return;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        return;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        return;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        return;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="47"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7sXQeUJFXZvbeqZ4k7XT0L6I+iYv5RCQrIYkRUUJKCYiSbI2ACUVRUjCyKEsSAuqiIBAElqCCCGFBAFMNvFhHDstvVsyvCTlfd/3yvXlVXV3fPzCILs7v1zuEcpuvVq/e+qq1b7wv3EnWrLVBboLZAbYHaArUF7nEL8B6/Yn3B2gK1BWoL1BaoLVBbADUA1w9BbYHaArUFagvUFrgXLFAD8L1g9PqStQVqC9QWqC1QW6AG4PoZqC1QW6C2QG2B2gL3ggVqAL4XjF5fsrZAbYHaArUFagvUAFw/A7UFagvUFqgtUFvgXrBADcD3gtHrS9YWqC1QW6C2QG2BGoDrZ6C2QG2B2gK1BWoL3AsWqAH4XjB6fcnaArUFagvUFqgtUANw/QzUFqgtUFugtkBtgXvBAjUA3wtGry9ZW6C2wD1nAanz+BTaNkDzcySn7rkr11eqLTC9BWoArp+Q2gK1BdZICySKzw6Av5DRW0YtQFpxH6H7dwAkcB4Z7Te677InAOHLUqR/Cdl69xpplHrSa5QFagBeo25XPdnaAmu/BaQVW5Mb/3y6lSaKP0XgFdaHwNPJ6PJh/aX2NgJ/5o/dGDDadtS4qdoXANzbj7k9GV03GqzjFoAHT9dn7b9T9Qr/WwvUAPzfWrA+v7ZAbYG7zQKJ2mcSfImgT4RsvWE0WMZfA/A8O55CBzbYWvzfA3D8KwD/a+NMIX3Mepy4afiYt24ibLgkA2o+m2xecrcZoB5onbJADcDr1O2uF1tbYG5bIFWsfIYEH042fzdsxok6HyP0Rr9bfRsZffhuAOA2gMjGmQQmIkb290Drqn1QAH7eDgh6T+2untvP1FyeXQ3Ac/nu1HOrLbCWWEDqPDRBunDUTjVfZqr4xwB2zHa2eEGD0dnDgTV+iwAHuoI+HrJ1+H8DwNI/7yOs949sDN0esLXRKNNLnY+pAP/pd8BS/HTvqj59LbmV9TLuRgvUAHw3GrMeqrZAbYHhFsh3tgK+FjLaf5SdErU/QfB1GbDigyGjo4cDa+fFgr5kxwicTUYv+O8AeMW2QvcGP8bvAkYPHzXHVO2rAD4pu3awCTm+dFjfrpY9K0Bwsf9IODFk68j6+agtULZADcD181BboLbAardAybUsAg8joz8MB632AQH4RX/ssoDR7iOA9SkCr8yO8fsBmw4Qq222SVhS59mCvpmdrysDtnYZPt6S+Wka/oNBsCGAPwSMHjrNx8THCDo3OYArA0ZDx1ztxq8vMGctUAPwnL019cRqC6w9FkjVPgegKwES0teFnDh5OMBNPlxI/88f+xfRvC/JIi6cn2MubUF5fPiPAaOH/DcA3FX8sgD4dDY/fSlk66UzAb+Ar4SMXjzqLqWKfw3gkX7Nrw858cm1547WK7k7LFAD8N1hxXqM2gLrqAWm1H5qCL5L0PemS0aSOi8U9BUzE8GLyKYr9xnWUsVFMlQX2GEeo59W+0m3bihs+G8HbsIdAZsbk0wG+82uDEnqvFPQcRlY4sMho7cNB+DO4YJO9EB9RMjWx4b3i3cV8J38GNH4H3JjH2PuP0O6fQtg5UkpMDWde34dfcTW6mXXALxW3956cbUFVq8FUsXfBfDUDFixGxl9azggaUzorPTHpgg9jGz9ZQQAXwbgmXYsBV7RYOR2ptWWKrbY60R27fSB5MTNdxWAE8WnEniVB9Y3hmydNOyaidpfJHiAHUuQPGGMC34wAoA/LMAThOiagK0njroTqeLzADw3W4cOI1ufW713rR59rligBuC5cifqedQWWAMtkKi9mKBz1wo6M2TLgdNwUOp8XdA+HqxfSUZDM4Ol9nsFviMbE6eGjF4zAoCNrOMx2XjciWxaBnVfW4UYcDG3FHheg9G5w6/Zvgngo7JrNueNorZMFd8IYGtvlyNDttyueXB+S3cWwmvy3wnswCE7/jXw0ainPAsL1AA8CyPVXWoL1BYYBart7QRenx/tQtvNYytnnuo7qateghWB88lo3+GgtGwvIbjQH/tRwGjhCAA2AgyXpEVoX7J1/l0F4FTxtQB2yMZKFpILfjRkrAcK/HPWB9eR0fYj5v8kIbiqB6rJA8gFfx3et3OKoFdnQI2zwxHZ3PXzt3ZaoAbgtfO+1quqLXCPWSBVfAUAl+EraFHI1puGg402FDo+bpveETB9KLnJ3waBzvE35/HSOwndl2zFg/3izwg4LLvu8MSu2e6AU7VvAXg/D8BDAbOr9nMD0NzFBsCncsTOXIrfJ+AYP99rA0aPH26P+MECbKe8cTZmsBc5/o177MbVF7rXLVAD8L1+C+oJ1BaYmxYwsQMCzyewPxkZ9ePQJk3uKaQX+YNLiLFtyI1MAGGgpYqt1OfZHnAOI8eHxjtTxbbTfKAHu13JyEC+r0md9wg61vd5Pxk5t3W5zQaAfULXcgBBNlazMSKh6ziB7/RzP4Qcd2xYQ+b1E0Fud0zgrWT0kWH9ErXfRdCLPuiqgK2nTPckJGqfFCB4GqD3THc/5ubTVM9qmAVqAK6fi9oCtQWGgIjbnflaXf6KGN+ZZGeUqVLFVjrkyCsIjKSG7Kp9aAB+1vpNR8qRg78HuzeT4ycMAl38CgGf8mOdETI69K4BcOdhgn6bnau/B2xtPmydqdrfALhHNqfwUeR8447uayZ9KKhwXxN4CBn9cbCfy+K2GLYrnyLwcjL6zCj7SpNHCqmzgYDTQ0avrB/bNd8CNQCv+fewXkFtgdVigVSxZfi6+Kug94Zsud3msCbFrxRwmgeTm8jIJUdVW1vtqAk6jmVJKwI2HkLO/9cgQE2+SUg/mo3HL5HNgbpcqbOHIOeyJXgp2XzW4DgzlyFJy58sJN/z5/40YORiwdWWpO1bSf4PgBUBo/nD7dA51vihvR2uJ6PHzWQvCL8l29uQW94xvG/7gQJ+ANB9GBB4GRm5j5i6rdkWqAF4zb5/9exrC6w2C0jL9xOSczxY3h5wbOF0MoGp2v8GaAxRlhR1CNka6qJNFVup0jM8cB5ENnPmq2It0uSThNQlMhH8Fdl0mcflJrW3FZjTR/48YLTNXQPgXo0yoAsCtp4zZJxystkVAaNdhxm+/6MFx4SMjh/er/N9QE/w63sn2XzfqBspdT4uyClDEbyEbDoXft3WfAvUALzm38N6BbUFVpsFEsVfIfBCB8LQF0O2Dhp1sUTt99KXDwEYCVJSn+t4KJtUmWgjA571HkRu0Fc3LC3fTEj+6edzW8Bo07sCwInaRxLM3bunhIxeO2ScQ9VznQ/lqJb+vZ0wVWSEr8TUI9fnpjmrV+njov0cgS5jW2m6PAi4Ndly2dVDrvtkgfnu3Ha/zyCjguBjtd34euB7xAI1AN8jZq4vUltg7llgNsL3K9XZIZR+QKKRAWGwNzmeJ1z1LUrqTAgqhAmIdA9ywokRlJu0fFMhyd3ObUIPHpblnCq2cia3qx1VZpSqcyegeVkfTLAiITi7JKz4IwLenH1kDN+1Jmp/kqAD5hTatzGk5ClRfDSBfMf7i4CRqwOutlSx1Ri7EixBJ4dsOfGJ4X07X4evnbZ4d8jIkYWManYPgLGNyA2Hlj3Nvadw3Z5RDcDr9v2vV7+OWqCU5PQTYvlTyC3+M/qlHn9QgKdm1PcCthzz1bCWKP4cgUM8mJ0VMnrRsH5SfIV86RLBl5DNL1f7JYpPt+Qk+53ge8nmQAxaiv8oYEvrM4X0Metx4qbyOLMB4ETxlwg4TmdCB5OtL1TnInWuEbRz1ifZglxwyxBgNXEIl8ks6N0hWy4WXG5TWrowRFiwZ3WRLJw3pObYzinXTUtaGjBYOEof2V1T8ZYCXMJXAu0yxpYXq1hHH/I1YNk1AK8BN6meYm2Bu9sCUucmQS6uKugLIVsHjwbgf2wmrG+g4TN2+XqyOVRYQFr2aCH4RT7WaC7nzmsFuTEELg7ZPLB6/bJAAsFvkM29hgDj1YIczSOBZ5LRt1cVgPs/BgZdvNLS8VTBv0iuB+CWgNEWg/PoXzcRPpqc/8vBfvHJAnJmr3MDRs8bZndJGwgds/m2mY3w9pDRB6Z7DlLFlsRlc7Rd+oEzaS/f3c9UPd6qW6AG4FW3WX1GbYE13gJS5zXm/swXIqSvCjnhSnqGA0L8agGnuGPSn//D7s4bcdNRtb4Fl7Ogk0K2ckm+YmhpyebCWE7CsYS4/UHk5rf3g+eyrYXAiCqs/S1gdP8hAHyWIKcFPGz3OpsdcKr4NwAekY0RbkXONxWj0lzjpwm43P9wXsDIqTqVW6L2mwi6rG0AvwkY/e/gXN0O1dbjMqhT6LkNtr4+wt7HCMgTs64jmlYGlnNpD5widb4sKPc2/JiYega5qdU2120OW6AG4Dl8c+qp1RZYnRYou4sND4h0W3Ki2L1Wr50qNhB6mv0u4KMhIy820N9T6uwm6FL/a5uY9xhywwHGq1Sdq9Hbvb6AjM4eck1zja9vvxONbapZ2FLnBEFO6H7YLnGWADyZgyKhVjUeLcVvFuDINAgcRUYfGjLPcmb3+8imI+yogPSxBL1berRAgzT5SCG13W8rA+r0JQ1ODLjo87Gl+PlGY+n/Tojw6eT82v28Ov/x3E1j1wB8NxmyHqa2wJpmgSyLuPsdgL5md3rVnrJovST5mOSAAIIDw5KLm8AxHFKOk6h9OEEv7YcRRBrxlfJx1WGlTWWCCoKfIJuuXKcHTtPXAUt9tJfLA0bjg8AZf5mA210SehrZMgWo0jX6tImtz3as8GFLCoHJXwt6WPaxkL465ISrm642KT5dRewb53HIjru3vj+tL7SK+D2Bt5BRvhNf0x7JdW6+NQCvc7e8XnBtgT7weLYgo4d0zcgvQk4M3dna8UqS1ddG6dd2FR8WAI7ZieBvyOYQl6wRTGTiBsZARUQPINntB7e4kPUb5s7uatkLAwROZxjAQEx1ph2wFD9WwHX+/KGu41SxuaQfma0ljciJPkYwqfN6m5sf4w8Bo4cOAdWCtQvAH4g7tiHv63ix+9fb5z2w6z2RnCjUkqr9U8W/A+CuJ+CrISNXMla3NcMCNQCvGfepnmVtgVWygCepOJHgR8jmQClQebBE7ZJrdHTJj3vJa/mjhMTco26nSGCo69iOpYpNQKHp+w2lWkwVG22jEysgtB/ZcmIHeZPi5xllZfY3rw7YfHL5+JSWPSn0ykMEf0A2HblF7/yZdsB9PNaXB4yeXjn/QQL/lP2mXwZsPbp6I6TONwR5ikp8iIyOqvZJ1b4aoEsWM6askC3PAd3fU4ovk9dCNu8A2XTu9WFNij8k4K3+2O8JPWNUPfGoMerf710L1AB879q/vnptgdVigVSxgcaDrJolAZ49VskOHgSIzgWA9va//5NYuS25Wa5I1Ne9X0QA1/oEoaQ6ZgXYrwoYDYgNSJNvFlIXXxXw6ZDRK/oBsFdaYxSQRHMTknf2ADZ+iIDf+7//HDByJUm94zMBcJkUhF8M2ewjGil/ABD4HBk59aXe+EvvL4S2iw/tN4I7ks2fVOawj0CXbCXp9oBGvBF5nu1ez67iVwQ5t7V0S8DUZBEHyp2ycTo7CfphfnYKPL/ByLGWTdsajd3Q7dqO/uaZutbHV78FagBe/Taur1Bb4B63QKr2NQBd3SqAfxF4NhnlrtaB+dyppVuNIfh2zjcM6OsBW88dNnFpyXxg7BoBLnY8SvFnkJhD+5CtXOfXDS2V46f6a8DWA6rXTBVbtvV9s2sFTybHr+4BoBM1yF25K4nmhmUlo5lc0Ina7yb4Lr+OD5DR28vXTxQfT+Bof/xVZNSXKV7mwAbwl4CRffT0tVTtcwC6zGmCp5FNp/9bbt5W5lnw2dg8nGx+fNSDkypWfozAB8nIzXHaNja2PZReDuFAJMkFM3Wvj69+C9QAvPptXF+htsA9boGVum2HBhpGd+g0bq00xoOwd6cOTknqHGB0k6UX+0gpPal9sMAzrK+kfwXkwmGqP4niTxHId7XnBIyePwhQsX0YPDYDqGAfcrwPpFO1LwDodueCDg/Z6gOmVPESAJtk56cPJCeK3d1MACzFn5KfH8HXkc2iNCtbW3yJgN2zsbF99SMmVft8gI47WuCikM0+LeRBdaTgieT4QEw3Ufx+Ah789f2ArSeNemik+HL5bHQA3wkYOV7tadv62BJT4eUI8D5MJUMlIGcaoj5+91ugBuC736b1iLUF5oQFphQ/swGcL8AJJAD6AaFnV5OIypNN1P44wSKTmEifRE58f9iCyvJ8oygVpaVbCWFBSEFwJ7LZlzktxUfLUzgKODWsCN0nWnYMEbia2GGkIanaPwPoKSuDncnxwjU7EwCnal8EcM8MYPVcVupyU8XGNb2ZEW0RzfVJprktpMlNhORmgBv4j4cnkOMFy5X9VqawJPB1MhrwKkhtE3qw81y51Siqy+yDoPM6QZ/I/l9xQD59Os+Gn+s4GuHlgM5GN3P3121uWKAG4LlxH+pZ1BZYLRaQ4hcIOCsffBSjVA9UfrcesNnl8ko9gG4ioscNI4GQ2rsIvCI/N4GeNlYp0fGgUSQpGZlHVexAWv6/QpJr6/4pYPTgsjGmFD8jBKzO1mDn5wFbfapHqWLL4nYKQUT4PHK+cS1nvTV9DDhV+zqAfvfNx5PNa3vnljOkB0u0ytrGgG4N2Mq9Df7ajmzE4q15wtrzyKiYW2E3tc80Ok43X+hLIVsD0ovZWpY9QAgKQQoBrworLvGhD1EjvBTgz9DtDiSHrZaHrh501haoAXjWpqo71hZYMy0gxa+ynWUJhL/ISrJRP+C5zGKjdHS0hgRO5wgB+ETxySyoFfWNgK0hdJFlJiktvwPJ/27ITfqIOVLFxhDlxAsI7lHO3M52mqm5mV0jwvuUNYQrnNFvIJtuhzg7AO7cCsg0fo3j+QHkgkLEoC8pCjoxZKsvIzlR/FUC+/s5n0Q2+xi/ErXfSfA4f/xHZNNpK5eb1FNGAnAngZ3JqFBUKvdNFVv5Uw7mn2YlYW3o0zkWfgkpbkeSOE7tus0tC9QAPLfuRz2b2gKrZAEpfsiwjNrBF33PzeuACfp4yNbhoy4mdQ4X5EgyMgAZru8rxQ/OxOJxn6xfcDA5PkTMIL5BntfYkp7IpgOmvJUzps3FGrLVR6iRqvNrQL4WN9iLHP9G6dx3EXRlPQL6pAKn2wFXJA9FNMf6E7jiU22XaeOm4IsabBaeBOlfGwvzLEPZl1npqWSrkA105yg2KcKHZ3YZjC+7+apzlSAX7zUlJTI6Ztg9SdT5PKE8Q/sGArtWlZ8GzgvDT4C4H7qJU16aTZPix83CpT2boeo+s7BADcCzMFLdpbbAXLOA1I4Etv2Le2jtaXXOiZZ9hAic7F4GVnpXyFYfEJbPSUquUQB3EMG25PiAvm2i+K0EPD2jfkFM7UxutqI8VlftAwPQATPB35NNxwiVt5Vqb9MwN2nWfhcwcsCVt0SdLxBygg0EjyWb782PVUQbvkA2C2GJ6QG48