<snapdata remixID="12559842"><project name="drawing" 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="drawing"><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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cdl5HwA0zA1RlbVLifToSkAKcYllXS30AD62lxsONCo2dtvu5f96Y1a5Pz8s/h74ySq/oSW0Cl1Y99feVlz59yp4X364Pesf+T9Zw9aylFNhe1Fxf8G8Av6CSloh/L7nt3JGRgZNufZ+UrAwhYCkCET/olooqjZ11cdGZBKqpJb+h5yL1s/Zdi6whOW0lbz+eoaFq8ER6O40xS+g7IFBh54sYmAYgY8UlT/f/828n2iMBxvUFDMI7VNxyZCTz1Ry3nXn3/hg8dTFtiFRG5gkBsxCQAmyWTBjoh4sdGwl0TS01/NlAtdBd+aswcJeNbc6mkEb4QNdRnTtFrnozkrFVdc3Yj4d19sNUdBVedZtRtSdA9ZHGww0F30DHCCptifgY3XQ7j9GAJZ4ARSwTqT8yTwgkg4AU4GRQTrKNMi5+lcGZXvIfa6Rpdu40Atz5GQivrp/YOo8Q/oU7CISqnEmyB2cka6voqhjNo3XGNFKFl/CYTqiatZTejcZ//vsev0YHvQDgYSppuSpS2VtG85QQ4y+VARoUqYzMEwJmIiAF2EzZMMgXFxedB9BfvOTvb5DKLWq42HYcMvAKiOeRd/V5bTX8ayZMA+N4MKo1tTw9ib4x2q7oMxeB6YV8agZhKgPHqa+Z9RCqZ31IMX0pz/UFavmYqaRlcDRRlhfyTCJc6gnQztHIyVwhYBYCUoDNkgmD/XCxYxOBLq6lBnVfqqGDS/MmgWgOgLt7Lm9YP4/tGmOqehsC8DeNUTV4Ci021LAo63MCFaP5AtYxjQn9iVDlaaLqeJzihj3+AqZLoNGx5Fj2RjS63KN5DhiHegJ0UDRyMlcImIWAFGCzZMJgP1zseBPAJi/5TzBYdVgdO/NuQPgeV/235FvzQI+NtfPZRh2YRoRpDDSpt6PcyVSXCB9EZ3IIzChkWwdhmobwG29A/XF1W7MxOeX6ghCAb6ikZfdoo3EX8r+Y0FkZoLHRysp8IWAGAlKAzZCFBPjgZId6E73PR/6BCVDfXYRt6qzxVSA6c1t9o9vm8gXgcCHuF16ankiGfhSWqLhEbxcBdTFCRghTw1sMwBMMVFUG6B2j+HBdwXsgHBzNsaOtbVcU8kes4T9bd9EyyjfRIwSSQUAKcDIo95ENFzs6NNCEhdTwXKJc4FLbPBBOh5ZxNNWuVF+//my0zeFTdQp/qHMsGFWUharss+m7RPkkeuMj0H3Fnyq6v1T54kxUV75PX8en9efS4WNHwCtU0nJSLLrddl6pEx6c1UQzY5EXGSHQ1wSkAPd1BhJov6v5Pbd6qfHkBJpR3bIWATgCCO5GPqg+vtscwRoek9X15bT6YvbRUCeqh54b3ReziYwj3XWXF/L5RN1ftoePEaEKIFUkDR9cV7AKhKFU0hJz21S3nTeGGOfe3ky9tqw0PABRKAQMICAF2ACIZlXhYofqjzvTS/7sRPvIzvx3Ad6FfMFderO1roaHkTq6on7ZE94jhL+cbuhNTn5uPIEZh/DQjhCmqXyA8GF4mbkpsWe7uWH3C8Da42CeQaXLf9QLOpoIy+2sUwj7ez6kT6KRk7lCwCwEpACbJRMJ8sPFjn8ycLuP/M8nyMQWtezM+wyATr7V+0Zqq30uXxTSw8vTGayhKncS/SVSWZkXO4GbC/mgzK5jRGqPfrY6QlbZTG/FrjFySa4v2ASmTVS6LDdyqR/PnHE4D+vchJWeAMnvsFghilyfE5CHt89TkFoOcGn+ChC3kC8YcTtBRWDtbC7SMjAVDHWva9UGoHrEZPo+tej0fTS3jOFxeij8tnui6lal2oreujR5/b3ZV/AsNIzHhuxd6OzmmL8DcB/IJyMDfk+ADG252vcZEg/SiYAU4HTKdhJi5aKdhyNr8+cAXiNf8LRoTbbN44O5q0Coj4CqiVGVPYW2+XFXtLrTeX65nc/tPkaUq5j+txnVC0DqCFBSB9cX6AA+p5KWfeIx7LbzNQBu9QRoaDx6RFYI9CUBKcB9ST9FbXOp7RgQ/gXw0+RbfW4sYa5/kndCVviNWBXid3RG9ZAp5I9FV7rK3Hg4D+n3Q9cxIgI+1oHqygAt7CseXD/qI4D3pZIWLV4f3KP5YTBKPAEaFa8ukRcCfUVACnBfkU9xu+zMmwhQDRj3UF3w9/GEu66GL1Fvb+rVSfWdzp1Ej8WjL9VlZ4zmAzq7/nCZyox5WgaqZi4l1ZilzwbPRzYGFawH2Ecly13xOlJh53oGRngCFNVWR7x2RV4IGElACrCRNEXXjwiwM+/3AN0JDddSbVA17YhrtM9hR7gpBOEw1lGNLFTlnE0r41KaQsLuQh6LrmNE6thZdYaOqls/oOVmCJHrR60FeCCVtBiyZ+seze+SjuUzm6nMDPGJD0IgFgJSgGOhJjIRE2Cn7T4QrgbTWeRrNaQhSPtcPlTncKG5TL0Rh/eJJ9PSiJ1KsYnlo3lK9zGiPHWkKyMfVTNeoU6zhMkNo24C8ywQXU7Fy+LqHd0Tk9vOXxLhmZlNpI7ayRACliQgBdiSabOW0+y0zQUwHqwdS3WrorqqbkeRttXwiO6bmKYx402NwoU44cetzED/hv05p19W1zIzAZ+rPfLKZnrWDL4lw4cKO6/VGTdXNtP/JcOe2BACiSAgBTgRVEXnzwhwqe1FEI5CB3ajxuA6oxG1z+VL1ZlWMNSbnyrEjxttwwz6ZhzM+3Wq24i67uBdoG4kmtlE/zGDb8n0wW3nDiaMq2yifyXTrtgSAkYSkAJsJE3RtUMC7Mx7F6CR5Asm7P7WdbO5BFq4OB2sCnH/gS/9I6v/1C+snpp6r7voq+VjJm7enP2L3Ozvny4sbHz6yF/VGN6fOeGcNma0U9lnX8Zrx21nzmTkzGimtnh1ibwQ6CsCUoD7inya2uXSvM9A0XXLigXVmjl8eIb2VQV4V5eW8Wlnv373b8jMatgUi64+l2FkgWgIEG7LnJDezEmLkdBGxS1D4rGnbmnSdLzvCVBGPHpEVgj0NQEpwH2dgTS0z8787wFeHm23rFhQrZ7Dh2QCD4BwPIDvWMfDuefQ7bHoEhlzEKgYzZOZ8agnQIPM4ZF4IQRiIyAFODZuIhUHAS4dOQz0wxdgvE51wVPjUBWVaFsNz1Yfg+lAiIB5OZPp0qgUyGRTEHAX8m3QMNXTRCNM4ZA4IQRiJCAFOEZwIhYfAXblHw3mVwGeT77V58SnLTrptTXs0YDLiJDHOl7KzMK0gWeT5feJo6Ng3dk3FH0bhE55d/59Z/n9Zd00iufhvkIyhEAfEWCXbQIY6ojSveQLXp9sN9bO4fOIUE7AfgCWMuOW3CmJvYov2TGmoj33aF7TfmjzkGVPXP/LhfT8v1MxRokpPQhIAU6PPJs2Si61XQ/CXSBcR97gfX3haPiDLYKy/QsA3xLwYPZkurMvfBGbvRNw23lT2zHv0Rd/mV7vpcbxvUvIDCFgTgJSgM2Zl7Tyiktt90KDut1mAnmDz/RV8MystdVgDghlYHRAw9ycSaQ6bskwEQG3nUPthwa+/PzJG3O95LeZyDVxRQhERUAKcFS4ZHKiCLDTVgPgDIS046hh1eJE2YlUb1sNz2JAfaQ1lIEXQ4xpeVOoJVJ5mZc4AuoMMDPuDQSKr2Xw4T5qXJI4a6JZCCSOgBTgxLEVzVESYKftHwCOhpa7B9UuWxOleEKmt83lC3TGdAL2BfA+a3DnTqT6hBgTpRERUAVYY5z2fqD4Twx+00eNkyISlElCwGQEpACbLCHp7g478xYDtGsiu2XFwrh9Nh+pq31iwnEAvmbGA7lT6O5YdIlM7ATcdt4bwKeeAJGTi+8m8Ple8g+PXaNICoG+IyAFuO/Yi+XtEGBn3qeq4xP5Vqu3TlMNns/92jrxFAFOBjaDUZMzhS43lZMp7Mx0O/9eA+5UBfhcPnfwOrS2acD+C8n/cQqHLaGlKAEpwCmaWKuH1d0t60vyBY8wayxtc/kO1nEJCEMIeEHLxGWDzibr9Wc2K+Bt+DXdzs9qwOmeAGnqxy52LCdgUS35L7RQGOKqEAgTkAIsD4IpCfBZu9mwaYP66Ok/5AueYkonu51aN4cvJg03gbEPgCWahvLBE6nRzD5b1Te3nZcycFBlgDK7C/DD6uM9L/l3sWpM4nf6EpACnL65N33kPD7/SHTyayCeT97kdsuKBc6GeXxMSMc9AI4F8BUD9+dOpntj0SUy2ybgtvP3ALI9ARqsZjh53AhC/+9C0Harp3pZfZAHx1IEpABbKl3p5yw7bWcBeLqvumXFQpxf5gFt3+FJMJwAfgAwJ2cyXRGLLpH5MQG3ndsBrPMEaMsbr4sd3wDweskve/HywFiKgBRgS6UrPZ1lp+13ANQXx78jX9BSb5Tr5vBdRLgIQA4R/o4MXJp9Nn2XnpmMP+pyO3eC0VTZTIf2aCtjx6MMnOol/+7xWxANQiB5BKQAJ4+1WIqDwJZuWYyJ5AsuiENVn4i2z+VLdcaNAPYG413KwM3ZE+mFPnHGwkbddtYZmF8ZoIk9YRRz8V6Z4M82g4c0UuM6C4cnrqcZASnAaZZwK4fLzrwa9F99AS3AZqvGEazh47M43Pv6aDC+JODe7Cn0gFXjSbbf4S5YwDWVAXpwa9tOdqzQQHNqqeHaZPsk9oRArASkAMdKTuSEQBwEeD5nrw/hCQ0o1hk/EOGpnEl0VRwq00JUFeD2zdjtvo9/fNyrjIufYvDxXvLvmRYgJMiUICAFOCXSKEFYmcC6Gr6HCBeAkQNCIzJwSc7ZtNLKMSXCd/cYdkKHVzXh+Kl+J582hqC974U/AwQ9EfZFpxAwmoAUYKOJij4hECOB9XN5Guu4gQh7ajqOGnwOvR2jqpQUKy/kh4hw5bYKsArYxY5WAH/2kv/mlAQgQaUcASnAKZdSCcjqBDY+zScMnED/snocRvtfYedXGPilJ0AZ29Lt4uIFgH6IlxpN18LUaBaiLzUISAFOjTxKFEIg5Qm47fw5gF09Aeq/rWBLufQYDaHXveQPt6mUIQTMTkAKsNkzJP4JASEQJuAezWvAYE+A8raHxMWONQz9Ph89f6tgEwJmJyAF2OwZEv+EgBDoKsB23kTAVzMDpK4k3OZwcZEPoH285D9IsAkBsxOQAmz2DIl/QkAI9BTgEAH/nBmgsdtDUsanjWNoL3jJv819YkEpBMxEQAqwmbIhvggBIbBdAuEmHIz7K5tph802XFy8nqHP9FHjnYJTCJiZgBRgM2dHfBMCQmALAVWAdYJjVtOOr3p0cdHzAO3iJf/Bgk8ImJmAFGAzZ0d8EwJCoGv5uYD3RA4+394Z4K0xubioFKCFXvKH7wyWIQTMSkAKsFkzI34JASGwhUDFaL6OGfdEUoCVkIsdGwh0Yy01PCQYhYBZCUgBNmtmxC8hIAT+t/w8mheAcYYnQBGd8XVx0csA5XjJf4RgFAJmJSAF2KyZEb+EgBDYQqDczu8DKKwMUETLyi4umgDQU17y9xOMQsCsBKQAmzUz4pcQEAL/ewO283cAcjwBGhwpFhc7fiDQFbXU8FikMjJPCCSTgBTgZNIWW0JACMREwG3ndgLWzQzQLpEqcLHjNQJTLTUeF6mMzBMCySQgBTiZtMWWEBACMREot3MnAQFPgA6JVIGLHRcC+JOX/AMilZF5QiCZBKQAJ5O22BICQiAmAm476yAs8DTRhGgUuLhosw66oI78NdHIyVwhkAwCUoCTQVlsCAEhEBeB7i5Y11Y20/3RKCpjx1sANtSS/8Ro5GSuEEgGASnAyaAsNoSAEIiLQLgAb8QelZ/Rl9EocnHxbwC+20v+QdHIyVwhkAwCUoCTQVlsCAEhEDOBWwq5VCf4eppwXLUP5+YOwN8qAzQ+EqUudnTowJl15PdGMl/mCIFkEZACnCzSYkcICIGYCJTb+QECriYNJzDjLjCOArDcE6BRkSh0suM9DVhRS/5TIpkvc4RAsghIAU4WabEjBIRATAQqRvNHzNivW3ixDtw8K0D/iFSZi4uuZ9AMH/mzI5WReUIgGQSkACeDstgQAkIgagJuO98N4EJm5BGBdWDkrAB9H7Vhn4n4AAAgAElEQVSirt7QIQ04bSH5Iy7csdgRGSEQDQEpwNHQkrlCQAgklED14Txo+SY8SUAJgB/AmA0N5yijniYaGqtxFzuaCfi8lvylseoQOSFgNAEpwEYTFX1CQAhETaDczsdpwN06cIwGfKkz7us5cuS28yYCvpoZoL2jVtwtUMZFFQy63kv+IbHqEDkhYDQBKcBGExV9QkAIRExg+hi+RNNxE4C9QXgXhHLPUnp+awVuO4cA/MsToJMiVryNiS526AAd76WG1+PRI7JCwCgCUoCNIil6hIAQiJiA2853ArgIQC4BL2zqwGV3fkTfbEtB+Aww8GBlgK6J2MA2Jpax42MdaPKR/4x49IisEDCKgBRgo0iKHiEgBHZIYMaJPKCjFU8SQ+3DbgYwxxOg3/SGTRVgHSiZFaCG3ubu6OcuLq4E+HIv+W3x6BFZIWAUASnARpEUPUJACGyTQMVBfDRruJeBY9VeLoAHPAG6JxJcd+zFe7QNQktPE45IZHZchB06AYfVkv+9eHWJvBCIl4AU4HgJirwQEALbLrx2vkid2SVgHwbeI7W/20T+aHC5C/laEO41sAB/zsAbPvJPjsYPmSsEEkFACnAiqIpOIZDGBCoK+XYQLmFgKDH+oROmVgai6+Hcg69iNM9nxpmeAGlGIHWx414A53rJP9wIfaJDCMRDQApwPPREVggIgTCBGeDMDjtmE+AC0AGgxhOgafHicdv5PQbslQHKjFeXkj+Lz8ru4Pb15z2xfNb4CwPlRugUHUIgVgJSgGMlJ3JCQAjgpkI+MpOg3iqPI+Ab9bWyJ0B3GYXGbedv1ZfSngANNkrnhI2n6ke+vRq/++Onx1NDUI4kGQVW9ERNQApw1MhEQAgIgfJCPl8DpjOFezS/z4yKymaqM5qM287tANZ7ArSzUbpd7Gga8EOocN6EtzcAmXuTb0VM7S2N8kf0pC8BKcDpm3uJXAhETaDCzpUMXAZgKAOLsjIxbcZ7tCxqRX0o4ORxYwj933/oqqWB3ZdvHEG+1p360B0xncYEpACncfIldCEQKQH3aK4BUAZGJxjzPM2kirBlh7qcAeAPa11vZgHIIl9wL8sGI45bloAUYMumThwXAoklUHEQH8qEB0D4BRjfQcODnib6Y2KtJke7ix0fqfaXXvJnssv2DRjfky94aHKsixUh0EVACrA8CUJACPyIQIWdz2HADWB/AEs1Hbfc9gF5UwnTeC4+KQR+qR8G7zL/iAXrsKvtW4AXk2/12FSKU2IxNwEpwObOj3gnBJJGoLyQZ2qEy3QgH8BLBFzuCdBnSXMgyYbUMjSB36ulxsPZmTcG0N4C2Eu+4IQkuyLm0pSAFOA0TbyELQR6CLjtPJuB8QSoW4ee9gToknSg42LHFwB285Jf7QODnUOdgLYQxI+Qd/XV6cBAYuxbAlKA+5a/odbXzeWLSMcVrKEqdxL9xVDloiylCMwo5J07CapRxjQihHTGI5UBmpVSQfYSjIuLzgRogZf8W34PcunQq0Dag9DpZqpvvSOdeEisyScgBTj5zBNqsa2GT2PCNGIcxYxqIlRlTyY555hQ6tZRPn0MH6aFMA2Eixmo0ghVM5uoyToRGOupk9XlDPyGlxqP69HMrvzbwXwjdO1cql81x1iLok0I/I+AFOAUfRra5vHBzJgKDr/l/JkYVdlTSG6ASdF89xbWLXYu1tXbLnCIzqjO6kDVjI9pVW9yqf5zJzu+IvBOXmrst3Ws7LT9DYTJCPFYql/971TnIPH1DQEpwH3DPWlW18/n4egIv/FMY2AxM6qGTInuRpqkOSuGDCfgLuRLwysiQIiAqpkB+qvhRiys0MnFlxG4eutl6C1vwqU2PwgnIFPbl55bpVpiyhAChhKQAmwoTnMrW