<snapdata remixID="11722235"><project name="2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="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><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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Vci/iLXwquTzdlrtLRy8TvK3yNMWQaLoM8IxPefDcLLpjapCdHT5uCXhugYJ8th3JUW4gEvtAKff6FGzcTsDNZWMCvpGn4OJ2Ag4vYuDr9vihPgVntxNweCyAH9njXT8u6ly5nK1Jw3B60nO4/F6PcQcRrSZtRqCv9Xcxk5DzdT59E0bDLNWr9vQy/oXQ5lYaBJSAV5pXpTc6HAJ1Lu/DoMQ9KAL26KfA2gW2X1nnyq1so5wBdFwSlqtqXJ4FkM3H5Rk+lY7MtsY8zatj/GA8KTWfAJv4VPx/HUjvBQDj5XgOWH1iJrVpHp++fgMNs3dLwMN5CtzycNJUncNfMmCclyLwTv1UcjP0pE6Vy3cQyIhkeMCnJlEgHyctpcrlGwhk3ZH4ez6VHBkn9eby6R+I0EiCrYbTna5zeDoDh9uLh1UQi3Ft6mgvjqx15CsCIxUBJeCR+mbfgs/VmiozvFSi5KkSKJFc9OB9bBJNcd65CXpzeMZmOXhGXKMbKVpCuQnAZ+yF3WadiZBFA9HHJtPUlv7m86wJQxhyy7HzfQomZl9jnSs3MNgQZwPRVpNpasuMnHn2qDoWSM7y27sRfZXPWhv82lwijIrb54/6VPq/bF9zufKDCGx0qxm4uUCBe76WqnY2Kxi5D5Cu6mFyYZ0r5zP4ANvu3QBtU6Di82/BIauP/BZHQAn4LT4AVpbHr3LF7+aj657BzthktufkGbvu78o1VQ7/QdYmkIHzChQ4Q4IWWGocJu5DQLSrT1N/k8WtxpXjADaRwt32lasc/pLs7JWAPfKZGfp8PnP1ISx6xrbxX5+CNdr7SecTRxvlaeq/03VqXPkowM50Ya7fYam7xmF6Cf5xn4J1Oo2DGoeJRnSn+3XX1LnyEwaL8IZ8pNyap+BT3cZVZp8bHrydJtGUtln8yjIu9T4VgTeCgBLwG0FPr10uCDiHIgJdn6fiF4brtMotesrwkPvgJDpCcljbygCXD/RAznM3YtAmBSre3YH0kv1SAi7OU2DIJl3mcrhVBPzFHnvEp2D9Du3IMq+0JRHCR+ep5NJ1TNV7ePq41ZB72V7XMeCpxuVHALLyk7SOT0Wzr+xKq5gHfu9TsEOH+5BndipbF/oUmNloaztpku6eI1zjFs1pmSt33U+X9tNLz8PtKS+XgaWdKAI9RkAJuMcvQLtfPAJ1Dv/FVtiBgFPyFFiT+c7X1jhMbAIBfsGnzoYFVstZZosfiVvis3wqtSk8PcYzJy1CVJcaUcQvjvV48jo01c1UzZWX81dzH8Pmr8Xbu7JkSx/JknmVw/0IMF7ABJqdz0QnW6cj0ZY2TfgU2CXd5nPWufIMg1eXI4PoG7s+HS59JqXGlR8CbCwUCXRynoqG8NOlzuFDDNgPBNrVp2LbjL7O4VUM7DRcO3KuxqEIhxhFMQZfU6CSuaZTSc+UZZa+EEPbbEhHvdStvh5XBEY6AkrAI/0Nj4DnywZYMbB9gYI/dHu0AQ639YDr3XkGH1ug0smd6te4aVog9roEbJKn4P5s3XTqEoMPKVDJqmSlyS/8IxL5R/52gUpGjtGVAQ638uwsmcE3FqhkBEHSpcbhQicNyXjxbQWaJj+bcifPHrUGFsjPHjMvKHgls8+bLlUOf0OAUe1i0P8UqCgKXEmpc2ULtulQcnAcBsevmSHBzDK27DZ3UdJq0YcWyn+/T0VZrm8r6TSs+GR3lyl3cY3DsxiQNKgT81QUbWstisCIQkAJeES9zpH7MOmZnTzl4nJ961ypMHiKQ2QVjFl1LTrULe8mQN3P00aPw6p3OaEJBs0sULHYgdiS2SuA63wK2lSqahyK0pVRuGLQJQUqulQg09yDHK47Bphv2+64TF2Nys+7VB7Ca+/K0zFi4mDKIzx9rT7knFVgt/3dZL+60/J7jcv/C5AzZrjZ7xBYVefKKWxzjRn4Q4GC7TuNrHRAGIEuylNxv24jsHXpGR2tFtPX1jmcycAR7ph6D4/c3+238pMpAb+V3/5K9uw1Dq8A4PSRu9r6ObLKIXcrNZWehvHhDY8gYKaF4+Uc8JGJFDyShiezP9txb7nOM7dkRC7l5yGfAmNynyGWlziOUG6Mxrjx69DBr6TP1zhMNJyzrknWUlECo6Tc7VNgl87jAzYf+r/2fJTHhNFEu7slbXO4xqFoX38ursNH+lSake7fplTJsxfkuAfsPKmDkcMAV/b1wJe4axdicN0NOzg82T4lPczYPzJwh48XtyCaNtRt+FU5LBIQuvOLUzdbyYax3q4ikCCgBKyDYaVB4FEuTxwE/iBLnfamu5oRyPn2VKPOZPIETx+3EDnZC3aE2XGGVuPyZQA584M2iz/my3NzMX8hD2NaUONQ0n0+LPcXobFxPx15b4aA5wAwhg6DGFpvffqu/GzKfC5/Ygh0m/3xTz4Fxu3IlSqHnybgFkt09xQoMP24MsAz3+0hkhm4MVUYQuOD69GRLQFqGcy6fuTUOBTFro/btis+BUGngZQxq5Cn/qJPU6/rNuhqPGMXwLOGFKZWxyCxlWbQ6o0qAsMgoASsw6PnCFS5ImlDkmbUFoGcvTm7vyt/wE2AEgPfKlDgzAnaniUtXCEnuy1l1rgyFeDpcQP83BCw8XoZicQaz9ge8KxZAjp68dY5vJHtDLPTXnGNm/rSDPpKgYrOY9f0XONQCNE4CWUJch5Xtm8kZg24wqfgq+kHnsvhIZG1AQTwU5+Cr6XPZyKkaz4FZpbbWieU5zNLzgSalqfiCR3qfBvAWe74QgyO7xZMlV56XlwA3SM8Y5M+eCITasRKxG7xZbz45Y1o2qKeD1K9AUXgTUBACfhNAFWbXDoEXHQsg/85Grl91+3gOpRuscrlwwl0ujvGiN5XoKluabal8ypXPkxgWRZ2AUsdZ1TyEUBx/qy1E6Qf+VS07kXNJmtceQrgNeVIA/y5yVQSAY6kpPeBO+2LVjk8mYCjDc0DQSGj5Zz2Dc6KdaTzdwk4L5/JW86oUX3Xp8B+UMS3V+PK+bACGJ2clKpc/gQ1Z9gYBZ6U1WmWWX4d80Ud633SZgQ+vp9Kbc5Otr/LAHYrBl23AKSu5EA3sOhmBj5owXyAQDvkqTiwdKNJaysCKw8CSsArz7sasXda48rlaOoN303Arov7w1vjytkAf8uBMlyQTo1bdI8xCt6GnUi+ypVjCHySbfPJQfR9cH06/OlWgq2UAbbLrXyGTyUnv2iqZfaB/+NTYIjKlRqH+wO4QH4m0Bl5KmauD//CwFYxuUWf7qepLrdYCPRQgI3TUqfZZHp/14P3hUk0JYkEj+8tfJiB9eJ7aY9CrnEo+64mAI2BqwsU7JwddFUOjybARJQT6OU8iuMlqTlbr8aVzwCcfJxEwHb9FNzQbRDXOPwtAJezLPvwO3RzqRqxvwj6YG85BJSA33KvfMV74DqHu3PTZF4iiP85CrldJtDhLmK47abj6OXxkorkLPtu9ynYvPsf+MqtaGo/P+VT8O5s3cd51pqLMHQXA0YCstMSbCZFp+5T4KfbuZmn9RUwXpyYzD4roVWtKr1PC7QLZaT9ij1gu0kp0krPrgF0mOGGgpdxIGrAy0+mKXPdvWXTj7JR5BZPmW2a63PA9hMzqV5WqUvMIqzLEX3Hp2KyFJ350EiRcufVhOZHSflMgBJfYwLvm6fSpcON1Fj1bOhoAr0UIbq+QFNblvJXvFGud6QItCOgBKyjYoVAIJvrC/DfI+R26acpLu2m7T7nc3njQcb1RGTIdLg9xhqXvwjQ71ONTPUpKGcbrXN4PFtrQQLNfxWL3p/d36xyeC/ZpVIG9ipQ8IsM+SSRxgQ+KE+l8935OXzKpBxGG1EPgP/tU8ns9zaJsimAkY1ArnEoEcslW/cAn4IL3XUDPCPvwavZn9tkLDPk3ZZGNcCVgzywy21u+7CQdutcOYnBRgSFgHl5Cozvb7ZkVjT+6lPRzOg7lQEOj/SAxGd5uJxtd338EQRZ3jZBcwTq6tW8QgxuvQlFoAsCSsA6NFYYBGpc+SbACakAuIUwdpc8fTvJhc3ebJXDPQlIxCaGE+mYy+EZEZAoXRHGvivb9lw+Y50Ig7IXvLbt6399CtyytDlU41AckRxptEVit+ba0o99Ksqyc1JqXFkA8CoAXr0Dt626O/0qSRWqcSjPsqdU9oC9JqXIvcblCwH6pm1oF5+CK12jdS7vwCBZxpXSlt9b46ZICIDDfArMUnaT1FpERNqES+byaZMj9InDkwmQArC3T8Fl2feRFUEh8OfymX3y5j3P/CojSjlW8Tk+lSTAq2uxkeDSbxJARog2zdNUp3+9woxnvRFFYHEIKAEvDiE9v1wRqHJ4CDUjeUXe8MZxGLtLJxENd2NOK9r93IfRa0yg77h82OT+bRqO+P66QKtbfCq6JeykXquxPKp5jNuA6GCxGzQlM9t8dSwa/tp05FPufEYX+gGfApc2ZarUOJRl3A/J/7MWfzUORarSCFow8M0CBYljU41DkYx0KlfiIGRSjmybyUcBA7MKFCQiFlbAQ/KLrUxma9DaHJ6xZQ5eYlmYzT+O228uEzNwb6GDV7G9j9TSM5/oU+n4TgNoHocfawAiGSofIlJ+51Pw5eEGm6Q0MaLL2C6BMzAoJhHpD5HlOli1M0