zBBv/XjDIgspIotVr1jds3gEeR43hddLXtpgGCxP3dJwMjixEWT4pcLON3/8OcY6bYTFQKPRO03EvyY7/NbwsWvCznHfDCpXZQxZXPBbmTkXfLlq5b+v9F4N6Bd0E2MOnSgRKx6VpaFjc/l0ocBoxobRpj27vy5NvLdac16rNoC95AFKvy/07qJ+4Es/gyBopaVmE7Z6Lb7AWPfkd95AvpuwJbjgu4HG4VeuceD1eAO1/r3Zyvj1WTUR8WYKrY4sGPMSoBnlmuXpZ56EoHzyajY1UmdZwnKyUa+HTB6Zgm8tlEP2G8MGDl1IWtTaj81BHNayR8HjHbqnbd0XAgNDBsEl5DNPoBN1F5M0MVqCZzKSuJYqvZVAN3OVtD7Qrb6uKGl2+8nrDTPgSu7IvBKMsoBuwTkvQ+tbKzhesV9N2QseD2EV6Kb2r3KdZdHPpnmRRF0Rj7fbD79Hxz30GO9zl2mBuB17pbXC15bLFDZodqyziFWHlLdfVbXWxaEz162w/V43Qu/P0ZpQPF+MnrHIAj3kr0kLfckEn1yfP2C9fxBUGGtStR+L0E3trm/yzFXaelOQuizm/WXgK2i3tazft2QzamfrWqGHfCLLenJA2Af57IUP12AkzYk+E2y6TKlM5uoIVjsGJv6c59BRt/Jj3fV3jsAXZ2thDunOLXN+ty0z3OQqL2I4BH+nL6PhrJtU3VugpeNJKbnhXbnheGLQZyAIHkaVqJP1WnYcy91dhBkZUkFw5eAd4SM3r+2/DuZy+uoAXgu3516brUFZrCA1DlJ0OtL3S4n5h1CblgkEw2C5dJxIPy6gF1yTCH4bLKZKxj1nSJ13iuoAN0U6Z4NThT80T1gis8W4Op8h7NGTS4Q0tvy/im0X6NEPSnF2wvIWaR+HTDaqgR66wkdEx1w7yyCD8/F6TNRicTKhQwc22HQmuidNzoLul/lqF/IIdGyo4jA6e9WY9ZSvL/xLvtrtANGxfWyOfTsIOAzIaO+BChpcmchLWqBCe5ONk3Csa+VP0iMuWolVj59fW5m3M/Dm7FcQRcC3BXd7tDSsfKJU1q6W4jgcz3yFccF/pqQE0XCXv0PcPVaoAbg1WvfevTaAqvdAlLn3RbPLV3oeqJxSFW6rzwRqf0ggFYj7F2yXNrF1B7zuMlQdaNU8SXwhBSA/krcuT153z73pqdHNLeqe6+kSPdocKKPh1pqf1Lga/1cvh5U6mLL4gIJ9NSxUmJTP280X0o23e7VXUtxSbYQE3mC0nQ74PIutCozWM5wrq5Dij8r4FAHthWAXan2dg2wyGImwqeQ868q277sgRgG0BmIu51pURJF8MVkMxedGHymMparKyAcMBuWK6nzwsztnNUeZ3XOeOkwScjV/gCvwxeoAXgdvvn10tceC1QSemxhf0qgQ8fYGqkLmxFA4OsAc/rH3/ud8MAuyydJmZvVM07hqxyivCPFHxGQJ3oNETdYvpWQlIk5qrW3HxDg6lVNgzdklIsNGCh9XJDLjiZwAhkVCWWpYuODfohDEqSPWY8TN2VANu0O+CsCnHoQwQPI5pklQC9UhoipzclNjQ4zB3vLfnY1v1VwTtT+hGU8Zz0Hy7KkzosEOW3fNE07SZAuXI+b9LmKpbND4ZmFKtQwhq2+J3c9PBhdx3J1HKYSx042XUvUeQ2hMuPXPz34Fm70mcaoj989FqgB+O6xYz1KbYF73QJdtQ8IwIJKEkBM6FCyZZSUQ5vkanRNKGC+73AtEexBjheu4vxEKT7MdmzF30NoIaV//48wZbtgF6Md5tKUYtt5e/pGnB6WaoylyYVejN5A9udkVJBulDOPCVxBRruWQNFKgJxSUjlLeDoAThWXzzFGqcvdnNUuKSDh9wGjImNbmtxbSHMeZROHaObsWJK52JM/AMwVoPqUoqSb5gn3N9s8Lpsn30k2HcNXuVW8DVcFbA2IWJT6N9EIbN5noZvOqAOcqP0OgkUGOYBfe/AdWnt8rz/Ua/kEagBey29wvbw13wLSiq2ncyeXVyh19hBkO7ko/53QYWRrJP+vtHw/ISkr6VxKNPcs18TmYyWKT6WvjfUgMkAtmaj9eoK5Pu7viXBncn5BpDGl+Gkh4MAO0H+I7kPJTS2pybWSkhMSJDuPcYFLvpKWPkoI3c4WQF/sNVH8ZQIvyuYUHEqOe57q0TvgsrubCLci57udaFdLXxAgdDW/Ar4cMnIsVdkcerXBVVpMKT5GQA6oPw0Y7dB/b+KjBLi4MqAbif/sTG5+e7lPRRHp9oDBrmTTJBuHt0Z4Gczl3e3OKMYgdU4QVJCJEPz+HUgP2IAtr8k88iomQ7lpF91HTedRGX12fWSUBWoArp+N2gJz2AKJ4rOZJTZ9pwscPY/RT2eart9FGggXlI5W/0uOnzDq3K7ilwe9utUB4OkBkDYQOrZzdOBCJ2bf3Ilk4TK131PF5vp2Ozci+CA53gcQqWJLtto+O873ks1j82skij9KwIkaGGCFJYWiVPEyAC1/7R3o7ZEo/gi965vAO+izeGfYAVut8kbZWGqRLdMvNpAtdHar4g+p2n8C6Hb3KfScBluFqlCq+DclNaM3ks38IwR36F8Pm4f1rgHkM6d5INnM64g9uE8+QkhtjOxv6A0hWwWr18C9Gwu/jBQrkCR9Eo7VfpKYIv4cwaI+GuCFxMqXkpsun+l5ShS/zRSX/JxGahnPNE59fNACNQDXT0VtgTlsgbLsXOZSxlFVSbxh05cmHwGkZ8qDnAez48MRTEt2vJ9QwwHjJ8lmOcPaA4VzW1u80L0/BH0yZKuvX7kUxyf4GMVi8fFQjoUS+DNLOr7S8icLiWOVInA9GTmXrQM9xZapvVt2jK8lm6dkc28fbgL2fp0F3/QoAJZW3Efo5nrHccDIgbq/hpUfPT27RvpkcsLJH0rxMwXk2cp3evez0yaW4peZnnE2gm4hgm3Ipn0suNbvOdCFAVv7VO9buU5a4BfCEqHIwD3OWK42RzdxMoejmhFsAPicoOJ6Aj8fsnnIdOdla2o/KAU/lNNt+v5XBozy7PmZhqiPz2CBGoDrR6S2wBy2QFmvNp+mxWEDBEcNY00qL8WX59hOuJCrG6Y21H9OXCRBZQDE48hmOcM6gxjFb1XBfuWSkV7S4IRLLirmqc4X1GOv+grZfHH5eKr2rQA9D3M/IUiquEh06gLbz/Naxonax1ns1M2hlIFcLg0qE3WMBuCe0ALBX5LNog42VWzx7wXZ+lfOz+uqE7VPMuISb5cvkc1CNCFV+3sA8xh0n66wFO/qP1jc8odlRpf5rK2WOeszyIrlBmg03gPoKZ7lqlBnqj7GmdayY7cqpA0FLQrZ6pNMHPb4dxXvF2S73oeWjt8WMHI7+LrdPRaoAfjusWM9Sm2B1WYBv/Oy2sySSxk3dMGjx4bUj/aD4E/HUjx0MYEXFMAInBWgeTBJt3sbfHHHpwl4Za+/jgjZyikTi+4l97jtVDtNcbH/AAAgAElEQVQAd8hrcx1Augxk44mmk0Mk0KcGVK7DBXBtwOjx+eBlWURB7w3Zci7qrtr7BKAljVm7LmDk3NhTcgISeblPwWo1GoAn9xJSpztM8Ftk0+2qpbICEvriuP3czng+Gbm4+ZSW7h4itDItN0Ui2YZckKs72a7dSrGe5cYfwnPt4/YFtzXRz3Xdd3/GgjdAeLlnuSri6tV7uFK37dhAaDW+j8qPETiGjI6f6UHt1ybOegv4bMjoZTOdWx9fNQvUALxq9qp71xa4VywgLZmfonFqLlt3F16qpxB4dWnylxFTh5TLa8oLkzpfFeSUfqyl0EENtsoZ1pBu30JYabHe/MPg0oCRA5q8SZ3jBHkaxn72K+nWTYQNSypH2o+emKO8ayR4Ldl04FyR5EuJqcjimBmdIqwUyXr9NWDLlVZNswMuFKIInEFGrq43UfxqAs6tXZZOLLvFASZLsbK1qY+fSvFXVagi9cbKrj95qJB+1tkwTf8RBhvsRG7QkxTMssaLBDRBo2OsYfgSEB/xLFdFrLj6QEqd3QSckas82XG791Xqz8Hz2tsAwQcF7V4+Nu0Hwb3yr2HtuWgNwGvPvaxXsg5YQOq8Rv01nLbq85m5pAuxgGGmkOL3GZdwfsyAbSW6h67HBX2UkRlwuGQr2yG6WGj2Eh/cmXUV7x/0WKEGBB68aISV3jiOZ0FvCtlaVALoEy3RyQNnn5xhqtjYrRwH8xTSrdfjxC+yucV/FLClBxZXPlRRNuoSzfUti3s0ALePU8+V/f7Q02smij9NwO30UujQBlsum7qSGHZ2yMh5FKSlWwlhqa7ZqRQ5jWRpWVOgeQAco5egN4ds9SXCpYqt/Ge7bC38BtkckHN0tmk0dgd0AcCnodstWLSq97mrzosC6PMA5vm7dmcKHdhgdPZ0/zyk9iECTVCjcDFXXfPrwD+ve3yJNQDf4yavL1hb4L+zQEagQXNJFy5bAjcn4NENNvvisNUrSZNHCmkZBH5PBIeQ4wPUhdJt9xMaluWbJ0F1iHQPcqIPAMpZww6skOw+xgUFtaI0eZiQuvphyYTr11tIbnizB7ByaRG64OPnsekYoKTOyYJe48GrUG6S4rPkXeoC3h4ycqU9qWJLqvKyiOkDyYmbRwFwop4ohekZk5GjX0zVvg7gYzNA1HZkyyk0pYoN/F2cuMxKVYkLX0I2n53bXOq8R5BznRP8ITD+BJLKj5f1ggH8gwieOkxtCmNjO3iWq5cgSZzbfFgb8nH2D6LxUnJjX/I1eJb0j42ADWzX68lDsj4Cpk3Y+++e4Prs3AI1ANfPQm2BNdQCUmeRoJzQ362C4CLgsreS+4+UoJMmDxbSMmPSUg/CF1VNcaeWPWYMgcVcczfzn4hkz3KM0wOUveRzpSQD9Z3KSURlcglBJ4VsFeL1/dzJ+lzIllNr6mrZswIEjsqS4A/oxRvKHxECvhYycq7yVPF1ADx4Omm/H47eAXe+KciBZQo9t8HW1yWngGSlSARMUKI17sBInR0FFRSdBBdYhrPXBLYPCZdBnYIvyT+ApGVb+92vL3PqxYyzMSefJKQFReUoHWUYy1Ua2o76PdOxXEmdd1isvHf/9KuMYKPlRSqGga+bg+16F5aPdtF9/DxuUtBgrqH/PNaIadcAvEbcpnqS64IFTB7P1rkqZAdeltB2by5r17ervEvaqwcNWi9LZsKZADf2R1PvcnWaveXm458Gwnn97XXA1F7l+LHflZu0n2OBErQ4ZMvp91qbUvyMECg0bIngyeR4Xt5jZU35Lm2KGHsgudHfrX5V6JgkoLvuSkw90lSF+ok8ekxVqcxlLufCtdppS5IaBcCpYgMmx4NN0NFh9isg4Ttk5LLHE8XHE8jrmM8PvBSiFL9dQK4adEPAyIF/dk7n84QOymyBr4Yl2k5JGwmdQi95WBmXH8ZYrgx8vzIdy1VFWcmu+H0PvkWsuXpPy2VbvWPD5SYHn57eL/bMNlwZ2cxkHtONs64eqwF4Xb3z9brnlAUq5A+LA8d13LpxNpOUlt4faJwiDz7ZObo9A+HmSCIHadmThMDKlHIuaAPOoRnPVVlCIwb5C9p7bckt7+iBTi+ByYNgX+JPovg0073187sgYMvRUVpLFVuc2O3ECBRlPOXyHCE9JuTE8VLcElDU2BLJFuSCWyosVYeHbH18GgAu4stE8gBywV8TxcfQM1kRwfHkuIuX9++seRDZdMloqWJjznpkBrK92HZXy/YKEDhXsaQkYLCQbOYqT+bmtlju3tlanWv6iTmdZd/9boTfAnjdKJYr+0ABJq3Gt0SwoQuJ7kiCDaMKTbHyQ8Z9Xb4WwT7ikJmeO2lyTyA9MlfUSqBdVuXDcabx15XjNQCvK3e6XuectkCq2HaPbgfs2+1Ws+mB2DE0zdSk+GiL3ZX7CfpigMZbyPlDhdnv1LJHjyEwRqZCqF7QcSFbQ2p/XaJOQWkpoEhGyq8pxZ8R4FzI1rrgjvM8+EiTD/c8z77GtieA0NWyFwcIcm3eW8hoC3d+SVuXwFVk5Ni1+newWfZ02Q1L4MNk9LZhAFxJ2EqI5nqWsJWqfS7Afd34wPMbbgdtruSg+BAiGvclN/6n1DnQqCizVfLvGfFGRrdZvpcCPhwyelthD7UPDUCXFZ0RlAS7kOODSVVj4VeQYhJJUpSD9d1XxzttOr5yQO5mUcrmHvasdLVsz8AlWmVJYb4tJfQ4sjVyt9x/3WVbA+GR8rv7/FgNwMMsPvNvNQDPbKO6R22B1W4BYywSZHJzz+y/GH+dQosajAoRhOkmYy7BMEvQcjsz/2r+JUHLki5qTctj3K7b7rcBGl9UL4ZrO7NPkE2nPFR58fclcQk4LWRUlDf5uKgldOUiCj8kmkXyUfkjgcANwPInkFuYlKABl4GA240TeiPZOknSPKFjxBhOLOJO4MEbMPpTovhTBBwFY0512VV8WODFIowPO2TrgOEA3HmYIJ8xrpsDth7or/9H9LKrH0pGfyhLPRK8iGw6wEvVvhKg+xgoqzZJndeaS9n9Lv0xYGNh/vGzUu1tG2ARkyWCN5HjRUZ4Yecw/CSI+6KbPG/YvfYEG1Zm9MT8uIATwpI61OB96xxrJU599xI4K2Tk+LNnapbNngJHEjQuaRfX7l27P9ww01j18Z4FagCun4baAnPIAlL8cmU8yI8oT4uAUTAuIiOjSZy22Q4P2PATuWZt3pnge8jmu4e/1LUB0DEQLl76BM8Exg+qukelznsFvaM3Lo5nieJSip+hUry3zL4k/W49YVNzN7t4qYB3hJ63OVH7iCyJzLXrA09Bmah9Rs5jLOAtIaOPlkULAHwrYLSb1HmWIJ+0hcvJ6OnDANh/pJjHwdoPA0Y7VxSQ/how8nXEnR8K2sk6EsHLyPHPTqm9Swi6UiNbAtHYhtz4F9KK+wpdW5srkTLd49BTZdrfqdp/A7i5X/dXQkZ9zGButIzl6sme5arImM5t7RPCrMzIlXX5sY4JRxBsSJOPBGRZzn3UlwReSEZfnelZsuNdxS8LAAPe4pqZPfjDLtKjxtjq0zuezZh1n8wCNQDXT0JtgTlmgYy/VxZfs5feBuXpEfgUECyaqea39OK03XCjN4a+STTeSs4vmJrK4/dTIrojFxPBQVV5wkTxyVa+k59bFXtI1HkHS1m5xsSVi71LnRcLcu5mSe2A4UIrv5EmNxFSKyUKs5dTsC85fr4U7ycgV2u6ImC0a0WwfknAaDOpva16O8xfB4y2GgbAXS17SZDFvq2dEzB6flkBCcC5AaPneZf5//XWmMWaE8Vn5cxi5WQzKf6wfSD4F2ufXKLU+URe6kPwt0DwpIGwQMZy9TLPcjUgBzmlzu5hVuPrSq38dV41ihvc2/lTAPJEOzvlt0RzG5JF7H7U4+8/pOxj0LGEldptRPA2cnykwtYc+yc1Z6dTA/CcvTX1xNZ1C6xUe7swc/sVnMPeJktNkB5oLhpFJ5nbTlr+KCA5RV4r17+2/5EiPbrBlr3MB1qi+IMEiril7RKJqYPJTfuIPsoSgDZICh3WKMkelnV/ASwhsNDcuq6v4vMAPNf+30QMQkbOnVwGMQCOWetf+tfGm2CexVfXtz53oHv/DbDgn0KnA8DTXIZWo7tESCy5ykbqBGxFw13Qk28R0g9n19bHQ7YOT9Q+wbtXbVdighcfksrygdlc+hm33A7mmeaVkDqPF2S73yADxnRPcuKbfk3Ps3Kp3NCEnsOSipL7PQxfCuJDCJOn4U4UoN+7j50XpdIXyeJj6g4CB5JRMW6vrxopYku0KqQHy2ud6d+VF/KwD8ABlSVTRSKjGaUPZ7pGfdz/S6wNUVugtsDctoA0uY+QvAlgQarvZ3x9inRRgxNuNzldGwKqTu0IGD+S5FT13KrYAoDfmBuYbBb1sJIaQsdqhwvqwhTat8HW+RnwOGF7KzW6vwfFQgVImnyCkBbkHwR2I6Nv2QeDkOSavzbHHS2DWOosFuQ+RAS9MWTrpHKyE6FDydYZqeKSxCDMk/AAgY5MA8CNAaNtpc7HbIxsLLwtZPRhKb6il9HL3Y1jO1X7qtzmQvqakBOnljmqAXw7YORi9qPoKKX4wQLcR4e1cnZ1YfMwfBaI8z3LlYF4XyvHlb0dbyVMzjAaINjwLmr7uHDxad+mEmi3MbZyt/vQR0X66wbA/NzzYipK5XaufZTlH1DTPWv1sdlboN4Bz95Wdc/aAveqBaTOG4TUgLgoG/ITOp9IF5ETA2xW5QlLk3sLOhWQi0P69iNCb+OQOF6/xJ6Dj38SOIRs5sIDJtS+GZBeKMizcunfCbBnXpLiqRELdq58d2mjJeqcyIKGMovjZr/HXybgkoMsiztk6yCp80KfpGY/+5hvT7eXwKlk9JqyYMIU0sfMA8MqAPeLSGSZ2KliyzR3NcxEeB9gan0hKDKD6YhImrcIHXORO3DKQLC5uEzHKWlFQC0kJ9xHhNSLIefz7nuIxsZ2hNLLIbwYSTJAhFJhy7JTb+pCB84bQrBR5rEuXcPFuGd6cLtqHxBkO+YiGz47Rz/P3M1Ny0Go291sgRqA72aD1sPVFlidFjB6SGDMykD63IseED4GdBdZTeuoOVgdqDBltcElHVlOCenRVZ5iG8PL0lmZUh6LnkqRHlLedd+p2x45hobVvT7MX/evRGNPcuOfDwFac9s+g4y+c7uWbrEBwmsEuJIjy2omo09X5PssyWlzoHunAHNDu/jwv/GfzTbAek8PEDhwJ/gjsrmwvJO1XTWgfw7ZAV8tn0HMjOu6LcBYtKz9ImC0tdQ5XJDTFwZweeASunqua0C/ICLL9DayENu1ug8Qgu8mmy7buOLCXkYkT+pjEFsPD/EsV+/CVDIQDhjCdHYVMe+AnMYzv8eTumXBRtjYwgZ9akUE3k5P0znqeZhS+ykW5sjrknv9tNx4w0O2RtaRr87nfF0ZuwbgdeVO1+ucMxbw2bonmdZqlvU7tojc8G+rMkFp6c5CaCBcEWR3YvAnkM0B+cDy+InabyL40fJvBL8CrHxTVSFJWr6L0DXWrGLnbLq4ZNOV22RgM7nQy/tt4n+6kZi3F7mh+xhI1b4aoC+bMZpEPpGM2lL7cIE50P0fwZ2N5rGsr5uX+fRzQKevDtC4UkiNDMOg705ifGNg8ozcVU0EhwLJ9VUAThWbS9hRaxLhVimSp+YKSAQ+S0YvSxV/B8Cubm09l7clrrlMYAJvJaOPJIrfYjXHfs03EVM7e3WmZwoo+LBT4GUNRnn9r3WPPMvVl9Dt4+a2xLTAE2w4Ji1/va8DKw/ItYl7dncZ55Zo5TKvffsHkexapQst32sLDwCBfcg5fePKc3ASMHlUXh5WPT7q767i5wfgEYAWlilCZ3v+utivBuB18a7Xa75XLZCo/W6CfUQXdIpCXGSUiKsyua6WvShAYEDsdHF7TdcQ4QmWRTxqPGnZE4Tg5FLNrnX9HaGjclnA3ot+xbbC1GKAhXA9wWPJZsE/7HVtTbzBZzHju0Bzb5IrVirevgFYuYrbSRP4DBm93P4/Vfv7AJ/gf38/Gb2jnClN8B9k83+kzgHmkvZzujhgtEeq9q0A/yc7N3gCkO4j4K3Z33wnkF40BICt7tgldBFqmd0FHGJ/C+nrAox9rZfM5cZ9RILuYwMEVqdtbQkxtQ0wtn6md4z7unV49aQsm1t/B+SyzwWcHjLqJ9RohN8G+BN0u2/vu2uOYMN2w9yzsD10RsiWk0vs7xu/TcAHK79eFLBVkHMMnmPg3jlSzt0sZ7dSu4RovM1KqkY9M8N+9+VjxknuPBl5CxjV+DKDIWsDrcqTVvetLXA3WEBavpWQGItSBTTd6/qaFFjU8Lq4s7mcpLHsperqhws5Of/y/3ICLJrHKHexVl7if1o/RetEAq/qe7kDHwgZVcCh/UCBBoBPLoHDx0K2CkEIH0ss6QbrvIAtt0tP1H49Qdv5u5YCr2wwOl1qP1egZUVDwh0JtbPFOFPFpu/7EPud4BuA4KslYExjpBMtBJ8X4CgtCR2RZn3djtpIQgLotDIAE43dhK7Fca0tCxgtSBVbkpYjDiGSJwDh1gKcOhKgqwK2ntLv2nYfSm9K1P4kwdf6ft8M2HKgWY4xA7iO+P1CcvteottYeBZSdKosV5IRhKQGvkXMlsBHyciVNhU2V7ylMWyhVLOdzT04bLrSICne35e2FSpafszfEjq6+tE13bOXhUIaRwgwKUn3wdWbH6ZAHR+yNbTmfLpx17VjNQCva3e8Xu+csUBXy14YIDBO3kLCrjS5P2fu6fFPliXspn8pdh4KwNyKBTNV1t/cs1rk64cH6ksdzGS7SwOdguWI4LeA5M30OrxZP6cYZB8PBY+zUTKGbBV8xFmymD5evJCBz4R+t5uo80VCOQ/xSl+adH2i+EsEHDFFj8Wqc4SRePhxfh4w2iZVfC4ATxepw0IEm+cqQAK+HAAXmPiBB8ULCRzbD8A4tBzvJZInCqGVM1lbSTQjoWPXeFYGanpzF+kPQ4QFXSQhIxExrd8iqzgBdh1jdEVVEjCBntJHVBGGJ4O4T5XlaqVue/wYxj4vqGAwGxbD9TXRtr4C9AjchEzK0IQrBpq0dKcU4ZEmUFE5eIeAd4eMTBFpVi2bpwNep4fc33SLwMUBuovJTXxoYFbDrrOdagBeZ299vfC5YgGpvQvAA1JZXWf/biLjC8YiYOXHyM3yndu0U7ckJoAGxFVg/53VD48mblj+v0JiO1RLTMrbMp+5/OnyRaX4s/1MW7yQSA4kJxyYVd3sOSdyJlIfmEpTHku9kox2keLHZvJ9Wi8DvuA5AH8gpDcDcu5iK3EKEbaE1MdSeWGK5NMBgjx7+NcJ0leGCBwzE4GfAHp5PwAH7/SxautyqdlDgGcXMxWhdA8hbOf1vJZJ3UBgIg0v9GN+mYxeInUs8ztXXjqFjF4rdXYSVChQCTiqD9wajeMcfWQ3sdhywXIldXb3rvXCeyHgVSEji+0WraLK5H5X6eOm+lD8W0s2Xx+NnD6y710v6LMBQiPTGAra1bGyZDwX33Whgkq7zghJAgSLLX4/V/5drQnzqAF4TbhL9RzXCQtISx8FhAfIKdX0lQq59Rs15BR04jxG18/GIF1H/G/xYT2q0v87BC1Ra2hpSVlIPj/P4pgB2m9kSf1Iij8i4M15H7qaXx1ERn9y4KDOxwUVfNICjg4ZfXBKS3cPEfZKmYAPhoyO7gcYXR2w9eRERiiRxXRNgYnoHiw0bvF/r1wJbDUPMFe1t9HY9sLUT/2ffyO0R2UHfFruXraEqxT4U08ByVzX/HmulWwaxED3BUJYZJWnSJ8dgpsJdFnLkpYE5EKg+Veh85tSMpRj0yrsPha8EcKh6KYGvoUXwse6zWXvd7S6PQUPbpQINqQV2wjd0wHs2LuP+jcRvIBsOrKPapM6r/dsag8qHyPwvSkkR83jgh/N5hny3gzLMXB82ZV2MUED3bNmM1bdZ9ACNQDXT0VtgTlmAenvm6ZY/wAvGVepy3Sv/SvNpUxODNSNDr6Il46nRvqf1XiWKQlt92S7oBPI+QPuQqnzbEGWoFV+gV+fQG8uEzokit/Oniauze2XxLwDyY3cR4Jk/NKFy9l2pa+ki/t23i2oSEQz9aEQwXe9WtLD7VyTyAOSK4SgSAoisIOgYwG63WeK9IAAgcWq/Y5aFk/OE89EjD1OmMo/WG4UdBFBx2Mt6H1E8Bh4nuQUOihEsG/Om+w1gDfxsXU75QqiubcvO9o6m6Mjp/hwovaJBC0eau3PhIkwbJx5LDKWqw8iTHYts1wlWvY6IiiX+dxCwD5gcp5pU4Mqqye54QxEyaisnFXcdqm9T5Zg1YvT+4N/8klzOQXnyKdeWvI/wJi5/18HsI8K1V/fhCAWcwZijzn2z2pOTqcG4Dl5W+pJ1RbILNDVspf6OHFFJckdNpfyIqD5qZnixNKKx6SYMiAuSlu8jWOBiwL8ZxF533+X7S6tuE+KriVo9SnmCOnbQ058IO8rxa/qJS05aDOmJgMSK+WxLOdvANwj709gf6NQlDrf7LnJ9bc7wSetD1j5zmlZX91MJDunCI830gv3C2B1v1cb8YYf7zyCy3N5PKvDBfAKeQ8CQXPv5jt9A+DrCbqMZ+OyFnQ0wLwO+XEAr5F3eVusV6C5p518omU5E9jCRC38tX9CNHcGJo0kxGqlXcs5rN0fGcvVeZ7lqueeVuedJvtYsvfP6bwHLcfaZapSKeZ9mEBfPN8+dixLvPrvQ2pv59WKqrSlCaH3c4i8ZHWMlersMAZZfHdAIYngrXAZ6OHiUTzi9b/ZVbdADcCrbrP6jNoC97gFjBjf4sTl3WRpErdnCVvhycWua8QMq0LqJVC80ZdBlTKYPQyq8zpBVUKGc+9AcviGXODcwVL8AgEGQmP+rP9k1JXR2VLcEmQg7LJ7CRMCcPHTPwowUNrMA+LXyGh/Kf6WgGf4vosAXSzAgbn/bUdBvlxLt5uiUk9FycQmgs0E7eD7mm5vvibT9bVdqWPcsizsIKuhtfYv23GX2LZ+Yi7/XjIZfzWF5EVjWXzZM2ZZXDj8hZD8smTHj5BR5jIfG3u8Z7l6IZKkkIJM1P5YtrvP14MrgfQgcuLmzJbtJwvBVwG58iZvz5u7CJ6XaysXv2pyQYrUEqxs1+ti5cUx4CsBkrdNR8ySXW/yORmxi6pUp/aRcn0KnRk44B0fmsBXvmb9/6tmgRqAV81ede/aAnfJAiaBZyc2EH1vpt3qdBcwcYEMiGGZxA64+l+6+nwAfDzfSY0aK1HntczYtBwhRem1fVGWqNX6XvnXKS1dGCK0zGYHbL79hcCbycgpFUnxM7MyJRVqPUL66pATp3kRA3OZe0k7/Z3OjcxHWtZzPmAW7+UvBBUxYisNEkLbLTpijIz4go8R5DKVheQ9ROjd2boVLvmKTn7PVJqENCccuZGOuQq5+/gYFe5zfYPgf+Qzhc1dK6QvzMXrBbwdkBGn5PW4TkUpVWx2ysuyrgwY7eLWsh4eijS8HCmOReJKzhzBRor48z604Jes84noAJLO+1Bh4MrNcl7AqEK44sqdXumB17nsS+2HtI+Skit72HOg7MPKYvQ5g1m526Up0sUNThQ0oqOepel+N6rSLrpb5dSkd2WMtfmcGoDX5rtbr21OWMDL5FnJSuQnZG7Tc4Dxc0muvCuTNLKHFOmhWUlPjxyjNNa3bVc4HYevdzG/yb/E+2s5oU8GGRD/OR8zqzee/EguZFD8Dp0QsuWSsUwmEMAXBBXasXk5jRRvL/Ci3s7O4sXc22ds+3paB7C7ptCLCR7mr3FuivT8XEKQ4G0p0uPymmIC58kBrtwaTOqQ4Euy/4e5cfMkLtsB3w+AY+si8GkBjgyE4HFCegTA+f68txHIy3OWWXw330lLQsp05wDB7gbUfo7LiXBncr5xQLfQCEwo4Ux0U1dGZfcLkJUZFa54i8GHjBx9pLRkc6FxetlV7+f1BrLZ532wrGmfYOW8BKV2i5C+L+REX/Z0uYP0z/sA65mb2YhB8uex6GIlZYFLrBoUepjtcyot3SJFsB8dS1vGfpZnwc92jHWlXw3A68qdrtd5r1mgIgDfNw+CFwLpucDUeVWawdlOuKv2wYHLnMbTBs/hr7Ia4OYZJI2nYqCZgk4KGRDv33+Qf7c63ADNE8q7dp+5azSUrVL/K4nG4eTGN0qdhwrpF8qEEgI+GjJ6i+2SU+EiEvOyc3k1XRIUL8kFHQjcAHRfJTSMytGBRIr0xQHCY+HrZK32N2O6cm0S4C+NAtGD1tmC3FoE2Y4zr1G2ZK7H+HNWwrmxC4CwbOtcgvFnBJbJ21PQSQQeBTDfgZ+QQFcH4Nfz9ec81u7vRvgdgD9Gt3uM/XmHljx8HsZsF7xTqX/hqrawgJBWEup0QyZbmLml3Vq0fCsgMcKV/MOkML8RdgDfOorcPxl2j1cqflwIHZF/mFT6WKnZZ3x8t1Cimu3zl83NatC5r5DaTr2UrV2M0vMOrMrAa3nfGoDX8htcL29uWEDq2I7MhOhNus9pxg5pl6TAuSFwnvEkr+rMjWMagMWJB5JoAHSyOGnj0+RGfx82thQ/32f8VpiSaIpJi8ras9KSRwDzTijv6ACsIPAWMjpNQygVc57lirKRgfAFBI73erp+F2uJWC6ZK09U+qmAs3u8y/yVHS/VLF9cIjSxxKk8hnxxqR7ayoRyogsrP9pUPjOcwPkq9In12dLu23ZvJnRwVAY06c0Jk/0aGDPXs9cixhlklLmmx8KvIkUbSeKYxbxOsMWgCzexZVeTkaOQTNR+T2kXnQFtSR85G8MSstY70ocMXPy51M4jgreT4wMawtm5k3sD6Rvzj4n+U3UTEZ4Bt+Odb0IXq9SyD4J0P0EGuo5JrNok3Aby0gDBB+rkrUH71AC8So9c3bm2wH9nAdOHTZHuHiDcLVX6LEB/jigAACAASURBVJI+aWlg3O8QOAcIzyfn/2tVrmou7xTBwZ5xqqrr6l7wAXTKsDhxJgTQMXUcI/Lo4woexlctxRZHfV95frbrDBCZS/mOFJNnEHIZzFlzMc+XpmgfzIyH2jUCBgSWpVyISGRZys5V6mki+d5U6REkXTmVnZNzOBP8ofwO2EqhAOa1z1YTnFN+mgiDo7YEYNnGrsSL4G8FWaazy3Y22UAAPuvcfRxsJcjFSY0SM4V2ylm7TD2JaO5A8k6E4SkgNkU3cYxTXnTDEtPycUtlWJOPFNKzSztyO6VtlKCWuJbbJfNuOLWifOeeH/opEbyHHC+Su/rugTqW4W0Z1AV3d8nWl2Wg25xRR7r63GXZ1vTu5eJjptLNfThZ5vllQHpZTs5SHav+2z3DdastUFvg3rCAtOwBcNzE6e5yYBwM1Fxm89L3iOAcYOz8VVFNsl1oitQSdcw9XVAcltZ6cYLkE2NcMEDI8R/FW86DjEXpdRXbJJakBTQWkRv/0wON7epN5P4RpZe8uXuPsFii1DlRPd1f63IlkRwAhAeVwdt26Cl0P3qaw0xbN/hQQTUp2W7qfPq4bZZslSeFydzQ495e/8nrVwn+WVBey2zu3FxL2bixH+f7XwnQJckR+I36bWUJZp5QQ1cRuFAlFSlCu5CtK9FovNexRHUTFwboatlLjBkqG9I18w4cYglr/lhfPS4dG1dzLwfkmbvZFKhM+7mIGftx/iXogyFbuYJUcXuW6++bbowNLL5rLuphCXqLU3DxGCPP/DW7pz6jsjTQDYwCtJK0V4zxZ1N/ChBcCsy/jKQJXtRtBgvUAFw/IrUF5oAFLAkHWG832x1Dsp2xSwaqNoLXpEjPDYDzywlSMy2hq/hlQZawVQgplM65kU77NlpcjRNLy5/igcARX5TaH4V0UcgJt4uVlm+aIv0woYITOgM0vpNsvk/qHCsor5+1QzdOIT2wgfAg71p1Q5srGuD+gozX2tq3rGxJkFP4IfhVQWUeYiPZMG5ma8sBVO1m2cWe39oUijLlJMC5sLfyY/44jz8D/GEeSwZ0AxA8CpCLV1tmcf8Hg9fbHQsOh3CwZ7laWhWdAHBzAhzSwO+vTvGw06s2Mhe3