1fDl2jAVOWlWpoePIkeM7fH4l0sBKbbeQQRphKHtyLeCmmontVEjbHoSgcZFzt0Bl72kX/cT+Nlp+0NdV6YfEG5PSkdHoYkxygFOMnAzWCufU74/IV6KzocjCpkoSrnbFppBt/Eh9gJTC/kQ7SuD6suY6BaY1TNbKb3Y9eYHpIudnynWmt6yT9gWxGz06aadvQjX3DP9CAiUSaLgBTgZJE2oZ3Vc/nQTLVPrHr7Eqo6O1Gdd678wjZhqnbokns0O9C1snEEgKofCNV3L6UVVoujr/x1cskNBP2P21qG7vGJneFuWSuoLnhIX/kpdlOPgBTg1Mtp1BG11fAIVsuVhKlMeCv8wdZkej5qRSKQVAJuO1+sjhEpo+rDqlnN9GhSHUghY93L0A0+8pdu8y34RAxAru07MC+hutUnpVDoEkofEpAC3IfwzWh63Vy+lPRwMe7UCdW5k+SjHTPl6eZDeXhGJ6aBMZWAd5lQ5WmSj+rizZGLi1cBPMhL/kHb08XFeXZkaO8A7CNf8Ox4bYq8EJACLM/ANgmsm80lWgamMkMtuVVlD0AVjadWwdU3BCoK+WBWKxRdR4n+TDqqZ35AS/rGm9Sz6uKiSoCm72gZWkXNrrxSMNUC/H/kW31V6pGQiJJJQApwMmlb0Fb7PD5MV2/EwEXqwx7SUZV9Tvo2bkh2Ct2FfFq46BKOVn8I6UDVrIA0VklEHlzsYAbm+8i/w17Q7Mq7AkwPq4JNvtbbE+GL6EwPAlKA0yPPcUfZ/hTvomduaezxOmmoyp5IL8StWBRsk8B0O1/UfWQsU32p7mmW1qKJflTK2LGGgUwv+bN7s8Wl+beD+EaAziNf6+ze5svPhcC2CEgBluciagLrazjcYYsJm1RxyJ1Cf4taiQj8jMDNB3B+RmZXf2YG3leNMzwBqhdUySHg5KKHCHRlb8vQPd6wy/Y4GOcgg0+ihdItKzlZSi0rUoBTK59Jjaa9hkvV8igIdlWIQ5moHnI2BZPqRAoYqxjNo1kdI1JtQwl/1QlVs5bSuykQmuVCUMvQOvB4HfkvisR5LrU1gPAr6LQ/1bd+HYmMzBECPQSkAMuzEDeB9rl8RKjry+nz1XliVYxzJlNz3IpTXIHbzqdQ19vuccSoDumomvUhScvDPsy7ix3rlHkv+XMjdUO6ZUVKSub9lIAUYHkmDCPQPpdHqob/4eVpxqvqpp3syfQPwwykiKKK0XxB+KIMYID6g8XTRNUpEprlw3Bx8eMAXxDpMvSW5Win7b8A+ku3LMs/AkkNQApwUnGnhzFmprYaTCMtfIxpQ/dNTE+mR/TbjnJGIds6KVx01R5vAIxqTzP50pmJWWNXy9AAP+Slxquj8ZGdNrUEvZJ80i0rGm7pPFcKcDpnPwmxr5vHLuiYpgEH6EB1aBOq8i6kNUkwbQoTFQdxoa76bncV3yfVHbyVAXrHFM6JE9sk4GJHO4DNXvLnRYOIz0I/bLKtkG5Z0VBL77lSgNM7/0mLfu0cPiqjq5HEOeF94hCqc86hD5LmQJINTbfzrzMQjvcEtSfOmaiufJ/kI50k5yEWc052zCfgrGiXoZUtdtkOAvO7ANWRL3hWLPZFJn0ISAFOn1ybItINs3m3kBbeI1ZvhS+raxGzJ9EiUzhngBMVhXyeun+XgcFd9++iikBsgGpRkUQC3cvQlV5qdEdrlkvzSkDkBfhP5Ft9ZbTyMj99CEgBTp9cmypSns8ZbZ1qWbbjKqJ1e2dkvrp2wMDfLjeVk9E50y/U2e9AJaJlhDqJQqHoxE01u5NKWoaYyqMkO+NixwaANnipYVgsprk07zcgegRE5eRtnRWLDpFJfQJSgFM/x6aPsH3eF4+H9N1O1yhzMGP1m1n9Z3r6Zz1nuev0Pvn4V8X77vfPz0wPvDcHSeugki8W9DYtlX/u5OJ6Aju85NdijZOd+bMAvgkanU+1rU/FqkfkUpeAFODUza3lImufyxfpwM1g7ANgiaahfPBEarRcIOJwShDo6g2t3eCj+rtiDYhLbX8F4VxAH0e+Nf+KVY/IpSYBKcCpmVdLR7V2Nh+jabgHwLEAvmLg/tzJdK+lgxLnLUfAxY4fAKzxkn/neJxnp021Ez0JOu0n3bLiIZl6slKAUy+nKRMRv8wD2r7Dk2A4GdhEwOycyXRFygQogZiaQBk7FjFwUjzL0D0BstP2HwD7ki8Y056yqUGJczETkAIcMzoRTCaBdXP4LhAuIiCHCH9HBi7NPpu+S6YPYiv9CHQvQ1/mo/q/xBs9q25ZhAHkDY6KV5fIpwYBKcCpkce0iWLdXL6UGDcC2JuAxdAwXa5FTJv0Jz1QFxdtZtAKH/l3M8J4d7esVeQLHmyEPtFhbQJSgK2dv7T1ft1s/gUId4cvqmd8ScC92VPogbQFIoEnhEAZF72ug47xxfE19NaObemWBXqPfK0nJsRpUWoZAlKALZMqcXRbBHg+Z7d14m9EKNEZPxDhqZxJdJXQEgKGEGBkuuDoAPgsLzU+Y4TOrm5ZWMxDDty8oejf+2VPpu+N0Cs6rEdACrD1ciYeb4fAuhq+hwgXgJEDoBGZuCTnbFopwIRAPARcHC7AX3mpcc949GwtG7rw1P/TWt+5vGPfC7Hp8LuqOwnVeZNoiVH6RY81CEgBtkaexMsoCKyfy9NYxw1E2JOBdzTCTanU7jIKFDLVAAIuLlK9nQ/2kj/DAHVbVLDTNhfARH3kKZ9tOGHuQAYWZzCqBk8hv5F2RJd5CUgBNm9uxLM4CWx8mk8IhXAnA0cRoYUZ9+ZMpofiVCviaUbAyc6RhM6vGTTWRw0vGxk+O23/BvALAH/ZMKn1zRCHbw6DujksdzI9aqQt0WU+AlKAzZcT8chgAl88zkPz++NxAhxgbFDXAuZMoWsMNiPqUpiAix2dAD7zkn9/o8NkZ/5HAO8H4LfkCz6wdg47SF1hCRyubtIK3xx2HlmuNavRnFJRnxTgVMyqxLRdAutr+D4A5wMYzIxGzsJFQ86moCATAjsi4OLiAMAHGr0M3WOTnTZ1pn0EiI4hb+ub6t/b5vMh3IlpIFwGHdWUgarsifS+ZCo1CDCYpACnRi4liigJrJ/NV7CG64lQQIy3mXFTzhQydHkxSpdkuokJlLHjEFb9ydE5eiG9EEiEq+y0rQMjm+qCP7oAoq2GR6jrO0GYCsJbxKjKnkzPJ8IH0Zl4AuUH866kboLrWuWQIQTSl8D6p/kk7sQfScMRBCxjxt05k+n/0peIRL49Ai52qCsmP/CSf3SiKLHTtglABvmCmduyEW5Eo4fvmw5BQ1XuJPpronwRvcYSKLez+h0zTa3AMaNKY3VXuAwhIATA89nWFsJfiVHEQDuAJ3Im07VWRcNOWzP5goVW9d+Mfpdx8ccM3stL/m0WR6N8ZqetE0wdVNc6cHs62+dyMQPTmHGIBlSFuj7aWmWUD6LHOALuQnaGVy8AO4CqwYSqm5totbIgBdg4zqIpRQi0zeUHmHEegEEAGrKH4gJy0DorhcdOG4f9ZXxAdVKIjcidi4tPBvgfgzBk57k0N2HNM/hEDECubQMI68gbHLoj39vn8WEhPbyUebH65U46qrLPoSYj4hUd8RFwj+apUFsHjE2koWpmE/3tpxqlAMfHWKRTmMD6eXwV6/gdAXsQ8FYH44a8KWSZO13ZmdcJUPfZVbqKfK0Pp3C6khKaWoYmYEkt+Y9IpEEuzS0CZarzwF+TL9hrH+q2+bwzd4T3idV/r+s6qodMob8n0kfR/XMC0w/kXTI0TGPCVAJeZ6DKE6AXtsdKCrA8RUKgFwJtc/hkBu4A4XAAn2vAnYMnU7UVwLHTpo5b3d/lK4fItzqhy6dWYBKPjy52LGPwbT5qTPjeKzttFQBuA6C2E9TyZURjfQ2rX/5TdWCzRqjKnvTzN6+IFMmkiAnMGMOHdaq3XeAiZlQr7jObel+JkAIcMWKZmO4E1j/JO1EmHmXgNADrATycM5n+YAUuXGr7AIQDw74S1va2tGmFmNLBR3blzwHzZDAtorrWk6OJeV0NlwKYphHs6o2Ys1AlR+6iIdj7XLedS9RePAHqdquqUCeqbv8vtfYu2TVDCnCkpGSeENiKwNo5/PCQKXSl1aCw06YakXR/3MOvkm/1CVaLId38ZaftVQDHg/Eo1QUvjTb+NXP5iAwOfwR0AQhV6Ag39kjIUapofbPqfPdovjS8vwt0KqaeJno8llikAMdCTWSEgMUJsDMvBFDXedOOjcdS48Y3LB5SSrvPzvz/Arw/CNeRN6iayUQ92ufySF3vPk/M+Dep5enJ9I+oFaWpwHQ7j9C6jhGpr8/fJLW/2xzfeWwpwGn6MEnYQoBdeY+A6Tdda2HcQd7V/YSKeQls6ZYVwi+oIfh6rJ6qDkxtc9H1hS6wgbuOMD0Rq75Ul6s4iA9lDVMZuEwV3Qyg6tYALTUibinARlAUHULAwgTYZfsSjO4vbWkF+VpHWDiclHZ9e92yYg163Rx2aRqm6oyD1B5mzkBU0em0JlZ9qSTnHs0O4nDTk8NAqA5lour2JcZebyoFOJWeGIlFCMRBgJ15mwDqegvWsIBqg2fHoU5EE0Sgt25ZsZhtn8dHqvPEGnCO2tNkdQHEOfRBLLqsLlNRyJeoY0TdcahjRI8lKiYpwIkiK3qFgAUJ8AwMxbu2cJcegHXyrTb0DlwjkbjYoRpOfOElv9NIvVbQFe6WBeog3/a7ZcUSR+ts3q1fV89ptTz9SnifeBItikWXlWRmjOGdOrs+VFNxvwOg2tOU+HuZpQBb6SkRX4VAkgiwM78O4JLuQryJfKsHJMl0xGa6ezNrXvKn3e8xBjLhtG2OpFtWxEC3msgzWGvbL3y8Rp0nblO9i4dMoadi0WVmmYpCPljvuhRBFd8/64yqWc30XrJ8TrsHN1lgxY4QSAUCXGpbCcKw7liWkS+4p5nicrEj3HIzLYuwK/dUcKa6Fekb8gV3TVRe1tVwmbpEgAj7Eb39z0ED/vQaMl6K+KxrovyKR+9XXx165soV+xy5cWPuLnn5y94bNWrxkoED16ojekkdUoCTiluMCQFrEmBnXgdA3V20+C7yrb7BDJGUcfHdDP4dA6t95LeZwadk+sDOfDfAM9UtTYm+fGPtXD46U/vCp4f23Im0lrX9+j/0QVbWM+oeY8uNUKjf0bqeOSgra0PSi+7WsKQAW+7REYeFQN8Q4NIRJaCOui7r5tkfLuPi9QzOVvt3XvJbokWokRlkZ95sgKaA6SWqax1npO5t6dowl4/uZNxLwLFE+EpnPJA7me5JtN1U1C8FOBWzKjH1SmB9DYeXLgnQAYQYaCPgsywNz/afSHf0qiCNJ3Cp7U0QjupG0E6+oCp+fTrSeSk6/OeQ06YuCfklgL+SL6huRkr4eHkGDzhiPzxBgJMBtR89J2dS97nyhFtPDQNSgFMjjxJFlATW17A66zgY6mOWSAZDB2ETGKs04K0NOmYNP5fejUQ0VeeEz6QCOV0vxFhKdUHVD7fPRncRDiX6vt4+C7AXw+y0/RfA/oD2O/KtujeZfrbV8B8ZuJiAXAAvDO6PS+kM+jaZPljRlhRgK2ZNfE4ogTVz+OQswm914FAAal9RnY3tatu448EEdOqMdg34nAjPDZ5Mlb0JWf3nP2pryRkXUt3Kn917mowYnVz0HwIdw8BHPvIfkAybZrPBTpsqejtD519S/ep/J9u/9hq+JATcRMDeRHg31InyIefG164x2TEk054U4GTSFlspRWDdbJ4FDSXqvuCo3qa7lr03EbBKB94ZoOP2fufQ21aGw6V500E9f2z03bWHZezYzEBWOn4V3fP8GN0tK5bnct1cPo4YdwM4hgiq09p92ZOp+1rMWDSmpowU4NTMq0RlEgLra/hXGvA7nXAYGPlRvE2r/ekOZrQDWKZO2uRMoRkmCWu7brDT9hGA/bonrCFfMC/ZPqf7frDizc78HwDOJF8wsi2WBCWJq3lQWy6eAENdjfgDGLNzLHiLWILwyHWEiQIreoVANATWzuGZRHASYw8Q1EdNvfzi1EG0Gsz56jzm1wA+JsLrGTqeGziFWqKxnYi5XGrbCEJX8w7GIqoLRnWXbTw+ncVnHbIZ7UsY+MFH/u6rF+PRaE3Z7m5ZneRrNUUTlba5fBczLlLfDRDwfDtw6YjJ9L016RrjtbwBG8NRtAiBhBPY/My906CFKpkH5DFnkx4aDV3fqYN5dw0EDfyzP6j18J40sBGMIBGWQ8NS1vGP3MnUfZwosW7/eH84eCDVQX0olPDh4qKvARoJ0EIvNYxPuEGTGmCnTW13rCdfcIhZXFxfw+pmoRsI2AvAYmLclD2FXjSLf8n0QwpwMmmLLSEQJQH2FhQjA7cCGAMgS10fB9Cr2NRxCZ3x9VfbUtf+DDv0zTgFwMHctT+dT4B6E1Rv1T/+mIzAYOhE2MSM9QDUG8knzHhDB54bOoU+j9Lln03nUtvjIFwQ/kESrz1M51aVPUlg15CTwRnqzt9vyRccGW8ujZTfUMPHhwh3gXE0AcuZcG/OJHrQSBtm1yUF2OwZEv/SjgA3jpoIXZ8OxoFd3adIFcaXsGHZJDobG40AsuFZ3m3TRpyZqeHY8NEVwgjoyAWh/47ephnYqLpOEWO5pmFpqBOLcs+l2kh8YqdNLZV3FQGib8nbmvCCoPaD1YFvXxr2i95ShEvzp4NYfY2f8G5ZkTwHP53zyYOcu/NwPE5AMXP4+X4qZzJdHYsuq8lIAbZaxsTflCTA9XtcBqLrwNgHgLqBaC2ARippmdSXAbc9xachE6ewjkOgYQ/WkU+EQb2+TetoA+F7ED4hxhsbGLU7TaFPVCzsytsE7r72kPkpqlt9XqJiLOPihxh8JUCtXmro6WmdKHOm1cuuvCfBdC5AL5OvdaxZHV03h+8ltVrCyGZCIzpwUe75ZOm+0ztiLQXYrE+i+JXyBLh+z98B+m8AjOpeGg6C4aXSFvWhimXGysd45OCBOCPE+EX32/TO4O2/TavuY9y5PjT4+ROzqG0ZeMAI1uZ/GMk565iY9LSqJODCWvL3yRnlmBw3WIid+a8A/Csw/kZ1wQsNVm+ouvXz+HIO4fekYRQB72RouHHgBHrZUCMmUCYF2ARJEBfShwDX73ELWLsExLt1fzK1EjoWUGnLlalOoW0eq31p9TatGpwUqCYn/T6fPSQrcKdGG9TqNJrIF1R73YYPOZrUhZSdtg8BHABdu4HqV91lOGiDFapjfAzcSYQjidHChLtzJtEjBpvpM3VSgPsMvRhOFwJct8edIDon3KGoa3wL5tlUuvzGdGHQW5xcmv8iiNXSqPoo7MlEvKGle6vKnhxs6ZYF/VfkW6N6SJt+8OM8tK0/HgfgAMJn45/ImUzXmt7xXhyUAmz1DIr/piTAdQUPQ8NZAIaj69qHL6Hrj5Fz+W2mdNgkTrHTthzA7mD6AdxxBtWv8xvlmpOL3iLQkTrowzpqOMgovVbU093HO5t8wYQt/SeKy/o5fD8D53d/i+Dv3IQL8y4k1dvdckMKsOVSJg6blQA3FPwVDFe4f3TX5Q3LwHiESluS2hjfrHwi9Yudww8FQqqPsfrY6zvyBXeJVLa3eS52dKgPyNK5VeX/3oTN0S2rt5xt7+fr5/IVxLieCQWs4+2sTPx+4ASyxBt9T0xSgGPNvsgJAbVeWjdqHohPA6AaHYTA+BQa7qbilkcFUHwEuMx2P3SovfEMgN4gX6s6MhX3kP3g/yHkUttvqS5o6R7N62t4LBHuYOAI1rGMNNyZM4mq4n5QkqBACnASIIuJ1CHALyMb7aPmgHlsV8tI7gTwIVirpNJlT6dOpOaJhF35b4JZ3T8cAnA/+YLXx+NdMZ9yXCYyX0v3VpXxMDSj7LpqHoYcPKYBpzHQTsDj2ZPpd2b0Vd6AzZwV8c1UBPjvI3fH5n6Pgvj47mVRtYy5FDoqyNnSaCpnU9gZdtpUl66dwh/hhLKOoYbvA7GGW8aObxjYhYD5teSfEKsekTMngfU1rDpqnUuEgQw0ZGfgfDqb2szmrbwBmy0j4o8pCHDDXqOhhx4C4WggfKnAJjDeBeF6Kml53RROpqETXDq0DJQxD2DVsauFvEF1hjqmIa0qY8JmKaH1c/lqYlynWqvmTKGJZnNeCrDZMiL+9BkBrt/9l2DtTgCHgdAP6hID4A10Zl1JZZ9+0GeOieGfEeDSvCdBNEV9Xg7Qi+RrVWeMox7d+8G6l/yq+5iMFCXAzJlEpLaLTDWkAJsqHeJMsglwXcFMUPhs4ejuyw7UGcNXkYmL6LSWb5Ptj9iLjgCX2ppAsAPoBJOb6lr/GI2G07m4Skf4dp5VPvIPj0ZW5gqBeAlIAY6XoMhbjgA3FDwCxsWhUL/+RDo0LbQexIvQ3jLZqMsOLAfF4g6zMy8IUB4Ia9EvuBstQMT7fS52qD+6BhEyJtRS3XyLoxD3LURACrCFkiWuxk6A6wrmgHAmEF5aRnu7DUsWn4kX/NN/PzNAd8euWSTNQoCdeZcD9EDXSgZ9RL7WAyL1TY4mRUpK5hlJQAqwkTRFl6kIcH1BPQingMP36Kqhrqz/uOLGZUNBGKYxXLcFqMFUToszcRPg0nwfiEu6M/4c1QXVH169DmlV2SsimWAwASnABgMVdX1LgBsKXgFDHRfq+ahGDzf5L2k5RHnmtvM6AP05A3tVvk/hGwBkpCYBduZ/CvDeADYjgy6jha1P7ChSJxctJtBhAAJe8qtvAmQIgYQSkAKcULyiPBkEuL7gbXD4y+WevraqI9XbVNqypXPSzfvw8IwB+FL9MvYEKDcZfomNvifATowEbP8FkANwK/lW7/BOYGlV2fc5SycPpACnU7ZTKFauKwiAcGD3PboqMtUl6RUqaTn5p2FOP5hP1XQ0gNHqCdCIFMIgoURIgJ22GWoBJLwyQniPvEF1JeI2h+wHRwhVpsVNQApw3AhFQbIIcH3BJwDUkmLPc6s6UtVTScv47fngLuRrQbgHwOeeAO2TLF/FjjkJcGn+yyA+EYDamniMfMHLfuqpk0/5NSHzBXUO3Et+dSFEQka5necTUOwJ0BXDofsAACAASURBVOCEGBClpicgBdj0KUpvB7lh1HIw77ZV0d0M8FwqWX5Bb2TchfwwCFcQ8PbMAKlewjKEQJgAl9q+AmFXgDZC6yyl2rWLtkbjYsd3AEYANMdLDeouZ8NHuZ03EDDQEyD5PWw4XWsolMRbI09p4yU/O2Y3DFir9nR7Lq9Xsf8A4E9U0nJdpCDco9kLhhOA3xOg4kjlZF76EGCX7TgwXgQwEMC35AuO/EkRVtsaWqKuLpxeyM9qhPFSgNPnmftppFKA0zf3pomc/SN/gVCWF4T8LU4R2sGYRSUts6J1tKKQ3+CuHs7VngBNi1Ze5qcXAXbmPwzw5d3fE7xGvqD6ij48Et2q0m1nJmD2zACdm17UJVpFQAqwPAd9QoDrRk0AcXX3PbrdPtB66HwtOVsei9Upt50/BrCPzrh5VjNF1ZYwVpsilxoE2JX/NpiP6LrXme6iutabXVzyV0C/kIGVPvKrm5gMHaoAq74wngBlG6pYlFmCgBRgS6QpNZzkhlFXg7kSUPfo9tRcrEYoNIWcX8V9rV+Fnb9lwnDoGO9pJl9qUJMokk2AnXkrAFJ9oduQNeiwsmfGvKdaVWaCnc9SY52R/rgLOaSOz8kytJFUraNLCrB1cmVJT7m+wAPGdaDwPlvPWInNmWNp/Gcx3+f6UxhuO69V1wYOGIh93G+TOu8rQwjETIDLbGdDx1PdrUuXlXmPCV97aPR+sLuQV6mtFynAMafK0oJSgC2dPnM6zw17/AlMF6qOU2EPCQzGt3inZX+aEXmT/Eiiu/kAztcy8TUBHZ4A5UQiI3OEQKQE2GmrAWOi2qwbv/Bo0jXq9JK/p7VppGq2O6/7mNy9UoDjRmlJBVKALZk28znN9QVzAajzuOHLDsJ9l4EWKmnZM1HeTrfzr4nQSNJgI1GIRW/Pw1xq+2DRycMPfOjqvbHPJ23f3LPfv3Y1Ck73PvA7ngAdaZRO0WMNAlKArZEn03rJ9XssBainb6560/2YSlsivoUm1sBusfM1OnAfA19UBkg155AhBBJO4PqPT+BP9s1mL/l72p7GbbO7AKsVnJ4/XuPWKQqsQUAKsDXyZGovub5gCZW0bLe1n9HOlxfyQ0S4EoC8NRgNV/T1SqCMHZsZ6PCS35AOVuV27iQgQ5ahe0WfchOkAKdcSlM7oPJCriWCSxpspHaezRydi4sOAqgZwBIv+dXtSXGNcjt/QsA+UoDjwmhJYSnAlkxbejrttvN/ABwDxl88zfSzHr7pSUWi7gsCpVzcoIEdDLrYRw1/jceHGeChnXasph9w4sxP6Z/x6BJZaxGQAmytfKWtt+Wj+SNi7MuE6ZVNdEfagpDATUPAyY4gAUO85O+5ezpm37r3gb/2BEj1PZeRJgSkAKdJoq0cptvO34IwnIEzKpvIa+VYxPfUIuBih+oXvcZL/v+1UY0hxHABZuieZoq7mMdgXkT6iIAU4D4CL2YjI9DTYIOzsF/lEmqJTEpmCYHkEHCxYyqAKgbqfeQvjdWq287qwpH+sg8cK0FrykkBtmbeUt7r20dzXhvjW2mwkfKptnyAZexYwsAhGvrvv5AWql7kUY+KQn6RCeOkAEeNztICUoAtnb7UdP6Wg3hcKAN/JyDoaSLDG+CnJjWJqi8JuNih7vbNrCV/zGd51TK0RrjvtiaK+NrNvoxZbMdPQApw/AxFg4EEKux8NQP3E/DFTGmwYSBZUZVoAi526ACWe8kf7hsd7VAFmIH1lQHKjVZW5luTgBRga+YtJb0ut/MDBFwNYLEnQOpaOBlCwDIEXOx4GMAVGnDfQvJH/Rbb/SU0ZBnaMimP21EpwHEjFAVGEKiw83MMnM6MxspmchihU3QIgWQTcLFDfSi4eyytKt12XqPux5YCnOys9Z09KcB9x14sdxNw2/l1AMcy8GhlgC4VMELAygRc7OgAsDnaVpVuO98N4HdSgK2c/eh8lwIcHS+ZbTCBngYbAMo9AbrdYPWiTggknUAZOw5hYAkBi2vJH9VWSvcy9CueAJ2UdMfFYNIJSAFOOnIx2EPAbedvAIwIAWfdHqDnhIwQSBUCLi5+HuBTNegXLKTnn4g0ru4CvNkToK67tGWkNAEpwCmdXvMG173fNbCTcOAdTfS5eT0Vz4RAbARc7AiqPd1oWlW6CzkEgibL0LExt5qUFGCrZczi/l52OA/ZaRO+A9DpCVCOxcMR94XADgl0taqk1V5qGBYJKredvwSwmxTgSGhZf44UYOvn0DIRuAt5LGt4QRpsWCZl4micBE7nU6/QkfEwA14f+ct6U3fjXnx81iC8GmTs8n/NpP5QlZHCBKQAp3ByzRTa9Wd/8u/+H+59nMYkDTbMlBjxJeEEXOx4H8CYTdiw5/P0yrLeDIYbchA+r2yivXubKz+3NgEpwNbOnyW8L7fzEiI+ZMOYj/jeOQdqlnBanBQCBhJQrSoBzvRSY6+tKrs/xAp5ApRpoAuiyoQEpACbMCmp5FJFIX/NhJHBCX585X7kch/5q1IpPolFCERKwMUOBvCFl/x77UjGbefNALJkHzhSstadJwXYurkzveduO68DkLP25Nc2Lb9vlu4l/yDTOy0OCoEEEXCxQ/3xORXgu73U+PvtmXEX8lsgHCkFOEGJMJFaKcAmSkYqueK28yYA/UB4sWlp8TgGqn3kvzyVYpRYhEC0BFzsUF8579pbq0q1DK0DN8wK0F3R2pD51iEgBdg6ubKMp+7R3AlGBgN3B5qK9wFQ6iW/7GdZJoPiaCIJdLeq3OQlf/Z234Lt6mIkBD0Byk+kL6K7bwlIAe5b/iln3W1Xf7iDNA0n37aUFrnYsRmgf3mp4eSUC1YCEgIxECjjkqMY+psEfruWGo/alorwh1gM3dNMGTGYEBGLEJACbJFEmd3N6b/kXbTVUK0lt1ynVsaOWQzc1Ntym9ljE/+EgNEEnFz8AoF/TcDkWvLP/al+t53bAAyWfWCjyZtLnxRgc+XDkt6U2/lqAh4AoHsC//uL3cWOdQR8VUv+gywZmDgtBBJIoIwdaxjI2VarSredVf/o86QAJzABJlAtBdgESbCyC247Pw3gbAAdngBtOePo5OLxBH5WA/ZfSP6PrRyj+C4EEkWgq1Ulgl7yD9/GW7DaB671BOj0RNkXvX1LQApw3/K3tHX3aF4MxmEMbKwM0I+OGDnZ8RWBs7zUOMLSQYrzQiCBBMrYcQ0D9wO80EuN47c21d0Ra2Nl04//30qgO6I6yQSkACcZeKqYcxfy1yCMBLDKE6Af/fV+GZ885Hv0WwPgUi/5H02VmCUOIZAIAi52NAGwMzJ39ZEv/B2FGnIzUiJom0unFGBz5cMS3pTbWe3t5oDxiaeZ9vup0y52LAGwn5f8gy0RkDgpBPqYgJMdGwnQvOTfcg9wuZ1XEDD8/9s7++i46jKPf59J+p5JgRaUir1ZQMB2giC4vuJL0Uonk0yRBckEUVbcI6KCsuraTtZKJxVWVg+o4HHVZbWZIstKp52ZVIS1i6vggixLpyCHt04rVkBayKSB5mWePTdNOGmbdN7unbn3zjf/cA79/Z7f9/k8v/Tb+/b8+By4xsWxcXkasI1wvRh6UoON/4xtk3OnyjGsQfNTpFsSkr7SiwyYEwnYQWC8VeVTCUmb386je6leqoJ/owHbQdsZMWnAzqiDK1RMNNgQwbfWbpNrpjbfFQlAgglJz3BFUhRJAg4hENbQvwD5ywFcl5D0V8duQ5vfAwsysW3S6hCZlGEhARqwhTC9HGqiwUYeWL4uI7+cLlez8YYAWzdKermXeTA3ErCDwIGXF7Fo4tv58ZORRmIZ4T9o7QBe45g04BoXwOnLrztXFww+h7+YOgvdClupwesV+BIbbzi9qtTnZAJhDY4A8kpCUv5oQIcBNBb63XNyPtQ2PQEaMHfHtAS6l+pnVfCdQxtsTH/1uyIHyM6EpJcSKwmQQHkEwtr2LkB/A+B3gdaUX4AlNODyWDp9Fg3Y6RWqkb5oq8ah6ARQ1O2v8/W8C/Pw3T6CoZNScvfTNZLNZUnAEwQ6NHiPAMt8yF+0tLXv9ryic912uc0TyTGJ1wjQgLkZDiMQbdUHoThrqgYb01/9tj0LaENC0q8nUhIggcoJjLeqbGptTZkHMjwXywh/tyrH6qgINGBHlaP2YroDukuBEwC8GMvIwmIUtWv7Qh9GXxDgso2SvrWYORxDAiRQmECHBvNLlv1EGp9fwJORCuNy3QgasOtKZp/gaEBfBtCsiid7tsubil2pQ1f8n0BOZuONYolxHAkURyCsbX+/KHbFN4+5czl6HprJv6+Lw+aaUSyoa0plr9BoQF8FMEuBX/VkZFkpq5mNNwT63Y3S9/lS5nEsCZBAYQKfumV9/3E/uMjf89DMGRCMFJ5ReISmjMfN84YllH1z4dEcYRcBGrBdZF0Ud6LBBoAbYxm5uhTpYQ0mAXyYjTdKocaxJFAaAfN7YJ/iE9duF/OYwop/NGkMQdEg7Vnz+TJ/akSABlwj8E5Z9rUGG3kE1z0qfaXqCmtwGJB7EpI6r9S5HE8CJFAcgWhAR1XxYM92eXtxM448SpOG2WHreWnL8rQyK4CWGYMGXCY4t0/7HLR5fgDmM9+CDTamy7VDV9wgkC+y8YbbdwP1O51ANKB7xhtyNFuhdcyAgW9LKPtFK+IxRnkEaMDlcXP1rO6AflqBWxTQnoz4yk0mrGbjDWQT0hcoNwbnkQAJFCYQbdV7VPGBSn5fJ1bRtHED8rhGQln+/V8Yva0jWABb8ToveDSg6wF0ARiNZaSxXIUrNdipQByYsTghiV3lxuE8EiCBwgSiS/U8CPqs6IilKeM5KI6jARfmbvcIGrDdhB0UPxrQBwCcDeCVWEbmViItrEHz4HBJSPr4SuJwLgmQQHEEzBexRHHd2u0ydlJSuT+aNMw3qc03oGeWG4PzrCFAA7aGo+OjRANqXqWW1GBjuqSC+v7Xz8Dc3QJculHSP3V88hRIAh4gYB7MoIqne7bLqZWkc+D5rz4hoZ2nVBKHcysnQAOunKHjI0Rb9SUo5gvw5NpM8Q02pkssrMFHFDhxk6SbHJ88BZKARwhEl+qzKljQk5HZlaR0wIB9F0nomX+vJA7nVk6ABlw5Q0dHmGiwAWBrLCMfsEKs2XhDoTdukr4vWBGPMUiABAoTiLbqeii6KnkOrEkjBSDI57+FeVdjBA24GpRrtMZEg4088J11GbGkS9VKbUspdDkbb9SoqFy2bgl84Z16zLwcXsyPYtG6x2R3OSA02dIP0SZpy5b99UM563LO1ARowB7dGRMNNlTR0bNdNluVptl4Q4BfbpR00KqYjEMCJFAcAfNFLAV+1pORi4ubcfAoTRp58yVMCWXnlTOfc6wlQAO2lqdjopm/qJXcqpoqkbAGvwXgajbecEyZKaTOCEQD+gqAvbGMLCon9QPPf+XXEtrx3nLmc461BGjA1vL0dLQODQ4I8HRC0qd7OlEmRwIOJdAd0McUODmWkRmlStTUCW+HNtyPtuwsEQyVOp/jrSdAA7aeqScjdmjbJQL9aQNGF/1cflHW8ydPgmFSJFBFAtGlei0E3eXc3dKk8TCAt/AFrCoWrMBSNGDn1MLRSsIaNE1XE5Iu69aXo5OjOBJwEQHz8RIU4dh22VSKbE0a5pGjMyTEE5BK4WbnWBqwnXQ9Ejus4TcCwzvNFpYJScc9khbTIAFXElgd0LwPuHdtRt5fSgLjJyDtkbbsglLmcax9BGjA9rH1TOSwrsgAMBLS5/dMUkyEBFxKYHVA+0WQj22To0pJ4YAB663StvOyUuZxrH0EaMD2sfVMZLPxhiD/7Y2y5RrPJMVESMClBKIB/S2At8cy0lBsCrq55asQXcfnv8USq844GnB1OLt2lbC2bQH0XDbecG0JKdxjBFa1asSn6C3lRSxNGbugOIEG7KzNQAN2Vj0cp8ZsvAHgFwlJhxwnjoJIoE4JmC9i5X1Yte4R+UYxCMZPQIKEsmUfQVrMOhxTGgEacGm86mp0WFfcBMhn2XijrsrOZF1AYHVARwR4LJaR1mLkHmjAgayEsi3FjOeY6hCgAVeHsytXCWtwANCnEtL3FlcmQNEk4FEC0YA+B4E/tq24c73HDFj1KmnfeZNHkbgyLRqwK8tmv+h2DX7CB/zrEPS4Pul7wf4VuQIJkECxBFYF9E4fEI5lpOChCpo0zE8HO/n8t1i61RtHA64ea1etdPlz5+pRLw/nbzjl3qLftHRVghRLAi4msOYsPW1kv3kLGjMAGTlSKpo09gI4igbsvILTgJ1Xk5orCmvbOYDe++nvP7NnxRWP8aP9mleEAkjgcAJjHbGAH8UycnkBAzZPQBqSUHY2OTqLAA3YWfVwhJqwBl9t7h+Z9ZOPPfiobNqz1BGiKIIESOAgAtGA7gfwXCwjiwsYsNm68iFpz55FhM4iQAN2Vj0coSasQe1I7B7+2x9nn6ABO6IkFEEChxHoDuhTCrwxlpGZ0+HRX817PfYt3I2G2afJiscfJ0ZnEaABO6seNVcT1ra/ALpgY/j+PwPYQwOueUkogASmJLA6oDcK8PkjNeTQzcZ9ELyDz3+duYlowM6sS81UmVe/5m2tjeH7zf/SgGtWCS5MAoUJmM+BG4F3r8mI2Z7ysB9NGoMAZksoW/Bt6cKrcYTVBGjAVhN1cbywBh8B0JqQtGjHMebxgzRgF9eT0r1PIBrQvAJ39WTkvGkMWKHSL+075nufhvsypAG7r2a2KR6/+n0lIem5NGDbMDMwCVhGIBrQAQCvxjKycFoDFmyUtuz5li3KQJYRoAFbhtLdgTq07VaBfnwe0BKXdJYG7O56Un19EFgd0N8LcMZUJyNpquUyqP6Yz3+duxdowM6tTVWVrdS2UbNXXULSY83aacBVxc/FSKAsAtFWvRKK7071IpYmjacAnEgDLgttVSbRgKuC2dmLdGjwQwLcBeCbCUl/mQbs7HpRHQlMJmC+iOXz4TPXPiK3TP7/mjKGoPDxBCTn7hcasHNrUzVlZuMNADMnn3rEK+Cq4edCJFARgWhARxV4uCcjBzXaGD8BabeEsosqWoCTbSNAA7YNrXsCmy9fKXD/Jkm/c0I1Ddg99aPS+iYQDeiLCszqyUjTQVfA5glIgpi0Zbvrm5Bzs6cBO7c2VVG2UoPmL+8x5qdHB/3y8jOkqvDnIiRQKYHugG5RYPnkk5E0adwM4Ao+/62Urr3zacD28nV89PFPj3YnJH3QbSpeATu+dBRIAmMEupfoOerDvZNfxNLk4hcAWUgDdvYmoQE7uz62quvQ4HYBlhx69WsuSgO2FT2Dk4ClBMZORlLcGNsuV4/9/iaNUQAjEsrOsnQhBrOUAA3YUpzuCja58cahymnA7qol1dY3gWhAhwTYtTYjJ40bsGnIj0l7dkl9k3F29jRgZ9fHNnUd2vZTgV7yMgaP3ypbzYMXDvqhAduGnoFJwHIC0YDuBPC6WEbGrnjH3oCeMbxcPvynX1q+GANaRoAGbBlKdwU6tPEGDdhd9aNaEphMIBrQHwL4pPkcWJPG3QDO5fNf5+8RGrDza2S5wrCuaAdkE9CwLiGbV0+1AK+ALcfOgCRgIwFtjAYw3DgXp37tH1seAjCXJyDZiNui0DRgi0C6KUxYg/sBzJjceINXwG6qILWSwOEExk9G2hi7rmUlgEEJZQ/6LpjMnEeABuy8mtiu6EDjDfnNJkm9Z7rFeAVsexm4AAlYSiDaqoNQ5NZe13IcFPdIe/aDli7AYJYToAFbjtTZAcMa3APg6Kk+PZqsnAbs7DpSHQkcSiC6VDOzZg+eFv36kgY+/3XH/qABu6NOlqk88OmR/ikhfW84UlAasGXIGYgEqkJg9em6as7M/p7Va04HDbgqyCtehAZcMUL3BOjQtscEelqhq18zIxqwe+pKpSQwQSB2dr9eefV5evQlv/WRivMJ0ICdXyPLFI433tiXkHTBlzNowJZhZyASqBqB3o9u0ZaWB4bffX33zKotyoXKJkADLhuduyaGtW0DoBefib/2r5E1A4XU04ALEeKfk4DzCIw14BjFJRLO9jpPHRUdSoAGXCd7olDjjUMx0IDrZGMwTc8Q0ORfdQD5BJ//uqekNGD31KpspSs1eIECdwB6bUL6vlZMIBpwMZQ4hgScQ0CTizcCcp6EsrOdo4pKjkSABlwH+6OYxhu8Aq6DjcAUPU1Ak8YfAeyXUHbsQAb+OJ8ADdj5NapY4YGXr+TehKTeV2wwXgEXS4rjSMAZBDRlDCEvG6R9x8edoYgqChGgARci5PI/D2twL4Cjivn0aHKqNGCXF57y647AgRew8m+T8K4H6y55lyZMA3Zp4YqVPf7p0bMJSZ9Q7BxzHA24FFocSwK1JaDJlqsB/RYPYKhtHUpdnQZcKjEXjQ9r8A8ATi316pcG7KIiUyoJmP9g3mz8GsAZ0p71WwUkF9eH/BF5q1XxGOdwAjRgD++KA4cuYN+mIhpvHIqBV8Ae3hhMzXMENGW8iDx2SXv2DCuSG9ig96riHORxh/8SudCKmIxBA66bPdCuwTt8wAUJpGdBMFRq4jTgUolxPAnUjoAmjVGIXi9tO1dZoSIXV1VFrrlLmq2IxxhTE+AVsEd3RliDeYx9lZ9uLCdFGnA51DiHBKpPQNMnH4v88PMYzM6Vi/BKpQpycTX/7oA/IuwnXSnMAvNpwDYDrkX4lRrsVCAO6OqE9K0rRwMNuBxqnEMC1SegKeOfobhKQtmy/rE9WXEuri8COGZ0Fk466gJ5uvrZ1NeKNGAP1jusK4YAaUxIuux/wdKAPbgxmJInCWjS2AbV46V958JKEszdpjcjjysEeLgpImdWEotziyNAAy6Ok6tGjTfe+FVCUsvKFU4DLpcc55FAdQlo0hiA4gFpz36gkpXN574AhvwRmVVJHM4tngANuHhWrhi5UoMvKTC/nE+PJidIA3ZFuSmSBKApI4+8fEbad3y/XBy5uI4AaPBHhJ5QLsQy5hF2GdCcPGW88cauhKQXV6KTBlwJPc4lgeoQ0E0t74NPt1ZyAtLLvfqUT3CiCP6hqVOur45yrmISoAF7aB90aNsTAj250qtfEwkN2EMbg6l4loAmjTiACySULeu2cf96PV98+DmA3f6ILPIsKIcmRgN2aGHKkXWg8Ybu2yR9TeXM5y3oSqlxPglUl4AmW3ZA4JO2HWXd8Rp/7pv3R6Shusq5Gq+APbQHOjS4UYCwFVe/vAL20MZgKp4moEljPyAJCe24qNREc3EdBDCHz31LJWfdeF4BW8eyppEqbbxxqHjegq5pObk4CRRFYOwEpAb9oKzYeU9RE8YH5eK6FYB5POlGf0TOL2Uux1pHgAZsHcuaRgpr8EEf8j+7U7Z80wohNGArKDIGCdhHQDcbl8OHH0hbtuTv/cdvPef8EbaatK9ChSPTgAszqssRNOC6LDuTdhEBTRp3A3inhLLzSpE9ENdRFYi/k60mS+Fmx1gasB1UPRCTBuyBIjIFTxPQpPE8gBcklF1abKK5uP4FwAIMIeD/hGwvdh7H2UOABmwPV9dHpQG7voRMwOMENGmMQOV70r7jqmJSza3Xm+DD5wBs80fk9GLmcIy9BGjA9vJ1bfT8BS15nbMIDet/W/LzJdcmTeEk4BICqmhAyhjB4OgJctEfny1GtvncV4ChJraaLAZXVcbQgKuC2X2L5D+yOJ9f+DZp/MF/cI+4r3xU7HECutlYC8EqCWWL+n43F9dhAI385MhZG4N/uTqrHo5Ro+FjRvML3yGDy1Jb/V1S9qEOjkmIQkjAQwQ0afweihOlPXt0obT6e/UJEZzcKOie0ymxQuP559UjQAOuHmtXrTRmwHPegMGOR9QfkYrPGXVV8hRLAg4noMmWfqhmpD37riNJ3derwbwgBcGf/Z1yvMPTqjt5NOC6K3lxCZsGDNXhgYv3zATwQ39E/q64mRxFAiRgNwFNGnnA92UJPXPDkdZiq0m7K1FZfBpwZfw8O3uSAWcALPFHZK5nk2ViJOAiAnpnyxmYof9b6AQktpp0flFpwM6vUU0UThgw3rqneeAU7PcBV86LyM01EcNFSYAEXiOgm40fQ/RjEto5YzosubiarSmXqSDZ3CntxOdMAjRgZ9al5qomDFg27Z2di+vO8abtx9ZcGAWQQJ0T0KTxJIC5EspOe3ygeetZFfuau6Tik9HqHLet6dOAbcXr3uCTDfjlXg36BKkRxZlHd8nD7s2KyknA/QQ0abwKkbukbUfHVNmw1aR7akwDdk+tqqp0sgGbC+fi+pICzzdH5JSqCuFiJEACBxEYOwEJuEBC2Z8fiiYX1xcALHx1BG879lJ5kOicTYAG7Oz61EzdYQbcq2sg+Bo/5K9ZSbgwCUCTiy8E5PapXsAauE1v0DyuUeDR5ogU3R+aWGtHgAZcO/aOXvlQAx6/Ct4P4D5/RN7vaPEURwIeJaCbDfOb3mUSys6Z4urXvDIe9kfE/HSQPy4gQAN2QZFqIXEqA963QW/PKz7Cxhy1qAjXJAFAk8ZuQHIS2nHQo6CBuA4pMIN3qNy1S2jA7qpX1dROZcDm4uYLHnng1uaIfLJqYrgQCZDAGAFNGsNQ3Crt2U9NIMnF9Q8AToUi5u+SbqJyDwEasHtqVVWl0xrwBv0fVbT6I3LYLbCqCuRiJFCHBMZewPLNWCrBJx81039pvZ7b4MPdUDzv75LX1SESV6dMA3Z1+ewTP50Bmyua3xg2CK6a2yk32aeAkUmABCYT0GTLVwD9hoSyrx0RylaT7t4jNGB318829Uc04F7NApjn75KFtglgYBIggYMIaMq4D4olEsrON/9g3wYdyCvm8bmvezcKDdi9tbNV+ZEMeOA2Xa55/GJUcfZRXfJ7W4UwOAmQwBgBTRp7ATwloezZubjeBeBDeWDL/IisICJ3EqABu7Nutqs+kgGP34Z+CYIX/J3yJtvFcAESIAHTgM0TytZKimPZpwAAAxVJREFU+841Y60mgX3NEbaadPPWoAG7uXo2ai9owL3aDcG1vP1lYxEYmgTGCWjqeAM6c4fZgCMX11ERSFOnvPYsmKDcSYAG7M662a66kAGPXwXvF+D+poi8z3ZBXIAE6piAbja+C8GnB/p37AFwbEMD3jP3o/KbOkbiidRpwJ4oo/VJFGXAvXqbCP6mKSKN1itgRBIggQkCmjIeHR5uM/YPfm8uFH/wd8mbScf9BGjA7q+hLRkUY8DjV8GjovhJU5dcZosQBiUBEoBuNgYHco/PAWax1aSH9gMN2EPFtDKVYg14YIPer4q3sDGHlfQZiwQOJjB4++90dOQs+CON/DvbQ5uDxfRQMa1MpVgDHr8KVhF8salTvm2lBsYiARIABm5/IK0jZ6zQfOM/NV8iXyET7xCgAXunlpZmUooB98d1hwB+f0QWWCqCwUigzgns7VWjUfCMKrY0d0mwznF4Ln0asOdKak1CpRhwLq7LANzTIHjH3E75nTUKGIUESCDXq/0QvOKPsM+zF3cDDdiLVbUgp1IM2FyuP657BXjRH5GTLVieIUig7gkMHDj45K08/tO7W4EG7N3aVpRZyQbcq6tE0MPGHBVh52QSGCMwENcvK3C9KlY3d8k6YvEmARqwN+tacValGvDYXxob9FVVPOCPyDkVC2AAEqhjArm4jgB42B+Rs+sYg+dTpwF7vsTlJViWAfdqrwou9kekobxVOYsESGAgrn/OA/OaI+InDW8ToAF7u75lZ1eOAZuLmX1qVdHb3CWXlr04J5JAnRLoj2tSBMH8CE6Z/zF5sk4x1E3aNOC6KXVpiZZrwP29ep8IzvRHZHZpK3I0CdQ3gf71GhIfNovgR02dcnl906iP7GnA9VHnkrMs14DHr4K1QfCluZ1yQ8kLcwIJ1CmBXFxfBfCsPyIn1SmCukubBlx3JS8u4UoMeGCDPg1gflMnG3MUR5uj6p1AboM+AcVif0Rm1TuLesqfBlxP1S4h10oMONer74XgvxQ4pzki/13CshxKAnVHILdBb4biCggu9HfKHXUHoI4T/n9Ggx3Laal4wwAAAABJRU5ErkJggg==</pentrails><costumes><list 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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="67.66666666666663" y="512.5"><block s="doRepeat"><l>18</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block></script></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>20</l></block></block></script><script x="10" y="530.1666666666667"><block s="clear"></block></script><script x="82.66666666666663" y="677.5"><block s="doRepeat"><l>20</l><script><block s="setColor"><color>243,166,255,1</color></block><block s="forward"><l>50</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>15</l></block></block><block s="setColor"><color>255,78,18,1</color></block><block s="forward"><l>50</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>15</l></block></block><block s="setColor"><color>79,255,74,1</color></block><block s="forward"><l>50</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>15</l></block></block><block s="setColor"><color>124,44,255,1</color></block><block s="forward"><l>50</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>15</l></block></block><block s="setColor"><color>255,180,31,1</color></block><block s="forward"><l>50</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>15</l></block></block></script></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="181.72194094168822" y="245.67494401973084" heading="258.0000000000002" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="2" color="255,78,18,1" pen="tip" id="178"><costumes><list id="179"><item><ref mediaID="Sprite_cst_Costume"></ref></item><item><ref mediaID="Sprite_cst_Costume(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="180"></list></sounds><blocks></blocks><variables></variables><scripts><script x="22.666666666666657" 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="22.666666666666657" y="40.66666666666663"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="22.666666666666657" y="74.66666666666663"><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="22.666666666666657" y="108.66666666666663"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block></script><script x="22.666666666666657" y="279"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>30,30,30,1</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="67.66666666666663" y="512.5"><block s="doRepeat"><l>18</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block></script></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>20</l></block></block></script><script x="10" y="530.1666666666667"><block s="clear"></block></script><script x="82.66666666666663" y="677.5"><block s="doRepeat"><l>20</l><script><block s="setColor"><color>243,166,255,1</color></block><block s="forward"><l>50</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>15</l></block></block><block s="setColor"><color>255,78,18,1</color></block><block s="forward"><l>50</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>15</l></block></block><block s="setColor"><color>79,255,74,1</color></block><block s="forward"><l>50</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block 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" 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" 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" 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" 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