<snapdata remixID="14563381"><project name="2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="2020 - U1L3-AngleExperiments2 (starter)"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return SnapCloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return ScriptsMorph.prototype.enableKeyboard;&#xD;    case &apos;Table support&apos;:&#xD;        return List.prototype.enableTables;&#xD;    case &apos;Table lines&apos;:&#xD;        return TableMorph.prototype.highContrast;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    default: return which;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;if (tf != !!tf) return;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        return;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        return;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        return;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        return;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        return;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        return;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        return;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        return;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) return;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        return;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;            if (ScriptsMorph.prototype.enableKeyboard) {&#xD;                ide.removeSetting(&apos;keyboard&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;keyboard&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;            if (List.prototype.enableTables) {&#xD;                ide.removeSetting(&apos;tables&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;tables&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;                if (TableMorph.prototype.highContrast) {&#xD;                    ide.saveSetting(&apos;tableLines&apos;, true);&#xD;                } else {&#xD;                    ide.removeSetting(&apos;tableLines&apos;);&#xD;                }&#xD;        return;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        return;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        return;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        return;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        return;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;}</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        return;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        return;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        return;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        return;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        return;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        return;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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tYBRiIlcvp9Czqvnnf/MTgoyClilgok/3M/pV3CqtJJXulWt/OEvay8zqOyt2pQ/dn8EIqtlOdHQe4tk04vVlwqYThAeA8jHKf0eh6HZsOBCMTeWibsGBggMTGwfedSX633jU1h+ySiXUJ4vznWdZdXWwlLlCLfyt9fQs2kmV5Hpa/mhN+mKONaRUFk9K2hFZ848uPBcjbDK5odeN0x3nvMLLr8NGRCTd0vwqymhGoLFPnaRHJ8rWgNF6v4+KmeXdxxeQzIb9QHXSsfUA1ZuU7wj26adTSFH+uo3Mb1ZrIzW9MRsouqNzqFN1jb5rPIfKJxu+hjxHgvkYbG4nekvyRTSRcaBQwBPZDSuGW3CgLw6YNVYxq//brHFsX+UpjpyzGwy3UD5VYlrLbIzwURey7FbzbaL3EKDCzFWK7GD//u9IkWQWbmi/z0pzKeZ2QxN9uKErrqCT3cT8gQ3u89ninBVcz1mzuX5GnszVqeXaSiqZpcpViD6+gBSWM+sXdrcU4Bci7AxTT+4v3ognB8T/xMd/dRKkueaBAOPnpwkp3nLmHN7nhAAAEABJREFUoUDnYVb/LQy5deLgN4wf8eokzOVU5zeCx6xV7/MRsRxpkRwDDoxtlUIBjy0Hi/oFByYIDtgJEs7LSQkeLLdytnbbx9jkin4VxH7tIsNuqrN1Oz9cItwboL8xCjpW1xrvpoqHDwFPbSPJLc2GzNTOtxOWKWkG68uC7WoXKSFl1tDYks1aQnSVc8pQeQ8db8MavUeRzL7yN2AlffIL9dexvqvx+JhTC3OIunte0Bk63M8czv2sNqh7sUe7Uhi61drOpgnr7p5b90u8bWMO6D2edolv+jKcmOZBnimlnn8TWbsoTUjx/kLjOF+wNIjTNK5C3qfMmUDi4oZMIDeiGEbBgbHiQGjZO4iNB1qrO1OwfTRMVv9Pgvnv7SLjuTZsWKp42mhPkLWXpCgyJWItfyypn5flgaw+przWJHUGakB1OKtLNO7+fjmigE2JVs9acTp3DpG5odnHhxnyjw6VR3cndC3nfu7rIwz5N3CFT5FM3erRADWp8PorRhlAZZU+XinZ2kTl8wgA8hMEtb5fvBG/5KSG+HiIrF0WJzvPUpz9YIFPXNKlgheA8sGdVJ05ucnX0P39vxz2EV1LmMsXyQmAA8EEMIYxH0JRs+BAwYGYA0H1UK0oZtYYg5NkAbkbNC7v6xxU9hL6DYGHaVArXSZh37dMCCpybTN5ZzLnQFjv28Uc2mneWAQGuT+11htlcieaK5MYUQrcHR6n07NZ9kasIMjWY9Ny2HvtJJhzJ2fYEadKOXrm2klrWNafMRtHWoxK3vq/T0rt03ZRmshvQgtDf/FGh5XtZNboXhvgRkgPwu9FmuuMw8ZxQiwkUOBgMNxM/SZueqF6Ba3TLwQr+2cgU+X+P7CyeS+yIjsBcKDvf7YJYGDFEAoOFBwYdQ5IIBtY3V41ssdRDOebNdYUrs+gOp+DcNezLLmIZHmEzSOiVK+TaD+VFfyHNprcX8rarcE2KkqUqtcD5s/8KmvTImz8UoleIbcObNxY7VQ6CJqWWcAd67EJVf5lHPlHipLikUb5t2Dl3yudVvrGLyAxU2QGV3JpzSi2en0ZJVYWeOhB0Mw8B44R6HrLKAXZWrrhQrI6gh3SzR/rHmVuarODtITwPzXTZ5DlOycquF33IH3f9ttgcx3dv+JrSn1y7LtFBt9t90XvY8GBomrBgQ4OSMgOBbs3kcB+KSmoSWleJYGfWE8JNhdJ8D8umiPaKNph1hiWKpA2OkoElT8qflbgYQpg+A1fGoPB6DuinQYaS7YWiviI+gTeRHTY1PLkrhYlkxO7uvzNWom1jak0/h8mRUmUe3SIlrNok+KRRXn6IEi/vhTVUD9UYmlBHEphNhEQJlo/NkvfamUIKtcJ3RkqyDwDZv7ijQ86CTzX2E3nBQUevkB3I+O/YxIwGzqr7k3OjWxXslQdTqEn5CL1DWslKV+mE6NPwFDKt//bKU0RT1gcKBTwhHU/itEUHBgrDpBTfAJU1gEsFboDYc3bzbrnGlHDLNWOA5muIROl0iVSRtOh1yHlGopurzbasL1ZPXtmNi0IKv5ijs+S7A/NmpmrNUGCyNzQsD52Q1tO+eXXZdVAI8weHWJb2ahgFEKQo8+vJUdV6/MrmlKgYIPIfskkQdko9N9EUUng4UHxI3mzmGchBWhSmMh2SOc3pcUkovl6Ok1QtFyQIngCBwzoQ0l7eeUfajV9ZejbYM9vHdsX6H5NAaveCkO89gwMEY83IrtGaC331U6B+3Y5EHy73RW9FRwYRxyYBJuRsltM8CsJ28lHdvlSDO/IHe1rjB/HdDYzLJAStvhxlxjZ6xy9w/nDBDkbrJ69CzpBekRWpKgtb/llrlQnEKj/r0C7UMkkWGYVJhigww39Y11TpyzKfwCh95eRKpVs7dYwehZw/u1ZQc6Sho4WM+sXyE0AVBaF3EShYwIRFepUd2u/ogRA3i1L/2kMd3RJ+co1H+HtdQTl4fjnRWaNQ6WtU2s7RKu5bTy58tJOEO8qul+XC5u+GtMQ2vbqv481bFHlgiZHW2o9et0cqkh+ixzo/NF/ix0XXRUcKDgw6hywwYNnAPiQLJw/wRoP2Ii+vYv4kBJ8Gc2GW55DYgzmVr3bJKwTCy/BJhHZ/z0w2CnJKuJmZvU+3+uMnvB3IhgmkIGG5UT3iyjdcaq6G7oRocxW19po/KanCAHpp8pDOieWrMnKa/Z2e/uOakQHkVeMjvKJQrpuPZ2uqerIUYP8pq3wvY46RPYJREPWv4jMvphKCnENJZNQyVnwYoPZFDDunBQCrVa2GS1BWk/PwmrD3c8xhqW9SPbEmexs9aHLie7INoY8mpX+4lcb0yvRklua67eRxJ4s14Zbn26XK+E8033Tbym8AqXgVrPGukIX4VvmQKGAv2WGF90VHBgjDpTLk0soD0jqLgarPCghOmeS7zNitf9jsoRcOYYJwaKw+j9VL7bSEmQakeV/wZApDsPxZj0LpOVpzH5yzZqdnuZhPE5tak24jZGC5XswXN3GlPD7djpNmGWWdGibp+g4Lj8ex9FZlv8bybO78LalfM2VMHS4DPNnd5UclZBzQaORTACSerRM0QdBL+txsg1FlSr6R6U431Y+C2FjB2XSjU8vsdx1k/KdIX6JSSlCkndE/I4y2Ul8nBqVsj+OlNI9CJSPzig6U9bqOR4W5t64xSNl+Uohd9Llc+pjIKxxk+7PrzI8+5yYZeVFanxwIBgfjRZtFhwoODBuOcCurlclMN3FmShTyqJtSgmP5F3OGgLLtWsgi0jJJFCWTsM3UyX5XlFQOQTkMwm2P+QqlsBOFT/aR1A9UXZfosBsFqA5/HPHrZwyJ7ZQO52KMmxlCpr8SbttJUj6GnLyvDBqwCype1WlHqTgPYqgqf6jxEhP6l8K1NK1bSnx/qkSh8qk4Jl7zWbHBECXatk6df5tXupRdQO53P3eKKdAnKVzR7Bmt68fJzvSqb7DvTsI0kzYOFv32V916ZhPMKwxwldNymrdV/fqQCeMwHA2WfGvWEXZvk4a60xSvv6sdvb8NXk6WS6+J9wXw8YzLhjP7RfNFxwoODCOOEDfARvaVmoucSv72i6lhBs516hKewVZROdKUB/RRht2kuXU5+snpfi60dPaQrT+zmVIGcyPcPhXVYruK7V5iOjiYPZ7s84XebBadSv2/pgAVYTRGmmSVVTuug/gJ4gOm1UKZfkomZ6sYx02s06jckuUvzL5R4uUHWHo7nZFzbjcBukaWnE6Ov9IZylonYGXVNZ+vaTZp7LuTWvqUZlO5Wt0ykKr/mOA6SY3XU/lb8gdUnpdCIJsrdfsXLL2Qo4kSlqrviuIbaOMn0Lblf373sFsVv+lZg0nO1kE5JWIn+uOsn2dzPzNWw1Z1Fi4XW48jKwM751oExSJ8cmBYHw2XrRdcKDgwLjlgCzaq8GKK1wJ+qhtuRPtZmtKIEfZvk8SskdLmWaWGXmAWWN4q1XVZW2/IkWwv5JxIHa3Zk9mAcZYkNW/6JS6amUtlzP3dUKD/EcIyF+bfTx5u4hswcIb0jzCMNtB7MgAj3gUQWjZ+qwjLGcBl/JuZS8cAXSV08dzRJCrrxwQZgqeHYpfpVOup1M/gYenSb7qiTaUmCkw8nyVJxOkhCKs/06pZLmAH0tRHqN8R5BynBfMv2pS1uwI1nGt0VhT9/KCdgPkv4Hy9urX2rheCU0CFgFKbvmmE4WW+vstS5XhxtKrapEdjxwIxmPbRdMFBwoOjAcOSNA+BoYrqel0HbKGAH+xVmNf4UYYZEHvJaH7zzaB2UlS3Ll1wHYJpFzPB3FJGxPwj2ZDZ2/n2wnLXKlmm0mpdz7Ty7Ir2FcS8mkQTu4vC0myigK7Uuc4kJvFifbZLeg4Q2QKMsLkFajNEqG+8RRmdPn3SUf1WjkFX8oUv5eZZZMPs473L5s/hmXweyFKdgPlc5VoBym+mUAekEMco/uXTp4itNk7/WDB1cpMLvDwElA5yBO9waxnIZTMN1jJLe+l9j9g2CZqc6jn+gKzxjqR29lspqR8MLTmrnt8XpIvou+IA8F31G/RbcGBggNjwQH6852sSPCbBHDSEO1kCdvjktwIoopvFnq4XRjgfItei9jG5BKVPZVJn4WdFla+VAqlQ2ZIiD8CIudyNX9PNFUvC4TviI7zZLZWGmFqdwP8HPExl1k9t1u64u+NTnYJcz71nW5yAgLLdjCHzBRr3E7f5zCnqHs/A2x5BR+0Fb8NGqT1b1uv3WCATvez2T7tMtoVUoQdzwYDDX97WLLByZ6X9duhoKO64QzHKpaFqjM4BDR/1eQQz+VB1z8nLLhduIECD2+D1bVH9HiSE4ifO8LsRqWTMfAj3a/V5Em5XrgifMcc6Phn+o7HUnRfcKDggDhg0acFbQYlRxok7P15XynhnKvW7CCz+gUS1iPY6cyhYGUTNSwrS2dobbZUusKsJ1sXjNCA2v8MxDYAmgIPK2od93BPdELzYIBfwQ/DYggbvV4YUfkLwE8RHZzX4g1JcY6sS0FkO4ZDa1vB6r9b/bsSjmjR7FkmTviZ7/k5AmLUFDCCjC5g+y1Y4tU0amdegYdundJNaMAM066t/GQCaCzPk7X215FijwCzzWMNZDvDAV1WfWkYdlQyDgz2ItmKM/HZrLmx2nUXdYygHaQ+/LvJcT45a4wzwup3qNXEjc6PEb3liu8kJMNFWuc/QP1fpIKqQMHeAssrcQSvvRRBO6i/yawxbI38kkG78LtMfM/6LhTw9+yGFpczcXPArHG6JPd9QPM5CWffcDXSC5JA/wQffbaWBLO7JWNaw68lrK+XEJ0iRnSeVedTfz+wBP9bcYkNlKC+3Wz4t2VJWD8K8siYTmfyMI0x/RqQEFBx//dg4clID+Jw9T11O0t+DeL/0jyCIFszdWQQjpobulzKKeAw24QFJErJGxsJBDm6Vm4TF5o597b9V/xJrG61FYZb6hyHsNP9jLDk1nw5LsRdrFb/k6TTKNt4Rd5AVu5KCzwWj2aBWe6FJbxa/M68BU4kMPtsSt3P2wDOjfgYAtpI33Kle3QiyPxGuxfBlpQv0+WAuKU+zmb1xWGN/6BUugs25T19kBSoccSBQgGPI0YWzRQcGCccMFs8asdMLt/wn9aqnyNBHVtgUcHwJ844owRydSsQOeHN9WH1+22wvx+4jzrsL8spXEclHwsUOBPk3jQb/hu+UhzHikCTAp2BQErDXdH+Xd0IEZ2Cqm/AShQ6ppcVfEiEb5/q/mxqPcmuKiG/VJJWVJNlx9iCBuY361lEyDi08GiciM7LROfoVM0sYIyiBWw5ulLOgg7DZaMm/UQ+5pGD+F5DwA08HUHAtvtZZVOCQd66zb6FLGJdw3aa1KygpAdZ1c29PdEB1viHJk6Jp8PeAbt37ShXRv1UYAMuB5g+IhWq319IUbfHidwh+qp4e7Hu0f459IMY3L0y2b9t9efKOpLmG/MM/xYyVfa93sOtkiKMM1cF368AABAASURBVA6MpgIeZ/0WDRUcKDjQFwdosqosXXeFlOpuQOMJ6/l6IYzkIGkSyntK8OaeA+Vi6F99wGxYsgO3swGy62W17wpmcFIyN6xym4T4lEk+i9j8mTIfCTzMLgu941li9S/Xds6yJfYw624Lb3LA++ors9KBthWsusM07lu94QhCtN3QaFl7PVYKrW2pqs5Xov1a4KG/xjyVJ0YOlrmgUc4UOJEp9pblFH5rTY0rWW+1V8Xf3KslG1pLt7TPF8jyLWnfGsvksOCENK82ziD7vdHOKyFFd7CidMOagcG25OTJZEglaQgb4jPXS7PigdzY5fZEoI1XQv1OCWv8SzQamxAezC4HK+twiik+9eyIwCdeFvbcqrGeJJpkgxc/l6Wdvd1LBUUYtxwoFPC45WfRWsGBseIAWXtWltCSEqKyjpKmDD9EpfaYWX2vBDPCiKXakarrm6csIZoHFjwo4bxgku+IyOoTCO0XQoYCD4vA6loTtqpnUqBbT6H9Os1LUG+p8ezezishJXQNyHuV9FABSpkL1jGAW8lxyrCFDR2aKcTAcm7oTAGzVvO16i+SSjPoOvKTiUyJop61FRP3cebMOeT7WZptxY6SPd7G593PhmtSvMbgclMTpQRjyB7vilDNfWXZzholYR8gqGbKWEjxbRnxL5somf2BrPjzuSrNglnjeBA7tTHkEfRnwduILOEKFNbwx4x8zTouIM9gqfZTksNiRN9n9bM2rPwkwHWRHuTjYHNJsnZ5iiricc8B/yGN+1a/py0Wl1Vw4NvgADnlZyxVfw4L5ZJsu2b7S7GeIWF5jRRA+janPoejumfLctkK4BBEhxSPNaSEG6tH2V4nlmvXqi9X2kkJ5ZpuyPJKskkkuut9DElWOgYnmPX4F4TaKCH3ViZW/mbraR17feWjQFYl5JEp6FopU2KffOVrnOl4F7Wc9QzgcUESOr6MlFPAuQ1WCWU+Es98o1X6LO+XUkqR9ax+3NWa8vMzuldAFUVfBrmxknHIuZ+B1qbiQzoR+Bgff9aeLJk/qmWW2xnNw9TXl3Ej4s6XX04NM38UrJzgHpaCzpRxgrRWYz/RZW+5Is6Skj46Ke6INNa5pEBdgWeue7PDRZ9t7uqoEWdUT+7qxgnq53ZASxBIDrPjgfKK7GW1J6VFNA45EIzDtoqmCg4UHBiHHGCp63ywvKSazHblmv0EVn/KGsNWEX6EgaxdhaatJYJPBB6mkqC9xZp1t3Y93wHq61wpnMPbSMOOUvYdlltUFlQOBvFclAYGwOgTgv5JHmT1v2CQKW9rnemCPi1HGGZWMLmzfepvmQI43XSuELUWjPgIuVmc0JnM3ML59Vqz91Uah5aN3AKu5y3kfD1m1i8sp+h75B42V9pq397WdWVjsDCvYM+L1uBFFYfKKYoHCCBmPK56FyN/TNFPXgH+IEKRn4AVt1BT70OENqtvrwmUu4KjPAxXABWf2MT53Nl8vdyaUr6cK0G3RL8bSzV//ClBDR/pnkhpN/6t30T2jDLEl1ZrTdU9mGRj+FoFZlxzIBjXDRbtfV85UFzXd8EBCcJXJaSXlTDPbfLhrCiV7jNrHC1BWhrRuFitPgJ/YQfxdkJTQ4C/ql6mQJICj2Qx/UHC+0xPR2B2gCyx/GYeDYPDgMpmKk/XjRdA2JDFJEw7lI5W8jOBAudF2NxTiSiw3HUjiPTZ5akx9eTbRwV+Ym43dBBkj/eA2YYj5tZrgcwCps3iTYwQqsHMWRlz9Zi9gCP/CUQE/jrOuIomGXFCFqw1lld6BYGHbqDcnmyIr6tIoWW7poG9kTvM6r8Rf3+eobib7m96byK0WUOTJp4fZfxEyEKu/Ep0sVfBcQlYo3sdGOV2tpkS1GCEtgVL1faYEnxHZFbfAdZ0b8QS7QLyJrC6BCv97m7jisR450Aw3nsoOig4UHBgrDgg4dtNVvYFw43UUPsDAhL2hyFyLdscwvcZ6C/sQNM/9ZcqPdcip1irp88Xdkh47y0Fma370U6MBHaudY3nFdFklhOxp1zNrpQjKpV/BAuz9omDNFFIdvuKJAx9R7QSCoY9VEalFIberFOPwMe4tLU3j5VylimWEH0logEzRRowp2Dj0o5z3kJmXnEjZwEzUvRqnzBsivQI2F7/Fer3gjgwuEzXmt0PmKzbuEj8uUT3rP3CE7NurcUjb9Wey14fQDDrWRhmVwpqSSta/670+ZYreTJ2QCm4UXTphrmP1efqLNeyL0ypMB/MPh+oe3mxrk1WuSWby9ANcl+yslHnteRrFunxxYFgfDVctFtw4PvEgfFxLRKGO8XwXHVU2pcyvQndzSUlMPNWynJuzViz56cjaoPs/zait2bh0TYNeZC1ohd2pGuR7SKgsoMyDwniYDgvsrbiXHQmZWUZMkVt4flmQ2eLCv0U1M5C29K1qWUlH+HoCILaX+Du1yiDeYDWJp4kp/oCYPasbOKGlmIYBCDdGS53dyN+aUgQZArYbOQWcIm58lhx23MR3+PHvuBHouib3Ssrl0wYTH2X5eKF9KImOr4EoMI4tM6IY5X5hxQMSVuUO73ZXr+VQu8CAt8BHj+XTfwPQaVd7m2YP4Nt0FosEsVoumfNdXTtw+1etlZjf3kypESR/m7e0uRsJd2TJzCCQ7+zJWADnpTy9XubUsm7YstK+ea8K2lR37EmWj9W/793Zd43RYEdHQ4Eo0Nc0BYcKDgwbjgggbiThOGFMcz3rFljvVFpmf37vyeBuSbIg0WfrNNprTLgpRKO547ozUUS5L7euKZUhb9zWFUViF9LeV8Xf+1H+SSIdhjY/WPRvpSgqigFV5jlns/1gqDiu6Df8qRgOqByiZQNldbwqLGFe3s6AmIXs7p/ccjL5CoNsxdzdKyp2pURvZ+CUt4NnVnBrdRqLWUKGJzFq4wQ8q+hRKK4F1rIFXm/pM7ruu74Maug1LbmNdjrhLeYprmH4tTlfwdZe0Z5V8xTgTjC0xFYeIomPe9GaT+FjWNgWMyTgqGo2+ZqM3Xhe/0ZYYGUL2dSuQdZs9W11cY7nsmDWeMEyCuR4ewlaHKlydnLGa4zpToHIH62N10nhvIXgF8vyeQaOmsMn9O9X1Tt3A0Lr1P/UtgDei07DF+nwHwzB4JvJikoCg4UHBjPHJgPZrdY2HOLWfd8o9IXWTkezYa/kSp7vtTC38KmeNJMrsw+GpHQH4Kjj99KwjdzAcM2hE2u9WRLLL64IjnFp2DVH2l5C4hwU0pJ3CYF2xbiau9TtPhTlbYEEuomy7F5WJTWSUrhVoDp87FSzGxbjAiaPoYexMfKZvVl4mS3u1WbUdpsRVnVsWI1RO7hCE9bLooxLNuEBY7cBd3hom4m9cKl43Z0JjIFT+QVv1uuuj02UHzbUZRxaOU2k4V1nwyl/HsbQVUKKiazZveGIPaJczoTB7OWf52lia+N21Tiu7EVcbDoNxRvOxSq+F61Vv0iDeQAEaXhId2jlUSbKfu0RLHqzGTWuF11TlA2sZb5mRToz1mq7kJO489Sq2jEQW1Mr37PgfFptbN6jpK5dJEcQw4UCngMGVdUKzgwNhwgqxKm3FdtfCZIAteDlZ6VwDtFgq/9KsekcLiI1QGPg5UlJRj/lhVyXgnLx6zV3ecjKDzyyFDCdw+Q+UdffhStJQ/rfGEHyXfBcB3RxpYhbCZY/Y7omdOkQ1Yq/1Z51pbZEdYYmm5SAtjaG0Bd4Ap6VVnp0eYmcsAHGnek3KKyENHaaqT4wfRRJRWV47XYADn3eWoB9xskgpZAwaY3s2RtWNneocNFzcRyzn8BKW7f6kOXU9XZBR4+Bcr3eQJoSvla6h5+npUuTS78krrn1fW3N5mBpvVURo9TaTwzo1S6KK7vZ5M1XW1vcjOTC9ya/kjSol4qCNXWL8jq40q3g9qZUny/EYTGkKD9UaZBn/TponYKLRnot1R/Sjz2SZSjHB4Dy271th+bcmRfoD4r1mr8Xh6SF9TvbqIJBB4ayp8GVPITAccXMAYcCMagTlGl4EDBgXHAAZYqp2JofUEYfNeqxU1aVQJuHxd8ZvXfShAyxvd9lpL8nKXaLxHiN6JILZp+YHCahQ1/H/T0wg8XyMqRsHAvFZjAwzyolR+Q9dzxwg5ZsS+jUd9QBIMFCpwL/raszz9PlJGjKv5N2QeU8hCgHH01KXqEJ6pPnoX0sNapuiat4woRsG0pgtxM+PjlFWaZYjZuLkqF8lM6xZYxuKBoJyOpvKWboFyWpS5ckQ4XZmljhiUWsKWK3Esqj/kZlUpm/RI3eB/qqwSzPaJyP5GZJR+/bKTqaF3D/WQtc6Fb8++qN2NUBnsXQ+p+j+Ksn8P5dN9tXU9GYNiTLF8bpZOTDRkyk5SveOvPZidI4kzd820488xDE0w70lhr1uo5CaVAngcmfauYPBasrKjrSdfShew7mDU0psYzoOn+WHQfY0q7TW0sQlb3UTvtZ5vjsuI8JhzwH+2Y1CvqFBwoODAOOMDJJvuQpepuIHwDT2JtecM2gxTzubDG0xKIqzpmZMBy9f/AyhKi+Y8gCbaJLDe5pBt91mep6yww2FrEiSC3WWD0F3asJlw7yNJ+QnT+KsrE2sQimHKA1oQ1WRAVZQiiu7mdkh8LPDcHwsa5UTo6DdV6IRNFydkRNiOXLFl9GmSyocyt12as5ILKdaqWTAxsFSmVaUnKqrTnhfcgudVcyhMA30P7aGZKto3TcCwa53QJqol+/QapzcmVX0DgoaHT0wInztZ/ESTKtO5KOd1p/hFQudRpdV/WlYL1V3l6VmB76xQFKcGD1NgaUcZPDLbj5JOrrmdUEq3ldli0R+h3kOOZ03TPhX4VV775F2wcIb61+4lbi89m3XPr9/KIeLpfjPGzvaf86mTlUPFQExbH9Q2qP6+u6SZd060w5F+w8grCcEMGtfXURrabvu9mCuxocCAYDdqCtOBAwYHxxAEJ1f8yqK4G2hYg0o1N3ttiEoj3ypq9yoYNS5WA44cDCcfXwMpyoveXQcTlZrMqf68UwjFSOuUYmZ3J8pUg/dnTTxLsVKK/xZr1nyf5KBLd9RLKe0aZ+LQ2wvr5cRJg//7vaOyZhUdsba36btBBTvmZyjI3NW0/Gzo0tnbRkjtTRB7MdtYYp9B1fKgxSfE4EiWg8eMoRT4WxfFp2ShiXgGHfSpgoNvXhzVP8BocpPY1kYi+gJTIP3tOuKFmdZ8EzeNUgi+AUjI5CCL3uHDQuM6Laa0CC9vuZPHmfPqEAq4460uJLne99FdN3q+iKOhe7A+zzIUbW7T+7HRU7ifzdXxNhpRO1oYRqo/dWap10Kk8CrpfO2v54kllfiRIgslt3ZDLuZJz6SdFuUg8n0pjOhkWPKdx5SYU+BzkfmBlYZa7/BGxXK0iOS44kPwAx0VTRRsFBwoOjC0HyNrVQGVBCfDDBKlLWc3a5qiVXpCg/EP69ighhwtSDj0S0hKaXF+qwNdIYxryEFnwx4EzAAAQAElEQVTDsm6H/SBGZGey8m80wpVF/06C7UKAv5k1MsWjAvoLHswOVzIO5K9Ec2KcgYZbu1anTCkRJ1h7U1nFlXVqnU+OWllWsdfpugnASwIPUyFsxI/JhK1rHRGBccsobsXrtFEaiDdthZZsqBI2lAWvaLjQzOMT+jD3BSSzZM2VmfVL3OS81Hr2ilJKyydtDkP64o3QrXX+MMF/jqASfbLR7IupRH+F8BWBh0dU5yhPOGgN/FfiUZtnMPyTrHZYtOLpWohesMGZvA7AwZrAbCH+d1jI0OH9aaLzF92v/9P9S58JHgbi9wxqm5CTfSiyEQbV3VVW84sgfT9CtU1InAdWFtBv4xTxIV7DbxcWiXHFgWBcNVS0U3Cg4MC44YAE3lAJPq2rlheE4e+5VvtLUB6KqSZ7wazTQs3RREnVvxVsLqnMnYI4mC0LK8kl3bNdjMjO9I8esLoSiMzFaKb12p5jMyqApdofRJOtgZrtr0lBZs2hfDCAFwQeJoMF15i935+kodXKFA3xM4vfKgW1dxbSg9GLOQIE4TUpSopldbfSUEoVpUrM4h3MAd9TLgmcJUl0RuXqzBnCYnoiVuBeEARSkkqYZQo4dT+XKtkkxHCpruMjjWV6jdmvU5UULDxe+FjRhf1PB5i8J5qfSoltQ7IFHbretWGhT0SUi8JDCD6JJxxRVlfarP8KZj4pSdfYP0bT1iA1uUlo0shMlrb1e1Jj+WWKU/wKGrYsWdU4lBtBMGvItV9/SnW1Do10B7dT348mllD932rc8TU5dhKF8X3ZhQIe3xwu2i84IA5IaE9m3VqjU3pUgwTgeyxVfyEh6RZYzv0qRWP4m4X1f1v78Z3hWyUHvM+gKqFvWo9MdiIDU8P4D1k+52lMvg7arqj+3gZ6ZAkj68t4sGjPF23bfS3h/DsYLstVlKVb39HzamMoGEqRcbDnBQshnDZ6KxYr/bTGzauEi4NZYi1XfBd36gKfC6j/mP7yECDd+SzLrLERUPU14LTd2TSmWdCy9+LGdO541Ej5NIQ51zTbCjtW4BGNPW7W4597XDDKAl/L/XyHRW/isk0THBBU4olH2JAXwOLNScQrCGrRdehe7Kx7lSlDhnuIH9FygtpfRDxzy1jXErX4EljRdWYbqcwa+yHAn1Sa0Njb4uVKrFYTC10lSdCk5yC19zDayh7S3nCrdUlNpp5Vrs9gNnR29XOFlPx9qu8u95TubYS2FYPqquovXg9PS74hNhs8o9lXMT++gbYo7uRAoYA7+VHkCg6Mcw5EwsmaL6IavCqleZ81e+I1zVHsiaw+IsG4LELIWrLM5QpovRePmtX/ZDZk5hE1x1LtBCmGFVT+uiAOxC7wjzr09KSPwER4+jdpWVkD4DVID0Jru81rpfAyhR1UdgSZrtNK+POP1uhe16vQX39prYM8HQGxl1lPrMhY3ke4oQIPS2vtcgcpqSFqK2cZMrY6zbIxyA0tOrckn/SKMbSWRqmtUDUG9G0Bw3J4viclNBugSQz8oJRtVRZ7sJnnIiBvVV9DEUZfa4plJHmbcM/pOhYFsWtEF53CvYWvizdzw3hyhPKTQWvFtWiSorK5YLhNA0yt2rfAytqq96mTOkihngCz7FWVgBR0ayXx8mUvT0Ftzazf0F0gfVJTSfCfSXlux1LVrVZdT4LNRao3uVnjKFj5BfWzZa7oa+WP0HgWZDm3gztHMKKk2lvewp6rYNV3YV1vm9Xd4zIi8gLfBwfiH1cfBRMEqhhEwYHvAwea5fkAmzW5lFUQ8DoJrles1b2nC8YE/40Ry9U/g0MWBM2F77B2BYPcltUXrNVzsNrr18bnEvRPAbKyJIg/Z2jOgwqlwBuxwksKpBikEMtbwnBugtLwbSNY4z6zwTM4TjTqv+xK9UXPi8DflvXPSEEJwVLXOerLLT7lFCy4QGObVfVk1fFUYeJQ4h+E19plWX2xO0IaVpIwXxZBTgHD1hLdFCBTq1iktgzqYW5Ckle0Ks5CpoBbJvrS0lmRPaExhVJCmQJuhVf52ioITXjalMlmscCt4CDGUkq562aNqybeyLI3XUdU8gqCLyO3vFn0GNEdAJP1XHwMhv787rvQoboVXeuFICN6oQDiYURvt+qfrsnDD60fb4D4IwqaIDlGQDwi2iVYrl2qXJ9B92Q71XPFe7gI4i81KaH7ewnYXJCl2tHiwRBHfRNovCVNIDfXmB8Szx4GuDmAkqA/wnAlxUUYDQ4kP6TRqFGQFhwoODBaHGCl/78l7M4B2IP2IeXH4ExY400pzuMlqEdowbarKEFO/SVZOwRsLSild71QSZDw92c9raH14WafFraE7BdkdQcJ+J1UKX2Os0uCVGu9jRslXCPlqjKINmSpujuM+V23i8MqD4ou2sglms/A5joax1teRzAlZOmZPw6jDNC9m8rejpKw6XWtl8TpsizFxHVsNjPC+gFqaxBoOYVt+8j6e1X0Tws8aGJRXx/I7YT2Ne1qNXNBg33zMO+aji3mZZAe9AlI97zK/kjgYShK1VsQdjmPUoX6rNbUb5cC/Il4tboTCRpguLdiheYfdErrDwNtM3K6r8WnKcUvWb6UW10UwGAQG+i6Xvac2Wcqb94gnnlfjhK7IB70so7NurQMcAosvEkE2bO9ZscAFVnJTPkft5GcpSSXFkhR8h+ql04AvfRxtLii7u/P5OqPJgKOHBn4tVj0Yo76qwi0jGBwj0quit2OoY0RTgJyhEUyx4Egly6SExYHitF8jzggYbcHWJ4TjFyHbdejLnFq4Q6UoH7DWvVLrT5kKeG+MZD93mRQ2xSt1poiflaQhh9IUF9n1rjLrCd7fjQtVUxWL5bluKT6fUrZOJhtJCvpSdVLFUyEZ6lyBAh/YUeUBzgPrC4l3KMJgHLs/y7iV1Ymz7hyRlggZWUzkVN8Agb+qsoQ8bGK2j+U5Ndq88AYpXMQ7C0B/wM0kNs4xJ/IVTw7LGcFWyDXafLBBFVTWFrwdQKKMEDtTOWJDjBkFjDK78G4bFZOrXeXMusXdqfKpES5h+I4EGeo3X6wVjY+8myy9pJZ93oa434xoc6GQ4SXq9qqQFPKFOk9aIHBz8nqE6JSFROfJrsfsPU8H4HhLP1OtiaZuuhF519RajwifrnrPiJTHfGcq7JUO0y0rQTZjjTWmczqF8HwmCCnKO0DLWPsxKC6DCsVWa/tKiNMqC2tGfecDE0UNbGQ54LR5CuuwGFq/89o2GIMauty8sk/jvHFeVQ5UCjgUeVUQVdwYCw5IGH5AVmR9VqRkoQL+MgSSpqtSsj+FOXK42aNe2RtbZzgRxrRv9/Kyo9U19vLBKDZGjD+R0r9bAnR9CUU7bbY1fUaUF5eEj637igXrtnd6v9YsycqKbGUxlnoeGEHZ4EFD4huVach6Z8n3ACgK0PomEsC25XwQF3vwxLcmRVtdqRZfTmyJqsM/xat9IlJudXPZLXqjyndFeE0uGgNNkC2DgzzNWZNXig3ckSlNen6AmogzTuyLys4p4AxSES5SY4UulmmgENciVZdeWqdWJTgh0DlMoRNuemZPIdNTTaGHWdDhswsHudd+jewVI2VdNg4T7xdx1uIgPC3XPkLRmDd3c6fB4VfVBAH8gjVzU10dFWt+m9gwZMiWEwQB/I6sO7P9kp5x6j0rPssS7nnIPH+RRh2TPGKu0EeD1YXYFmTLyG+KVi9vpxZ4wq19RqM+4o+Xb9WEh+rvaOhCaXGvANrtWccWcDocyAY/SpFjYID3wIHvsddSGENluA6h0H1h2CwiYRZ54sSzFaDhTdYWP+fWX13CdbJRsYOkiFZPQesLADCFUD6xqNAebmRGy9aq/t3aqecb0f16izVDgApxcYP2mVmB8MWfciiXcAxlixfIbq1lZMC1Bk2Ncxu1URhO8+R1SdV/jOlU4tsYQnvK+2VV2pAVcKarnBUjJLqXW5ffTUNms29HREDNzFrrAEGsrJijNrbSXXdxfx8ghEf6uuAyHYFtygrmE6TkPR+G1ZpahX0E3j4CvW6K1a141m+C3SXlFpG4KEHpeq/EFDK1rMCC8/DsGFTaxKxv3JxoGnNdIpP0a/yV4Azwg+qLZZ39qS1ek7UGHfwdARmh4s//riPLr1nIVRLvnkt94IN3y1dOTqi1Un3aSpNnP6mNs5XdgqBAofCwt+RlZ+Q2Ru1VBAFa3ZvIn6/ANL3B6Sucyh/A7RcoXoHk0yXHdDXoX4D3c+f6Hf3IMqaHJltKbrcb8bUPn4DVn6g9o4gfXIiiiKMMQeCMa5ZVCw4UHBgrDlAlm8kK6uDWAoG3zWbf+nBfMKdDbn/pJxklVq6kafPfiUQPyWrv5dLUJaV3Z4jmgYMTgMaz6iddXL4KKn+b3erSjbX7REiPi0Nf2a4Wf9FnAVE9zBovtHmHcRHl5TCP6zVHSkssnyDxrtHXBSd18Jcc5xP0oDytsJ8IlDgHJi86yxW+z8Gs8yCjB5LKmnNFC+IyMNAhD07iiazgkNuiTCU29iLBSUsCyJTwC1Z8UJnIcgsYqerljLrN1LkJVm7KbXdAzT9E4XLJpihCOrnoVb2Z6ETRQhZe5XzxMcDRLOWIA7NptzL/Ej4/UHuHyN1Js/QJMfXiHUZjTURvd3K0jENAYMtow1rIvVg9aHLwOpPgfi55xN4GQyXEZ1vAEtQcWQ9PQtLYd6JIPD9AHPGWJ2J50CuxehRp37ZF7NU1DvYZ59NaVbfG9Z4BRY9f71iBw1xp3i+AYPaQmT1/0i2XeQddEVmtDkQjHaNokLBgYID45wDEmxPslTdFmzMCbMT1MFngjRMg8gqbb4hQfkPwRJpQV8xa7UXJSzXldDcSOW+kUmRgmEBtXObWeNfZlpbFCoN5IAPojpGVyz1BD8VAvxV1pjvYI4UELXuiZ7Wyip/WRAHWa1q8xjP6Brc9XqYpyMgtjfrOUlC+x2EtmuE85NhW7P6rgiahyqbWmZSfo3doLVQ4eJA7oGA18UZnYkNEJT+q1QczJZRu5kLmr0VcC5vEF24XFwxOmsCgM2ilJ9CXgkL9/FkBIZLgNqcIH4Z5f3kLxNpNBaHWdtiVfpYLQXca826TxZOdLIIzC4nK7/ztMq2F91NSg8UKPBjtbsGWW5PLswaB6Ncfghgts7K4FywIpdz9glD6DD7ejqz+pmo0N32vg9AWA9qN/rIRuVHZOUux4wIbOjQ2cwaJ2LgZG/AcLro0s1iSqJb4/urQO1U12a56xZHFjBuOVAo4HHLz6K1ggNjxQEpwvdZqh0kofsDRILUMgUKq8GwneBJWT1aq21uOLLOJDRvUjtyBZsr1c/btGYbwoLnXPjK7dixaYmlykkSuq6ktEac1CB+LevoSbP6Yo5hv35vqd2VlI42FCkGzA5RuSzDe8oa/zEgXaBHRTDuZ62eA1muXQXD2TFSZ4OUVWmAaBUr78FwmJSyC/uPPQtXRi2bE8ArAg9TAi2fDMiq9iwXAYLcF6qYUAAAEABJREFUZMVmcWwb8q+nNLyn/uWyTkpboVvyqbXXRElWI5jtIA/sTNGfmVAr4rUodz2NMq5QpiqAxv4oguqRZo11ECByMyM+HhQ+ckOrbF+VuaUvd7wX2tuot1Ymq5Elr3swi2juFg/d0k5dvp+Ctg1Z3l2Tl8Fey0G0ZbP6XvopvKCx7SlcSeChqbGcAQ5bkCV5F8iWI/sC1V9GcDm6yq+rT7fWc78BV+Cm+1efU+PbXpBNdvpqrMCNFQcKBTxW7CsqFxzomwNmQyVU6zvI+pu/b4qRYyV0v44EaVCbVxaeP2/be9PN6rBQlmxd67v135p9lKxrdrardvzd0FKq0WcPL8iVSpnb/rDmCxLGv8nhJcerT0NWlwT8xTn8PMr7M8O+IUc0EtT8YnVASgnJYdgFttI1UhKTk5Xfiz57LIU8Xv3shKBykKhfEniYXMrzaqDsa51vOkIwHVD+nTo4T+k4+Jpsfjd0yHWl8dM2Kghs+phQ56CUuneV8cB8/guAsrLhRwjClTU9IxB/+VPFSd5uRYtLKZ+6o4eBGlfYkCsfiaXIz4DmNkDdPQs5pYwXwe5Nxfthuv/Hw+xktRMH4iWwuhK7uqJXfmrtdmPdgydFI17GJCAflpfBrd5/Jpgoskb32poI/Vd8PUOIaQVxIO8AbTHK2o52nsfYjrPuCa3Zs6kmbver/qMC/wpWuU1EHzN21TXOqQnUYeRkg9plo5EwfyuWli3cNT4a1SZZ0mCSvfLiwgsOjE8OWEkWDS6G8UUJPV97PVLCeNEx6VKW4/UMqquCWAZmLpQb7XYM8wt/LmzgG7Iyj5GgnbFdlku4QGWpuguaWFLoBwRJsBlhOF9jlIXbcNdyhJfy+FL0O4HBr4SQ4tIZcKV9soU9N7ugJacfDJa3EM25UWl0MimUxr0ax/QIPtxJKCk2nT0YZCE2V9Yatbt9hzhKfS+CsHGYJhnZhizD7mg2fWNad0QDrICA2SYxQn3g6aTMo5n9FIGZK9UoGZ0CTh/F8Ulpq8RJk5KkFHmcA3mXeBtZrBGGpQtRolukUVblp6HVWAuE8yPGheFe0PQGFvi6tSxzR9tbUspaZ5/8K7nu/w/GAx2bwL+Bblm+fMfeeaefWeNUBMENmkzMkJSb6OXaLq9M9zKkyO7uucXzG1EKbhdqQUEciNfAcGMp3nXIWrpuHpclZ7NPp7BW915A42Xx0D9w0b7HCcndun8bktUFBb5eH9+XpHBUIk02ZzetIes3JOVefR8B/ooKH5GbXPwelRYmXZpg0r304soLDoxPDgRT51pfRML9CAnX/0pIvSRFfJwElltXGJ1DAvJxlmrboLs5F0i5bd0Ca7cwrXCHyEJ6U4L/b2r/R+2SXILV6lMMqqtI4clyM3fBpqVLaIz3q97lUp6zpUiy/BcJeVfaT6Y4gOvLBeoKe02SoWh2V91ooxHiQ201HgSmnQGs/ESoFwUeKjBcjioqINwSdhyU/p2UkLuU70Z8lFEqHRTRxnmd6S5vKTclganBoCtK+cmQE/S9FLDlrOPY4vUaUP1XAKwi8OB9T6uEu7ah8cjt2tI1pG2Z1o7tKgQ4FelBnI9S9S5UXSnaTDGaHyF6JrrfV1LC16udnWO8zuSV4sVabqGadc+LWWaQFWrR5jWVengHrdaqLFWOoHjqCN2HgWaNE9TH8wB9PR/J8YX4LcVeWYjs+leC64ikFGexVs8JsMnfAIMzxMt5cgQ9yv9D41tCvwXdw/LNubJRSuoa5tHY9tfv+RFY+S21d7oqrixIPAgYAEwmD4cwRRghB4IRlhQFBQcKDow5B2gSmLxGDfS2KH4I40EwPC7h9bpZ/RSzxgqiG+XA/v3fJSsHguU5JUTdcnwtV7km3M/V/tNq/05rdm+QK2snZVX/E6y66/RIIQcL4mDYWkr8RY1JFrtN5kgJ+dfBl1cA6ZvDHCWwmaUE7pSQP16KoqKJweEgfCxIjnllGUoJw5WwP76UuJhtSo1NFmMooW9XJ7SQwv0/MDxZ+VDgQXXMlaSnXT9LkVtuEiDLPS7R2ebSKVnzpCtjKp8Eyz8DHV1PUuBKs5ykpUSwZZJW5Pct0KRASQ/kkRrzxUqmVq7W5SvHiU9ukXrfKsJg0MTrIV8LL0vQ1ndkBAate5e3JjnUrL6L+OLXobXrqFQnuwZy+bPSr+2ZEN3OsPqL4rGv39dEFAfDhaJdQPw+Ue31xMjsrHpLaQJ2mZSiFC+97tRZKT8BZdWzITdz9edkNe9FyMhGkDLrWdCscah+V0/pGl7R2DQJROqiT2vpPvBuTfC21fjyv8u0vIhzHCgUcI4ZRbLgwLjigITbowwqm4NfzCjBvLkE+OUSfulu37SbOYXfR4LsIQsb70pwnmONYf7pvVJKMLJYAu4r9XMmWJkXDKSg4AovX2VNuThvkvsyWueVopRVkhWTHCJBfhT8+WEzfwQqLRygMR3hCsCs6euiGvrCdbJyEFqhFCNlESI+yAOB5sP+cgmyeqYEr9MPSwpngbkl3JwbDOWWxUcJfkZAliMhd2tihZvNIKF+AIjMnU3uoLy7or2aeMKcMuW8ANN+5lT6M8SHZJpV46SfmauTU9pmk3tpBjZrlCYHwcJlYdY/ygOP6prcelwiyXeD/KnWbV0hL5zgWqD9DKh8Bqv4PYg2q0VlUt4sVX2z1FSarFyi+32e8GnfQ0HsxaC2ue7Fx8KLXUNXsrD+BAz/h/QZY+ggHxTtUmrr16Idbn1WEy1/jvpe1XtcdNuoRkWQhv8Jtzs0YdM9PJQc8EFa8E2xWf1HZo2jNabnYHxefHFPx+K96tUB3qo+dgS7Z9Tvfk1N8PK/J4zyMYkRBpPY9RaXW3DgW+WAr5OStWskOKWYBs0ErdnB8DeAqcJAfNgsEmC7yRK8W8L9Aynji8y615XSzCmTmLL3WQLZyPJ1DKoro4nl1M4VomkKkkBZujhf0v2NSJgOHiwFmBQpUv13WaptC3IlENnOZnBWWHiphO+DVq9HLnNWuu4Ey0uCvEVV42C2FKqBXNL17SV4faIhJY1P40K4BXYrUF4ahFuF8duyDHPBeClY+q3oTOBhNYT6Q7vu3DDLW3m+hp6065Zt+JlXiiFtIsrllU+yw5ctgDMhPrxNV6pxDt5WkgSeAShLFvFhdhPyz/VaeKgKNGbza1RSgdhD51dh9QcBzo34MAhPVo4yq0uhN54EuW1cFJ1fAm0psnqW5+Qynk10l6JUdit4Sccl8A4Y/FTtrCzaJxNcFOm3Mbl+J3vo/rwMfw7YbNWoID2R96juxvpdzK+655IcnBaNLLb60GVNru+oXcPTugeHid4/16goCeRQgDfoGn4ODnWlu776+BP99aMojlHlQDCqhAVdwYGCA2PHAXK2YXLn/oul6i/B/80EhuvCcJFajawfxUmw6UDsCAtuhTUGSchqTbd7YwncfgnBCCOt8T4qQbg1WJkLpFy6/DxHPF0kTPtXpYjrf5ZSzSw1EUnIP0RWXVHuDPADZMeKKMtl3qpfaDZkJgnyQaLdQO3vJxJXZoowUNfyZ7P6hUD5ObCykvzG78IPs36w8BKp1lXBYDuA6eRgIeH3Bs1dmYgOYjfRSGFHOZ24rNp5WwkPU6pPWcKedGgrVM8kitaTyE9aGGFg6TiVZbdOCQ1lTTJRxhyi8cyrsiTYbSB2TTKK7CaAstTxK6SHUcqJ/4MFUpycOUEP0TVsSVbPkdV7qPjykPDZs72Gc8CKlG9Nrv6PJjNrHIHoM4HQJA3JwcEwO0p0C5LlyxNkFOkezKw6x2miJjczXIHnxoy6+rsUTaj9yhqq2+cacdRQctLvimbDVlabp0npvoly+RH1fYCK8+0qS02eeJXu19bAVzPJ0v0xWfsHOTD/GxNdEUaVA0EnYZErOFBw4NvgAOku3a7bWaruDFZmBFurgzgbZKy0skFMBeLnEvA3JMr4chmFm0toTpaRDJ8i+Q5Z2R9yO0og+2afN3JUXcJtjzL+I6F7u2C9XBnI6kVgeUElfM3XlVVcTOwEq8id3ThA/Xep/VMk6JcDLFvrM6eRtYdGPzCUEsbLcWWdidNEuwxobjEKEYU1EXIWpR4WeCjDWr6ZJ91wNRBgDelhlrdus93gQDklUZynUTYK2aYt2JQRJj5NFUd+Nrfq5M72NL4CqPVkzoTo4Hswviye+KQjwsBwBgK+LWV1s64rbUfrrFgTqD8qZXav6N1lW0J8qCzYUvd8D92fIdbs2QY28AXV93X47H4Sl4ONBVmqHSm6ttWqCdOSZvVLdA/eUJ2D1Oc0cbPR+VPx9XgMi9Z3t9NE7MkIO4KT7l9ZSndNTe7Og9Xfh5V83drXveforMIvdJ2Xqu2f4KNPXelqYlG7gpxG/OmkLHKjz4Fg9KsUNQoOFBwYlxyQkA3JfveS1T3Jymxgc0UJ7lPUx+uCfJgCxNYwWSFuGYeNa6SMfyphmlcoeXqobX+c6HSwMo+EqNak4dZYRmO2toT5LVIWz0m476y2orVP1ftCYzkIDBdSIzdmFSBL106ANZ63ZvfGEvT/AatLgPg/ZIdcx/g3UN4KQ3pWBpm5tc3chbuo+jyiTR5NMKCJBz+JcZwdsHqcjs4z6JxOBHwdW+5kYYBadB7+lFfGaWmQJhSnG72UtKwNMrp2IT18qFO21km7C4QrKKEViEuB8D1Y+Ffl0jbeFr9WAmxGWNkV4KoqS8NDuq9LkuWrxOclxO8HpLwvU+FsgjQ8BdJdzT/VUN5JkVqH30j096CMJ2BwN3ZivTuFvSLcnrq/c5K1gzlgwPuO7Qt0b2tm3etL6f4J+v1I6Wo5AbsAnBEdBz9Vm38Bww3B8owsVbcja9dxxhmHdJAVmbHmQP5HOdaNTewNFOMvODAhcEDC92Gysp/W7uZGE0tLKB+ncb0kyAcpIvsJfB1VwtTChr+U45cSsr7mmqeL0lKooYToNWR1JRDLS0lcpYJUkSkJuYPxf7Cm3NONI80Gu9ID2fW6xrKJEmuDeN4JE5gLQeAfjLjDP3Cgdn+j8l+qLHVH1mB2EgZUtd7d2hbkdSqLg2FXEEsK5K6OUUpvJUgfVxKScn9SLk8lo8C8Ui1FqDE/pXIvp4jR0HjF06hRWcLIW4IPwZBzD+MBhPgIDE6OqOPT/6Sw1kEY7AKLrlXWc1QQqt2jwONWAfrVpfwugMGV80pRaXSyQbr23+h+S0FXtI6su2Mm13R9NwvrL8HCG0W2miAf7kMY/phBbT4pyLPJPK8yMv0e+pv1/Fj9/iNWusHN6std6HnrWRU4SOO6INpkFyvdX+ne36x2e1RYhPHEgfSHOJ6aL5otODBpccCssYqE3sJmV4ytkogYx2r1CSnAQxhUF0DDFgPp7spnosLsJPeqbSgB+hcXshY25Fauy5qNlWhGFqekLB9hUNsSbLml6s+2fhGX+Nmmh9kRMK0Tt+oXS3hHj8toDHcClcXUx94AEktVKWAtVPhfs047WeoAABAASURBVPoZKpdwby0p7OOCJHBdGO9T5gIQf1ScBG6ifkRrtycI1zor6/R2Ow+4pZdMEqwsvAnGZQhyjXn7adb7dfC8r887D1K39ssgPwThfEByPIpWcwcguKoX/m2QqyCoHg8csi/QfAHEr5M6HvWIByfhq2Fa563+nyNMa+xmjWN8IgRfKwZ+6PgEfJIg9zSWZlBdjeWuGxJ8R6Tf3+SymrfU7+AK/z3AJwSE1t4hdz7yh8aHM9BqrQqWZ5Yi34WVrjtJNjEODrPuuXQta2k8/cZBc9/LJvI/wO/lBRYXNaocKOjGlgPW6jlcAvU+Cb1nYZt+YWH9HrOeEwSbmQ2dbWzbZ632jBThURK+i4GV+UEerDYz964yClIU7laGrNnq+xKA95rV9+yrf7LfWxK6+4JD5oSF+0r5vaX6aegHYgcJ72cs7PEPOKwjwdwS/ZnqewEYzhJhohxRUn4vXbcs2NLGKl8FZserPAmcSflbENpgkNmGK3AJEcwneFmQBPpGpnqcsZrivIyi8uMrpG37NaXK2N3e/dThFAIFfqDTYF3LFoqTwKtg4dUolW8TDxZOkNB1Xik+aIJBuewbz8PsREG6Tgzx+ibIvc9S7QAOHPi57tHislL/Dqu8IbpDVO4vBhFdFD4T7kR0N+cU/U/Jau97rmIbKKW7nYWN63QfZM2GV6iNLVU7feRJySi8qrGdBGI5/Y7mUFu/Y6Xf/bq3YzW5kZKd2qyxruAw/V7+ZWH9Q1jwmgZ2hyYemfcjGkJxSjmQ/3GnuCIuOFBwYEw4EHChXDXfVLMa/OtCxqth5bclmN4VXCtFfZAE1RoSWr2FY676yJMSmP+TMj5eQlQu6spcIKVA8XCvWoEE4KownBn3X/+3tRr7mXXPnacjp/qCpa5TwercUpIutLV+20GxjtqREq4/IyEvSw9DWKruBZomApRl3KadNu6r8YTauRvkGgDfQ3r44zzRmjPOTlHwjy0A7jZPn5F25UcArggVwdMef1tQynVUVdrvoyL4piMv80mD56GRXSq+tMDgJAAp3RDh9wDCI6QIVR76LuQ8v18EuQ6D2kZk12taR99Qyuou8U3rv/gZAJ90KIqClCXE56/nZKl2IPv3z3ipYv1+ptH9+JV+SzerL1e6/wDMPyaRX8sWJWR58xgQSzCozktWDpDifdQLxgTUb5dZfVnB7taq/0Pj/5/6/1S8uFVwNMANAaQueA0p1HKCMEUYjgOFAh6OJQViUuTAuLnmUJaLlC3s3b7b4ywANwV5nASVhG7DreTnJMj+LEG2iwTbEvbcc1WM5kHyDQnVUyVcVwQrs4KQAsC9yJSYklFYTkrzJFjwqoTmk9ZqHGLWs0BUopPaabFcu0rtrABSbfm1aLVTZVEwLAILLwaab2gScQRQ/1j9am042ASwNyKa+LQQSsEdov0dWJa1aDfF6Oi8BAL+HKArpmGID1l7dMXbE2chKx6lJP1dRql8dItc45N7vj0aXZNBPMLWbRTgynVdcWxuGJ8Rfm1BEvgJDOJHZVGg/LC16rvqvr+AIHA+aKKSkMXRA2Cg30llPrJ6Vn7HsbmLOqrbuFNKz5Xun2Dmz1fnFbe38h+Qh+t+L6z7uZDu02Fq62kvGF0w65nfmvWfa7znCB5Vv1/oWh4RnA3CXdvuxeir2c/1u7hd17J9X4UFDggKJhQcKDgwbjggi+ZVBpUtGNRmA303c7CZBKA/ynOPevha0Dv4/99CEmTbS5CdJ8H2JBacz5XyQxLQZ0jwbWO9rNXeDfTOk3yPrJ7DoLo6WJlJymDnSAhKW/aiXUJjOwbGF6SMn7VW4ygJ18VSGgls3wi2BXpa84A8TfjUQlVzNoNwR8JqUsTdFwKt18HqgmrrIIC59WRurGu6B8SzKvPHcdyl6/UH6rQRgFcFblkqsgE6udLNb4wS6jsPphH4uFKr0vMvAPRHt7KNWhaeC/KvUobXgvD1YSls6GALBimq8oII6pcjrB8BTWBE80fh25MfkA0Q/xQsq3u3Clm+nqT3pSaHzWGt+u90nx6AVd4Tjerammo86UOpODwG8kAwnE9tLE5W/kDWno+LRu2sSeCMsqo3Nmv8Qf3dLvgcxhelKf4Gw26CZdRSb2UvFDR5sscQ8cF+rjHMrzFMzaC2rsZxvxMUMDwHXAAMjy0wBQcKDowVByQ83yXL10oAHsSgugZYGShYWApxBxAXqPGnBA1B79BPCFmg2AvGyxBbqx/JdX2TW50SjOtJSE4jmm8MGsPHLFcvooSg+p5Rff8SMLe4UsszaQMLg3Y4DP+RwP2fWc/xZvWlvZD9+rl1vQ++GjonSH8G9m3HJ9AfDHaC8TkplWsRtp5E9PwwLkrKPepSuSsF0WldGuZK1/EOvrnJZVA6HlconveyCQWogbgCVgS3hAcrsaAgxX0Mwznig1z95pOt6VSWBrnhwx9JeV0sxXsKrPqGeHgozPI0nwsnF3Z5LrK6jeAxr2zWPa+1GgfofjwKK70JwidBvnPax+MkDq6gH1T/vwdbP2BQXZasnKiJ4Cte+E2g39EAs8bK6mdfCxtXWFjX+nPjA1h4A+LHxdyCHziCdv6nMf0DLO0OVpYVTMmgtixLXbszejlH/LnFEdQt0AkHJrQfezKsIio48P3iAMlQ8DzL1T+T1V0YVJdEpJS5Eiz8Pcz+CdjrI7hqCWxuAN8BbXaLrMpPzOovCy6xVn1PazSW98/bjaBuhFbfn6vvvzGobax+pYztp2rPP4bgCiWiSU7zwWRFGR5zgaw+TjVrrMiBAz+XcD9FdecGg61E27mGaLae3M63a2z+FquH0GqtIprcmjRnArEnSLeCc7uk4Wuno+12V9vfdgjVoSu/yRWn4VVdj5QqdhdiYUEapDCDHyMMTwGC06GJjeh+ocIuQRpeB+Eu6R+Ir1qT5btmPQuJ14eJ70/Dgpc1KXKFvkxaIYl9h/LdavO3YGMWBtWVWaqeTvZ7KynvM5KyLan9ReVK3tFa3Rea1dVHQ65ku1/9nKzf3paqmL2tS5lc+FDl/9Jv9HCQ6+o3IMu2Oj9Z/TlZOpfkYwJZwLkaRXKUOFAo4FFiU0FUcGDcc0BCa6iE70OyGk5nqbYNg5qUW0Xu3WAjkEdL6N2mXj8TDB8M80oIbwviTJTsYcwyg7uuH5dC/qOE6y8kbBeQ0OXwFQH1+xXLtcvV9xZgZUYwkKsclwHI3MzKKPxAffxegvdBCxvvqe1zgebKQOkaBtXl0OLKIK8VnSsnRVFYVHX+jFLpSpXdqrTcsZatiRtcUcm6tkGiHirwUPLTdwWj2K/LykpCq+s1uYI5i3iTV5Bf6pqPgYVnCI5HENwMs7WSOnEUfVTBxO/KvGT1DKAxt+6Vu3ufh8mTYKb7jh+h85Bys1sRYkfofon3a7JUPY8j+aiC7v3sciVvbtY40cL6vZoYSdnyv7LGL0LktYD34R4H9Dr8njwIw2kIbWuwNZf6m5GauLFUk0u7cjvJz3vVKbJjyAH/UY1h1aJawYGCA+OaAxJuH5Hlm8jKERJ66zGoTiOhOx/8HcrE2ervEYFbkYo6QlW5pUDsKuH5VxhfkND9XML3Dmv1HCthvImE8kyi6QgkhzBylVelzCNlLOUPf7tTL8VvM4P4rRSKrK/mILV3EdCS9VreRuObV2VSJkjWc6MuZhDt0SCP1VjuU/qfwg4RJIEzKuEKoKV4Ygru9m0AkfLth/ZhN8Fwpa7zN/Dv7wLupk5LZbXySjSby5OVlQG+D9SP1715RXWegvFQdNIri6Hi3fVq62firyvA9Vmu/onkp16YB93XKaRo1xQcbGHjOsF7uvdvwcKrYLa/aFcV6F7p3Bmc98+C+BMY/Fr9LC6QK7nqVvU+LNeukGX9RmeVIjcuOVAo4HHJzaKtggPjgQMkXyHLl9JfVRlUl0fkusYyEpy7ScD+XZbySyPo1l9RuRbIg2Hh9RLK75vV3zRrXCnYT67rVe2jj9qCWf10qx8p/+r26mNG1VsHxIVq+yNBLti0am9HlIJbYM1BCBtHoRXeAzYXlDI5QOPJLF7YALWxHcithfd1w1dzDVWVnhisXw0zCqYzBflNSG+DeBIItM6PnVQ2nSANsjrtFPFyHrSa56BS3trC+lswPAKjK8Z5UsIk/hqkPAfBVqozI1nZlCxfovvyRVIOKduqWX0peSN21cTqrxb2vKD76v3cqcJjxeMfC2ZO6Ttje0dl14juQPXjm/QGMqguSlZ3VD8Xqp//CDRZ6KxV5MYfBwoFPP54W7RccGC8cEBCskdC83HBH+UW/AWD2gJgZSoJVSlMt6bsRglad/EO379hDgngLQQnyXV9L6YdKNd1z3+t1X2RBPtOgsUk5Mvqo0FW7iCrbhnNpLZXE5yldnPK1Zs39Yufyd0qBV95AQi1tl3aD5QyIh5zigy4BAxSOpEVJ7dqVjKRpJgbp4//S+Vn1zUtCVjeGtYaMA+QC3cngJNrkvIISiV5ASB3PGZH5yHliUsQP3bkSncrsnwlya+dTPdiHnkbfiqFe6aU98OxssXj4u8fQWpdmQuILj8uZaPg9e/W+u7xGsdPNDmaVb+T2QWb6zdzIlm5V330Xv+PKhanb48DhQL+9nhd9PQ95YCE5NQSjo+YNT5W/F9ZJTeb1S80axxpzfqvJUA3NKv/yOzr6UXbl7Aca85ImH4hoSqFWTlWQnYTgZRm5QdgsKWU7Snq4H5BzgWsXBxkgXJR0e0oRXKh4D8u5HUd91mr52SNfQuRzaa27xPspXZnk+BfIW6z96Yxm0JlW8HCy2A8E2bvw3C+6t8tcOtRkQebRue8FansRBP8Otx16+N3D0N+4K4YL4bxfhj2R8CrQPxGynnGPJHSn6r8z2CwAXxNt1T9GVm+HoMHDxC/1zf/3YQ9N+sefKx7ITd1eKna2VP1lhfkFL1ycagrelI056vN7dXmQgJ3Ja9J/0BDuXYd2fkSD9GPs6Df9ECtYy9kje51zOrbmzUO0YThj/o/uF7X8Lji9wWviW7+cdbpOGrou26mUMDf9R0o+v8ecKC+hi5iWSmcaRUvCnB9CdidlD8CAS6Ahf9S/mlY7UMJ1G4JozckmB6UkPqnhNVpgn2s2fNTxf4e6bklqPoSshjdg+RbEuxXyeLxDzusClYGSkj/SLCzxnOx2vOXRbgyUbIjDFBuFZD7auxa12y42/p9je96wSFoYjIEVVf0c4NYCmbHScm8pDq5INczuKnKdwG4AsinAcgFyqGKJ+ZADV6TFp3jEOra31NSvOS84uuOIGSZRpMModNgg1QmBUktCWitPajspnpfyn2/iyY6l+k38SoG1D6ChTfD7Aj4bwjw3xOGP8xf8ejvhN4b0QtTKgMZVJciq7vqfv+V5AsCnygMX3U0MPodVsyGzq6liuU1Mdhcv9c9NdYTBf/Q7+Bu/Yb/Jxis3/Tn8A1kpeA2GP6s8R8D34sAbqLulgI4k2AuoLnXobXdAAAQAElEQVQ9iqODA4UC7mBHkSk4MCYcqD4A2JujWFPrnvyBaP0tSrIW7XcSWKcg4KWK75Mwe1UwVILtEwnlZwS3mNXlHm4cJSEoa7p7I+UXl3AcbWtaQrkpIf1fwUUsVXeS0F4M/GIgWnT38v6gLDbY2xrb8MFsJo1vE8Excl3740afa2wvyr25l8b+nur+ArEyPlK8kDLKN2FdqreEMLOprAawG0oIJubgE5eGLkDAWRQvqksaqDgXxEvDGSA1+cFaCIJHxK8tdH8fEcj1bA+BUfk2AOdGnwc/AXmL4CiE4YZgZXoGtXlYqv2UrJ5JVh7WfU2fo+6zhb6Q+v1MZT09C5s13Gr9lSzYQ6Vgz1P+ev32ntC9/UBj7IaV39L9lus7dGv+TI3Dfyfb6X6urnbnEwwQjEr4XPy5ZlQIJyWa71YBT0qcLq71e8sBCcAPJRTnBCszoYmlwGATuAVgdowElVyNvE0X/5xAQkjnUQty03IRgOvBIPewHQ4LL4AFNyr/lIRjYk3X3Zp+yPxFClY/XQJ0X1nT2ypeVUJW64fWDyM5yOkHs1Jx9/LJEuZb6jrm0HXMrGv4MSLLFnequq91KuodOD/In2s85woeEzyo/HoCTSTsaBAXCx7vVUvWoxQyVIKJ+tB1oKIr0IRC53YwTaDs7yCPFz8uQYBFxEfdMz4HC/8CQh4BaM0Ymoi1K6UJV6T/Fs1Z4v+2ug/zMqhMp/uygeBIlrv884D+daaUfrhY91xW67A5dP/dat1CSnUvWawnmdX/Yf5xkLDnZQsbbrV+hgqfhZlbrX+C8Q/qdxflN1GjGh/dbT6q+kFryfay6t2jNv4B/+AGsSdC2wLE8rqO2QUzkNVeewJUYxIPo8rgSZxNxeUXHPhmDpAcxGr1SbJ8o4TN+SzVDhPsQFb8caJFGFSnBisDwHA+tFqrwx8t8t2whjNlHVwF4mHFbwGsY9QOF+JuTa+gelrrxd4SoCcj4CWK75WSfkXg1vSnEsBuTd8qgXyxtRpHK/8ba3ZvrHgJCe0ZBG1ZQPIDsnyDxn6Ixry2xjwVaAtqfL+E4TwATwj6GmOX8MuJZg+QmjBAEwe4ZfckwI8AOCj63oVPdUUO7mav6do1KbGDFB8kXqypsikEvYPpnr2o+/Q3EL8VLC0+DxS/VyCre4n/l+k+5HeMi/TLqXWf3Gpd15r1HaRYD7NW9/lmDf8u85MW1gfpfstqLb0p4odh4ZVq1y3w/TSO7TSA1QDOq34HYNSOFsj3Rar7zetB/BFmhyLEr0CuA1YWAodMpTFPzqD2QwbVNRi9nKNyoOKzWa5drfgRku8IGmqnCL040P6n64UvsuOfA0UPkyAHJIiGkl2vsNLvXgnZS1mqnMxSdW8GtS0lrFZU/AOw3A+szAhiSTDYWLFbJn+QEP2ThOdtYtuzgs8EoxqmVl23ptdVWztImR6m/Plyid6g+EkJbQnu5jAJcK311mVN91xprfoZEuz7ye29LZrNVdVvE6hcpbH+lkFVyuLDgWhxBdXfS236JqERvf5wag1ySdWfXrGDIqgtjyZ6aOkKpEghb0UEiwOcDX0efB+klBgPQStcW/dXiqu2IEu1X4qvFwtk2TaXkit4S7O6W60nK75E9+ReuYNfUTwE1u9T3atnpQRvRYCL1Z68DMFvlN9YXbqLfwbFgWBUwte6J/8T4d0g/q42TtS93FO/jc2VXw5sutXaRVb8bVtLyxLflKzupvEey3L1L8LfQVJrzVN9oTaKMIYcGNWbNYbNF9UKDhQcGF0OSLCFgg8l8J4iy/9SfIEE3+EsVXdkUHNrelEG1WnASn8wnBfkamAglyX3g68pwq5Un7Km8SaAvixVoXsHqwozh4SwrGm663AvCeWTYOElWgO8R67vlyX8h0gRfCaQEpj+OgTmH3rw5161Bh7sA1IKPvgVorc52c1qT0pF5+GDv4BjeOzEhylpyBT0DnLJ4j7x4WRZi79BGG4MYke07EalyygHWyB2CT9lYUOTn4as1oZbrQ/BeAUMbrXuq3hbAJr8cB7F/QWjEjQpsPdF+DjI62CyWimlT2yv/Npo2EJgxS3tKRjU/IMJa5LVX9A/d1iqnk3WriGrj5L93Wr9vkyUMKEehQKeUO/M931cxfWNNQdIDpM1/SpZ0Rpu+TLFp0h4/k6CdSsGVVnTVV+X7gL99ZZYQsJ/YxC/gfFomCwo2K3K+4Ypd5+O6nimEuHCAOWChLsiD1Vb5yF+gf9tiv8M8iAAosGrirUujNcVdwvcWvq+CfVQ1+Vr5EN03a74HgH4NIhZQO6OABcgCG6E2S1KXyTcUeLXb0SzEYDFZYW61UqlRyXIasVLIO5Se38XnKC29oC/SrSJ5WS1zqZ73cWg5lbrMvo9/ISl6m6KjyOrf1V8J2s1Wa308Y5KfwXNeOZAoYDHM4OL5gsOfJccIGmCjySAn2a5y63p/5Pb+wgJ5p0kqNcXfjEG1Wkhn7hgHviO3dC2VbwviNNhuELjf0jgryQcRWsaFYCzA1hesJLamEtxl2Cg4Pti/epSouAydEqlBkghzqx4OSnVlXXN8yjdTzAqQZMSe0+Ej6nudap7LsiDQfwS5FqI1t8rU+o+TSFYgKyuxVLNrdaDWKqeQ3+VaDWyWt/VvVZbaqkIEwUH/MczUQy0GGTBge8RBya4S5Hg7ha8RlbuZ7nm1vSpEvS/l4DfWkJ/JcFcYKVLMD2IxcFgI4SypsmjQFwkxXGLQNY0P5ngLu67HZC/H/tFkHfC8Dcp6eNB7A4GP1G8LFiZVdCPQW1W+ucEg5pbrbvrPhxPVv+m+C6y9iJJb+e7vZKi93HOgUIBj3OWFg1Oahwws9ktevtPz5HW+v4CwvoRgt0Q2qYIW0vLMpsZYQiEst4M/hjStbBQ1pvJNWr+KM5dAF4SuOtU0fc+yM1u7m5/QMr1cinc02AmL4JdgTCUF8FiL0Jo04l/P0JoG4ifOwsO/T7/btrXZvUlv/e/gNG8wEIBjybDCvKCA8NxwBpXSdAeA/KIAsQD/54w+XPxZE3xan7B5IIsfAupi/70F/T0+Ouav4XOsi66AM4FwF3Q24D4PYrfRPY/YbzLbNAA8acICQcKBZwwoogKDhQc+H5w4K577sFxJ5z4/biY4iq+1xwoFPD3+vYWF/etcICVLWTpHCqL76gCTGvC7oLGd+KCbrVa2Pv3++KM005BrVb7Vm5/rpO+XNC9fxOTbp62JjnjkBy/JvlkoYAn+Z9AwYCx5QDJt8nKsSzVjvw+A4LqUQjqf0TA6xCUHofxfQQSIQFnAbGM4CdgsJvwByr9c01GvnUX9LnnX4AZZpgBm2y04dje1jGp35cL+ncgtxKfVlSDcwqq4t/HCEr/QYs3i6cXInj4mO/z76Z9baw+qesvQo4D+u/J5YpkwYGCA5MkB8ysn2Bus8YqFn+ZaR+lT7NW/Z8W1h8UvA7zF0bUPoThafgXnvwZV/9yj8G/e7s+wEUBmxbfzTHs448/+eD4E07CGaf61xe/m0H00au/hnIBmK0lRfwLwUEwnAMLr0UZj4qn78JWHGZhz7vi8aOKrxXPzxHvDzKr/8KssaZZzwK6N95OH81PZKhiuB0cKBRwBzuKTMGB7xcHJLgpmN6svrg1oy8p/dqscZT5F5bCHv/S0n8l+D+RIhgqeBVm98lCu1TxKQJZb9hKHMmsN2VGITSkiP2rSv8G+C28iMOuA7HKkX84ZoqtttwcCy+0IL7FI1RfXwqGIH5v8iNK+y7oVxUPE4xKKAPyIgDLKN4UxG7i/XFS1H9VfCeML+jefKn79JXgRd27O63V8zfB8VLWu5s1f6J7vIzZ0FkVqy0Ux0TCgUIBTyQ3qhhmwYHeHJCwdat1HrPGqhLC/j3hfc2/iBT2XCFB/ZDgDQnuboFbrU8heiMTLpBQPxyGHQGup1hWK6bBqB/+RafnALtddf+sto6RwthVrudNkL2K8ng1JxrMI7qVRDeX8nLPYty+iIN4Rn2uwaD2k6uvvmaDa669bsChB/tLuPBtHi5De72IA4vrmt8DeXb0rHT0Kkqur/RO4tcRoO4B7F8a5NMAPwRErdMoBN9NPr+o14TvMifd1X82LLxG91jWdPkdxf696fd07x8za7g1fa4U9cFm9V+aNdbSb8ataR/vKHRXkIxjDgzXnP94hkMWiIIDBQe+Ow5ISAaCGczqS0ixbqT4N+ZfMGrVL5aL8lYJ12cEn8IabrW+ArN7YaFbrSdLOO8NcEsAKwh+IKgKRiHQ33L1FoiHpQ+uUjtngtxfinU7rVWuDv+CEysDGFSnFiwCfrQpAl4I8GMAKwPhqYg+bRf6qygPB7gBAH9PtKLhQnM4zGgh+JHGtwdQWVxr7/eIV10nnXr6ngfuvy+mm3ba0WppLIlbqm+C3mEyIVYVP/ZHIGUbT3wuRokbaxLURDO8CqxuJz4uwaAyI1jpEvxA/F4RtK1A7K26pyi+FMB9gLk1PVTpUQklgDMDWFptuDX9W5DHil9/Uf4O/Wbcmv5Cvx9Z0z0vKb5Lvy+3pk+wVn0Pubs3U35ZGzp0NvG1sKbFyPEZgvHZeNF2wYGCA50ckFDrb9Y9rzWGrSbluq21GvuZf3ko7LlSgu8hKdg3Yc1hEpSDJDSfhIU3Kj5fgvkwEDsAXBfAIgL/ypCiUQqfqe6zEuS3qa0/wRh/+zUMNxF+SQl/KYFyPymEH5DVFelfZvIvNLFyMlm+FOWylAAljBtbaKx/lNB+HDbDFzB7WPXPhGFbwbwjGMlnwj8J8CMADoqgtjwabWion9PB8oKMXsFId/9ik8032Xnw4CHT7LbrLqPd4FhWkLITBwB/l7aDLFp7p+82bWbx68eCY1EKXBFKCfa8IOv0r0BD3oiGJivlJ8jalWT1TJZq+yl2Jb2a7se8DKoDwGHTgJVFQK4na3pHtSVPRniB8jeqz6cEbk1HPFH6m4Ksaf5QRGuIpz9XGweAOAvGq2F4BF3lt/Ub7DZruDX9uIWN68zqbk0fYs369maNtfVbXtDsc/dqqJkijAkHJikFPCYMKuoUHBhVDkggzWj1+pJSrBub1XeRcP2DFNafzBputT5rYf0zCbUhsOBllEr3wL80RDtJgm8vgFtI8Mlq5RxSlKNotaIO4E3ArVZeqXb8Kzr7IbTtEH0hqTKvBHZ/Ce9pyOqi9C8p+ReVSpXDlb+A5a4bFT9F8kNBW3DrOmbSNWyi8R+rMbuy+BzROiT+CmJX9beUoK8xdgv/iGjkFrWjFV8seE24JXVN0yt2UDQGgbxNk5BFWar+XmP9NNdC7cEHHj7ijNNO1jxhTPV6rrUxS06jag6LK+7RNf8N5PEwOx6Evw3sK+F7BwJcAOQvYPij4HH9NqSU6w/rN3Om+K8lBZMLH+2DnPIzXftzZOU2lqt/Yqn2B5a6dlF+EwbVJQWaSLk13XJregUw2FLtujV9MohL1NC9ug+vAByCUTtKuoaZmKVfDQAAEABJREFURar7bZo8wK3pYxDgz8JrCaLxPGzA5/qNfK2J4/8U321W/7tZ4wQzWdPNns0VL6ffk1vTFbVThF4cKBRwL4YU2YIDo8sBCZgZJIB8vfUD2XZPwMIbYDgP5KEgfgUzt1r960D+JaFRbV5Kxtxq9S8WSZFRCi34DRhuDGIJ0L9wVOmS0J1TIKu1shVZ/Z2E8Sks1y5VfB/JVwUj3Qhk9tFkFq0hN/bTNVwleEuK4H1YeD38gwDAWhrwlII+gr0Es7+D2E2wDJqNlZW/VbAqyMPFA1lpWLpXxRbAbkgTCEYhyP3KYENdz3pkzV9r2VFn4LTTHrji8itMs/aaa3bgv4WMrgMN9dMjyAXOo+uWUrWDQGwnS/VZkLpnlYXBYHuVnS/iJwU+eVLUEfzjDcuD2BPRkkLjFQsbH+v+3Cw40prdG9jXX8tS7qjTkSHZIPu9JX79myz795vdmt6frP5Mv5PVGdTmk9t7MrAyNRrm1vS66m8H0A6LxkbeoAY1PhukuD0pU3pkYTKA8wFYXW38DGYHKD4LAa9S/G/9nt4WfGhWX0Y0RchxIMili+T3mgPFxY0/DtRXBvgDjNohwWtvivQhCacrQMqlyn1ltfoXiKS4KvNIOLrVOq2E5aIC/2LRTmTlCLL8f2T0RaOnJWg/EpjaGeWgiUJZQnAxwU6ysi6ysP5f2MAvJDC1hixLHNwc4Ozo6yA/0FhvEByKFtfRGKfS2BaQkD1TY59FbfwN5crjKj8S0eNIyB2RwpV7FnLPUgrLulRIwciCW937g9WFyPLNfRIOwIzNZmMff+lGn+XjF+nuZ7fqBPaeunoG4BfoOMRLYm/x5j5Y/U4gXE780vpvZTnxb6B4taJ+A15+OWDuKcDwh02r+usLjkAQ3IQBtY80SXpV3onLdB/3MmusoPvqinv4qiPB6LfzOWs1t6ZvJ6t/JmvHsFTdlaz8mEF1KQa1mcBKF9icQ/fbrWn30OylcZwkuERjv0fNvywYIhiVMJV+J5uNCuGkRBNMShdbXGvBgfHDgerdavdRCaVPFEsQ2y0gLgJ5FELIag02ArE42DODCzUJN7daV5LA21oC7/eCU1mu+ReI7if5mmCkVqv6GKUgwTyHXJlat+05Wcr2PlhDyhb/kdC/EMSOAHwHtCsSJTuCC9X7JWhPgbsxWfmBxjiz4MeCY1HGYIT1Q6QIXlNbTyCylDl/RwuRm9OuU7ksPq0VAz8CMJsUTX/FIw+G8zG0viBLFa1BUxOWvsmDZuUPu+36m8nnnmvOvgnGD9bUrFu/iqIgGcpZlBIv7RUQF+ua/wZQHgzkDs4o/C7i6Z26D4MQNs4FOCWCyvks1X7KoOYTr+nE7w1AO0p8ugWA/54U9Q6cG+Q2au8MtaeJXMNd109oUnWe7vcvdd+1NmvsXWt08yRlTfd/m5WKW9NXs1Q9i6XaAYKf6XewBoPqDwWT6Tc9lca8MFqhW9O/0tgO1djO0zXcoD6fUPyB4HUE1b8oX4QcB/TjyeWKZMGB7ykHxudlSVB9JkG0nITSdIoXY1DbgKzurPyRLFdltZZvUv4/5OSjbbWO6rgldAfKGlpb4IrxBinHDyTo34SFWhuWhQ2sorYGCHoHKRN7RgLzYhA7C34EVgYyqK4qQbsf5cZUhXfU7qqCM9XuOzApVHqbnEtlucCvVCarPvipBPJeIGcG4Tuj1hBRphAYKSdZwsJ2hgdEvwTdEptsMneBdpbmc5XKktNPN/1OB+63bx77baT9OkrqyMfvz/8q2Q5Li4876tpX0XWcJIvPrcYLAPa+lmlU/itYeLPu0SApzn9Icf4YwFDx+xaydiT9NxRUpZArWscPtlW7Z6n834K+JmdV4ZdUm1Lw4V/U5vOCL3W/7pSlfJw1ezY1G+qTBJGN+6Df/xca8/OsdLk1/RdGb4Wr/lbX4Nb00opnFswtuuGWEMb9aCauFgsFPHHdr2K0BQcgZVszqy8t+K2E99+kFF+UwJXL1m5X4TEANxbMiL4O4i1Qa3Pk/mhxNXlNpWxri0npyc1dvYis/leCsqk+KuY7XVv1/1PbUuZ2r9reE+Cs6Djo/f4DYfhjsLEgEDwJa/njUBdJaSzTSconQbyqdqYRviZIw9sIbWsG1VXU/9MpcqSxhWccffhhGDhw4EjJxnGh5drz8U8py+5t4Z4EmFOM/IGu8US5my9S+ddgeTm0WlpewBkAnF5ROwwUT7aDhdeJz4PE8yukjLcU/yd3Ct0LreOXL9P92Uv8kSu44vSu6H+ren9V+y+KLj8uZaMwOczWBHkQAl4LK7+r38nbgqullA9QP6upj8kiyuL0nXGgUMDfGeuLjgsOjBoHJCjnlVDe1qx+llzJvqnFXcmPScGdC+LnAHu5f5EebqHdCbPjwEAKsiI3ctXdyVvKSjlZrsX7yOkHp8Tqp0v9bKh+3IoaJAF+u9rfWeW9di/zE+EvlstxfSmXGeVaPAKlYHVY+QVZfyeiQ0lziMZ5idr6p8BfIjEP2ge/hvEIsLIgy7Ur2uhvSlRL2yyx+I+W33mnHb6JclyXUw26snPrV0kPWucFlgTCu2GQwoU/F+0FDlKW8hRY41WUyruj0fynlOgc4p3WgO0kEfjzvYrawZXmlrDwikQZX6f7sZ3uy8CUgmSdrD7BUvU8xdszqC0IeSxAriXeHwLY9QDfR58HtQTAzUR7AszuUR/uun5G9/ti9bOz+vmR4DvbSt7nkL/nyEIBf89vcHF5ExcHJACnlzCUEmwcJWvFH1/6VILyZfgjS4Y9dDXLCboEvYOvlT4hJXAeiF9KGLtgnopBdW2WaoeQ5RskvLUW11lN/Q1Qfz+REL5U/QxSP/+C4Zei6vWcsYS64Y8g1wDLM5LVnYCSlHfzctV7BYa9AUwhSMOHoj0cZodoLLL+uLUKMhe42aWInuetHK1xDVHZqIbJ1NdJZ5x6yli+zGNUuxuOjsJUpOjeAzgM7YMbgtgS5AWw0HnxQrsIkFKzLVEu/9us8YDqzgxUD9K9mRfEEuKPvBbI03vV/jD7MSz8h/g7SL+FW6xZ30H3y70HXt4G8e8rsnIXWTuOQW1TBpVZwIoUfeBf6XJFf5+Ida907gwlZRcRP3dQP/+nfp4WfKlJ3gNm9VPkut7KbNi3usCu8UxSIZikrra42IIDExAHJEz7mzVWtFb376zVc7mE7GsSgB9KGEoJ2uEA1wXQSxEK44F4RcJbShN7oUW5Jj+UK7m6NEtae2P1b2TtRQlmt9acugPU7xQSrtuo76vUnyvda2D4qYjkUtU5C2+qj9NAruRCXW3vBpSlQFqbSUg/gpI9ALOfiDwQpOEZEL+Sy3VLla0HQm5X5t3WT4BckaXadhrfuxjdo1zed6MN1h+w8kor1ka16jiiC9VOQ+BB18tZpEjfA/gYsmNKXfOhYLC34CCE4Qa61juzYqXMVoJR/G68YlbfG6i8pnt1GIPqQlLEC4te9x3/Qeeha+V6CHCx3y/x/i7V3dVsyEydZFmO0Re6yldLMR+gtrXUUBmo9hdDiJ1A+CY876OvSYxvktMYsQ8C/hNWel39+QTgRv1GDzNrrKPfz1RZT0VqbDgQjE3lom7BgYIDo8YBCa3AenoWlhXzK7P6+RJqWittyJVsD4KBK7mtAfba1IT0kFvTbpZwPxLk+mBlWrI6n2A7+s7UaJfqbDlrLK2Wxep/KvX9Cyn5G12IS7hepvY2F0XvdcCXJahPALGMBPec6mMfCfGH7IsvpjJr7Ku6miSE7i5eVnWzQN4ql/Q6YGU9IVdEqXS/4hUESbAPJPx3VptLq72HE+ToRf0wm5TeLmedfvroWMyj18eIqV1W+oTm6xyJ3Ok2JwznCOfvvlYUhR/AwusRBPsC4e/Eyx/B7G8q6RakYS7VO138fFN8PVH3Z1ay9rx48wfxaHH4qz+NB4o4r+CVhaxprKG6f4RV/C1Vbq3+TpbqHF44IiDZUvvPsFy9mKz+WqA+XClzFRj3A3glgDfR9zEDwI1AHq3ruE1j/ky/35cseulGazeNfRlBDcUx2hzwH9VoVyoqFBwoODByDkggzRq7dnuOl7C6W0LrC1T4LAL8CYbfqPYSgoqgd3BF+rBozgTtp2A4jwTy9AxqG7JUO0oC+lYJ016PuPRuIs5rDNNJ6e4kpetCc5D6/itckAL90Hk8B5NwJX5Ef7SEtYMkoB+HDhs2bE6zxqmYov8bEr4nCzW7IA1DYeFFoC0MlH+CoLQkrPkCDDulBIq7VS6FPlTrvNWLlB/z0CydtOXmm70w5w/mkCIe82ZGs6Yr3VZSp6pYExZ7QXGKmw7E7uLDfWCkMDVZUmkcpCiD/yDEjgiq+4J1KWs7RnR5mqlgtj/QfN2sfrkg2rhGdr3CUuVE3Y9lwZYUOn6vJh8U+HgURcHd4W6tniZL9U39zh41axxg1j1vVBqdRnzS72iIfk8PqJ9TGFS2Ul9zgpWZwGATjfEY1bxD8IWgr/BD3eefwVrn6Lf9qECu655HrdV9jlnPz8y6f9hXpQLXyYGgM1vkCg4UHBhTDkjozGNh4yoLe96RQBKEcjVGQnl1tRntalWcD+7WfB7EXyTMdkUTS4EvD5QglIu2ujdZu1yC+DWMxiGlO4tZfXcL677J5gMEcjeC66iJqiAfnoJR7lJbUP0tIiF8BFn9b0pg5i94aFyFWsl3Lbvwz9zTpNzkJmu8Z06WunYGSrLm6i+AdjxgA9M2lL4RvsEqUuhTjUiQZ+QjS5XLK6l4xQvP/6OvWyr5rQWqp5Yg/RiC8lwQ4K0A3hLEgcFuUqS/BPkTGOR2192EH1YCsQd8YhJWt0FQPQooSxH7ax3xolNEYFZRva0Fj+re3a/J2491L9UXQH+zVal6uu7TymBjFtH8Vsi7IK0tyIdlNIYTYMHLauNp3cPDzHoWyhN8U5rkILJ8I1lxt/g66nMq3dcFNIn4BQjf9OcWeW4TWrtFWcBcBhEf+HeN4SWNQZZyz20axyptqiLRwYGgI1dkCg4UHBgLDgTHSunIrcv8mmeuPdOaoV0nIXkwyDWlnFzZLkxWf8VS9XxWq0+SC9dzFUYpKUHtVuo+EngPSfG/KwF9tiquJigJ8uERGPdHbFUvKaV7LLVWnBKonZLWhrdQO7LATW2ZrkUqPCUgnpWA3RFSIJQ1DlSnk3C9A/7qTXDOlEzx83JHr82gtgnJN5QfF+GMrTbf/K9TTjnltynMfYLkY/fJi9ZLmX5MQjjbEIR4hH8qk4YF4F+ECvAaaIsK6RakIg82rehPhzWekd5cgfEu5gW1TryRSu8W5MPKsFC/k8bLZvU9zT5tb24jB3wQ162sBVZmBIMdQN6iyr2V4o9gdrTu93O6n8+bNf5gVl9cdKMdyNpLcl3/nazuLlgW0a5rLAdCEwtcogZfFvQVpoJP/iz8C76jY0LvNpjQB1iMr+DARMOB0J7PjdV3nd4rQXyiYHOwOTuD2qyCn2Zk67gAABAASURBVLBUO14Wxt0k8+uJuarfnJSy/KFZ4yAJ18cl1F+XsD1FtXJrrspBdgsp1yj2ivuvLs/o7VJdr0Wlycm/aCPX4T6w+msIorXA5ZOiJLLbQa5L/6ADy38ScoC16mfC+F/1u5byafDHk9RXZTFWujo3H6UUYxJXgl8DNuyfl/1jpjGpPpp1Wjl6nwz5fXSUK0Ev868OeV5Dgr8+tAQL9xcipRsAgyZAwVFgReWBK9g8v11J3y4vyb/MuudmuesmBlVNxrCE6v1D7eQVqb9XWnye/A1r9ZxgQztfpkHyU7L8Z7KygfpyZfwzgNcDSK11JaOwIMwOVftP6ffyin43J1p96HJRyRicSHaT1UcF57BU/ZnG/0OwMo1+I+sJDhdjblKz2WSFwSvKF6EPDhQKuA+mFKiCA2PCAZZqR0sArSphtAh4nVu3q5O1AwXXkP3fGZM283WkdBeR8DxCQlSKr+EfQjhO5UsJ8qEB8A4QvwbrM0s4r0ZWz+qrf9+4I0V6CmzAG2AgBc78Rp5hMPxJkwd/H7WUb+V29V8S/V6wxotqf08AJYGHlvJas64sEPfFliPHEQyE8ahNN9r4OJgU3jhqtI9mLMH5NcnajXL+uNcwpb4SKJgmADYZyKuUSYJtId5tjhbXBZFtxDLbUnx6UsroC7CyEMgDBJ8nlRRxQ1jwvBTrifbFF1OR1adZqv4cbMwpOnlS+ImI0jC1cAegq+yK+DKz+lJpQRqT/IIsX8Kgsiliy3grxBurvkbnIaWuNedy+d/6Hb