MYFldowf4r0Prxly708GVh5tcoflY9KKbYHEiDNKnoa8h5Vp8ZQA6WJywukzz6ZJy5+cuZfT5+Z10kPOM8/BZfZfiNalJIfGn2dzvXW1Tw3A6+qdr9c9Zy3gM2aflVq8OAPjcrJTed7XCjh3ClNfX5+b/nY2C+pq2Z4hggPzcpvyOVl2cXLiHUg+vxE3tfhq0aTOgUJqOzJXwlNq302RLmpwwrlCpfjVAixBqxTnNvYpY1UK97GEptK5NxPhgSm6B5cSpQzoTlWJgMLKlAgWBBMErE44JyYpXMkArCb5/tn4rta4ry7WU0DmesW2e8/LpYy/OHfVG5d1Hme1WmOXUCTgLALbAXC7fEueI5v7IAwPAHG8Z7n6rdR5l6BCBYjO1d04GEjWN6AqjW3D/D6BXm4lOiVFKysNq+xeeRHReBe50Q3998Qlb5mr3zwQ1WYkLacDjcW5p2Km58NqzVNgvywzfUCqMLOqE35wOseXcRV30jNdf108XgPwunjX6zWvMRaQNA5M7pECuzNL4BpwLfrF3JDFjJMLyAUFMcSohVo9cQq83NeketdtCXCBUwLoM2SreOlL/9gI2OBID8R9yUB03MiJ0WP+wrKq5dzUciUoHrCMSclimWO+nCd/9yw3BighOCinhPSnWIZxobgE8GL0xCUKYOxfn24H6BKjAHUAVhOWyuA6zDQlUHbMT5tbpzRN7wiD8CJBXk2ItxJTO7Jxn21Aszl3Rbf7wyr3NYDvEslBKbhPhXLSgOwsMnLJclLnRRkRxoA8pdUtH1+OCWf9HfOYlU/lO//SWly44rNks2Dmmu5htw8yOvey0x/OP06qp9izdSmgy6r14WvMP6Q5OtEagOfojamnVVugagHJdnSdvXpgTAcQ1UbgFyl4boD0gpkIOaRbFqTY6LUeiHO3b2lIl4R0WrmeWFq6lZe3q5TDaAURnAB0FwET/07RsezhQqzBgQf48QDJt4XAynKK5CSBRgxiruXcRd4FdBPAnAvb4re2o80/QGwn5hOM9DeAVt9bbiuq3NcASu7ovCv/WSIOMWWgfE6leLG+WaHSfD7nbfpXKL0CwgvU7V6SIv5CpcTnXDq3cGiiDaXyMHaN/jJk9NEpLXtC6MQyMnnFUmvbB0zI6P35b1JnIqv91UEA/S6/d4aXYvwCGVkC2bRNWr4vkOynTAZzoBbYn2xu+csChJeS4wWF5kxj18dXzQI1AK+averetQVWyQJS/Digccts3YCzHTzLVo73SUG/M2aeXFQdwpKKzg2s1IdNS1oa2aT4lVkcsScIX8AU8NMEOjnM4sQu1tfVsmdlakt98oUGs7+kE3kYPyPTPA5PrNAq/oAIP22c0mUWJoLvB7S3ilpdLvXx1zyua7txcwNbK7mbcUeVhnH4Io30JIvnlqBrBZBlVZdabzzhz2BPkMJ4s8P1m6ciDa9Aineoe8slwIZGPOJYuawZwQeArynLpi63HxPdQ4ANlwNTBqZHVOeZZag33tlLcFuxNdB9vVfIclKNpZYSOHEKOnOe55Aetm7J1jyZlwuZF6XQfO7vz6sNdBPgsnmMckWp4aa8C7+a5CQwbwm5YaEudReGWatOqQF4rbqd9WLmkgUStU8i+Ho/p78IMNfptSl0bQPRtaTFKe+eJk3uZQlczOKBozJV/5C5qYMLyfEfjLqytGwPIDgsr4ut9PuHgI8FGFtMbuTixBlw401DKA0vToBFDfAvgj4MX2frx1tpvwUIntFLgHLEGZ+j42rOd7T8eyUe+ZeSNJ6VZ1Vd8vZx0MfqVZq/afCOeOepyJy2jOXS7tmUonL6zB8EbO3lWK6IL2pl/E0hNVdvQTxh7FkpEFg9dNluhE4mW6/zVJP20eIEIPJmZTtdJO8f48T3M5uaGlX6Srh47ED7q8XZA0wtJjcdUdO9ZH6Cxn4BguciC11UPjzyMXVFVjLkyoVmnaQ101Prk8nMLhaO2BGQ/X/DzkugXWpqysyCNQDP9CTVx2sL3EULSJ2bNKjFW3rpwqgRHSgD6bV31wvQ6k8zMKa9eKs8wf76pjRkpU0GxvP7eJ+LV7NWbJ2i+xpfxuRjqz1jmFBBgHlfsOSgLHEsNZYmA+K+l70pJQWOBERG9HF8xZznArAYdIlW0egqTTc3j+einDBVnC5hZY9Ra7a7YHe6MYKNIkMpT890jbf0r8o7ifTxHNvkBIA/0tTSb3gFpMJt72kvzZ1ccuXznynSo0Ogo0ybuSJob0xl/Ag57vWF41f42uaCNasE0j8C0tOGZatnoO3uwb7KYucmODFqjZdmoMvLyHEjJ/mvmk8adGCbAa4D2yK8UB3csuFDtopEtf/q4mv4yTUAr+E3sJ7+3LWAUVA2ELw/lR5L9ivVjJi1Ze5ea0o/AYIfA/oJ2bId311uUrxrCj47AHYb/THAW4X03BS8aFiNqMUfU6SH+zhxn8C7n9g5KdLPNThxSeZydyQeL65MeklWP2yC9zKO5TKxhGVw/w1AJmTgdgb6gfpd4ZMeqO1wKVZrdbOqumZna6/ZArFlQb86HFvwNAhLu90lF3le6iI7XcDpRkdZufDFtuYUeFlV0tF22UbzGbL1LqkdAYEpMVm9dk4UUh7KuMM/PYzXW/r35kB3P1OXyhWkhi9elkRmjFSXktEfZ2ugAfB0fODL/Y5Wfnc70uNSPd2egWuAeW+o3dD5c35X70R9Xm2B2gKzskD2gnWxy+1SBNtl5SzKmZpmGIMmn+dB2XbKvI5sWtnMKjdp8kkp0j0zMB5OHQhgSRYzNm5iV9vZxx/tFXiMdnGA79fYqID0dNuhJYj3yeLD1R0ffspMAtBe3k4IodSq2c0l929/RwkiV6cHrwfslrUdNja5HcQCTS27sKz9azzUzNSb+na2hE5Iwa4XuuhjO8uYwoxiM9woRfJq72EYqPs2CcgARnPZy0Q3K0jxllm5EIykwxGIDGsEzLtwKZBcNpMk4agxpOWPztzHae5OzmPwMz239mF0g4AbAsftbf81b6hrhfvNVu+AV/k1Vp9QW+C/t4DUfmACODDOAJn2YhvIbh1xpf+jkf1n7uufAOP2YptalVkZR3EK7e3B2DNCDYwQZzFj0/KNLyO3LGLWFqME8Cplur6Vpr8SPBnonpki3J+gxTyrazuXwB9S4Q0V70CZLtLgZliG86osdZX7SpoqUYT+30bj97vgP/+5Y3tNLbugpw/saoFvFWQxaBfbzBp/JejKAHxmiUwkOwKYQpJJKQaCLIPcM2z1TdF7Cnox9gx0b3sk0Ng347VmxY2dnS+ha2VRAXgJEF62qol/0u1bAMmO2X/uA8nKnAZK1IYblL80EY0U6c9S8IYGcMNd4TNf5Zu1hp9QA/AafgPr6a89FrhTy7YOwRIoO2AeyohVRbx8l2zu6xBj15Hzbfc4q5bx++I5AQJzU1eEGIohVsiVNhkYT12WszFJy7ZOEbzB7+KqiT6pEW8ECL6VIt2tLEKfjyrwS0T6oH5Q0b8BljN1R9TvWjZ2JkG4utouu+516veuumbh7397w7cfvOUDy4lV5jKvlj5dYS/UIcIHRophsoT2kWRazk8ZMt+fpdBJIX62mNylmwGqxeCnrEbX4rmj7svtgs4NEFidtJFjzErEI6sv7/i4Lc2l/FhVEsNG21S3AMH1mWoVbwAaN5AbFqpNq+terI3j1gC8Nt7Vek1rhQWyut/l2wMyl7VzYcsLCMxigUbsf20muaefAOvbS9JKd6Zt0vJHpeju68F46E4L4J3ZS5/GfnWZucSluAXQ6BAPGbaTJ/AVAEYbuXM1u5qAZYj/HoCT+xvRTDd5RCbvTKu6a8ffetSx53500ck7XnPlJd9buPOOBROXKUtVGK3uNMYrDYLknZb9DARtHxMvNJLzGRH8JpCcQk6YmpPXU9ZzlGWzDyHacL1M2eqcBLgkRNPCBFbfPG1bqdt2HMOYaTXvKKQWp59lCMRxWP8khWx9N4TQDeTEXZIsnGmO6+LxGoDXxbter3mNtYC04j5AYuo+28mDci9Td8ZlGWG+T/BKrrcY3XRKNVLnYcik5nYfsWuzC1ot6jkJdHGIsUvN7Sm5TF5TMRrG1HS1wF8zE1GoxhNt125sTJuWVjJdWdGMC76rHb64+KyfHnzoa7e64Lwzr9lrr2dVhe/Lw9rOz+ZcyRLXN4hgmZdrHMgIzup98Skyuk5a9sQUQR4OqFJ95tfKY/MXA7deRj7aPkiGtju05BENNHYkYP891oc3Rgh9DAxhO9vrs52t/df5GblFLaxwVx+kGc6rAXg1GbYetrbAPWUBafLhCbQ9IR9PdsA2IEM4Yj62s/l/9r4ETI6q3v6cWzNhT3cn4INE9PnE3ScICoLihuITERFc/iIooLgrsjzFBVfcNbiAO4iAuwjKooAbIiggRJ4oCi64kCCQ6epJyDZddf7f79at6uqe7plOmIQsdb9vvmS6q27d+lVNnfpt5xin9HVRp1Cmq/Aq88yaDwRwqEDL/U7lqZ6fApdEmPUjYMIqnd9YJqkoreFvAG8J/aG9XNflXt/1ZcbiOFdddU38lKcfuNWZZ5z2+5cd/uIBXqjfvMycFfY39i6MDRC9sIKtBcDoGUDyUCA9MOhDT/KMs8m0KCuIcxeTNeNfnjSW6c4dt8TongRLYKsdhzEagb+mgBFuLHQebN3CNZW+HOY41TaDLVABcHV3VBbYBC0gtR6fek85r7r2oDxEvlQrSgVeN2QP5dldQg/SPTtZ64sg4w+2/OSAoYsEXiLwtijrAX55n95U8+RMTL5H79aKyqzlZf2OW2/9Cx6319PjD55ycvP1r3tl6AGetIZ+zFt3B0AuJBlLe/0x9Tng9I7IF2f5/uw+tJ++UOs2+Orl6GJyu5+Vjyz9c6s2tt3TgfZjLwYWBel3vH5Gs9zwtYS7PkH62whcSNYs7F+N+9ACFQDfh8avDr1pWiD0zX6acLMFLXLg7ebNJEgXRZh1O5AuImfbA3u9DWnJbCCyohvL/4V8sgaQdPQuy2T8fCvUdQ5RKLrZxjMwmeZwJlvnFXQMWAaB/KWEM+WkBzDjPu7jpU1ivRqkarRO7DY21sTj99ovfuUrjkjedtJxA4kkeg5u7Fp2Lcth83yTnwj4tYWoM3avDqVlzxy3mqebIr04Z8Ky71eruZuBLYE9ghKTXbdSxfXgN5/O9cpagHpbmdaJAUuTStab3ZoPpPMANw/gPNN6BjCP2c+1ZP2t63odG/r8FQBv6FeoWt9GZ4FUsXkuA/szwwmtJnC7slaWHpAe9YANrFrcq/06k8aQluycg7KKVijlEn3THIo3Z9Sa6Q3O6+Zar+rdBEYOFdzBAYwHEWT8BFAzSBv2eQkoqxoNXoYkkDP3CHvSk5+9fN9993Ef+sDJvTKGgxZhudFJuVUCV8irMfmXnd5K6TCX/hDCyxeRtWuttzfJcrZlsB3yJYB/ElJrSbsh67lNF5JzjbhknYxMu3rUA2uKdL7zqlGcJ18Vnv1/KiasfFEVJWVFRblObtBq0s3bAtYjm6TJ15xzg5RmhjaQpHHSPGgsYvCkUw/YI96TBmYtBv51B/mQVUNPOsWG0tijAe6ZgmUgGAaQLG/sveSsWjb5PTC6i6BDMjDuaisqr+AmglsIekifZXVxN8804JaP96L/dxS2334uPnvax4cxYz9OaVNv+iNA8+z7yvpl2sA8D3C/aGP11iOI9shefPzPIP7u3vXcGVIE15VagOz+uNfDIjerkcyfhWhe5rma14r59IAq81p3EmDgOgyN53TrWUhMPGVdvmBOt4AN4fuZe33cEM6mWkNlgQ3EAllPr3s4vbA5dzJBAYZ/s98Hc+Wu5SkYX7IHaQNo86At9J0gXZzCLR7FhHnTfYn7pzpeJhTfNED24etAGvLIIddojF1W4GWe2RYCHwZo354WnvJU/cQVhjxU92ZrAtavff0JaDZjfPPrZ6zxsZhRSroSb3XvHL/JKs/ZDKIS1ko2JJsUTL3pWgPcBLwhyoqkhu7vzhcSdJwDqJrXaqFgzjPPVZnHavej/QxQSVpjs4Qd7D70aYXFAhe78H/ALQaWXU7OW762M28q+1UAvKlcyeo8NioLBG9jnoPbyUC6DM4d0J7xh6IRQXiQtrB3HvpOoMWRfzgmi4GRxdNRXWbk+20Pyg5udyG1VpcBodbuy2KVtxZ2B2RtO1aINIhpycgohsl33qvr/s53fQDXXPMbXH7p+Ws6z1TtUUa8YRXMFp5++PBsUrgpA2tcO4H2b0dxx8Kp2o0kIyEZmweMzEuQzo98rlXzUnBedg/Z/eNf/vp65Gt6wqXtx7IUCRcLVh9g4Jr9C6SLgWgxMHvxMP3J92INm8SuFQBvEpexOolN1QJZxfGE5dt2SpCGBys9aOeedfBghqhwHtZKWgo4n4fu5KczTybzXuzf7gesyc8lvmAotZYYX6ELYBgWL1uU6f5uDXDYXtVhT2TK7U795Gdxzte+jZ9cdgEajXubLeDdgZWrt6Vq0BqMFMWiAwa414dqc2tr8kNaugPQnp8VMGV51dSHgdfldYd5pIusNsHANEV6Rw6ya/KCNiMXZzOZpALgzeRCV6e56VogE1xfOa+NFfNH4Dww28O6T9h7hj0h3pl5Qp2Hdg7SE1h9xyjc3NTL+Vk+2YPyrkNehSl0e4ecYZrNzj7nmzj53R/04LvLLsOmX9f22Lonb+1KwJsiyNIFaQJZfrWUovARj/xn27U9Wp/9LD9fuk4I3mr2UjUB3bG2KYoZXONmOVUFwJvlZa9OenO0gHTXdsAW89pI54/4IpsRn5u2h76yopvwO2fw4U8rTsof/ncYsobKYXsZMIGGIauuZ+6KXXTxpXjJYa/Ejy+/AHvtOUiH4l4dz0hGzJOMZfrzMErR3HPtX6C19kfznncBrim02PkohYWC83/rFg4eyJy19seu9ry3FqgA+N5asNq/ssAmZoEsx+vmJVgd8oq+rSQH5xJYz2SO1gAibQM0vud1lvv91a+vw37PPBjf/fZZOGBKhsmhL6pVn1s+2CrFZ6I6OBzYvGYXcvVY5AArrlssuMVRkWddt21qQ1ug2nCtLVAB8FqbrtqxssDmawFJBFbMm8Dy+Q7RvLwAyIgWyrnpINe3QRjqllv/gv2e+Tx86APvwuEvfdF9tSbziBd1wDWvVs8qhUc8uFoh3PolarmvjLG5H7cC4M39DqjOf8YtkGntJusktjnji13nE1obk6uF1qM6gRrAGqB69i9nA7Lvh+k1XuvVLlky5j3fo448DMe+6TVrPc/UO2oZwBhgKws/e9WiOFNPYitFOg7/Y4qFm/twiUPtzDXVsd7UrFYB8KZ2RavzuU8tYGpFQtv6bau/rfv0SnQf3DzfJz7xCXjfe962Aa1q814Kge+RdVPb2mxH9ZDYbC99deLrwgLWjhO0bdfF9NWca2mB8y+4GM8/+DlruXe12zqywM8c609fR3NvFNNWALxRXKZqkRuTBdpqviyC22tjWvO6XGsKa5PCNs7TUWobAdvav4TbWpBVXBsph7EwbczPIyMOuceYsQDeI+ge+xewYirk/18O0Aq2quEL1yY+S27/x83ZGBvzDb85X7fq3CsLbBAWkO6eP4HR+a7DxDQ/BeezoDi0fmQMS04x7Tmt8wbhaVdwbzfwvbe3Z7zeRnih2xNoUQQuWo108SyMmFJWQchxb49W7b9hW6AC4A37+lSrqyxwn1hA0nbAUpOTM4UbD6qBkN+zcmXsTJ6YfwY1e7kSnlcZ5jFvLMPakOw5OmNrJrAUni40NTpLY6W6PUhaWm/voowytL6o6u3dWG6RweusAHjjv4bVGVQWWCML9HqtgTVrngO92o2xM2lm+YNNti94fFhOIJKvhvaawA9co8Vv+BuvBHAboLsALs/oKdkIrVn2wjKDQx6czbaCDKQXBV7vypueQSuvy6kqAF6X1q3mriywHi3Q7bVm3MHmqWbAajzC9q+XlpvJlp+78lCqMk/NhBa8p5ZASeTFAfBQBzxOgNFRDkO6PJXQwXq06JSHMmapIb1e/V3gNZleL/8BoJkgmUM4f20Cx3OuSmQgPZOqRC0LcxtQB6UsUyUqrlHlTd+3t1MFwPet/aujVxYYygK51zrq6SJTD64dj7XQab3fUJMNt5EBjM9RGrBmD3FjZHKL2kgXjyBaBHSYmCRt1Ua81wi4pwCTLhxa45bAPwWNBFGJ4Va3QW2lccAoIY3CU8Neg+sFXCPo2gijN5Db/i4/JWtly4QY0vkp3HxXCDH4kL9Rh9q/wx5nGEvZC08eoTABDg/SlTc9jOnu3TYVAN87+1V7Vxa4VxYwr3U1lpgI+k5G/5gDa/ZvDqxeDccqhWdqLAmKNwFYPcAuyvKLxsQ0uojcZkrtYNM7ngW3ZwrsycyzNcCdlooxkyPUzYCzZ88DAT1qpk5qPc4zVS2YaSD/FkAMaC5As8sgycXykuMg2HANwOuBiYXk3H8OOifJ1KPGQ47ezc80fr24Q55CyHP0W8ygXcbsvhGwmOCijHe68qbvjX0rAL431qv2rSwwhQWku+YBo95jzQqXsrBwHhIOnozlQWdqWCtMCDfm+cHs335e67AHlZbPB1bthcy7NbC1n7lD7G9gZJJ7Fnq9E8ADBO0L4PFT7NsKrFlDTD94kzRN4dy07wP36hhh56VTyC6OE/weoN8DnAD0GHtRUfayMsz4i3nJDry2jXThCOo3kFw2zI75NtKyHYOsYfCoMd+0mx00z/L94R6csyZzTrOtaU6bN20vcJU3PY2xKgCewTuvmqqygFlAaj1b0PsBzCQdpXlUHkytMtaF/2e6vemiYbzWYa5OOZRsQBsA9yFD7GuSd9cKuk7AwghYaNXBKXgooQMBDpQiJPgHZWIPM9auNMR6Z3qTf2QV3DSFpz6DqwR9zwHfA2Zd28aKR44g2iOA8dDhegDXmKecIL2hN3S9tid0p+7cdgdsaVGWourdvGn53w2wLQLjK99nUCRDVxOr9id3vGdt170p7FcB8KZwFatz2KAsILW+IujIIRelHFjzatbQgnJ75HOv0e3lXOuQcw69WSmUvAczz8y82yFai3izickD6Q0OWgg0Fpp3Jo3vnSI5lHDPBvTIAQuxnOPlgf/5SX3UjzaCdl9Tb/IEI73jNgB/yoALj57iQnwvRXp+hNFLye3ukuIHJVk4P78Odi2GiDLwbgJW4HUdwIXTha6HvjH6bGgRnQlw/ihmWSGfD3kbaMv/68/XPGqrbh9qENyTrF031Mab6EYVAG+iF7Y6rfvOAqt1916Roq+RVijTaRPJ/p/6oqYU7vZRrL6d3MG0XNfLyEPJKbiHAx8ryMB2CD1eq2rOvFuHaCEwsrCcI5aaT0uBQwk+C8Au/U+GK4MH+A9BewB8Zp/trJhp65n1tNa5aS3M3i+Ea2IM5wG+7WpfgLsNWgnBiwGdD8y6lNz6X/l2q9XczRlIdYPyMF7onwRd4+BuWNvQ9dpaLdOc5vw2RoyMZX7kq+59D/l8ZSAdfniVY81evjbrUQHwZn35q5PfVC3QCSVjjxTcnb4YSI+Y/ny1IhQDXWttM4BbSM6+pXc/C7On0PMJGOg+oP+8WibgPAf3IwsvC7CogFVI946/wtNT9lb2Mg3EHNMve91u0eORs93nJeEvYf3bTbIV8HkHXgng4YL+Z5oc+E+E9HyH6FKy9ufyXNI/t2pj2z0NlB3oC98EPWyIUzed5WuE9DdZeqC76nqI/atN1pEFKgBeR4atpq0ssD4tkIWSR/ZIkeyeVSX76tuthljDby2ULOC6LG9bs1Cy5XMnDWn8+YAOCiAyqHisBO9uzwAAIABJREFUaZ6fA38ERL8AklcJeCWA/+wz41VZ6w5688Mm4TdMv/AQp7feN/kVwR0E9YkE6EKCnwFG7kwx8TwH9yxB+wxeIX9JpOcDIxam/n2/7Zbpzh23xOiePpxbXHdNW9hH8A4hvZZwN6zr0PV6vwIb0QErAN6ILla11MoCZgELJSdY9fgI7rFC6r3bEN6bzkC3Gdg6uGuA5AZAC8k5VnXcd0jaAhg/BMCBAAwsBuUk78w8Xf0IuPtS4D+sveg4IX05wEkvAQK+QS/CwOf2HHgFwKXdvbReY9dAekMdVt3d25N7O4GrBVnle78w6/Up0k+OcM650t2PAEYOzl5q+ORBJ0nwuixMjcvI+vVTGWOl7nrYCEYMkEugPMzLmH5PuN8AWLi+Q9cb6sVd1+uqAHhdW7iav7LAvbCAhZKB+PEpsLsLgAtwquIefzRJsaOxL+laQNcBWy4s5xcHg+5YDRg5REgPMNAd1GJj/aCp93QtvDz7RyQ1oXi/CHoDwIP7eLuLCZyRwm1D6Kg+Hq5VTfe25wzKr06afj22HVlxtwkqGCFGPsYB2IvMzuWFEfwVoF8IsCpye5HpHXcIWOCw8qvkjndK8X9luXRv9/2muG1+JyiEqWdfPczttVp37zmKUWv/2lNILQc/RP81VxK6NoUWVqHrYay85ttUALzmNqv2qCywziwgLX10gvbumXdrRVL2M60HaDlKK5LyPxFGrye3u3nYRQbmpUOCF2YP/0HkDX8n8N028KNR1n+czy+Nv1xIXgWwXzj1NwS+BLgUSN+gyeFmI56wXO/e3YCmFOCGFIa2sHypsVgWurU8bHlYNbLlZLvWLeDbDjwf0FMEHNGPapLgJwF3BrndTdkLlPVeT5hYvbW0Wd540LiFwPlt4LJR1n86/DXXbKBl+fg9rb/b7jP1vED0n8szol1fha6HtfTU21UAPDN2rGapLLDGFliuu+dvhVmPtbxtVpXsW4AGFDR1Tf+nUqHUdcBsy9saAcLQQ2o+EHAh9Ok9rkHPgj9n4eXoEnK7X3RAV1uniI8n+PL+lc/6PoGvGCOUgBP6hJv/SuCKAPplb/JGAFYsFlp8ZBq6U7KASUjJ6Vm4hjZO94bWpxq4mXvXoisBPqG7bUs3AvwbgN4oQJp5uzodcEcJelm/vLiA7zjgC2T9Jx1bL94B2MpekA4E3LMADWgT0z8EnO/gLgVmXzoolz/IDtLynYFkz+zHPGV/Pw7B4qXfZYBcha7X9B6rAHhNLVZtX1lgLSxgFaxAzSqRd09D3hbAwNaUziF4R+7dOt93y+vJmoVm13hI4w8D0oOyfO5UIU7r8U0D6M7+VflA2Rx6o5C+DOCkil+Cp0+gfe4o3B0pcALBN/QsNCFwagpsQ+C15e8IXpSBTDH+PVyb1BqbYk13KLFzGaNXme+ZVwOyojEL2YfB1YLOYlZ4tn/PwW4juICsfSbR2BsIZx5xn8pwI6pwp5O1r3fbf8nsBO7QCHxueHkZVGj3b/OME+iyCCsuJectX9OTtu0tIgNoTyDNQXlaFi9J9zjy+ip0Pb3FKwCe3kbVFpUF1soCBlYp0mMc8NhU2oPkdCQFpofrw8hZoZSuIxt/X6uDh52k5q4AD5Tv0fU0kAOG92K+C+gSsm6FOF1DivcT8BoAL+gzwd0CP+2QngPU/56iZcB7fE+eFFkoVj8UaO1ITynNY32rVxO03HA+jMzCKomj8IGJ1IcisDIJhu4BuLbqQUOrLklYTRbqR9YeVK5y/qOgrxE09rMODINfA3QFwOMFPbz7O/wC4EfI2iVS82DBvQLdLx/55rcJ+rRDdA45++5uMPZFcoem0MEhbzzIW7We5Asyz1iXkvXm2t5TknnfSy1k7X+C8MZ/DTHfP63oz3LJDhMfJ++3RpSaQ8y/UW5SAfBGedmqRW8MFkgVW2HRFAQMsHCr9dsao9S15Jz/m4nzklp7pUgPCMQYe00x5w2W081At2FrmTSk5pHKgLFPha5uTMHPRlh6DrnzCil+oTLgtbBseVxD4BMpMJfAp8oyfgZcDu5uQceWoMuKl6xwafvwmZFT9KN4LAGo51oegsHLZpyyv7gMyia1uENYw6qe3LgxT1lEIyfGuDOFe5tD+rZucOYfifQdyAroLBTf5bGG838vWbtVih8H4LUCLDzdS7gxkYWwk3PIuZNakiQRWHZIiuQQApYzHsTvvJLg+QnSyyK0LyV3mFJ0Y5j7URrfPgNk78nvqez/A1m8BL03YuM9w8y9qW9TAfCmfoWr87vPLJAq/hmAp4YF/D2jboRVlV47gvq1JE28fUaGtPQpKZL/CZ7QVGHCa7KcbnIxOfcP/UH3jm2ALY8VeAR6PDcPX565iV8kZ//AfpesmEfHC3hxeT5m1cILgOVnAVt/UMAxpe9XG1g7aLfQJxy+sl5Zt4s6pCG9YehS248xdJk8Y9cwQYph2KJ6drNrUegkW7g2zzuXj2+0iYWQBAHz5q1QLmcTa5sXn0KPIfC/3bbQ+yeA70WA5c0t7FweqzJwrb+DtAL2ZTumaL+Z0BEm4NF7jQie04bOmqroqq2x59LzcNPAeBDbmRXvXUAgeMYNo9GckSHFD86Ku3wuOXjM2XVJoaNG2DhrRg60kU9SAfBGfgGr5W+4FpBau7SR3n8EozeT29qDfEaHFBudo/XnWg/pwLYSgr8E0vNWYeLiLXm/WwctYpXufvgsjL4mFAhNEkYg8EWAZ5I1q/ZFqJ424D2hFCr20ws6bTW4YATYJfIgXG6dsnCzThLcm8vtOVYtLfCRgJ6YrVErALc8k/Xzw8TsfZGapH+THIJGs+tsrVCt10vup2ZkIdr8/Lu+J/hNQf8vn1XQVwn3+DLvNcFjARlX9mU9tr6EWPkiYIv9skhBVxjeNr2VcB8lZ3+5mF+tNylr2+oXSfkpwS+RtW9OdWNJ8f6hvcny1APEIvyL1SUp0ssckkvJ7f84ozerv2bx7m1o9igbP5/puTfW+SoA3livXLXuzdICUus5oT/XgPehUxjh5wS/C8y6iNxqyjyyFD8jBV5BoACW0rwtgQsc0rPJjoeUaOz1hDMQ6cn/mQc78glyuyuk+K0CPlxeo8BPOaSnAvyKgKfl3xF6X6YM1EXOYQBWLmIqSxWagP1/h/2tUK2H/alv9XTZsw27dnnR1s+b51ELsIdn9eq0Agk6k+DRnbXjQ/KEG50cu4VZHaLPCOm3ATy9ZIN/EzyOrH1Dar1BkNnwQT3X8ScJdEoZqKTmIYB7taDeoi4DTgPLzwM4Z7oCPYuUAOmhgowEpQ87WbGSn2aesbFwbds3PbFZ/gHO8ElXADzDBq2mqywwkxawopcE8YGWzw3h5akempdn4eXRC8ltphV5CPldC4eWASIHpj9kvam1c8qh8rbGDnQZ8Bbgme2g/yPcJ8ja2UYoIeBj3d6tF263/PCfBFr4saCfFPRmB7dbWUGK0GnqqqD2xUx54Za1vPT24NoiygDbj86yn9bw6k5OuqvCubfQytIJ+TnfTPB6QYd3POHUKpqfUW4/EvSZiI03hWrnz3S/iOi0iI03Br3e40PuPC8485tmbVztk8ntrfc2s7Jae6ZI30Twpb33mcWuQX4mK9iavg9cWrJ3CmdhaquMn0JykldlYGwsXFn0oxozY4EKgGfGjtUslQVmzAKmKJPAHUC4ALqT84D5wSxsaOFlYORCk7WbbhHSndsCs14XCCEmMWoRuCyBTh9hw+d3Ow/+sf8GIqvm7ZFZVMuAF1ixwLRdpfgF5uVmGrLF3hcyY8h6sMCvlhijUusjToHHMvMEM5ABPkTAipnyYaQfBm5+ELAXDa+mROAmFbJ/+gfAvI+61L9bzGNVxHlhV6mqGuWQc7kIy3L2vkVIwLfCC5An2QhrtLDwszvrcgenSJ9L4BWl63MuMPvlwPjjBRmIlSvhf0Wk/4+c848MWHUCgRd1X0MTtHAfj1h7b/f1uGdeionjCVgfdn5OHYtDZzrvEQ8X7rXwsIWpHWi94YNkJG3+6wVcmolFdPrCu9dc/TasBSoAHtZS1XaVBdahBaSlOwDps1Kk/xOqlyc9VDuH1w+ylqH0QrJhnt60Qxp/OJC+MlTY5pW9pQc2vuLAz5M1A53O51oyGxg5PlTwdnEyCzjDIVmQF3Mlig04TyrvT/BksnaKhVAFnl1igbo7I/HwRVgfyPexcDczgYK8kvqfhLtOSHMqR5P4e16n0Eq/AxhC0RoD2FX9K2GCzPO+XRSSFrYNrUG6usTiZS1YVo1sMPvLMpeznYugotUoRfsQh5G3AgiV5lpGRAekSA8k8JYSCF8Cf663tFI85IvsfolZTfAEsnaabd9W/EIH2MtITyW5/kC4D/T2BftVqmW59GMGAOclKXD2COvfmvYmCRtISx8VwtTGxPWYKfa7yTzjwMLVm+8e9nCb9XYVAG/Wl786+fvSAtLd84HoWQDzQqqpWIfOy3K6Ky40T3PYdVuhVgq9jGARLi3B6/Ks+hZf7tdvLI0fJSTWOtNb4PXjFOmCEc75YQYATcvdLlCn4ts8U8vRHmeMTtL4K4S0KCwCcEsbyctHERn4fq4DvjrLIfqDkH608xk+QsBADlJ6D+jMEw35V/22pLPbr5jKdiu3MJXyuia1mIWxCfxYHQ/bitSKcKwxUxF4YQDkX1i+VcCrOuBqVdH8urK2KZvrNiA5MEX0HAIfKV2nXxPu5Sbt2NbYSx3cuV0vOtDXIjb8NbKWooxlzEL95UiC3+NHbbTfPYvbd70oZftZ9MFHGso91jms3ki4M1rQufU16AOWWg8BdIgAA+OiArzP/fdn8/DNMwa2MxYuC+1XYxoLVABc3SKVBdajBaTYCm6MicroH+1nEJNR23p0E+C8CLXvrznVZOtw+TaWSUxMVrRzS4rkVIfWWeSDJrVCZaIK3gsrsTt5I91q/bxk/Qu5ydqKX+kA894K/mhjgXKov57kcmn8RCG1fLAfBH8N3+cqo94svDKC3wfaHxGiQlxA4KmErP94jwBuH8gqgrOQPKFzVbxYeFpITzRC0Ig9vE4ugRsCpaL9/y8CHhyWUog/EPy9IBOKzzmcjQbSiyEI+Dqhp2Si8jaf0XemJ+drAnAp4d4vpBay9943geuXY+K5W2P0AAFdLx4JkiNHOfdXFpEIBVp5IZnt+kdCh5ENW5u92BhdqIX939R7i2YV6TipH6mG1HpCCll4Orw4dPaWcLcjvgA4I/YwspOhhzT2gNS3NhkYM1Sq9939n+YZJ8Blka+onmvFbdXoY4EKgKvborLAerCA1HqpoMMC6HYV25QejytCaPk8svH9NV3WXbpru+2xxTFCasDbr23lZ4Q7lZx9Yb+5rW0qPLi7KCIBrDbgBdyCnI1JPjQdfazsDQJYZv2vZN0qcpEo/mBPLveHRr3YxsTuTtHFpdDwlfdgxQu2wZbmrYY2IV1J8GvKqnsNVH+fQl9nJ1xtPav2E/qseSGyyl4bBYAS+JEyYgobBji5gH1XkRWBbwh4iQc+6NxSxMCiBJ8qnUfLAEjA5Tl/NoFXA870dYtrZrl0oPbcBPFzXBZ6z8P3Fno/kqxdnNmo+V6C7ypfD4LvYSnnK43vC6TW7tXLLz1mVeYR68ULTnme5Vqy81YYMVnIV/ajDbWXAwdZnrjg+B72nsta0BKrpjbPuE8RXzHTXZlnPPIhcru+fefDHnNT3K4C4E3xqlbntEFZYELNp0agVdH2G+OZgL37rtESrs3CpaWPAJKXZ/27k4gpPKA4uM/05nfzY2X0gq28n7crP0zw60amUdagnVDzaZEvtCragGyqnxMjb85bVqT4c4G60h8mY3yqHwG0THXnok7bkGnQ8qA0K7zKC5CWEzDlICu+8kVLhLMw9hvzFwujfRRknqiN5QQXqugfNnavjDKT4Nmhr9l+NaWhvPDMqBANEEKRlU4h+M5sOhNUwHjJo36fFYEpy02bh/tqW5eAIlTeBvYYhdtVSM/M7WqgTtYPk5Y+WUgMhB8YvkuMsIOsneOPpvEDhbTrpcjITshamRcbbY0dHirQe4hWdCOB95CNC/rdPxlL1lID4tehEwEobWqtYzyHrH9n7e6/uAG4QwAZIBdFaT1z/dyx3lM5vzZH27T2qQB407qe1dlsgBboBWCCS0xLNwXOG2V9rYtXJhQ/3UFHBGalXq/aUxeuhj631RR80lLr/wkyIo1QeFTAx1VZnrfxvbJJpfEThPTjXZ9Bn4jYODEDE22VWmi7VM2bt+NY+F3QRfBkG37rxQa+CfSI4CXmYH0swJ0J+DkJWq7Z8qwesADYub2bwAf9LBkPs3mHnhPaXhpCtMHA8uMK8wCe+tNSAD7XbvrEChXLBE9JpRNJbJl9504S0ryH+W9E+i7B5ccHkdZTuC+ww/51t2N9h0TxicxasPwgeBpZe6OJGgiJVYAX7VOCjovY+GRmt7vmCSNGdGJ93vm+d8Cub5f049+2TNGw8LKlCHroHn0P9tvI7SZRVeZzSvGLBFjRVln+Mf/6WiE9J6uenmMtW2s8pEVbJ9jqUJeFqa1YLlxTfCdivafCe42n3+R2qAB4k7uk1QltiBaQWs8yikIH/YZsDPKGh1p6AE0LM/fmaG3/v5naDjD7SySNv7jvkMb3ziqbfXFNefxL0IKIjVPLHy7X2AO2hFvQs73pA59I1s3jhHTPPGHCQKZoGcp5f6VmXXA/6JBVeLH35wHRv4SkAAyrlDaiDoE+D2qDWcvR/yrkswV8xAHmSeetSG9XAGMABhwWgvZV01aNXPJUDYBN5tDkDu27dwo4JRzlQiEdz/trrTKbgKUMPEkGwden0L45WYkVjznoIwItFO0LsAR8KWL9VVJstJtFGxVB43p+Twayo9YD7ded7aP3R2wUIWiraBbUZXuCFr3oygNL4w9NkRoQmzfeNbL+7TtPIh8y8PpPaOyJEdxxfa6/Fbvd7hiduQqrz92SO9wy1E3ZZyNJEdA6NIG2GGGjeHlZ2/k2xf0qAN4Ur2p1TpucBaw3GJh1lHlEmuSteoj4JZEuIBvnT3XypkG8BUaPL/fdlsDAWKo+Qc79Z3mOTK0Hp/fwEp+3Esmbt+Zcy9uabN2jQpi18PAIvslk9+z7VM0Lyh5RivSwEc75RqrYcrGhMEp/cGw8KlXzfGQerYHaF1LoWxFYiM0Tbl8hvTIA5wSRvENwPhxsuVdlHq5v46HX3k1Nl9iGAbD1SvsXBIGvp9fn9eNfhIz/2tqcbPyG4FfNew+//9rOx1Sb8hYoYmTXBBO7uM4+dvwXWSg3UWzecalaOrOF5D3Yr5RZx3IvubgOaj5ZcN8CVGL34tXE+DNM9KL72sTPCGpLPaFf/ltI3h9xTn5+fW+LUOh1nCBTuioK6cLGKX0RmS/Y+uUm90e1AZxQBcAbwEWollBZYJAFgv7uEUF/d+fe7ayS2GX6spPaUiZtq9abgmhCnov0m5hubCiwmvSQ7fXmMuBK3x5xzoc6gDH+JCA9Wx1KRRMlsEKjr/ntFVuot6BuNIariLXTpfijKokWJEifPALOEehzmWmaNiM38oQUybtyz9RylQaOgiwHbQD9TYCrmQncW2X0KZmIRJZvNWIMB5fnV28U9Nus/9if92tCD7IP5RKjewgT1gfsn4sJ0n0jOAN+XxhGRIemSPbKe3wJXk3WnpgoPoXAO3J7ENiFrP8lVWw51UK+0Qq7cpskap5mXnVnH8u1zz6CNKUms9md26aY9dFuzWSuIvRy9unplcaPzq6tulrGCF4H6J2cJtWReas+T2ye9qT7DOD36Qu26vkLSvVHOwMWqAB4BoxYTVFZYKYtMKHmkx14BAEDkx7PhBLSUx30KWNRmu7Y0vjzQj9vrx7wDUEc3gNleUhj/20avwBzNSf7+oYEOnG0FEJvq3lQyN/mDE93pkiPzHuEE8Ufy3O5GWDqXREb75fGDypXDQt6X8TGu1PFJsnoW3MEvMOB3xFUhEEJt09oA/Ien3mcAqwYy+9DuOeH9p4Amu0nCCPW+mTjRgEXE3h7WMv7HNzjBPlQfgod6UArfPKgKeg9DtxKoQ85Uw5a9RphC/OCPQd2Cj3PWMNSxVZAl3uhNzjW97B8ONC6SJ0qYRF8Dlnz/dN9KqB/RKx4GblTwWjWVvNoB57RdW3AcyPWehWVMKaxWg0M+WH2kqZ8xwFvJet/m/5+8XUBlmPu1/drkYBzgNXnkDtY73U17oUFKgC+F8ardq0sMNMWCFSOJgNo/Ly9419ZfvfOz06V38t3kpq7pcAJfUg4lmQEHLVP9MsTZxzR7nMleT4Dwy86NI8t9w231Xy5y3id8/FH8y5zbzxR/La8UCoA2icjNo6TltxfiIowd17xm6hpHMfeswWwkGjuk6L+QRMvCJ/9lBg5TGgbz7Wzzwg8WMBf8gUQyd5C9Kvsd95JpPsL/G34/kaZjGIIO5v6Ugrdbm0/YX2fEnStg/MvJARtHqsuL78APClFezfCeeYqq8B2rG+zSmOPmYXoMgVpQssvk/UPSMvvL6yywrOc+/ruNtoHzuL2nlM5UfPYLGdbjGsJ97Jyj660bFehbX2/vmI7jJuJZH+GFEDpc9jLU4rI0gw9tKHeXh8k64W3Xt6v9/8TGrMIgNn++X22+5sVxTkfnq5ZGqEaa2GBCoDXwmjVLpUFZtICIb9rHs0Rmixmb4cyQXtrBTJlnWmHFDcy4PWVsj0C8AakJpowe1JxjVWwptj61HLuEsCY0UuS9S+VD5yo+WaCpWIhkxg0pqfsYSzFr857eO13y6eSNQ8IqWIL6+YtKf8mavcH7r6fMPLnXLA+RXpEhHvOE7YzD9/TchJ6fgrNI5zPaxI4L1NVsspqP24j3GFC6sk8CCwEdFQZgNPMqw15cpo3/FlBvicXwC8Id4iQGme0H0RktIxvF+TFDywnHbH+mlTNn+XRgTzXHcQt8nyznfP/kLVLpeaugvUpZ6HdoF703I6tPGmKtSnlz+M/BxAOLxLZWvr0VfviMLL22X43hSlnBU+2t0/3X4Q7mZw9lCZvRh5DyxO/obRGf0gpXQm6r6ZIzxnlnKumvTmrDbosUAFwdUNUFriPLBBEyw10LX/ZK0lnq/peVlg1/INNio8JyjqB57g4uUsDi5VV7U4a5u2MwJ2mEvcvwcuA5ERyjtFKFiNR833Gi9wBKRoAGviO2WdtxS9yJZYrgBc61rxHLzVN+ecTJYB7AbndeVLLvE9f6UsL9bL+fCk+yUQPwrZ/cqw/PFXr+3l0wDz7FOkuHQ8W33bAd4w+MgDdRUD6zjIAE3yVoFzRZyEx8RxhNFeOWkrU6sD4BUGuz9byDiC9UnA5WcU9q7F6ty2wpTFZFb27xMR8codFUuvTgqxf2Q9ixf0spCzFBoI/UKdVysDqoNxmUuuAVCb5yLy1aEkI5ecvFwHwYiMBMQaxUtuZLnZsdPUMl6+XFL9W2cvYLuXPCV7VRnLSKOcMVWAV+sWPC3NN0mIOtQRWsDVlIeB99Oe2QR62AuAN8rJUi9rULZAo/hykl5HcuvdcCX56JdJTtyrp705nDxNdD9WwRm9ZDII3ByKNMiVi13SJmham7untxYci1n2utPth3vpM8IQCwPBssuaLmmyYtnAg2gh5a5mU3YEmGtHbDy3o9IiNN0xoyd5RiYKScE8mZ18ptYwi0vcMG6mHA74twLR/rZXI8r07CMmX8+pqQSc6uIm8QIswykV9rhuAk+cKUcib8w7H2k6pYmPI8trKBPcG0kcIDIQautKx8WQp/rkAz7HcaStqnSUoL+j6En0L0qKtha0u74g76ALHhg/hSvELBRRRDII/IGudXlm1niDgLAQaTdvF8tIjbJh3XIysn9qTgBQFXgDuIPQ/ZKOvdm8m9mFFWr71LLCNhWsGfdVh9K3ktv+e7j7Lvw981hae9jSh3cMqtvXJtSX2GHYNm8J2FQBvClexOoeNygKJmu8h+O6eRf/bwsxA7ZNrQmRvVdIp2icQ7pie+ZZbP29WIV03ub1J4x7dNW9rjH5K3Q/yWwmdxEkEHBoBxq0tx3pj/TCgi9gwUofsd8W7Z6HWQkDg5gx863+VtJ3QspalQILBX5M1TwaRKrYQsC+EspcPsnZsT355KbF8R2Dbl3REHXShY+OgVPHfAXgJwgR6ust0k714Q0bxmP6gG4BrewgtEwoIOeTl26TY6vOBzMTO6ViHWd8VJgoNXoIPSaDH2gtAONW/Eqt3BUb+S3AW7g4EIG4fcrbxPD9JSC3S4Ek98qrvYCOrvC4EKEzzl6x3KsR110OFWV9BYN0K53EcWSvniXN7v9WoKMsX1s6ZrBWKTb0XfbXixxnPNwPtZun7xMhNItYLZaph/qgm1HzKCJyFp4sXiXw/x3qFL9MYsTLQMHdZtU1lgRm0QI8nNLASeapDStoyhXmuppiTiQAUQOiLY0Y/kdNC9ptHGntuVmgFLzIQHvTfAFafQO6wuLzPUt1xv22wpRFs5JzKBlTvjtgwisYcDIzl6gcAPdUjwTsmMHHQLG5/nf2eqHlW3v5jUWqi/Z8mNC/FL85aiTyL1mJH7G3KTKmaP89VfQi9l2y8R4q/G1R5rPr46AjuSkGmXhTWL8t9fzoH0xR4ZQT9pgzAjvXdUsXmAef5WPN89xfki6pMSCJi46hUsTGUecIMq4KOWP9ouWdZwOsi1j8nNd+nTjj+Osd6Rm2plvUM5wVlSJDsYyIMmS3id7AgAPEh94+T9f/t2HJ8riAD4Zzb2uz5frLWxRmdHSd+puWlu1MYutqxMZVYgqUCTOHo+D6iCn8LOf+h6g1K1//BIU+ct1b90LHejyhmBv+SNv6pKgDe+K9hdQYboQUsHGvLHh1SML18ilNwAv+CiKzAypR5Bg5p/APWy9t5eKIN6qSIjSI3m3+3Unc9bBZGLQRaVOAKfGMU9GszEBirAe77eYg268syBSyCAAAgAElEQVT1+U0ToLecsCkmFUVceeGQ5L3qm3LlIgsh2xqCGpPxQPuxCvivLbH838LWd+be5gpMzN8as55qNJRhs9861h+bKjbP0xNtEDwASBf1AWADQk/UkUBPA9LVEaJQQKQbHRu7JRp7LeHy4qafOtb3S9R8o3noYW7fA5wxfNG84MCuxZeQNf9Ckaj5VYK+PxnAP4naLnl0I1HLdI/z6m4D4beT9VJvtUkSjp9ZrmQW8NmI9aJ3OLfPuP41dxts+2ECryxd9FUEDiDrBYFJvxsiMG/ZS1xv7+/l9GHpbQpGsmH+zCRt0Ua89wjcv6rq6OktVgHw9DaqtqgssEFYQBrbN5On61XF0d/pK5sz1qlBw0QbhMQqiMuk+L8m9NZ+ijirteQJI4iM+MIX70hY7ehFBL5ePkaq2Piii1YVgoeRtW9k+zQfK9C0d/0wbzdiPVMdUmw0kblm7q+J2j4klSj+di6lZ4o9EevHtNU8osQX/SPH+rMTNRfkLUrWJhWx/upUzd/nXNOETLRAfQDYqDM9BWeK9PAIjfOElokz+MImZhGFRk970wMAt1Rwxs/s89tWMW0FRz0vGBNEbRuTj5SW7Si07YUgjwp8iqyVQvadHHI47mvKUo8BxD9B0ACysJ9D7XCSSe91ThS/1qq6y58L+nTExrFT3xfL7w9MGIlH8UKQb0/ws8Dqk6qe33XzCKgAeN3YtZq1ssCMWcB0WIHIHpC9D1KTuVkATCywCtypDthW00gmLOTs85LZA5+nAbOP76c1LLWebSpKnfA2FydoHz3KuT8qHydR88sEX1Ga8w1kraA/TNX8XSksfStZ88VOKxU/eFYmD+hBLwVeNML6dyynLaR/LM33BLJ2TaL4m7nwgZC+JuKcL3S3AuEYsv7lVLFVYjey84v+A2jv1AvAiZqfstahAHpvIesfS9W6Ks+7dtqH4isEmB6xhaa9cEKi2FSbTgrrO9+x7jmnU8VmF18AZzzQEes+N9vW2HMcXFHJbOFxsmZ29SNV80Jk5B/Z78EOZRtLsXFdl3OzlxHR4eR2BWFHvr3U2lOQFWj5grFwnf8AzN59Km5wv26N7xMIW/w5lcZKQW/v5Qfv2ab6dS0sUAHwWhit2qWywPqygNQyesATckH40nG/myBZkOcVB61H0qwUrU93k/bzjhTp20bY6NsHKrUOC+Drnw+mxQvAPF+fz81HotioEju5y8l54Q+pA1bmWe5B1r03XJYrtMrgiPUXZ583TzOO5nDcS8jac4wmUWhZb249+1z/meWJ47gjV+jVnP4qwLdCAVrh2Ng69OAWRByWAy573oICOUhrQe4BWosVWTulRxjhMsf6s6Rxaz+6ObcBkTyRnHv1hOL9I8CH3G2sxuqHbsn7+fx0otbJhIp8ufUW59q4WQgbF5eqplcQtMK1rtCxFHcVbxkd5wTaR2zB7YuXlfzYFtpPEX+k7Dlndst4qqe7d9sae0mQPexRyNIfiOit5Oyu1qjp5qu+H2yBCoCru6OywAZogbbiQ52nA6TXoC2N60I/r/WCTjkmtGSfyBda8TGdDXUxMfKWQeLoUusNJQECA7JfZrzO9YJtKgPKrh7dfhXRvS037yNrvvJbaj5NQVzBODUdubexZ0l3bCNsaZ58qJR2z7N8dpDQC+ernzo29pPiPQQYb7PNuJyob7cazUeOwuU9y392rD+kPwB74otMizeAf3jpCAxY+B5ZPzSE7AsRefOoye3uTNQ8J2cXM7KRiPXXBpt8QUGAQeBZEWtHdUAxPr+TOtBVjo0nlb6zAqaLBIXebf2LwHPJRv7ikJ2l4helwldzyUQAfyGSl9kLQL8bIZyTFWgVtJSWM4/YOHy6e8d6flO0ctnD+3Vvb7zQNCC2CEY17oUFKgC+F8ardq0sMNMWkOLHpf3bRO404AVqC0i2pztuL+GFbZ/3rw7aN1HrXVZxXALrH4yDR9Z72pgSxa8m8Pl8u0zMvZYXGxlQGD1kmZ7wcsf6/vn23YVS+BhZf4t9l6h5MsHcU7zRvNUMeFrnCPKgQfCNZO20QC4R8p36uWPjadYLrcIL1RWOjacO8ID3ExCKvHilY+3JZbClSTqynnE9KzbSDl+ARuB1zCqfnyowl5RcRmDXrNXKh88NDH1Vusko5lq+0l0PE0asPzivvvYShR0Q9qFj8yx3CPv+Fkif18v1PaH4GU46i2Revd4MrFl9vVLz2AF9uLtNiIuJkceR20yZtgigb0pVVnfwut77xqq3gctOIl80KR893f1ZfZ9ZoALg6k6oLLCBWECKLWQ7iSghFNZYP2+XF9pv2aFlyHKwJZIG/p7gSVOFDhM1P0mwyDH3enAdoOgmkwAmszCV+3oBNB3rRZtUma5R0m2Oo3uT2xq5hoFdIU1odJg5/WWq2HKdgY6SDyVrt0rxlwX43DOBj5D1k6Rxkx70BBoCvh6x/tL+AOyL0XLP9i+O9VBk1rqjw+WsB5GN2xLFJ7Fg4+qca6rYANhXshsTF1nzLy5S/I6OxjB8ZXYJZF8iqChgMz1kslFUrIe8u7Fr