XgDSKgBPwGAdTLlz0CdS4fzqkoZ9krHUTfrlnd43TPda78gsF72GPD5K9WDgA4WRIG6Is+FVvyUsV5yUZEv8u217bfmt6rJdDhaalE5ml9dYwXgQ1j99cH3mAClYzPryWpRD8527/ILwJws8AWW8MqhzcTsLW0EYE/3E8lIXJTqlz+CYGcSURmebopmsHAgwUKNkxjlyHXywsUOBxNtTrP2ITh3emu6bQ/bJ8r+UAA8GefAnOv2VLl09Ym9Em6kQlQY+CeIfTtsP4we/51rnyOwTLzNRHozHjFI94jT6XfLfsRqC0qAssHASXg5YPzW76XAZ7+IQ+50yXX1qeSy6XtiktrXq4R+r/KR7ALEbVF3MYEdNraQN/1ZGeWALqKdKQNBOTaThHUVS6fSqDv2htsU7XK7Fnf5FNg1aXiK9IyjQBaCLG17dZApgEulz2QE7Vo2adOi3g0sCg/mY5OgqzSwhgM3rxAJRHKMCW9dM1ApZASzXiMZ6/yGhbUyBJbpyXjOlcuZrDLKb7Fp6Bt1aDGle3RzFGWQLqWGXr6RVc5vI6A2NWK8SzIRGQ7gZG2MWH374V8V7Mnn2dEexZoakuU91v+l0wBWOkQUAJe6V7ZynnDGUejKXkKkjzebk+UTR8i4PJ8ZnaWvlas8Zjpemc0302kIzaQH/orQGPj69v3Hufwaet76LuLgFVjnuBigUpOrhKxelbfSwCb36EcvI0n0pRE1Spz7y25xxkbxLJPwdQUWf4QIONmBKBFbavGoQRZ5eVEVtu6xuELbn+2gUXvmExHy8+m1LnyCIONhWE2HSid2gSg04fGZxkkJhO20CezZMk8e1QdCxKxDAZNK3QQ8IjvJTyHgUNcaxGwR3/GFzn9Tqtc2Znime/b7HHJw97Tp5IsX2tRBFZqBJSAV+rXt/LcfGtkrLnvFuLp9iTZ/V2Af+ZTyegKdyoZd6OufsBVDo8nG+0s7TSAD02mQAQmkpLOiwVwv0/BBzLkcDE1Z4Y/9Ck4zp3P7AO3XJvOkWXgygIFxs5PSsYs4SSfAkfGqHL4ApkgKF7oU8kREuKUnIa5dwIezlPw3mZ7lc0lotz+vCiPcW9P72fXufJnBn8qPs8ln0qJBrO9nysBcvnAV/qpe3V9VDm8hgC3f9smkenq1Tk8mm0OsT3WMRI9VX93gC5jsNm7BvBoA9Gek2nqX7u9fz2uCKxMCCgBr0xvayW+V9lXBfgiAj7tHkNmtB7wrYkUPDvco6XTX2y9n/gUuGjgtktrXJ4F0GHuxDMYN3rTVBBVk5xCWfb8hP15vk+Byf9tEsCM9zNInJLcTPk7PpWSvNe5HG4bJbaHdK9PxY3dtWIduDovWOBm4x761ptEhxtd5xpPLwA5p/DUYqpQ43IAkEuPSjSWqzxtLMX5xULqnBnnAAAgAElEQVSUj/lUsrm4svw+Yy+C5yKSf+NT4AwrRLzjOIB/YK+7yqeSCeKSUuXpWxNyyUxyLBrvTgeT1TiUuolXcKePlDqHX2bgGttkwwO2mURBEtDV7Kuyl53JmkMEmpnv4DrVxL68D4PExCFpIgfsOZGCO4YbK/FzGUWvkwG+LyuUsrhr9bwisDwRUAJenmi/xftiZqohvIhAaY3i2/rA35qQCijqBFMmB1YCd84rZKQY09dl9mA7inTM5fKOEejq1HWd0nPEh9alLrU5EKXdi7LLu+lALYD396kkEc6m1DgUMhVif8GnQLSwLSmWv0Wgs2OSwrl5CozaV40r7xHijWvxv3wqOclGzOXKDyKwmX1nxUNqHIoa1Wfic605yXUOZzNwkO26g3Z089pOpgjWxCJt8dhmUBHfe/mTAAnRj7Z9/dqnYLduvw4d0tEessvOYmQxbBEzCTBmNi0d6eA8Fc9b3HV6XhHoBQJKwL1A/S3eZ53DExhIp6fMJ/C3FhfRmp3ZAjjTpyCZ6bYSsMxePQnSmWDJ7JQ8BUZEorVe655kdhY4wOWNPTMLjlN4ItDB/ak/6OmAKgbNLlAx2d/M7AOf71PgyE5I6T7nQTwaXn4dq1qVdiNi4OICBSayuc6z3s8Yut/QL/gvBSolKwmtNo28m08l4yb0GM9YYxE8ETIxxhXpWfh/edb4lzAkgiCG/HPA1mnpxyqHXyfgIocVgwoFKjqhD3O4xqEImxhfZALdmKfitll8H+HyxBzoJgLWt+/hjoWIvrQBTX2m069BNg1Nlv4l1ShPgXn24UqVK6eQ9TF29dRHeHGo6fleIqAE3Ev038J9d5jlCLF8u0ClcxbzR/ZcAh+cqtPVCm+AK7t54F81SQTbFzLyijY3WJY1jaoTAzcUKNiulaQr57LtUwwjClT6mDufSdF5Io9gHbLayGkrPgLuy1Ngcn9j8iqn9lYbn/XpSEnLkeXTPQhklLUYSFKCWnN1uWUpucahkJPJNR5EtNH6NPXf8v86V/blpmfvPX7KnjDtuZu9N3vtHQzeLL5bnuFTSfKMk5JZnl7kAVtMoiBJVWriU7mBwZ+3Pz9uNahF0KOtdEg/+78GeM/JqRSuTtfJkj4hV2FgJ3eeQH/JUzH5SHkL/6rpo6/ACCgBr8AvZ6TfWp3LEmErsywzS5Uie3d5Kh473LOnxSrsNafmqWgchrIlI8HYppEs9dvFP1qJei6Hm0bAP13bHQQyZIYs8oiSn/v1fioZo3rRV14F418iu/SankXWuDwdIBP9nF4aTi+LM/DbAgU7Sp0BDr/sJXut/GOfSkZd6yk+6+2vYNGLNhr7VZ8CJ2whM9RE1COLa43T+9/csrc9wDMO8+DNcs/7GqI10zPWOp/8TsaYZN++m3xkjcvnA3SAaycrrZl+V+1pZ7iD0NjTpyOrw48FYxFZSXk5ywfDj3wqtTlZjfTfJ32+lQ8BJeCV752t8HcssoWTUkbyw93wIxyuNwr0E24aJUj1S19A45CN6cgF3a6tcflSgPZOnW+JQm79495St6NIR50rVzPYkJ2U7NJljSsXAmwCvwj4W56CLV3dKpenEEhIQEpLEFSVQ8lNNkuzDHyjQMHF8v8qlw8mkPExTpNjnWd+nhE516A/+hSY2WOdy19jkLk2PSOtcTrKmf7hU9EFlcksewAgK9lIn/WpaGbZVtRC9KpN6cPCNSbQsYlyWI1DsXY0OssA2qQ4W5+Jry9QKc7pTZXsh08n+UtXvT3djP7qgSXg6tFsu+mf07N4d3xxrkvDtafnFIHljYAS8PJGfAT39yDPWGMMPGPfR+CLGuBp/TTVGg90f/DYiWfVH6cJlYE/E+hbPhUf6HZlNrWJge8XKLARv82rZMYGjL2RwZvYo20iHXaWK1HR1sWoNUq3lehMK4kW8mM8I7+oaYTQYIyZUKBDn5BKVS4fQyCjJU2g2Xm7R5wh2uR+MnaGf/Mt0dc5PIIBk4ecnnG2mijwBT6VDrT9Jt6+DH7JR7CaEzFx/ssxFs1r5Kc0GTLw4hD61korkNW5shs3l/VftTrMZsnblczSt9zvaQUqHdXpPbanmeHmITT2XC8l7Zm9bh6HbxsCZlIzgEyqPMl4p1+g/RaO4F8xfbQRhoAS8Ah7ob18nGxaC8BVgvf9PBXT6SRdb7HG4Y8AJMvPBJrTAH+7m4+smMPPxfxfp/f+GDimQMEp2U6E2CJu3EBEJn+2k0hHjcs/ACjJ5QVoE5+KyX5lncNLGNg3bptadKTTAUkR+Mh+KolzkSxvf5oAp9mc7MPKzL8PeNjeyx0FCj4u/49FQhpuL/X/+RSYj4Y0URG8Q/I0xTgXVTkUIjK6zww+okAls3ScdnVi8C8LVDIGDw/wSau/DWNFQcssVROirfI2r1ZUsRZhwSMA3iPnJEVsEgVmli7lCT5nrYV4NXGn6uRCZPe9JeLZBH4B/HOfSv/ThXxPIlASGEeg6yNgzwIVn+82SGo86yOMwZkEsrnLpuYVPgVf7eXY174VgdeDgBLw60FNr+mKQIcZjdS9cBCD09ano7r6+7oG61w5iJu2eKL5O5gjOmQSFZMUnnTnMhtqABL1u33qeEeBh4zlHhjeJwo05R/p9mocyl7vpvExmuNT0RrYA+mgKnt+V5+KJk+2xqGQzM9iUsOteQoMQVif3RcBjJGfh8CT1qPSPOZpXj3O6x3NwNMFCtaS8+loZ+FLZ+RQ5fB0Ag637UtUsHERSi8HE+jzeSoa1aoah7LcbCQjGbxfgUomornK5aMIZD5QCLgzT4ENtDJL06dwM4q45lOQOA7ZNpOUJgDX+hR8qRW7MwrAoPRvzS74rwswdvuN6NB0qpK5JJtWJmYMY9HYc+1hth3mcmWvIY5meURruH6zOtyL+9WUj0Sgr5aN6F7cdXpeEXgzEFACfjNQfYu3OY/DdRuABCalTe9lZvX9ThZ2WbiqPGM7gicuQGYmFpMFTct3kTecw7NXy2GBkPBnF/eHOaNuhaxs41yu7ByBE5u/bNpR2i4wnXpzP5/19nF4TfZRTa4rgz5SoOLdMalW/sBgG1lN+/hUNESdjl4ei7e9e2361lM1NiTmRDoSEkzrMROibfM01ezh1jmcy4AREHkNmLABBY/O5zNXH8Lg004mczQifx27FVDjMAkYaw3+MjaMYhgxzt7//xSomNg8tn5g0MsR8ME0iVkDCtm7djrRNUL0pbyNyG4l6lahFABX5jFuj7RCV3ZMtK9OtBtSDPdrN8DhVh4gs23zoUbg3fNUSiLk3+K/svr4PUJACbhHwL8Vuq1xeCKAlmhUEdAQMvWp+PhwGFR5xoaWhJOgIplJ34HbDk7757o2HudZay7E0K8JSMzfu2lB1zgUMwg3Y24T6ahz5XwGJ9G7OWCCCwiaw5XP5cBJAFMDjR0m05GSDyuEegEAE52c3vdslWCkc3wqGrejKpevJpAN/OItfCr9PS