2ltk63xrBVdG/ZSTZ6OfX/Gf0rTaz8gUFtIwbVGcBwbo17baC86ei1NulQB+P1UovGCw5MYhyQELpfwug5cqtxooQkGJc0axwrYelvu3pGlsyRYqm7NxW1QzfAm0Bs78JXQngdsnohOdmH6OMwqy8nC+xKWOk11dlHJAMFSZCblZT1Vp9TCmFHsvasF5g1ZOk2/it6X9+c1nEJ3ImGLUZWtWbdoTSS4rGMymX/qtAN11575bJqqZ9gXIYw11iqdB0ly5cCT2I6nZ0Hmtgo5V/9MZtBkwHngyMclkXJ/gSEW/TCz677dT/C+kHAsZrglGWJ4v+8QgI1UEsCU/R7waz+a8fRXcysHAqWpYixu3D/E6ShIvpt1Mfj+j3ca83uTdKCfEzya7J8pX4HWyFSxrap6rir+Is8ndIaH/ZGqXSf1qjf1+TqfFnla+k3V8Y4OMiu18nKnRqPT2LGQYvfvyYKBfz9u6fFFU3kHLDG0BXMGidLyL4mK+oJCfGDdUnzC/JhCMBrQZObszKjhO1GZPWvEnafoY9DQjUw69nMrP6ghPG/AW4BtC1YJfE8Iqu5PKeE5pGp8jbrnsuscYPGoLVeLOSECbyu9ctNZOmszVrt+QQ3bqNabW7AfrHhOuudqP79O8Rp+2M7uUkVb17+VdT4UIGH/uo322AFrCjeXOYFCayMANPDwv2SvEc/hAW3IwjP1z1xiy91wQYgj4AdfD8wrKpJzW9ALAngQUESOKPuyQW630+K1ys5UvdxsO7nueLv/GCwsXD3CvJhVQTB9ZpIvSzFuYfub1+b/EByKFm7Xv3+DJEyDjdQX39WQ7120tuMIH4DC+6QMvb3U/9Z934De+MN9wKIvAjjgwPB+Gi0aDPiQHEqODBKHJDwlHIctpr5qyat8Q5K5Ydgtq8q934u+CsJz39KwG/hwlRKdzOydpmE7Jei7TOo7SkloH8Hfx2i8WrVX7GDkLwD5PoS9L4ZTFYzIyWkegPNGsdLID+vsbgCSKt9IfoDIbeq1i9vTJHjJW41ZWXy9H/969o11H76OkxNPOBuYqHQ46c+oNkHLlW6XpSTe8y34W17ucMMOj0tiINxTfHu9Dijs2FbIJgFDH6pXNqGLMrgQfjHF9iUkuV9yI4VYWUp2OYWZPUp8XtlhPZTFeeXJpYQr/25XrmZh86msiiQ5X+JfnU0sRSIS4VMrXMlOa9wZ+n+vmHWc5wNGTKzkH0Gkj2ySm9hqboDImXcWkvXdL4mG70+FmFaz8X2uvc3YY5ZP9Dv5xK1vanZoAEojnHKgdwPcZy2WzRWcKDgwEg4YM89VzXrXkfC7UIJz0Gw0j0ShntIAPfeQf258H8Hw01caEp4bkPWrpYwTTf99NmLFOhsUqAnyZrR+i5OE9GcgjR0S2j/RQL9R2RlHYE/UpOWaQj1nVTvBSUOFDKzgAwXgY0FRX+i+u9W2fgL5fLaGuMCaDbP1Dj2znWUV65utaZFeXziLk6Lojg3XuYnLPl1Wbd834iogSmkmGTFWvL6TpsFtPk0Fn8WOiYh9pYSnR3kBgDTdqbV/boLrdJymiCtJvrDAKQWu8rCK3XPz9b9GcBy7XLwiwVV35cVsvtpkJu58oLWh48U3WSqHwVGu+Sr2+kezKk6xwP8FNkxDYwHoV9F68T1S6xe1wQgK+ydItkk+92l39OuYHVmsLWK2vQJRt7yVzUbCGqyYbwWNs0HFjauNOvZKr8zW0RFGEMOFAp4DBlXVPsGDhTFw3HA7J1+Zt0bSQD/FQv+8ANYcJuE204i9HVGRWngxzBcDIbrQZaKhOQvyK4bJTS/cS1NgndZs/o/pdRfl/CXi9SmSltV/DHIP2Co1nf90adq9b/CtYNZY0Wz+uPq+0Ipn5naBcBDaMJfc7kztUaZw4+vZBnEmQixlzW6VwcYu77JLwCNRKc4pMoxyqUK0DM5C1FX4xigFkd+Np9UJDQ2ozCvChRMFh6TtLLguqp9nqdi4Ibiy4cg3IWboOwPwv1Q92plxe/HSAxAwCvEy91Zqh0j+hWFz94yReyu+/OEWc8C/jEMsqI196YUMXJu7miz1xGi0/pwcxvkDt2D91XnYPg6scE3w+V3GVfV37YoQ+037jZr+i7sXO3hk/pdGdnvAbX5e1naP9CkZzmQJ4oy366yJje3bQHjP4EpXBlfr2v4mdkX+d+Y6IowqhwoFPCocqqgKzgwBhww+2gyCanNpHQlXGd0pXsjiF9IWE/d2Rzfg+FctFprSLDOxFJ1J7LrNgnHRFF0UudzspIoQbuphfUHJHgfUTtbqbwsSIL5ruVdwIqv7x7OXt/aVf1ZZW1dCrMHVXeppJIiexcMtpVQXknW1xNCfDuhUpGCUt+t1k0oBf4SkLhfs2eVmEagwI81thwPKVw75C3gVDGXQKYKsibKnKLFx8rHgVxE9+bmOKMzuaH4cpJScWBwjBJ/hO80R3IYzkYL84DVlVT3tQRL8VKWbuMIsvooWFlSeXcfJ8WYH0YpyborUA2t/ztkdVu0mlLkeDIlUjwbLLzMrOGu6Q6rluTX+p2czaA6H6LPQfI+0WfBbHXVvVG/i5fM6v7KyLY1nRENn2K1/6Nk5cCoXWJx+KQN6FznN+uva91E1/B3WP9BFjZuUR87mH017fAtFpgRcaBQwCPiTIEvODDmHICE0bISSlfDBg6SkLoaxDZCTtmryTeEPxXkinJXziphujsr/e4hmbose5F3ZqU4p1A/e8lKegUWXqtSKQCds3CXBPOGDGpyG1cvULtDsiKJT7MBUrxHqL4UNH+K7BiiMckqq8pCK2vikBV8C6npdC0HIijtpYnLoupvbYEH8cQyRQnTNVs/L9CVvCFIlbHWeplNWgi5kWMqmH2YpKDr6/V4Dt+FHyaLmMGjSg4TeFhW1uyrSqTP/3apncvA8o7CPSfwUBLNP4DG1HIP+z3IPAtmR2rydZaIPtf9lfsYuyqd9t0fhjMt7Lla9zLygrDS/0EG1aVA/FrXlK3NRh9xkFXbqv+faN1qVzNZ0Hr8DVKaq6ne0mrzcpXkJyE/FO4cWFPrxI1jRvYRB9XrCGT1P2r3cI1pYdAWAnmYCLK1cWUUqhrreurjYliXK+O7rNmT/z2JpAh9cSDoC1ngCg4UHBhLDhj/JaG0mVqRW1PnLPxPgux4EEtLqM0lAbevBNzDWfE3p2zo0FnNGie4QJXQO0M15hakoUc4rRljcbW/lgTzzWlBPpaA3BpWd8V7pPCZZUT8E/TneStHSmFn65Ii+lZCqSQBz8tQ19hC/i7r064DmLMAmSknBm51lhAd5grXomR8+jiOonP+enxtN103lssVV0YU0ck20z3ydfMoJ4V7JAhXuMnaMecBGnIBV/wVn6/HRJgMRvF6wOTi3yogb0nwALEH0PynFGd/sno+GPp1uDWP+OBmsMaT1hjm1m+EEt2FYHUBxK7gdJMXQOws2hc1cTpA7bklj/yhek9I0f8UbM6pcbsb+bOs3LQGbYfAonXiv9tovhmLrL1AVo7R72oJXcO8IA9Q2z5ZUdQOug+2hiYkl1p3t/jUxheJPjhQKOA+mFKgCg6MPQfCnODDsxJWsihtMQmv+SXIDiaro+3SlcBcWoL3cnSVfX1Xws+mzo3zEwncY8HKDySAtWZc/U+urJ3UGvESFtbvl4CUlcT2TlsRPKUxrkJWtyGZ35mrotEMY0percrKwpZoNo+VcpkBlNcgbYt8QMk5BB4+g4XdnojBckpWrvwYGZ+NWZnhvRips4Xz6ny/wIP7r/3FF/ELNwyLASXnR0LPmTWZ2gIh9nHiCAy7APU1UQ+lhOnKXGibHla/Axg2BVD+MQwXChkH8xdzNO90Fy3Z9Qr44bIgMyUPzIZS6T5rNY7StQdeSffhCym8A9XHQupfEzrHRjBQdU8AGs+bdW8UYXqdyP7vsVQ7EPxaijjcG4Rb8SlVTfmfaXz+Zqy7tHyxQVowqrGu4VWN7ST9njV5ac6h9nyy5PconfwMQa0R83NUG50E6aIbPQled3HJBQfGLwfoa7nYEbQFJKQWlbCSRVl7Zkw6tWbPj6U075PAfAzk1mqjIogD8ZLwu4FfzCmBe6iE9qC4oPNsNnhGa9XPRxm+vti2tABZksQuGuOSGqMLUHxnR9g6EwyOU/9Shs3fKvbNUorwMEKbyRMRmPk6+uJROj6la7sQfxKlifjQInyciM6yjpm4ZrkAjLdFWD+Zram6f/JkBNbaWUrvkCjtJ+PvUarcCUO2AcuCM1GzFhiuK5LUOp4DVr4d+HoKlqq/Bk2KUqVRsOWBLq3l2mzkbMPE730QhpsATF3jFP3hQPMBGzZsDiQHu7peY1DbGC1X9nghQWt4mBsW3GjWuN2sZ8E2Ppcgp/mKpa4zgcp8CO0nKnpAkA9raDJzk1n9BcEuUv69PTZ52j7TUvZvk9UzGFRXAesza6LySzRsOXJy8bvPKgUy4UCQxEVUcKDgwDjkgITSexJKfyJrL41JsxKEk1ure08Le16RtXqd2lhFkA/3SFn5yzcWkKD/Izl93r3aplM7UhE9+8OqL4D4TbsA6AF5ElhekKxekMN/N8lSaRONZ3o0GueaDRoAs13bAwntNJVt1s4HkOLk/Em+gZCZoA8tU8YRQUd+oLRWum4bwEJX1qnFJv7aZaqS5LmeaN1LkbpY+8nlfzqCim8KS9zO8kCV4s5eAAAQAElEQVRY6Z9A1V35W6murz0rwgKwruvE+35k7SCNfT9HRmCYX1byg3LP/tDzLHdpMlFeUjT3eD4CsxVQKz0ppbp1lE9OrHTdAVYWA7E3AE1SdPZgtjaM/zVrnG4j2ARF0liuXcdISWJZmF2hqqkLXpfqY8Z5usY3rNXzB5+wqXy0AznZIJarf2OtlvJ5tNuYlCoUCnhSutvFtU7wHDAbMrME4PGwxptgIMvF1xvTYVNKE5dIAC8pQboGWb4pLekrtmb3hmrnOcTriFO1acibwHBhsnIAyc/b+O8u0Q8BzoRhLw0hRDj1zxRHm5KkGd5EiW8o7y5jRZClWXLXJj2j8mehCnFa58BcqSqRhIBZnpgFxONJCVAK3AX/UJIvo4WFAbs+yUOKfS/R79XOw36CZvfiaGIr4VJluwzCurwbldsRwq12FUVhJeEji1p8PkVlvxK2R6DA2VEtyRKuL6MMdA80WausoYRb3KlS9Od6L5d7+Bwp8smczkG0TbJ6JiiLlzhLuJbAQ1lKdW9YvxfMJ25mJUf2Bar/GEu1rdHdnEt9niSa3G/AphPuUE3Y3jCr/0WwmMqLMJ44UCjg8cTYotmCA6PDAQm6JeUivhRWeUMC8EDVza/vfirccWB5TrL6M8FTKh9hsJ6eBWQ534Yg8HXDbCMM8aLa8Q8ryHLuyq8JjrCtb6WgXJbiwH+19nt31B8RPZoTpc3OluvUX+0YZaVkbkbYypQC+RgCao02LkYrp3AjVC5PiC54JELHp2VAXBMndQ5sSzA4Vak4ENvJUaD7gb/GCJ1LpTNQqTwN8nDl4kAeYo1hq7FcvVj4A2KkzuQ2JqtUKajsLyrbUGl/llmRTQeDP6fbtuylqI8TD1YE7E0RxMHC3TSJcmt4oRgRn8nJPyare8nV+yNh7hIkQe1GE7fGf9T3mgmyz4j9/dGnygH4YvCcIHwNN7HsI/Iuje+XArVTv0OTufUj7DedivLR4kChgEeLXQVxwYFxywFZOBtLUPpbsJ4A8VO1XhWk4WXh9oBvrGLlEJLJZp+0uDOWpTSNWf00VKi1Zq6TK/0UFsp1WvG1aK1P5kq+62R/V4q2J8oVd6tC/HBBn65nfoGg5kqtraQQ4EowWKY97BYelZKYpZ0v5RSuI+th5pI2iK70uKMjMCwNtDIFDK4OlJ9T2aMCD/0RVuUKbx6izFcCD4sCjV2lLH2HcfbJxXL57+L/9MKfpItwq9JppUttb2v1HOYZld0F2koA0zHJ1e5vxureHcnBan+t81eX0H3/e4LyaD5Y8Ji1uiMeOSIFd/XKG7IWwvDHwr0hiINhYY3jTrPG9WbD5oyRfZ859dRfktUzwMq8YOC8fqiD0rAWguBmTeqeN6v/WtfZv6O8yIwxB4IxrllULDhQcGCMOCABNpms3d0trP8PFt4As9U6GiLvlSD0Dx38kKyeQ7LP9d20jtoLJBh3h38m0OCWTDkpC6WczoE/VlTqOl3tpO7NpHgCiBqlPwD8M7q7Y6vPwn2QHmYXAXUpTaTWn/hQ9QmEFGdCVDIpVHOaGJFXuI6ptj5TNEzgYQqd/HlftaMUbFagy124j3lOUEOrvhF8zVmZKDCQAu73GXy9PELoZDxca63TYFjjl9Kwg4RR5G01o13Pcu8eIL5H7ueojDxa9/u3niZrz6PeWlnp1wQeAjDwF3Yc7hkHalmArP4CxC7KJ4rf+oOB1ngb15p9nb4XW8Vx0FryDWBlQf2WDhbmS0EczDaBlV4waxyn38mUMbLvM8mQLF/LoLoSmlge5JWizP1mqPZxAbQ8ovaOUnszqLwIGQdGOxWMdo2iQsGBggNjxAEJrJkkuI51AQbibDUynyANdQnty9BsLE1WVifLN6YFI4vl+lxD7f1Hdb296dq05N2ytn7EUnUPCdaP2/gJKVGpLK1xrye3q1uTsHrd3amp27SJoCX3M9wiS0ZttykxjbSdXMlKAV/DN0CBaV7Z6ntRSecpj/OXWDyRFbeWBplZwQG2RKmqvL0T05iUTOOn+ODj3HuSTQqw38EcMOB90HxtNyG1TczqPgECgsquatcnC3EZcZZZT+RKZ1fX61KWsoQhT0VcLMV5lJT0mfqNMMGoevUC+DPDRP7FHptqfVYu6cYqKV0a6z53s1Q7Xm0vAOLiFK9Y7mQ7SAx+0Zr1HZX/xsBq9RGyspXamhu0U1QhcZ0rBUyn8R4eb9iq/0lLHvIKRPjiNJocKBTwaDKsIC84MCYckHA92wWWBJdbKFIi7VY+E+4EsDEnS9VtWR2QUw5tmuESZsN+IJfgdSiV7lLhIoI0vAkGm0p4rsnkW75pwQQXW3imFMWhGldssVUQKy8hAF5L9n8bZKaACVlkUphoH7J+MblyDoowhLIePdEBRE4BN2cRv1MXs8hsGXS6odcSsp9ofEKjpIJhb84881AwyMZntocUz/xk160a48lID8OxUrQLk6wD5a2EflbgoQSj3NT1pTyj8kHgYClR3ur5CIg9ETYulxLuH+V1Uvtaq68sB0O2Ng3OqvHdZ9FuZSuJrCOo7Q/I6k4glhHkXvLCmRDgInleHrNGY4WOSiPIqK23ydp+0DIIjPto8vNmRmr91P6vUOF/9Vu8zb7+OpsAZkRFaiQcCEZSNtEVFQMuODAhcsAaQ+XOg9b5rJaNz16FhXu5YGOpdhApayorHGHK7LMpJeCPhdyKAH+M9sEvYXaI2luQLF/fRk+oiWrJdzqX0GhFz9VK6cwoAe8KKx4x7VSz6E1Ki8cIyI1cvUUKYJkkD5CPoh65qBEf9n4c9zrnH01q2SxSQqnLWc3ZslJyr6hG+uKS/nJDr4+gW+5vxBMDYBGzxjri67Wiu1fgoYIKzkB0lA9TlNaX8uY1up7JSX4JNtZVJ6+r3MNkMNys64o8H+TUKi9vAsL78nIoLR407lD99iSNpCzb6r5gsKEIBiE9yEOBxoOibT8znBZ5TFYfF6woC1a8prveHe2wNEr2kCaF/zAbKje8o0YO1LWwVDkNrM4jF/0WGmdOsXtdroP+lW09VcCoc6BQwKPOq4Ky4MCYcaDcfBloC8D7JcA2ZVCbl6WusyTY5EbFKB1yH/4KNuAFGN2K7teuRPwZrC8oRX6c2pOiapdMqInJEeJ4gLlNRc3dpKi64Af5oBTHowhz1i/sTl3bV5pkLOskMfAxVIOZ47Sfe23AclQMmQVcouhbbjnHJeBSUmAB8m7oUrAFOfBzGLJ1XOD3UQXaXopDgQLXtWb3BhpXD1jZAuCXiI95ZclGbnVywAdSWmvr2j6IiyD3bXC7+owUH8kGWd1Z1xXRRzSGFWCuWLNvAjueLN8MlpdU+m5BHAzLifYpa/ZsGyOGP5O1S8DygrrGo1U6RBAH3+Vt5RdkSR+u8YzSCzg03hbLtavJqhQ7ZUXb1WqsJRiKIHhQcRFGgwPBaNAWpBM0B4rBTagcIKf4FCwvgHo4D4PqqizXRstCNasvJ7fhowhcIXDm3HU+AkIWXHUHCfq+rb8c8QSTLJfl0sS9Wvv9N3REwt/MNxwp5yE8zc8gc+5nXik6d7e6AoqKgdLjcIs2yYHIFG2Ki+K8YrZZyP7vSCEmtCb3dX1BINS6b0QMKcP11Ff/aA0aiJWt2brCybVce0aK+byEEgiCM4SvSjG9Jktzvzae2NWs+VPPq+x1jW1dgOk66hxSmp1Wbql2IMj9kR3zw0oPptZyilZb7+s3tKbG6JOwRoKfGgEvkUX7R41F15Ngc5HqfU1WjgCbC6ofufLbhZMrf5TG84KU+JZt7Cgk1N6/GdS20ORvVrB7drL65ChUK0hyHCgUcI4ZRbLgwPjigATgYHZ1vTY67UuYziKh+jcJfFdUmesV9h6IXzCoLi+hl7lTR6fx74q2C7MD9muUWwdmQ2j8QulpBR5eB6rXyzUqOqTWbh2o/Auo+27oyZxI8I54+h5KzHZA513NImiHIHivnbY2fd4KXpq+Oxl4IaGbHGitTfZ7A+B1SI+wEVvsQUWWJD9N0PMi7HGrGGT1Qt2r7Jlhs7N1DyP3MH09npB7GbqWqKYUrD8i9H5uvbdyMkLsoNKEhrPDAinh+tLCdQR5O44H4RaoxpgUEbtKkT6pten8noCkMI40+dCarm+u4qqq/3SMjc6zI+AVmujdZ/V66vaPCr7pRH/7lU8yv4mwKB+OA8FwmAJRcGAi5MD3acgS2v3NGlrfa74gIfnz3LUNleVzDD4frHXe6t9z+Ikn2SydCvBcDMtZq4bcizdwthRriDDIrF+Yf6Lxc7S4NNKDjBVoaJkC9olJWt4Ra8LSzif0hmziEobLRcV5NzTC2BpsNWJr3AmIbXVvptf4PpKiPc5RETA4SPgZonQw9HeaYCRK0aaRQvRNVSUvk8V4BxjkLH2siHDavJsbLFe1nECt9SK1luWy5t1mPf4eZ+QPsvoEOGxJjSVT+sC8qPBRS3dj5yvk0hrL/aq/hOr+VugPBWlYBWU8pfpuTcfXlJYU8TjnQKGAxzlLiwYLDow5ByRoNwcaWue1P0jZ+nOrSWO8Gj0tX+c9jNNMkzwbmhRNLFG57FbXMnI9SwnHgzbrdmUzf5zD5wgqsUIKSpnCIWOXaQmpRezksQLNvwUr/9pJp2hDM+eeT1z4QfBou5ipYrecGxobSqnWWOn/EEj3QDi51t2brrCAoHy2FO3/HCmYShbzEYpFqrVj0i3dhucFUu7NqExplZf/rPt6gKcjILaWsjsjSicnsnKn3NkrA5asG9tkMF4lb8huCUk78rVqlqrbI8SvAaZr0P1gOM3CnhvMBo9UiarueWBlAY3JHzVKLG+o68iaftGssa/4UBWmCOOBA4UCHg9MLZosODC6HDCrLyb3372QoIVhjlz9/0pqr8agsgX79Xsrh88lJ4okNcozQOyjeKggCaV4c5PnyAtJfiWBP4MUghSQI9ECKvGauVnODY9YgVpi0UakOVdzlE9PXa6ALc7ZjGpfFmnZLegwxnFh4fqTVXfJvhrjMFBKdQ1ER5hZwWZa2zXRsgEGkes5IrFQ+Nh1q3ae0PiPiPB+MjvMrLGKJx1Yqp0E8kRPR2DYyzdCRenkRNaekxJeSdnXBB4CEOf0pvMCB1nOF4ItXx9Pd2MLzY1hFX9muPNFLyrJB5Kfa0z7geHCIG/OlU0Fs5NlxT9nze4NcvgiOY44EIyjdopmCg4UHBgDDtjgwTPIsjkXBhf+q2ZN8EMQu4GVxWUR3ZfhJ9JUxV2v9iXqravSKzCTwjJLlJwUGtyqVGnY8BdWuMJWBnKV8hMpyAEAfQ0YOqQ4y08oVrDMBd2dt3RVlAQpGLfs0peRlIFhMwr3tYpfFHio6BSve/blhkbVHz9KJz/Ty0Oxreih+3KbTpnCMpyB5JBCOx7g3UgPCy+xr7M3WKnugTBkL8sgj9LvYLeU3GOy63UMa2giYumzxFB/R4lv7X6QO0T/mn4vy0VKs43nLMrfY9Y4JDilSwAAEABJREFURjzUtbcLhkuo/isa14bqYz0Q+a94zYsguEkW9a1q44fDVSwQY8yBQgGPMeuKigUHxo4D1mrsg/7RZwLdrRkrHLIuwXwqWF6QrP5RiiKx3Maur++49tQwHgEG8SamdDChuTUc52jXkHw3ypBbRLGfiKs9AppLKE4UiL0g2sFSBspzBuE9hOiKLF1P9wXZRiyUZ44ICLeCo6SUamxdNxqubGOcYRPvQ321QMrlHKOl0HLX0fJ0PSlZxawnXjt2BMs/V73kuV3OigHVCxzdhuBl3Xfe1s7T35bVzFzvKuCA6DEmV8LZW7Vii1lry9kGLpFGQWPtkfLfH61wfcCSvlXkz4hb4yFdzw+UG2mQEtaYKovqnun+MN1spjpcV9bws2b1U9XOSF9rKeIijAIHglGgKUgKDhQcGMcckBDbCbRT1OzUgiTYrUBrEZaq+0qQfpYgJ/6oXD4IhmvQaLTdo2ZDZpJyyhQtELl5zb6aRooj5zKtxAoxbGXrv5YqzmEzijlyJ+sMfiSeNTzVJ5A5BZxazaVHcrRR+6z2d9zbCV5jaSZeibKsVX4R47mQNbrX87RbjVLIZ3k6AuMpUk6y1qHL4/totXZC++Cmuu9ttzW5cB0sb63i9JWUgdr6m2iyzWYq1HV9CVY3Fg81BiE8kFvDpvXniTVGR3QCK/6GruoSGsQduZJlYE25pHt+lsP1mVSfjfjFG+UF1e+5IpLXQWegoryWDRqZCz1CF6cx4UAwJpWKOgUHCg6MLQc6/vVelqBcn0FtfQn0l8e25Qmqfq02nxTqz6SIjuoYV1jeXfmawMMDZDXeVIWujYWQZasz8ZAUga/fAizFFip0GF1JKtEvtmSVUh8xXZTu4xS2cuXlpF6QWcCGTOkZYqUfNWPRJIGU8iUyBVgKpIQiAiCo+o7oD5Pc7AjrshzjHMtdN8FwapzT2XCc9fSkrnTddkq5VtZVyWsCBZtM9DdJiYtvyiaB8oxoYraTKuQV34qw+oOinTUh64hU5wOyso7q+CNf9bjQ3Bvxd2vVzzf7NLfJLy7tfVYbH6nf3TVZXFzt3NMuD1N93MYUiTHgQIcUGIP6RZWCAwUHxoADZPki+M5VB768CFmR9TsGDU3oVVpNrVfSFVCqoGTkSckEwa/bQ2fg5XHWuGWc8DOzXcmwTEGWUgu4la3/jvARJG/Hge/5OYYwrfes8sMEHuaSItP6rpJBK+vXTFarUViFaI26pYSHteVuXtQTUlKfS2lmEwwG+1r+FY9B5VBkH1TojyqvVl/p88xQ/UFguI4mEcmuZ0wHq9+hNmbz9vOg38mBMGa7qMH5YQ0p4e4Ohd2rzokglhfudUEciN/AJndrOLqGGDniM1l7Rn2vAQabgtwHwTBX6iOuUJSMEgeCUaIqiAoOFBwY5xzwnasRuCtynLc+ATRYLq8nYT03ms3MRevDCnu2lxZOX7zxKlC6wdFmnw+UElrT0xF0NyNLVMpqRuXTtcuhQOU55YGwrUihfnIKFsMfllfAsQuapFzW5pvfEvpWouS7HhAimTBQfTd9N7K64Fs6RWNSuULJ138VA7ISz1NZ0pZNjrB8ApKDZLcG65Z0/PiY4YcIG+1yJ5Pn43UQUsJI3dyzw8p9upjlGj5Jk7cdASRWLeZA/MKOpYTrM5DVp8AhS6qP+DGvmGoeGB81a+wTZ7/5TJavJyunkVMl4/zmOuOTYmJvO5jYL6AYf8GBggMTJAcqEvZnIDRXUqmiiAcaBLvHCZ0Jf/GGKaXQ3x91qSkB1X2c/fxNVNCRKkYlgaek0KQ4PR0rUk+pn5yLOcJ0nko5BWxILWCAfAztwyI3t9o3ELk3YFnupSCI1qrhh4U/1eQg/5ytX6uXQPW3k2JbAckhBfuqcPsnWSi9mzV7tkbuYPToEbcE2ZOg5wcaN6iP9tuyEjw0cfsTWqG7679McLKacY+s8k2T/HCRK02yuiOIHQGmCrQLZlq3bvxL/eSvBcUx/jlQKODxz+Oih4IDkx4HyuU9JdjfQKt1S/7irdm9MdwCjJGfAV//JU7qbMGWOschtJylGSvGqMCQU5g5Rdph4UaUvU7lnIWcU9wti58ndmoLo41YnpTF2n5cCswUsKw/fylH+iWgLiB5MYcqqex+pC8NUR6wM6IoOUn5XQAie4NZKThHSs9fuZlQAGrjTtXbBelhWEHW8p9FxxSVxqx03a6xrQwwdV1PBuNVWt/9LUZyaBx/QvxRh6faZGYbwupPWWPYGm1ckRjvHBg7BTzeh1d0UHCg4MBEyAGtpdp+KJUzizC9iCC3ecnsQjJ+q5d9/PHkIllbEIfA8uuwmWLsfINVsplKVfIWrrLDh69zFjJz9SzbiAUmLmjVfvK5+wAmj+BwdrN6NoaONWvb1QYNinY9Izoa+0K+XvhhWFr1ZG16JoGvhokn9maUM5MbvnGZlGuHHCarf5EizVvLW8kS7lDmUX2dyNqzYFkucntdWQ8lEOdaq+cwz4wIZOW/DlaWR/6FIBBfSqW7VPc4jakyoroFftxxoOPGj7tmi5YKDhQcmGQ5UCodDvAf6OlJX9UIP6SMllScPmLUQE8re7Z22inWleWXKDJ7Ri7bfN1MMfoXkNRIEjJXMvIWblKaixh/LGBYgppSCsYVvvRPl+8+Tl/SMbVZvJmJSy3VkAV/Y0IPubhzbujSdSDeSMqmw3RTtx/rIfu/DQtzbmr7g/pqPzPLKaf8DP4IEdCM6kcWbv2IKJ07aZ33ZNFl68SGPc0ah+dI2slYmUbr1M/mkEeL/vR2vo+E6tVlcR+ofrT2nL72UoTkQUDzIbNhcypXhPHIgUIBjzlzi5oFBwoO9OZApbIYiM3RbPqjOb1Lf99GmF3N/v3fa+dDZu5nQ9v6tZ6e+UUzUKDAD6U0UsWnfM4Fja9yFq4X9QWWp8msYOSs4BYzZR8E8TuovSmirYA1Bn8GJ5s8EHs6SRuC6skA45eKgDMhrB+I3EF/5IrMlC55mJSlrNgckZJSjgfBcJGScTA7ylrd2fp5jI3OpL+woyJ3NLLnfs32tlaPW9j9IqIRnNTPHWBTkyO7rU1itjSs/KRZzzZtXJEY5xwoFPA4Z2nRYMGBSZgDFp6hdcljxIHPBO1gNmRmKRPfCRzjArYfPZKF2A/kenGBzgHaChilnEIk2u5i1fFnWCMrVjWGkrIslRh5YKbw0cys5/y6Mm25rI137ta4ks1KnMf81ZntwsqfAH6O+FjQrLl+nISq8GswzJQuuXdva1JKzyco9yI+KKv5UrOvp4uzuXNQ0XquZY+oMThTfbUnAzlK7/dLsLIRCI0tKSG3gTVut+gFJwmuj8gVOIPaeoi/SZxsArOpYLywD/ICNY44UCjgccTISa6Z4oILDvTmQLW0mQT4VGiEf+xdBFR3F64q8HAf/VN6noqgR2u/5grVcy/R1zU95VBCtvYK5DZg1TMFCuQUq1caATBH17Ksfue6ctsCJufsRmjZu55D2yxtWVbwl1KaF6d5pfdpp5XQNVwiXuQ2a5XPELozsCLXNdPHnWaDdZ3XSQA1wYaWlGWFWu5tWeHfNBlYBn0cGpfcyr7TmSflildS2w9Y/tnkXGE+qYnByYifGXbXvBfllwI8X8A45EChgMchM4umCg5MwhzoD8Npgr3FAxO0g6zVyYX/dRsR5tZIHRnmdj+bZdavlwFthYhmK6eAg5nj4uicdy1HiD5PITK6EnP1y23LGuBiGm/8KBR05N3QAX8iTBaCaA07XssF1rR6/UdZoafMeeEJwGwTs8aacSY+k7LIyZ3jnJ9tc7P6Hp7KAzn1l2DV18hTpTgAxn+Zdf8wT5dPk5UD1GdmhQMLwEoP6trmzdP1lSarT4OVH6HVWhP8cvW+aArcuOFAoYDHDR//n70zAbalKO/4981Z7n2PBzzlQZ4S0DKxJGqMaAwad42GkihUKWStlFuixhAiJmoiURNFNNEoaiRSSblFKwmaCmo0hYJaIQqFmFAKKKsiCMi+vXfvWebz37N1zz1zzt3PNv9bs/R0f739Gt7/9DI9TIUE6k2g2TxVTC6VXi8fVg14dF8KBcr2LLartbmYbLzhDCAIbVE9zrmTM/K7XyFsEWn+UuLvLs2FQIDN92BN1tYDltjbxVZs3wghdKudr3ZZ4FzEGewOdfuX8Xw/TlRBHmMWbiO58wZ4+telWvK6xC67qLYvgQj64WCx96NOjSw4uak2P486+sVSpmcgj19IAoMLyniLaBsjBZr9iLBDxSIMLdsRgVnJqY0FtwPWK+HZwYlDHybWgwh3MN+LxxEH8rtfWzsuUD30vhFmDNokAQrwJgEyOgnUnsAOgRjaa6XZP7WShYnv1Zn6xUuJ8fJzIGIPSpwi10G0Ls3cuHWd+Ga9UbsKopDPuYrEijxh4o5IvbC652FnaBeFPWBEUAl6wXHR61bd+4CI/rfkf7FfjJV4qZ/LFtOTILB7E//8ErVPg/MenCImj5W4W/rkYOIf3fpm3LMVzOZ6t/+BdLIV4QjJDtT/eswtPx+P2by0HCnJlpX37oFf5QGe/yyqwYYddhjK8TXrLR9fGYGeYyVAAR4r7jnNjNWqN4Fe450i+k+yJD+UFX9mvRfBKx/2vEOilt94AwES64nulpyjhp8tFEhnbV6AV90H2tm7M/JCbWF8FxZ+GakfLMRCWLi5hmppGBoCd7GoXAgrHIbec68ksKp6M3rB70ZgeqieBnEtCabqEfshrC+GQd7bPEqkewaeBw7Vhculr24xW7ZQSjEMvaNyt6w8smrrPNHW08WVJfXcJZF+FsPdr0kfeZ0UAQrwpMgzXxKYBwKt1pPRo3qu9Hp/V1kdi/3iJLOzIUi5yECXrCEaOYFOo0ZRef43Fi+EkV6UGmVXDQS0b9mwbBY29Ba+KxzET+wj3wM2KXrASZDc43rA+1O3HA0B/fnMnd769vepA1ezVyO83HuN2u8TlesRigNDx3HX9Yrh9ofq4tVi8sbCx+Rk9FKd0BZeuUNbrfOR3qvyZ4B8ikjvY8h3YLes3EZV0cPuPx3P1+F0RwP5fdj6g2VxgTzHQ4ACPB7OzGV+CdS7ZslrR/KXgHAvztJhnY4Tsmdknh1Z6n0oc6e33tIzMS6b9Qb1RvTU3DaPaZi7akkIvUC6MAmGkBtBzzYJG3pxQm1pqO6FYDVSd3L9f1yzuVI5CmHZu8cimuzWpW4uWNK/XrEaOnlutM9FPXJhQ326v5/4ZxeIn/sYg1+QpfJazPM+OgsubtponwVR/HThEelZtm9faavKPEy1/XEU7M/zZ4jwiRjePrN4rnBA5K8Vbbn3jdOPWTgbtbebdf0PCOfHc2wEKMBjQ82MSGDOCLQaL0WNTLr9T+A+eDTEzwmbfEYPOMAJoLeLGm7YNX0284uZ4AMBfDBu+Sf2MNx602V4Do6wBxv2bAOTFU4IIQRW812vmiL7io8PIAwiWbzqg5g99+MB9+xQPSdzQTla6qYAABAASURBVGutJMCIG0s4t23yJ4Vt5oD4fU5Ez5f0D3lHg68lubCodbKo/EDSvz2yo/UpsKjs2eIHy3sgvO9KTXFV9Jqt+1a4hh4o680QYdcT/kphZPY6TBWcVDzTMTYC0dhyYkYkQALzROAgMTldNPI9u6B2EI3DISReYPsy2MtSPaGIEulnC3fiKAngZck7uYm/QHMMAqa5eMbwvhnnGo9wuLoVvIqE6Ga+lx2HH2ZAmNz/X7hCwHEVOQb1K/dMI7cxh+SLxI6y3pJf2Z1EwUVjx6oPl6vE8yB6v5G4gwsE8k7p9n4bXrkdeqy9t+C58tDGwl+IRmcXgWZvM+u4d64Lr5UOVb0bInwc2uejPszShWLeg64xEIjGkAezIAESmDcCzeYb8A/4edLtXlxdteR91lYSpvpVbbeD1c1Of7pPxTUTQP2JSNN9gzcxzy5+owlbuQBLnPhChBPL2yAouTAmHqMvdpMPjw73brgsugjX9FDx+cNHdfddonoBnNnRXdkLvlfU/K5RjYbv/WcxVBe+izT+IXtE9ftnQsizVd6Fr2h750Wwe1vhY/YW6+4Dr8JnhaMBwTX/1SmTD1hvuXL+OI/omKm2Xy4anST9+FjVlt+GMjfifdsJRNueAzMgARKYLwKL8jCoxyuk1X9zVcUgKugda7DBhA72fiUYxlU7V1XjUlrhpwGjQBidUbfrhVMlEFQXuMrpNr/ITeLYp+P8GuZ7wCLlIWgXLuEwtDgBTnz9pf1BuLs4gceeg57o0Ym7dFl6h4jeLsmfPkLinusVJ0/hBYL4Dojw1zO/SBrNT5tVv24Edl3R9m/BNh+mV4n0Y8j/GFnlT7V5jrYWKb6rcNquYArwdpFluiQwrwR6Dcxf6gdln5TndPP6xt2XwenmcHGT7+Mf+S84R+k0CQQsELbCSAMBbITCKNKKHlqYWTikXPgOd8SBfaQ+nSRG+3u4ZUOxbpHW/ofjOTj2YR5X0qFhkafhh0bpnV8I4Y2i4ldyx/b6IHLiVD3wNrH+6cmDu6i9yR544CHOOXh23VaVGB1IQo4UW6jY4jMJE+SNHnjnWFG5JvWRA8TkCzZit6zMjrcJEogmmDezJgESmDUCzeaz8Y/846XXe19V0SFKiqHYk4swFdcrLB6dAz0zJ66ZuOmdIs3S7lm2tPQI2B2G0x13QVxW7Ecc9FxN19cDDu3juNgNy2WEfNwKaS/2/ciV0wUlp+pBt4tq3itVibt+DjuxwKUrvrev+hKzCnGNFj4EyytwumO3LLb+2jlWnqo7Iejqt/AUPdH6w+d3VXfdItJ/Prrf+Q+jPZLsllW9knplfut+ZoRNE4g2nQITIAESqAuBSFTeL7G8TkT24xw8+p3jRfTnJPlzQ62tjyfO0qU0