5cVgPwFWH0zezwrEiiHd81hhwigvc35pW4MxkXURdnTv03qXaTN3fYb0dRHnFD3JU/0ZWNQiKwBUL+NWLKQnWU5+A/kz2qiWUQHwRnW5qsVuqhboT86hixNwweg0rSSdB/z4gUJqD9T7F59BZzuM/K+FTgfZLlHz7Lx3NgCKyRvai0DXkOL9BFnRUM4v/SsCzykTfUjx2wR8MN8xRXpArowkaVuhZSHi/wzH8d6s/b+t5lGuYJ/C3URtZ5IrMyWn1MsTApm3GoDuegFee9iKs4wnW2q90wTuAwB/LGL9Lf0B2LcO5eQkXkzB9knVtD5m33vbmbOrijshtL2xekleMchXemeh4JW7kjveYwpIQsu8YO+9W2sQWS/UjKT4YwJODPutJJKHlAUVQotZIV5P4NsM+fEu8FTzgYGtq+B5Nt7nqQql2ho70IEfyavEw3y+onzYv6usmM/3D3v1qXwQ7mH9+MWHnXdz3a4C4M31ylfnvUFZoOfBfFMKLRhhoyD2n26xieIP5DJ72baWF3UnTdWaZKINAM8uezW5ik/v8TKWK3w/B/dMUEBWLFR45RNqPSuCiirpXLggnytR8905bzOAKxzrhdRhqthAyzNjGbFFxNop9v9Eza9YDjoDM51ANhYEIB/PI3irMfGwLbnDLYniz+b6uXnVcj8AzsC2XC09sqPRMJa91zI5RqrYcrHe2yTcK8jZ3stOFVuRVeY9A6+NWPdheall/N65NypCcwy0s+98QZm1JvlWMIJfJ2te6KFkpy6FJAv3M+SZy9uZiIcwamspoh2CTonYKHi6J1/He3ZKsdoKtEpyhlxJRHuS23Zxfg+65zKt4tHjQ5GXl6G0fuq16Wmf7r7e1L+vAHhTv8LV+W00FpBa706R0qH9iWH7LqXxhwLp50qas3a+pupjIecuNZ3uh3f8X/K6riqKvIT09RHnTFLWkZr/KdDANxRzmcyfUUx2qqKl8e2F9CYAOUm/18TNjyktfZSQ2Pd+lMOvgc3JmKfy73yVcwZyrUWAdsr2SR5Nzv29CRsI+Em2tRY5Nnw+NFXzgpwXuuTBmhJRVxV0tm1sYBP6c7PqbBNEKCkj/cSx7gk97LqYNnC2hkwoInz+ZkFBEYpXOdaKwqpUze8DzAQoekBRaj0+Vfpjkr7YTNAJERsLytenV/DCogrRABnBRPEXygpWlrJgH8KOnvl71Kz8Ok6O2PAvPsMMackjUzjTY75tUEX9MPNszttUALw5X/3q3DdqCwS+ZAs5F5KDmV7wpW+ZqjAmVBBbL2pedbsihTt6JDA4lY0iabYQG5jk3mo7a5PJWK7ykSg+g0DBaUyokXt9GVjFZyh8bxXIERtF0Vaq1gUIXMJGCRmx4dWE2hp7toMzoXvzFAvu6HIFtinwsNOLWxRMJUifPMo5V07hARd9u4Q7iJx9oXTXTiVlpDHHulcmkhdJUP4ys5JYOofceUV46TBdY99bbXKJZMOHy6XmUwT+PLcPMbJbmRo00dhrmFGB+kFETyW3u6LHpqdb4Vf+Wc4U1u+mleIPWv9xZ1t8y2Hh4eTTBhbsSeP7CqkRofjIQxgFneZG/cexkSy+AuCN5EJVy6wsUDxcJQeMny7oNZ0HOP6RgG8b6WGp6rVa8DYNfPPWktsNOMl64YGW90nVNM3dgpghRfrSEc7pYsJKNPb6kkC9hWmPJGcbd7QfbY0d4OC85q7pxybk3rNCi01vq08b3GsWa9fatoniLxLwIhNlcotUsfWy+rCrgHdErPucc6rmPwH6/DeBXSw8PgiAyy8EFrZmCB/3MGntlqsLSa2b8zYh0yoe4RxPpiHFHzau6HCq33Ose4atbP3NzxA0DV3zLie1/5TPD8AtxMTjeiMfUusbgv5f5zq7owbp+ErxiQI+Vrp+lwfCjoH5f2v9ArayKmm/zs5xoqeR2xUvENVf37qxQAXA68au1ayVBdaJBaTxvUOhVVEBC/MCs5DzLVMdtK34xQ4w4BgJ2/0ugG/op+3eO1H8pTK/cN4CVN6qxzu0r7pAKAPG2Dw7XzxF8BSyVuQopfiLCiAL6HzHRgfs1fxH3rbThnafxYbnJe6uluYBZO2HWW51fBWgUEG8fBty3vJBAJyo+X6C7wzgWORNE8VnEvD9uynwqhHWPYd1DwPWdx3rL7TPV2ns0aXeYwuT78MgurBC8YO2BK9SCKGn0MEjbFgo3w/LwQuwfLAP1ZtKUsR6V7tPxpfdukRBGCKzYdYf3e9at9U82oFF0ReA6wl3ODl7EmFH93VsHiVfoJW1QQW7eJKSdXIjV5N6C1QAXN0IlQU2EgskalrhS5dgggnGM3iAU51GL5MSgStWAkdvxfpf++0nxR8R4PtzswcF303WCjanDEA0S2iZmPvjw2Z/d6z7CufiIV5icAqFW/vkVdOhiMhajHJu5efmrVLdeV4U+WRp+XxhtckahnWN7GRtTEbXKTifNzZtXMe6zxtP4QGbSL3Pdws4M2LdtzRJrdd3lJHwpYj1V4V5yr2/S4lanWQa9jGZRh9SN+5kslYIJkjjJwqp90oJ3ETWu6qHra83Aiz6EFjHuqums/n//R/CFhaK91Xf1tpFpAeRc8z2k0ZbzYOR6iznnC+QgvU1ZyDcl7Cjc62auwLOvOFC9crYxYjaw/vRlfY7dvXZmlmgAuA1s1e1dWWB9W4BaXxuivRzuUBBeJgvbINvG+3JxfZbXC+XsOVNgfQock6r3/bdva8+fNqX0F/q0Ddma5p4OLlDwY5kIvBC+7cA54U1F7299ntPVfQ1jnWvUJR9Fxf5z7LGrTT+fCE18Qc74u8da76QKkQGcoC53rHuaRQHAbCBlAPPD4crWnEy9rBcGQm/caznLxfmef+t00LVoXUMIGqerI2lgZjDtrWXFBfakvbKbMBjyZpXVCqd61uslzn/ndDuDN5+/pkVPAmRhfHzF5w/E8nzyLkFU1d5Tsvvpkq+QtKINGy0Qujc+oynHJMr6n004IUjrJuIRTVm0AIVAM+gMaupKgvMtAVC76bRSZZ6e/Fll4Wcl0x3PCn+eCD38JsKOjNioxBP6N1fil8V9GXz7c+N2Ci1rGR7SB06R/udwFvJuokAFCMQi+TCBZ5Lufx9ty5vt+eXKrb2Js9GRXAvo6rMjuvJSvycAr4SBTF7KX6BgMBzrB84NrxA/GAP2DNPWdGWjRLrlrYUxuOgeJQQzW3JB620jcoSggK+EbF+WH4+UvyTvBJd4LujUrSgm0rTzqd9f9NC7rHVNwV4PmwAP3asey3i8pjQ2L4RaLzR2wW7/BqIDrYWqt5ts3Nf8ighsjalQkrS5A3JRpGf77effZZRocIEJXybVWbv7uK5QftWnw9vgQqAh7dVtWVlgfVuAallermPyh6oajkaB299KNahcj4ze4Di41FJ+L33ZLpBzH97iWP9OZO3896YtfG48F1XT699tlrx40aAQrwhVxjK52orfoUDvhwe7f8i6g/OtXKl8ScKaR5e/Z1jveCyThVbuNaDUzknnahZ9M6Wc6mDAXjJzkL0j7CeuxzrBd9xd85aT8mlGqXWs9Tpc+5i+Ooh0PgzsXxXy0Hn51uWWLRK9V6ik9DqZV60BzwCHybrRVVzx25dnrvZ4BJg9sGDQsShsttAuAgrW/8uWQvtU4NvaVtTCn7ERBzyrQIPeU4kst7/Hja1A1YAvKld0ep8NikLpGpeFQQZftwG3jaL9b4FU+WTNqIEYfTcvCc2gO/bo5Lgex/wNX5kKxDyrFDW9gPIBN1zxqhiF6n1A0GeMQrAMse698jKI1H8dQKZ7m/Q9C1/nyq28/DFR7157HJou7doq5uW0j2JnH2VzZFo7KOE88pMuZqRP7aaffuAQ9HWCkCj2T5Z0VY2V/xxZpSgtvb/jVj/eDaXKIzf3ulL7i6GShVbEdxDwjm9mqx/MT/nUKxmIfKQ63VP7M3JSs1DBJ5XAru+6kXS+NFC2mHXgvpGKTrH1ixg/ExBBeGHyRtGrPsitOlGovit9kKQ2UOfidjwUo7VuPcWqAD43tuwmqGywDq1gLTsMeS2/zfMQaTlOwurvgZw39KDfJLQe3kuyegWDXwzoYCsJQYGvpO4p3spMxPoKaNs/KJnvgJIMq892ZvcvpDw6/YkmRLt/yTnWj+tH6laxrL1MPs/ke6bFxtJSx8pJCaNaGOCWNkw+kf7JVHzXIIeYFLglSOB/nEQAGfHKed0M45pDzKZHKNXRipLJYbvrP3LVyoTPJusvTxfd6L4RBZtQPylY624BtkaO8Der1o8zH+KoHeEOZurgcdv2ec6SOP/K6RFyH9Qnr58XRI1P21Rg/yzflXXg+4xy+e30X5UxXY1zF/h8NtUADy8raotKwts0BaQlu0KtM9VYHiSdI8jj5pKA1Za8UBg1QUK3MWA8TDzOXnOtXzCbTUPchkjlh8CF0R9OaNbvxLkC6oEvStiw/MzF/vJ2mrk+Yd7gcNYogT5fK9VTZO1R3T2Gz9SSAM9Z7ekX6rmTwHm9I6+NSkDtP4ecAC7Xwp6ogfHEpViT2/yrY71h+ZraKv5PAcGbmrc6VjPmb8gLfsPYeJvOVc2oYPZ1XZ01zxh5GqAD7T5+vVU+88V29rzkHHR8tR78/X0IPetVO/dp/cFisC3gNrhwyhsbdA3/0a6uAqAN9ILVy27skA3qJnGrjsXkK84BvRPwoNvoGycbC9pyWwhMjDxwGXP/gC+BZ9zB/x8+4/lZfMq3JtcT0tNALzjDJjDGv6PWLVP7qVm3/vCoBIlJR7PUlg9UfxhK+jKwBkfjVjPSS6sAOuzxrkcgPtTERtvzteXqnUzgp4uocfmWrpTA3D8LYX8Zor08BHO8V5vBoLN2zvV26t2JP/DFzpJVqRl9Jho2O8J+OxR1jr8191iC+c51kuqVN5TfxPBT4XD/ImoPSbPfXdsvewxqSaMqtL35AoYmD6Q4i8JeGW+b79e7d4r37MGi4lffg9WHbFtOMfqL2v9WaAC4PVn6+pIlQXWiQWk+NBU+hpJ309rVb1t4OhZrN8w1QFTxdZWUjA3WQiXA5i0yiFem5Oozeot/MnC36vtmLl04CSJvETNMwh6ykoB34pYL1ieAvDdBNAXnRHYjyUlqLI2bwodOVKq5k0VW0uV51Ymov/I1Z+m8YBPFeRBnHBvIWcXLFKpmt8D6DmfU6QHjXBO0b5Tpt0U9OWIDc/WlQF0l8eNNpK9Z3Hur8vXQYqvUCAmGQSuPepQZotnDWIrk+LvCfBrzc5l8HXsrLP10lT6CgmfAwdwA9E+vJwqWCc3azVplwUqAK5uiMoCG7EF2oqPcUBR7APgZ4SONi3bqU6rm4HKh4LfFLHxmX77SK3jBBViAdaPzD49oWVNYYIXkjUvRtB56I/VBGdFXf65kyI9cIRzPEVlBl5jjxHcjeHXvzrW8x7WXEVoBZABBpHuSs7xefHAKDWW/V/3RK6xbWfOwSHoRHHRf2teKVkrPOqyMtJkMYXYBAi+la0Dt5P1okUsW0PrHEGHZ9/rdLLRRfPYLbHowb+vlF+ZyhLQjUT0DHL23b3X6A7dsc39sKURdXi2MStCT5A8b5RzJ0Uyuq9H69lJ2j7LuSivAL8tEHb4wrZqrHsLVAC87m1cHaGywDqxQLk6NRzgPCI5mpxrUn0DR6LYWksKlitT+onY6BJrLwFYl6hAP07jDHTGnySkV+b7EXoa2ejiEk7UfK+RagTguoIlOUL7rPy9oC4axB6ija62oR46yD851oPIxLQ54MOttzWsuSvXWlZGIvgjslZo5jbVrNdA6+PdOoDs08nGzzo262pXGie0a+8LUTdI4wtkveD17syjrYXxy3PFqql6uLPow8QPUbSspXc4RgeVFav63RBSay8hPbOkETweQHhawo51clNvZpNWALyZXfDqdDcNC0yo+dQILB76BL7EQJs41RlK8VsVWkoy8OCnydqx/R/OXm/WelM9ixPAxY61kGPu3qMcBhV0etTj9dnWqVp3APJFSyn0ihE2vK5uPlLFxvXshewTJM8ue3BS61gD5bDmi8ha3gZlHvD+AnJ1pp861vcrvUD0bUPKXhpia736cbatrnZs+IKs7LsuZaSuYqvs+9a5eVtPv/NNFdu8fh39C9Gs8pzWlhSUlLA/Wc/ZtAqbGPmGEy0fPCuc++vJ2iTJyGxNy3YT2lbAtWOY4CYCB/erZi/bfaXufMgW2OIMQb5qO6tcb+88rCRmv3un+mw4C1QAPJydqq0qC2xQFigDsNEYkvWccWrgOqXxY4S0CFcTPJesTWK56oBQq2i5yR7+yc7k3IKHOd+urbGXOl8A5h/edzpyb/ZwTPeEyv9M/PmR5OMmOscaf5iQ5oIB/3SsP6B8IlLra4I885Sg90dseE86O+b4UZkX57/r6omdOge89BFCklM5/s2x7pm38pEqtnC4JwHpDRO31XyZA3NGqT4c2M2XCzwrgOYtwPhuJmFYnr+H8vFSx3qZg7nYVGoeK9C/fIT59iZrXXnlji3spcLIOaz3149fBBCe1M/dY985xomdy0I61itsKBtoHf2/MvI6Mmw1bWWBdW0B0/VtQ9sN05vZVvwCV1A1+pX90LF+wKA1SvErjECj9NB/A1k7vXd7SVsArasVhAJMmi/qoaT0wKj4/wR4IQICbyPrntihBBxvN3KIADCnk7WevGlHDpDQIWQj53E2b/SdBsph7o+yq3J6qjakZl1gDkyrHOveGy2t6csCPG1nWYIwOx9rOWpbGDqoL3UTa0jfjoT9rWc59DOjiwc7m2N8rpCaF+zbnAh3DDm7sHkPQJYEH3AF8K/9yUev7nf9eqkvAV3g2CiKtKa6L42KFNC3y1rO6/o+3pznrwB4c7761blvFhYIykLWbpQzVl1DeBk/X7g0GVQ9MceVAD0r1iBuYvsi0djbCeeBE8B1xMJ9ekXgpdazBVmRkMHOCmKLh5Bb93Aht64V5IUPCHcQObvIQUqtOYIK3mtCDyrnVBPFJlThc6iCjovYKLzFqTxgD6yKrahpbnbckR3LvMrdykiTGaDKVeT96CW7c/S80rGWF0kVJk8Uv5rA5zNA1t8cuUd/9jELiY9c3qkQ56lk7fhBN7AUF2pPwS5TcoBvFn8IG+BJVgC8AV6UakmVBWbKAqvVfOwoeL4AT/4A4NYAvn8edIxUseVT98++52rHWt7e1LWLNP5QITW+Z9/+kyJ9yQjnfLN33lSx5TafkYEcP0nWujRmpfhBAnJZxH8TtQeUe2Ol1v8I8sQaBG8ha96rzEeq5g8A+pwwgReT9W/n300PwM0bAYYwMwz8itatbmUk/sqxtk/5uFJ8jDoV6H92rHsaynws193zt8SIqUMFek89j2xM0vEt22cqikip9RxBFxXnjfSIEc7xof9+oxwZCLb5GFkviu8G7Vd9vv4sUAHw+rN1daTKAuvVAlLzgcpYm3xhE4Axgs/ux3KVL6xHeB5t4HGzWL++/wM+/ryAV4eH+3cZROq7QWrsvwVX0GgS3SBn20rjJwip51vuV0wmtd4lyFdpE/w6WSs4je2zMq90gvTJo5xTVGNPD8Cxeea+wnmy560tU8VLSG4NcKVjbavuc1v+AGF1rkFsa+8iFbFtEzVPJRjam/Rdx8YLe21ZfsGw79rQ7rN65AjzfaTWyYKCLrMWESPPILcraD77zF30Ogf7Tgr/r9ebsjpYlwUqAK5uiMoCm6AFgti9ge/T89NLkR4wwjnek+w32opf6ICO99hT7FTeZ0LxM4OQvP+YcPuQs3/VO2+i5lcIHumBtkfCr1iXYsuD7h0A4gVkvRAkyAC2dREgr8pkggvkbA/Wnf1bJpCQaw7vUq76nQ6ApbjI8xJ4LVn34eB8lGUG2+Ces1grFJ78Oal1oaADw/l9OOpRMJLu2V2YKF5gytKKPccp1iHw3GiK4rhUzQs6Qhu60LHR1W/d5xqcTbAotkuBV4+UhCI2wdt/ozmlCoA3mktVLbSywPAWkOLvCChoEAkeTtYKqsXemaT4vwRYqDho8OL/yPqug45Y5ivul//MwCluCCjyzCH03fUCIN0zT5jI88FjxOoHkvdb1gOwi3IFogR45ijroXXI500jodXOty+rGmVrGFyEZd8nar6foFcF6iXcyL4vKyOlb4g4p6sQLVHzjdbKFY7/R8d6wV2drylR/A0CnvGL0GlkoxBE6AC9F5qwF5Fa2O75ZCPnnO66DNL4w5K0/RPn3Pyw7vdGbLxnqrsjVWyEJ0XRXQo9f2TA/MPfZdWW99YCFQDfWwtW+1cW2AAtkCpWB5T4JrLWl+Uq3yZVbGL2BWBP1YYijb9CSPNq3X8Qs/bpLarqBTcAXf25HXDqAJjAr0aseW+5A0xd+WHzgLcnZxcFWdLYAwSXh0sLowUAABZXSURBVIFvd5NYqaYG4HKxkqCvRGx4mszO8cvKSDo7YqNQP/Lgl+XBLc/rB5E+hpxjWsnlOQ4QlDN+tQIxRxG6Lh2rHGq/kn2KtvJt2xo7zMEVL1S94fPeWzK8DNnLT+jpxs8d6zkH+AZ4B28eS6oAePO4ztVZbmYWyFVvLHc6nXckxScJ+FAJsAs1ockPct+6Y56a9/QIvZls5OICXZuniq3Fp24fptBRI2z4vtjySNX8OcCnZNvwsBHWvtENXvGLBeSFXdc61nMA8Zv1MGT1+X5qAG6rS+D+Msf6s7qPX+4V5h8ca56nuvscOkVmg+ydKjbSlKf6NUMnR2ycMtm2puM8y2wb2rX4ZrLW17a2b4+84c1E+5nk9l3V5d3n0toFwAJB/03IPOzfbmZ/Fhvc6VYAvMFdkmpBlQXWnwV6WKQsT/vFiHVfWNVvSM33CTw5+06/dGx0ad7m+0jxqxXaawD9nqjvSjLpBgTfB+u5jSUtW8ZlD6xx567WKKn1CUG+3UbAF6IeykYpfoFCfzOBC8h6V7/rdCFoqbWnoGvC+dzk2PDg1w2wzb8D9MQgRFLrpfqU4hNV6ADjd451X1Xdc65HC+kZ2Wf8EzG2G/mglb3btdU80oFecjFN09sjpyf0Iz8JNrPwu6UNchnGKYlV1t9dVR1pWAtUADyspartKgtsYhaQxrcXEustDVXS/LdjLacxnHS2ksnkta8l4duSUuiQkRIhRjdoxRaW9QQTAk6KWP/IZFCKX2WgGrb5RsS6Z7rqnqd1JaAnZeCH15B1v30+EjWPtdamMMfnItZf1w1804Wgl+wsRP8I+yxxrHslp55zsaKwQ+yz3hy0P66W/bfQLlV6TxZXkDRLaBmzluepJnAMWe9LupGqeRFAX3TWy4k92YatPbN8cOQFKAgeT9ZO3cRu1U32dCoA3mQvbXVilQWmtkC5AjiAwpx+JBAlsPsqwZcFsPt6xHpXO1C+XU+/apOYeDS5g2no9gJb0W9McJJ0oW2cKr6nI3rAvXpbqBKNfdQqowP4nEzWukK703vAvojLjuFfKnqLuDKAjd8hwM8rpO+IOOeDfYDwFzmXMoG3k/UipN+xS1ywfQH6hWPDh957x4Tip0dAoeNMuCeRswcqFEnxawR8LswzQeiZZOOK6v7f8C1QAfCGf42qFVYWmHELSK3XmYhAPjHhjiJnT8rRdsBj/LlC6kkkJKx2HN2b3Kav3nCq2MDDtz8NrpD2Qg+5atMq/v/27jRGkrqM4/jzVPcsQd3p6sET70A0Go2gCF7BW1SCEEUJnjHiLRgvXgiiiRgTPBLRgNHERAUDSET2jUo0AhJF45EoKhE0RoMI6nb1ApuwO12PqeqqPqtnZ9mBZ3aeb79jpqefej5Pk99Wd9X/L+3HT65CNazTO8pEiw0aikem0nn4/B7E400RcpEz2ppWH/MO/2hfAVyF/F/HV3/rk1Q7t0yCT+6MJGJXJ9o9ZXYgA+udq6Llcpgi8ptE02NmnzO8YEz/KKLl2ersPsMzNSfX4b4q0bQ8A1/0mNxeUkVvFNnzCjZT2PD/bTb8BQngDSflBRHY/AJm/Zus2rpuUahMB0L2U6suIlKRz6qmH2/qcn5D+uZFJcx2vc0krzYrkAWLeIw/ol60HObkxU3Ntzmt/RH0MKT7o7PXgdiLZ9fWnt4ZyW5LtDu1/2/1Gs82sV/VJrPLZdY/N+tfaGLlbUgqcoVqelqzY3bE8GI3K/fqzSV/c1tX1riNrFyus/g++JnD5zdf9Lb535mxjpAAjjVvukWgFJgMrn3tfDOw/gdUrL6N6ZZq0Y25jeGL1x1Yb/QxtYpeqtopN6affZj1d5hYvXxk4/ehM4tkNC6jmFv2FxEpl4BUsaNnr+xdzxnwwLLLVeQNawVdbllxtn/0sM7gcaqH/XO2p9yyIoDr9aw/orr8xYa+Jy76Kj8hOHbRnr0zW0f+VqX3/KYLt8bhnr2supebAD5I/j8ngA+SQXGYCGykgFn/yFzyk1va/cJar2t29yNNVotbY55YnbXNrRY1DoDxVc3D5+orVTv1Pr2jMtUFSfdWP8hVBk9YEGjFhU31LTlv1JlblKp/SNwlItUFSK1HqG6/c7Kf9QSwWX+0XKNKcrbq8ufmg3O8YlYucmp7ZrWu4vlmvU9btaiHiP480c5of+HpY8quMJFySUqT+U0exp62ZNIv7MuPs1XkHNV07vvnmdd+vYht15m9ljfyvcNrbZwAAbxxlrwSAltOYGA7P6eSfLRq7CeJpuWmCk2Pmf1tf5xo+vKm561a//RE7DvD3+mORDsnzweeHWrS313/fK+sPvUQfejUmseTK22Z2a5W0i1XkdrfAB5Ydnaxp/Iw5PRLqp1q7ebxK03vjCQXtCa2PBwH5q4XmOSjdahVlg5XffDtDcf0GhO9uvp5ppI/Q3WlvhJ75vj7p1tlled51kraz1FdHi38seXecMEaIoCDDZx2EVivgFn/uNzsF6rFyVcZTieqdqptBedfJbfePSLFxgXlcxuvai5+l1vvShF9XfW896t2LmoIqRea6LXVz/+eaFqegU8+7rWdT1uSpF516s+Jpk+9LwFs1n+ziX27+tsrk4ZNJaZ3RrJrE+02riKVW1bcalTeB2ySn9nSla80eefWv17Eynuo93Vmm1s2ug1KRb6ma9ynvd7Z8rzNIUAAb445cBQIbDoBs+xyq74bbVqmcfKAp/eftT9UC2+MlsOcfG5u2V4RaVfhM7V5Qv08s+xjJnLB8L/tqkS7c1cBzywi0nh2vr6PoLOXmki9vvQvEk2nth0sj8DKnZHuUNVlEbs70W69t/LU3KY/MVgc1KuWvSup7oEWkZtVOsVCJXua3gRmO59vktxQ/05FTlBNr9l0bxgOaL8FCOD9JuMPENj6AtNrHNtde8Wed4iu3LSo89yy4tadYqnDYuGNs1uazn2POgyy3mtNtN7t6IeJpuVWgLOPybWpTey8lnbrW3xGTzXb9XaT/BvDmnZJS7ujHX/GQb6eq6Anl5u0fyTarfdOnjqsydur9kr+9CYPs/GFUMN/YOhhqp2p1b2qQC8+Yi/OlqsLyOQMnbmFarL45LaGJnZpS7uNF7dt/Xfm1uqQAN5a86QbBDZMwKx/o4kdt6/1pM3G9wiLyJ0q7WeoPuTfTQcysOxSFSlXvDKxD7W0W65i1RDAxWYF1fKP+UmqK6ON6Mfh2j/XxMpgVpELtPF72fUEcLm+dbFudfFKexPtbFtw7J9XkY8Uv8vF3tFecKFTbuNVwFTkXarp15tfr3eeipb7HIvYdYl2y7Wimx677X+PPVTaPyhuHdvXzlYb9gbghe53AQL4fiemAAIHp4DZvx4kcuiTdcHm8HVX0xsNyBdamtYXbTUFa3FhVbmxvUryFNXlm2efVF15Pbp4SWX1MU2bDAwsu7hYnrKMrwVhvp6PoMtAtewOESnvuVVpP3J2UZCyhk3ujDS/LnXdx8B6F6poveXgjxJNX9n0DjArd3oqzoLLj7NzyU9qN/xDY/Jvi08mVJeLW694bAEBAngLDJEWEPASMOsdbaKjFbFU7CjVbhEqc4+ZJSobtyccBl1v8irh3ycL9iXOrbdDROt7iU9TTa+YD/N9nwFXAVysuFWuia0iz1JN51b5Mpv6qPp3iXbLRS/ma/ZPNLHRGbvKnu2zexyPwzq7SEXeW9W9XDUt9w3mEUOAAI4xZ7pE4H4RGFjv28VHomVwLvgeti5sln3DRN4+DJvm+22HAZydbyLnDF9zfo/g+vVyy35Tr/w0kPz4JV0Z3QI0rrnuAC6u7i6/j15rb93csr+N74m+dZvqMcUFZVMPs18vmRxZfCdefpe81hXhM9spFuH/bNX01/fLsHjRTSdAAG+6kXBACBw8ApMfPw9ETlha4+rc3LK+iCwPQ6n8nni0g9Bkx7llxRW+5T3EKov3xM0tK75nfsTwebLgaur1BfDMqlsLFxuZvCVoIPkLlnSlcZOEge38mkryzqqHHdpwr/P4HxK974louY2iiZ7Z0k7jrUsHz7uCI12vAAG8XimehwACcwJm2etNpNjY4bqWdj+1iGivZS9viZS3zqjoz1Q7xy96bm5ZJiLlohoqrReqbr9+/iyz3MVotfp5rrJ7u+rho4U76uev9zvggfU+rdUqViZ2fku71Z7Hs2e3kzsj2Ydb2m3c+m/VstclIlfWf63S2Ta7kcT4GHc/2mTPhcN+t52l+qDbeKvFECCAY8yZLhFwFRhY9lUVeXd1tnquavqZpgMy2/Vkk7y+MOuengwOP0wPq3dNGv3JcGehpLhSunj8M9G0vGJ6PqjXfQb8XhMpFwRZ657nyZ2RTOSylqanN9e98yEm226tz9Bz0dPb2rnMdQgU33QCBPCmGwkHhMDWE8itf6eIPawK4IXfc5r132Ji3xo+T29Q7ZSrRc0H667nmuTFOsnF41eJpscdSACvWu+URPSq6jWuSTQ9ofn1/vMok6V6b+O/JZoesWhaA+t/U8XK/ZNFpHGFra03aTraHwECeH+0eC4CCNwngdyyelWsXyaaPmdxaPW+rKIfqAL4y6qds5qDMDvVRL5bBfr3VdPyO9T5oF7vGXB/tEuRitykmpabQDQ9JndGult2P2xZD2/cGWrytiUV+bxq+rH7hMcfbVkBAnjLjpbGENg8Anvsv8e1pPWqRNpXqG7/0xrh9ksRObb4/VqLXQys90EVLRfxMJGLW5q+78AC+H+PNWnVGyL0Ek1XFh3j5AVbueQntnVl4frYZv1P5pLrWt+Pb54pcSQPtAAB/ECLUw8BBBYKTJwpF/v7PnPRIiAD23mBSlKeUaroJ1Q75x9YAJcXdRXfNVebSex+cNNFXWXgW//9JlZeqbyvVcIYNQJrCRDAvD8QQGDTCOTWv0HEin10r000bdxxqArBS0zsTcMzZTmjvWAd5fVeBV2+jmXFRVPld7oq+iTVTnEv79yjOJtvS/vG4fOSk1WXd2waQA7koBIggA+qcXGwCGx9gb3We1FbWrevte/t5P3HKvpq1c4PDuQMuAr1663aInAg9uIl7dbbIc69dHGMxQ/Xes7WnxQdHqgAAXyggvw9Agg84AJmvaNM9CoVvUO1s/CiLrPsCBMpzmyLx08TTV+y6GDNsveY2DkieqvKnpMWLR/5gDdLwS0rQABv2dHSGAIIFAKr1ntrS5JjRPZepPrQuc0fUELAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaAECOPT4aR4BBBBAwEuAAPaSpy4CCCCAQGgBAjj0+GkeAQQQQMBLgAD2kqcuAggggEBoAQI49PhpHgEEEEDAS4AA9pKnLgIIIIBAaIH/A5GCoux4U2BYAAAAAElFTkSuQmCC</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="141.22754318362468" y="141.22754318362541" heading="42" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" pen="tip" id="54"><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><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="20" y="55.83333333333334"><block s="setHeading"><l>0</l><comment w="188.33333333333337" collapsed="true">You might (or might not) need this.</comment></block></script><script x="20" y="94.83333333333334"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333337" collapsed="true">You might (or might not) need this.</comment></block></script><script x="20" y="133.83333333333334"><block s="clear"><comment w="68.5" collapsed="false">Script A.</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>3</l></block></block></script></block></script><script x="20" y="308.66666666666674"><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></block></script><script x="20" y="483.5"><block s="clear"></block><block s="doRepeat"><l>4</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>4</l></block></block></script></block></script><script x="20" y="658.3333333333333"><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>254,255,240,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here? To cover up the previously drawn line</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="20" y="896.1666666666666"><block s="clear"></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>150</l></block><block s="doSayFor"><l>Height is drawn!</l><l>2</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>100</l></block><block s="doSayFor"><l>Length is drawn!</l><l>2</l></block><block s="turnLeft"><l>90</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>