/Px5Ve2WgpvqhU/VC2JuFJsfOg53t8rDR93DV5Z0ZQ8YEVX9nLZKaR4YoTjMLxZTGZhn1XbbbZeZz2cvSNzE/CyiBQfq28O8qx96VvkD/Ch5YmBSODF6cC56shhxyLxUzxjVq1Xdcb10BSKsd2Ux0HNuui0r92TPvE0RgWiKysKikAAJTDOBVvRHYnaH9Pv/ObSYkfrFRyofgdik+yiHEUyD4efIv96T26j6ucs4doKWh2R39QK85l2wsqjSD3rMgZDnwaI+PzVfjiK8G9b9mejxZ3tcFwYiGr1X8r8o+kPY7Mof8zvmXb8son5o3mT4O7xRy71nfbkkf7ZLLHJbVe5MHisuurBwuWjP/ThYzoIfJdb1PxwyT942RWBLIlOAtwQjEyGBuSdwiJieJlHjlGE1RS/O9RjdO6bOBP/4d/yKX+eDEzZuf+fs/V7FfGvjfHiXjyhYAGXmBTG3Cudue3E+3JqHjr7ftxzYRw8dNA7nm6MnQDyboY3qAS7+/2Z+COu+KHMHt4abK07nYs32SLzs3pcOwjNnp+96wcvZ01Ott+xeP8oe/U1V94vG7kdL/mPm0SK9d3qLQRd6wheISjB8LU9GXfjv/SCqifqwQSaKn5mTwIwQaDbfLCbnSKfznaElDhcdwRZiVfF+rjohSZOw+EsQl6X0Ib1CJFrI5wnpE65LvcEh6HAf56YGPVrYr3LoQZjHFcnytN3Ir9Q7RXlcmfM9rd2Wko8ZSNLUL7Qy83tZZ4ZIwyB+H8weRaLojwt34NDFxWtF1Q8vN/TdK8uTm6suXiUqwVaVdopZr7QvdW6b31Xbn0CcV+O8BExPRbnKK81zQ94nRmBmBXhixJgxCdSNQLt9lIj9Doae3z6s6rZv3xGi6sU1Er8YKYxkwfwvRDoMSt3dx+KeDa/aD3SXW1gEn/IRDEG31yXAWTJBnOUgrSy0NO/c9/PRWbBEPS/Aos8xs915UHG/8z730Yk7k2eTR0EsBzbdSMKk+S6wvSVxmxyBnu2fJe6KCwT1w6Lyr0WQxR8xA/fCY9CBOJgGaP+KNtoDoxGD1vQZNwEK8LiJMz8SmDUCcf/9opH7ok/+SsxgDRYabuVzMwu4AP/w/1/mLm5my+47t05g4af3S6Nd9f5pKHgDvV+I3YGIfBBOd+xX1VTk3NPaTzeMnFk3KoahxQ97x7H/IEQWQ3WH2yoyL9uCSOe4LKi46SGH3CuqZxce4UcpCk+Bid6Ny1vE/70edYQQe4+yq+V603kP/VCx5tCtKsvx+DSNBCjA09gqq5aJBiQwJgKNxgsgEA+Tbte9OlOZqdmdB8PmlUVguAip8IQjjnwPWeLzIJ4PwLd8hF9A0sivSC6sOmGPNejJFgarO0yCeMErTT6mz1cl/EHgLUrD0HKiDwhc+xNm3cznWZj/HrLSue120Ep3CjPbJXGn+stSSAjM7gBrN1fcx6M7MOfeO805eM4eAQrw7LUZS0wC4yLQlkjOxPyhWyyUC0lF3rteBs8H4RRRuVK1+UWp+tNg+DnGfHKljYSC53uiuW0vEMxwV6s8fC33SLwAx3L4YJSmE8Nc4B5j9pPSPHFiH/XDYejnodfqeuZJUH7RnTtvAo/P5M+4+xXieCgd/WBHLNXfNOs+rRQePKi2vilmf1N4mb0V9k8pnumYGQIU4JlpKhY0J8D7mAg0m6eIyVXS61UNFSeFMLMINm74OXnG5QM4Bw6zJfducLa4Svdj+HlApM1ucyL26CxyT+SOb2duf2u2/JBxvM4V0D6Vm7wzfKUp9UUvEz1zuzx9kobIgwZ6ruoWRYnkWz/ulH7n2Mx+5c3PhZu8xOwBX/7AUls7L4SoBvO7Nvy1JBcvarv5+Px94wbiDh2hcOY8p5MABXg624WlIoFJE9grYqdKAyI8siT94xHsdq7CTW8TaX0SjsEjboTDz+dD5O4dNNr9y/CLcLrju6p7IYTOGZylTTiCnmxgsqqzP2o7yiy2WT7H6zzc61XuXj5VfS84ksphaMyFfwuR8t2z2iJtN4cLr4oj6r8BvvmrRk+wfudVeK48wM9Ee7+LQDDHVeRu4d/MEcj/Y5+5grPAJFBPAmOqdaPxVhH9pCwvp++zypC/cHGRxR+BMAyKpouq5gVY9RznVXF6oTMJBdCbRhYMGa/vFaQikXA3rPCVpsIAjvDLSOGHIRDkj9gLsOixGA3IVm97i8QVx2Ev2G3M4Xr6SVB4Ud35I1F9T+Gn9jazu9Oh/cLTO1L71jGi8nLRpZN8CF2zQoACPCstxXKSwLgItFpH4x/1EzD0fMaoLK3TcSuE88/kLUnUrXzVJXtVxtkiOe2ItD4Px+ARCt3KLyDl1iXBjIKh5NxgLfdmEC8U9CBuo/QDIJyXLozUfV5Q5MrM40AMQz8vc5du2lz8nIhdnXraISLd6o05EoO73ovbj3DiUIxC7HgTHEMP/OC5XrX9UdWD7hhqxICpJRBNbclYMBIggckQsPhMUXMfCMj3E64uR0v9oiKVf0s/BlBhGjd971fir0E0hqUbCF24I5VPU1T9HGovGEoOTNbgdK8hWWqne9FzbaTu8Nq6HE9Zb16PHDZ3C06+F6zVw9BIB/prfmMOk3DOPAnOL6qH3S+xuaHo1Mv0FJTPzZ+nz7zOFQEK8Fw1JytDApsk0G5gKFN3STf+x1EpQRSOFJNwJ6bKryMlaah4AR4y/Iz0MLSs+deJ3DzoFUnclZewB9zsBT3ZlYbDn/EDYBmht+N0RwuX/MtLcKYHbHpwudXQuOHoN4MfB3gujmAeWPU41GOhCAod0X1uY468l/pIs17FFpZpBG0uuMVYF6ZPsiDWOTNz8zZnBCjAc9agrA4JbIpArH+F+EP3e0ZYdvTQi7N8442vYBg0XxGchac3s/t/Bq7slRrti7TOxfPg0e/4+V+Vb0EAYVs2g7ihp+qGZRN/9GAXXU82eVj3RcWLd7cL8a9IQVf7MpII6u1Wal8r6d9ukd6zU2f5qnrofWJ2tvc1P3rgPb2r1/1T/5AI+x4R70PXfBCI5qMarAUJkMCWEOj1fhVzv/nrLZVJQggPhpj4jTfCRUYrY/TbbpV09u+M/Q+ENV+1W7ZU8QIc2+D7v6m1E/Nc9G9DWphPTgPWfTXz4t2q+iiDS1F9OaLIl88FhaeaH4YWOzEMKrmjthuGTsts9kzrPDCkVy2i7QMuhbr/raR/X0dd8x576sPrXBDI/seYi7qwEiRAApsncN+qScS9V8AGvT1cxa7Q5uKXnKvybKj7LF4aZHEgVKlXcY3UC5yJF77CwDlKPVXfg3VB6z0tWEEdB5t7lNIJ5qFNnmRmWgouHoJhaJPjYZf/SCgsnAMiejOG7f3GHI3WyF6wauuNosuHadR+lotf93Me608BnsdWZZ1IYJsIQFwaojGGn7MMVIfOT8L2wWLmxSNaqBRg2EUQJt8b7PSrX0GSoKe60V2wsmJLFAiwWOUQtKr+UMTc15EQyw7G5SicAweGoS+CZ7ZyWQ7BMPQz8Fx9ROJWOadhKi8221eZd2og6AQfWD1iIPybBwIU4HloRdaBBMZGoHOCiD5c0j+IQ+tfUmfVtf9C+LpFTrjJN3S4aLqPNGTvxtqPdefOG1yEwTPoqcbmh5AHDdfgYzcFRiNEMAp+DFR8GSlPRCX4cWG+15+HZ3eI9behql/NHlsSJx+xyB55qxuBtQtw3ciwviRAAoMEYsne50WQ6lkQ1X1wDTnMz4eGu0YNWHd971dK79+WLUu7YIU92LLZmp76wTaWUdCzXhk5HA6v+DKSN1cvwKYnoFevPmylq+835lA9ZmUon+tDgAJcn7ZmTUlg8wSi9llI5BsYmj1PZL9bVITHwQMC5BZqPdeHNL1Aec/UVRL1qi8gpWYiGvRULezByrr/1rIblks0kovdLTlVwh8KiZe/NC8U0Vsl+bOHiPTyDUoSn/CiuvgFDLl/GD3hy6Tf9x9VCI3orgUBCvDamplWJEACIIAe73UatZ+q0cKvqx40YmVu/wUwX8TpDvda0fXOUXmWhW3IAizEVDkc1+zYZA9YWqGAB+lmyRe35iWFU+Rx+GGxI3gunOASi/X69/EIAAAJ+klEQVQ/V3jE5t99Ljy9Qxvt16q2Hq+tHflwtA+kqzYEKMC1aWpWlATGSMD6axp+Nvux2z/5F7OSmUhJ8DLv4vbQwtUJhpALz7U7IJjux4PbkMNF2g1hPcA5Vp6wuwe9/e9l/m30bB+fuQdvsZxTeKqMFODCjo5aE4hqXXtWfm0EaEUC6yWgUSBo/eHDz3Lo0Ui6hdMdV0LwKr6S5IKS0/dU2+2wB5sEbuASpLHs016ZkEnQC7bhw9DNha8hqhN23GSXu/AkgVEEKMCj6DCMBEhgYwSW+6/BPOeHRO33MOf5/eGJBIJWErpyjOxbwe5VIATofgh1vq0jnjd4hLthScP3rgeSU/eaUeobm1+ElvoUV5SpKyovRL3d/K5bAV6E0UECVQQowFVU6EcCngBdGyCgi4vXYZ7zZNWFT42MHgcCHDW80A1E2hMI5OaGn4ukS68yBa84FQaZIwp6wKpPzHwrb6rti1BvN7/7zUoDepJAQIACHMCgkwRIYMwEoij/6MKSSPcrw3PvBUPEqyzAGvECUCn9cDOOOArSL1nhoXUZ5oGzjTY03/cZ/jxIYHMEKMCb48fYJDDfBLa5dqqt00X116QTP0518Zrh2cUPLsJMgrnbwncDjlDIg/RXpISh5Y5o90mi0XGizaGbbKyIxkcSWJUABXhVRDQgARLYTgIQ4fMxZH316DyWLkD4xeiJ3iSRDn3/GDYwyXfJ0ntE7r078au8NP8d3t/BeY1E4j4XKMP+VHfdqtr8oqqO2HhkWGz6k0A1AQpwNRf6kgAJTBEB1YPv1Kj9ZI0Wfla1NXp+VVsvQa/6NFF7rure7KP6g5WBmN6oUftxOB+pupC/ahQa0k0C20qAAryteJk4CZDAuAlAWG+ASJ+u2r503HkzPxJYDwEK8Hpo0ZYESIAE6kKA9dx2AhTgbUfMDEiABEiABEhgkAAFeJAJfUiABEiABOpNYCy1pwCPBTMzIQESIAESIIEyAQpwmQefSIAESIAESGAsBKZWgMdSe2ZCAiRAAiRAAhMiQAGeEHhmSwIkQAIkUG8CFOCpbH8WigRIgARIYN4JUIDnvYVZPxIgARIggakkQAGeymapd6FYexIgARKoAwEKcB1amXUkARIgARKYOgIU4KlrEhao3gRYexIggboQoADXpaVZTxIgARIggakiQAGequZgYUig3gRYexKoEwEKcJ1am3UlARIgARKYGgIU4KlpChaEBEig3gRY+7oRoADXrcVZXxIgARIggakgQAGeimZgIUiABEig3gTqWHsKcB1bnXUmARIgARKYOAEK8MSbgAUgARIgARKoIwEvwHWsPetMAiRAAiRAAhMiQAGeEHhmSwIkQAIkUG8CFOC0/XklARIgARIggbESoACPFTczIwESIAESIIGUAAU45VDvK2tPAiRAAiQwdgIU4LEjZ4YkQAIkQAIkIEIB5n8FdSfA+pMACZDARAhQgCeCnZmSAAmQAAnUnQAFuO7/BbD+9SbA2pMACUyMAAV4YuiZMQmQAAmQQJ0JUIDr3PqsOwnUmwBrTwITJUABnih+Zk4CJEACJFBXAhTgurY8600CJFBvAqz9xAlQgCfeBCwACZAACZBAHQlQgOvY6qwzCZAACdSbwFTUngI8Fc3AQpAACZAACdSNAAW4bi3O+pIACZAACUwFgYkJ8FTUnoUgARIgARIggQkRoABPCDyzJQESIAESqDcBCvBE2p+ZkgAJkAAJ1J0ABbju/wWw/iRAAiRAAhMhQAGeCPZ6Z8rakwAJkAAJiFCA+V8BCZAACZAACUyAAAV4AtCZZZ0JsO4kQAIkkBKgAKcceCUBEiABEiCBsRKgAI8VNzMjgXoTYO1JgAQ8AQqwZ0EXCZAACZAACYyNAAV4bKiZEQmQQL0JsPYkUCZAAS7z4BMJkAAJkAAJjIUABXgsmJkJCZAACdSbAGs/SIACPMiEPiRAAiRAAiSw7QQowNuOmBmQAAmQAAnUm0B17SnA1VzoSwIkQAIkQALbSoACvK14mTgJkAAJkAAJVBOoiwBX156+JEACJEACJDAhAhTgCYFntiRAAiRAAvUmQAGuQ/uzjiRAAiRAAlNHgAI8dU3CApEACZAACdSBAAW4Dq1c7zqy9iRAAiQwlQQowFPZLCwUCZAACZDAvBOgAM97C7N+9SbA2pMACUwtAQrw1DYNC0YCJEACJDDPBCjA89y6rBsJ1JsAa08CU02AAjzVzcPCkQAJkAAJzCsBCvC8tizrRQIkUG8CrP3UE6AAT30TsYAkQAIkQALzSIACPI+tyjqRAAmQQL0JzETtKcAz0UwsJAmQAAmQwLwRoADPW4uyPiRAAiRAAjNBYNsEeCZqz0KSAAmQAAmQwIQIUIAnBJ7ZkgAJkAAJ1JsABXhb2p+JkgAJkAAJkMBoAhTg0XwYSgIkQAIkQALbQoACvC1Y650oa08CJEACJLA6AQrw6oxoQQIkQAIkQAJbToACvOVImWC9CbD2JEACJLA2AhTgtXGiFQmQAAmQAAlsKQEK8JbiZGIkUG8CrD0JkMDaCVCA186KliRAAiRAAiSwZQQowFuGkgmRAAnUmwBrTwLrI0ABXh8vWpMACZAACZDAlhCgAG8JRiZCAiRAAvUmwNqvnwAFeP3MGIMESIAESIAENk2AArxphEyABEiABEig3gQ2VnsK8Ma4MRYJkAAJkAAJbIoABXhT+BiZBEiABEiABDZGYF4EeGO1ZywSIAESIAESmBABCvCEwDNbEiABEiCBehOgAM9D+7MOJEACJEACM0eAAjxzTcYCkwAJkAAJzAMBCvA8tGK968DakwAJkMBMEqAAz2SzsdAkQAIkQAKzToACPOstyPLXmwBrTwIkMLMEKMAz23QsOAmQAAmQwCwToADPcuux7CRQbwKsPQnMNAEK8Ew3HwtPAiRAAiQwqwQowLPaciw3CZBAvQmw9jNPgAI8803ICpAACZAACcwiAQrwLLYay0wCJEAC9SYwF7WnAM9FM7ISJEACJEACs0aAAjxrLcbykgAJkAAJzAWBDQvwXNSelSABEiABEiCBCRGgAE8IPLMlARIgARKoNwEK8Iban5FIgARIgARIYHMEKMCb48fYJEACJEACJLAhAhTgDWGrdyTWngRIgARIYPMEKMCbZ8gUSIAESIAESGDdBCjA60bGCPUmwNqTAAmQwNYQoABvDUemQgIkQAIkQALrIkABXhcuGpNAvQmw9iRAAltHgAK8dSyZEgmQAAmQAAmsmQAFeM2oaEgCJFBvAqw9CWwtAQrw1vJkaiRAAiRAAiSwJgIU4DVhohEJkAAJ1JsAa7/1BCjAW8+UKZIACZAACZDAqgQowKsiogEJkAAJkEC9CWxP7SnA28OVqZIACZAACZDASAIU4JF4GEgCJEACJEAC20PgpwAAAP//cd/XuAAAAAZJREFUAwD/77cYcjFaKwAAAABJRU5ErkJggg==</pentrails><costumes><list 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s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="16.666666666666657" y="279.0000000000001"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,4,3,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,254,250,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script></block></script><script x="534" y="133"><block s="clear"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block></script></block></script><script x="553" y="365"><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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="372" y="157"><block s="clear"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="16.666666666666657" y="22.833333333333314"><block s="down"></block></script><script x="130.66666666666663" y="44.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="393" y="344"><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"></media></snapdata>