24wcCTBQqML3Fa7rEBbDaZgjvTdQl4NE+BiSZPG0UwkCxvVzn8AgHO+akxHuNWfxcdbDSja1w+GyAj+gHg/3wKTFS3lPk8a8IQhual3lfbCkPLvjJLunS0g09TW1ym7DOfS6AkjYxAv8xT0SyPdyqxP/OimQAlS8wM3FdIpXQNN44kSvxVLDyWU0vd9v2cUKDStLfC76E+44qLgBLwivtuRsSdiXduDt6dDCTLhgAeZGBaIWU23+lh7+Hp496BvgtTNoOybHoDo3FIp/QUO/OWmbDZT40L7e9nlq/n8qzJEYZkqdQ3NYAWkY7YLi8nEpTr2PO/zdt0IPk546aULMXamfsfbMcP+tb2bx6Hn24094ETNa2085Gog8leeZUr7yDwc7aNRCWrxpVbYSPFCTQ5T8WBVilM/MGnwHxU1Ln8E7bWhOmVgxqHMvO2+7F0lk9Fo/BVZyNakghdRMCO/RT81iFY41D2sE1ObTo1yp3PbjtkVw2a9cIfk/U6tscu9Smwe+rtI0A0sxkse9yJ6hfAZ/lUcspkw/6O1HnmVxmRxBR8OF2RwdcUqJTkDI+IXzR9iJUSASXglfK1rXw3XeXwZAIyubokzjjHDhd0I0+asQaUQw/Y2e2fs0jYJVwh4Y+4cxHoa/2ZQLAqhzsRcJWrw4i+UqCpyc81DuWPvMhQxjQO7Ji3pFRjk3uaWCqmLfxqHErUtxP1MMIfD/OsMX089AJRvA8sxC4rAGnjCAKfkKfSNKk7CkMukneRT4G5psbhvwBsFN/L2Hfl6dvP1TgsATDBXgCm+xQY+8Qah5I7az4uIkSf7qepf7GCI7IHb6K8+8CbT7CWhZmUrhZrxbQyl8hmDqHx3nSEcpXD/QhI9uc90ImTqJhWOTM3V+fwpwykTDToxz4VzWpBp2KxEfxtMJd5B8ne93C/AXP49PVzaMhy836ZekzwPpWnKWrmsPL9CRmRd6wEPCJf64r5UHWu9DNY9iAT7WMA/45MutLw+3FZlyMAL1v5ykuzT/soz9xgEJGQsCEsKR68PSfRlF+m61Y5PJpS7jyM6H0Fmio5sKakI5vl5zzGjXb7lOklYQKuzlNgHINqXE7bCSamEVUu/4FAZh+Ygb1k9p9eEibQJXkqft3223DEk8eEPqLdG3UO5zOwLsBDPpVG2b4uBMjkJrsc4yrP/Dghcl7AT/s2uGuAy8d5IJOilc5jtjrNf3PPnPbxte/LGEjE11ExT8XEktEKqSRWhQS6KE/FFtKzkeqXMbB7qo8Wyc70O4nrP1phcFpi9BmAPrS4bQtpp8rlw21ktVm6bxYOfSrJB4sWRWCFQUAJeIV5FSvfjcQRpUCBjnRpNkv0EGkVqNQFZy7Ai6WNaFriK5ttbA5P/1IOOQnOWrP5x5yPLVDp5GzdeRx+cAiQPWGjQWwpJIladkfqHF7EgCE+ybRJS0nO4Rmb5eAl7jvpfd0BLu/opYwcCLRlnop/y6QRPXsHJqy1e0ygaSu+s30KDh3gUzfwMMoSPv/Vp5LZv65GobgomTQh5/tb41BESVZh4KkCBSa4rcah2AxuLv/34H1sEk35Z2u6Ei7OWy3ptPZ02hgiI0DSks5T41BmilvE0LTKX87h8ntzINkLN7N9ADdV8eIXtqFpQw7bOEKdLgPY2RkKiZ+Rp6KJ5s6WOocbASTk66QrpUoiRtLpGnfM2j/KcnNWFGSAMWYLl5c9XBt6ThFY3ggoAS9vxEdIf+k/9Az8oQ/eUWlD+sU9pv0DLrPht7u6ElxjA7QSC7xsO9b7VkjYpgoZcjjHp5IJbEoXS4YyEzYm9iKVTPB2ydOU37l6ce7rK38C2O0bt4h0VLnckquaTl2qcShBRu4PfkJeNa7c7tpzKUBVrmxNYGf9Z/J7xbJwDSx4xS4LP+rbIKpqFD5DhNXlHsegby3Ca68sRM6l8vzHp+B9cq7GoewVm9WEBRizqqT71LhyM8DmwygC79tPpUvrXN6BQW5P95VVMObda5m65S8CZALIpLjgLvl/ncsHMsi6CPFzCzB2kksnskIYovDlAt4eItD2si/t2rKR6WKRaMwa4kKhT8WOs9Aal3dlpjOImpHvAB3vU1EC+bqW//Cpq74No49hcJvRxpJoiw/Xtp5TBN5sBJSA32yER2j7XfJ9LxsCHy15rkv62Nm0IPNnGjg9T8GUbm3M4VNWy2H0hQAS31uAfwd4B2WXKe0S6xWplKZXGN4uBZoiTkmmDHD4MQJujM3uTQRziylEjUOxwXOBPElurpAGQNJ2TC/IbZqnI+7KmAr83qdgh3hvd/B55y08hMa7ZS+1xqEofW0o17uUqHRqkTglRfCiVBTy330KtpjP5fcOgR6Me47tCedx+K4GkEhKuujtOlcuZ7CNIm6SYI1D+SAwZA0gcWuyEeiJAlk217bGoQiruP3cV3OgL06kYrIKIhHpr2Hw5wAlaWEMOrXQVa+78r8A/zD9vhmNbRa3sjLA4e42taglyEoC9fIZQ40lHY9aTxFYnggoAS9PtEdYX3UOz2PASB+2Fj5rIYaO2ZCOemlJHlmicBFHShuVKlvutpHSab/eluZqXC4DFDQP0t050CETM+IaVqFLiNLMKgEIEcpytNFGlpINJgL4Mz6VzIw1a0yfJugah7IHaoiGwT8vUOl/qlzxCZyYCHgYte4kOuyx9IzZ5aHWuPxbcQiK7yJW3qpxKMT6XjkSwdsQGBzjIXePvdXf+RR8OUP+l/kU7F3jGXsDntkTZ+DWAgWfepDDdccAiQCKW6pO5/W6fvppiiH0Koe3UzOSvMW7N7PH3aJvLddKJPoQ8PN0OhhAJ/odArOsdKloaKeCs/BAHi9+gGha1G3szOPT148wJKlFxqoxVQYjRF/qtznS3a7PHpf7GIvcBrKFsKTXaD1FYFkgoAS8LFB8C7chAgc50KHpVCEHR7eI2G5wdfD7lT/wlQIFKZJtvbrOlcMYnDj3EOi/Vr7SKEW5MsDhtgRcQcCqlqCe9uLl6CQitsbhaQAS2z0Pg+tOoqMek/qt+slypNEvqVBVDvckIBGsIOAD4l1b5/AqJ5FJ4KPzVDo1rQvtvIyrXK4QyMz2Cd7ueZryqxqHIuCxcXyf9BGAV3Nylgy6pEDFr2dWIIxhQmY/2xxLC1gwcHOBgs9Iu62CHJS4SdW4cijAZ1rcnrkIL757miXD1mVpU+M4n4Jk5iq2gIyckG8qDYyP96nUtoxc5xlbMrzTnYtU3B//zKdSmozbhoqsLohcaCatTeqZffWl+VWMA9YaB1jHpmcjNLbppyPvXZo2tK4i8EYQUAJ+I+jptQkCdj9RUnfSkpByfhEDRxcocG5Bw6I2wOWNPZDIQZpI37jQXYRoWp5Kyd5tupG5PHPHCI2LAHpn6pqST8UwXW8Ol3fIxUvGNh0IjzK8XdNylHUOr2Hgy/a6RKTDil4IMRrJSADJzLDOlT8z2EhPEuLApxpX9gbYzUaNGMY8rmzdaO4D3+lTsFn6A8KZLLRaBdInGXg3WXUuQmwSkTaiYNBXClS8qsZhrbnfTZ/0qXhb2tmIwF/PU+mSbES5U9CSwLUGkBBQhOjAfpoq4iIyK06LeMiH0XkFChJBjQGeuYGHSD5EkvQv9+GRfeE1rhwg+bxONcxQL/iQApWMvnWnMsAzP+Uhkn3ebJBVHWhsszjbwnSbogsORAekgu/c6Y4Spvprrgi8WQgoAb9ZyL5F27UzQiFiGz2bAPEkg492msSLg6fK5bPFDam1XrsxvDtf4/JHAJJ81GQ/0JFVuo0az9gF8ISE3div2eVoY7ogqk8NNP7EYBM9nRbpsCkuMmuzxSxj/ybr/jMErD8eY554Ba+JcYH156VNGC/8mzBefHTNUvurWLjG2/C2T8T71ybN54I8FQ9M6zjLPiqD8y7X1jk+1blyH4M/INdFGNwQGLWaBzhd6/k+BROrXNnZETfAz+VA606k4NU6Vx5yz8cgycM2UeR1Dv/JNriNgMvzFOwhxx/mcKNR4BucMAmA63wKkuAqS9xCvknaF8Aln0otH0DSVgcNaEkx+lQ316uHedb40Rg6Rj7ismOGgWBJP+zivsvb2NluB3MIvsunUiqwb3EjVM8rAm8cASXgN46httABgdj4ALKc+aHM6Qc8eEdPoinXLA44mwYkpJKMUwLu4FjKsk3mUPbyRsO7gIC0ytGvCa8dmKdjnLqUzOZalo0BPOQht+skOkLELtpme2nrwTqH17P195XZ/WiMe+c6dPAr6ZQggC7wqXhgnUMRGjnEkquduaZlMKNdB4H/jGqqUP3Jp+CzrfnHtIMHbBCByxavwwbRd/4oHnpF1qxlP9un4J2t7kfx7LR1GTxW+6pzRSKGjT2ikPIgRvnr0+EvZrx1n/StBObTfOqqCzBKAtZMupMEfHkY2q65ND9jkwieLDsn6V4RosP7aWoiYiJXzeHT1s+hT3KIE+J2+9TdxkGdw90j4HutSljmQ+UveSoaZa4lKaJQ5iG3fzMQreWqvwN0YVYtbUna1TqKwBtFQAn4jSKo13dF4Gae1lfAeLHKkxmxUWZKlb9HwNH9FNy6OAjrHM7mVu9X2RvtGlVb53AmW4u+mPxwRw580AQquUAmDHD5a15icG/u4P4I3q4uECmjMiW2fZvmaepdc3nmZhGiJDcYoB/5VPxejSvfBFgis03pQ9/ECNFGESInTVn1Kehv9duVveuXjiKMlxxfIVNXR2boJsKbQCKn+GGA/jdumfYheP9xloWOjKpcFv9kswwuQh+M6Dav6VFsArzyeOHuOsbLnrbJI45Ah/dT8YxM7rKcSryOa1yRPN69TLvML4wifKGpoFXZXOwGU2leYnJwSD6zlDzA4ZcJOJOaOcPD7u1LilofPPlQyAZZvWrVsBKZzOHGjmw5eKADMh9k7pJbCHxhnkptQi6LG496XhFYVggoAS8rJLWdrgiIO08Diw7nmIjflan4+wZwzGQK7hsOwke4skUfuEVCkIHbATqmkEqBcW1kZnRy+PEIfEg/lZKZd41nHAB456f6/b9FoN3ea/NZ0+YKItIxFo31xC4vG6zlPHXTS7hAbLpQ48ojAE+O+2Cx73sVIBN9LR8GeQo+XuXwQbJRz4PoGzsKg6Jwtbcl4K8xWAwpbJ4zf4mBtQgkudDSylmEhccxxsjStikRvLUJjSOc167kaRco2L7O5VMZZOQqxWrxIrzwXgmwak2zop/7VDRLtHUOT04v/TJ4zwKVjJqY9TkW8k0cq9ICH+5eahxKUJsEtyUlK/uZPlfl8AgCTgCwWut4GF66Ml3XRq2LmUYqB9m+AeAGD94FEuw23HjTc4rA8kBACXh5oDwC+rBRt7Lsd1cOOHciBWIvuFRFTBAYje8wR98BkdEkdoWAn0ag4xfn01rjciK/mLr8JJ8CO0NsHjXiDqCfuMhne+YwnwIX5St7kkJsEhBkirgHjULfrhPo8Pkii1jHfNGbdvvZiUhHjSv3we7BAjAGC1UODyHgHNvU4GhE6wwhd3gEPs4eu4zxzv2Jn3sWFO8Dj8e4d7yIBYlgBaFvI8Zg0e5Vyiz1YA/R1gCZWShAnwSi3ZrpV/wdhvcsgaUNmTHfmKfitjUORRTD+vnSPjnwdY04Hcn0y6D9ClS8KO0PDNBjPhXXlfMdpD+/61MwXc7VecbnGZ6Qr0vrkpnvvunZ5NN84aoL8Ly4GBmpTFseyAFbTqQg+VhwJ4TQPZDMeq1tYzIyRArzy932iNNjKF6ylhlvi5KWe7O/80AXTKKga1pbui39vyKwPBBQAl4eKI+APmoccuYxbiLQuXkqJkIUS/qYccCUzIZb/jg7Apy1CNGJG9DUZ7q1l4kmdtX+FgFBPwWp5eFYZCMHXMApR520pKRcXOXyFAIlUdoE+msDtFs/TXnSRmXLjNXN3E2kbI0ruwAsKlsxLYKPGMBLZ/sYfxcBZt+bgdNzwKURIFHdQo4vP41V3rU6FlxNNlrcg7cTI/osA0aeMQLv5AGfA8hoITMg97YdwCa6fBS8DQcRyV6qjQbmzxC8bzD4a3F9OsqTxwa7Gd4TeYybNBevnMFgF7VsIrBrbJaQRc7SFA/YWQiqzjN3YETJMi+Bz8hTydxfjStfssvOJp3LrEyD93IzYzlghU3OIOBjzXdIv/GpmBJOic8MF2RFoGPzNkBsuLFlI85lxutERdLVf233eNtiBoZrU88pAssDASXg5YHyCOgjnfaSeRxRXpo9CnzuukuhgCVt2FmP5BAnXq+ubQafMIRRJ69Ph7/WCb7L+fLcZpj3Y7Hxaz3PJ/pUanHjsSlEIqtoBS9i0Yw+0P4SFRzfS+W7BD411dbNhLG7WtchWZIVKz9TCPxlSYnKOvw0wBsQvO28Zl6ykX18Ba/JPrDTVN4fIDEK+JFtLWRE89wHgET2Arw22aViBo6xe5jGF1kUtPqQk48MI6/JGHoPoU8C1YwmswhtRIhkCdemg/GPYFTDBhOZyAj01X4qXpHWhybg0jwF+87n8saDwA0EsulWdJVPxa9I23ZpV2a+Lo1L3s1ePgVXOmzM3jrTObBa1vE9muj3NLamepXLe4j0qFMCa+KLW5/GuM9uSgcPDverM5cr34hi3+ZsxL28pZ8TItnjvWkE/PrpI4xQBJSAR+iLfTMeS5b4rKtN20zG9ndtBJ6d3mddkvuQIB0r5pFZfsSrNpc0EdrItpfxxDWnGfyXBqJD16MjTVSzKzUunwlQItZAwK0NeAemAq++ByARjSDQ9W/D6N1i3eRQCFPE/k3JAes3QAskKtjNjh2pNwDRuDZ6zRIsBvDjBBgXIQbfSPBOAdgQAwP/yME7KUJkl0bpLEb0DIG+b8//QAKPAGwAEDNGr0N47XF7GwMesIebYQM8x0Njuwh9yfZADt7GDTSOdkvYTqaxxmHyrATMy1MwSaQsI+A6TmaudFcOvK0sGcdkKcvO7P5miBvVXunc7KxuNgBJMdpR8pHT70FMKHIYJalFzgTDnX6JwPvnh3HGYmaai9CIZzTvs9k6AxfbPd7XZTk4l0+b3EDOeBQXqCQfB1oUgTcNASXgNw3akdvwAM/8kIfG7gzavdVtyD0zPcbg2cDQeQX67hNLioSVR5RALZvy4q7kxyJ4R2c9fd3ZKv9kLOH5CwA2gUvJXYCm5akos8GkdAgKqkXAwf0U3CCV0spR9qLfDaJvN5mJ1zgUkwgzGwRgRDoyus8mApnA6wDk0oZeaCC3WQ6Nh9xNxOQNicg2OcI59H28gSGTwysBUwDfQqBTbP3pQlQkAiCMZ5loV2fqwMDVBLoLYGMzGItbkJg7GDWv+DyfAJDJcY6PeV8AooVOWUuOEbxt8zTlxlbNaDzFoO0KVLx7gCv7euBLmijyc/Gy81Sjp/0Yz5w0iGiWU/6yfRspzDT28n+73C8fMzY/2t1XLOOZre9+tlraQrziIZyIfaTqny9bDRMzWxDd2ksfv5/Pekz0bBgAACAASURBVPsqWLgvgUSF65NNrPgEJeElQVDrvF4ElIBfL3J6HZin9c3FqntGMRE79agsMlcyotnuj/WSwGaDmYSIU8IO5sr7I+CYfgo6pqFkXH9cVzcT6IC0U4/kAXugCxlsSICABoMO8aloVZ8qpxD4qOa90m/ymLLbEzhjjdcwJEFZZnYLoOxTMLXGocxmjcQjgJf60Pf+IQyJjvR6cft8AoPkWXaLf6ZjGbxlM0qXJajK7aU/SOCzGeQEP85kxsFEGEWghwHIXq5bETiJga2c7nKE6KsePJlpm0Aq8UCOEMlsTqKvpd9fTsKUveqo3N+cofMlBSp9fS5XpkfgqU3ywc4FCq6ucSiEZ3Cx5UlJS3I62fEKBJ3djPQ2xN+ikiXX2ahp2RpwOLn2HrTtieFFW7HkeIC8ww7jQeqfyaAL5UNhScZWuo4VZRHSdR9VLU3INogS8NKiqvWXBgEl4KVBS+t2RWAOh5vmYtN12c/N5vzGf4PBs4fw2o/Xp2OfXhIo7b6sLBk7z1lzmSwd24jpNh/i//Ks8S+jcV5Gm1qE/b/fqltc/qQIZqTIVFpOTAOyLk1CXnkq7mnVlBITBwIf1ADdk1KhEsI9LQKeTc1iZSl2ipOmlKhpgK8AyOkoS3SxkIAQ9iKCRDbHVoAEuqQZYIU7KJ45GwMMQnQww3PyjZHk4DYtBFGX5VwGiVmEKUOgLfsQbSdayvZQzaegkJ3FO/ejKpe/RYZckzK/gWivyTTVLO9mr5NjLrraXSHOVX0YI9HNqQ8ad7Z9v96dqfPJ72SMkWVmyeM1xhSp0gDodELjwjxN/feSjCVXR9LZRoH34dgAIrHCTO6I+UmPvKsY0TU+la5dmra1riKwtAgoAS8tYlp/WARkOTiH5/aKYjLO6va6a3/BaMxenN2cVL6Hp497J3JHR3EOsfG+Tf5Ygq+JQCdOpuDO7E3Z2U0SpWzP/5ExtK9bFn+UyxMHY6JL7pNAF01C8ZtE4OyeMYBLfQr2rXEo95IoPXnApyLwjgC1zCDFVtEFS0mwEYOLLr9VHJVS5HYbAy9QM7K51FzCpqucob0sT9uUKhN0JNrRBLKqVhA5S0kxMs5M8dKzt43TqJZZqQf6lexBO6wItCWDJdgq5b9MM3wqHmnzcc2+tS0DOWAvWeKV5eDRaJyeiqqWKg8QaIf2lQacyHYlINXWzeMwuNOaHdyyHuHpa/UhJ7Nd+WfTqJI7fkVm/zn0XTCJDpf0pCUqj3C4Xky6JKsB/W0XsWR74coIfA1j8OrJdPQLS9SwVlIE3iACSsBvEEC9vDsCkuZCgA3ckn3RtvIfmRV7eNvFEm08HJZiqzcW+K4V8xDVqKQIaTZAp7hgKnfiMZ6xxiJ456Z9gxkY9EDfT6e3VLlyLjVTdOTymyJE+/fT1HqNQyHolOUi/9in0v5VLp9LIJfW88QQGhv3ISfL08bbV/KJCZClchfU9ThgyNTpW5/NjG+QiRYmiWySWbtpT1ykmrnDItrBbtlWVKm2t6YTi2BSjWLBDgafSqBklilpUallbDSAzfqAyziRjKQfe+BzGPQHBpt8XgYuL1CwxwCHR3qt4hnJMrFNy5K86VTkcWuKUWzM0DjO3VvzTfFzETCln0qp/eT4rNgYSg4vx1HNEzJj4XkGZo0GX7Ckkfb/4VNXHYPR+0h+cntMQdL6nwG+xsOoq5eG0PV3XhFYVggoAS8rJLWdrgg8xWe9/VUs3FuCtjrsAZrrxEWIwef5VEryUjs1WOdZ7wcaR3aQKZTqFQ+jZoj3bvrauTxzjwjRLzKkff0i5HYXHWQ53qqRbGo+ZN2A/lLl8CJKRezKR0OBSofUOJQlcKdJ/AuAfpXJDT6B4R0IE5QV742SldQkiBOTLEXH+7MARJHLEb0s+xrlq1j7Osmn/SkAE6EL8F2SKsTARPvzz5rqWbic42VbY0wRgUOCN+j2tQk0pwHawkMkS6wftf3fNhrjPrcIL4sISGIxKFHeBNpTLBYFxwZH5xFhvMMyAk7qT4mg2CArSTkancH7Z3kqtlkNxt7JMts1xGskMlPlSQ+YNQTvQsnJXpJfsTg/W/a9aedO9Qm4H6BrPNDVWd/oJWlf6ygCyxIBJeBlieYIaytlMHAtQNcCfdf6dFhiNP96HtcG4wgRy781OrRxD4NmDyH3M0eOnfqpsdnDLQHYJXs+Ah/fwKjT09fP5VPXiTD6LLeca0lrIYGOzlNgAp7qXJZlStFzduQhaVAHicJTjcuXNdWozBLvGRH4bIBEg9nkzIpTEcDvJ5BxEYoLnZOa9dZjKcp4lhzvCZvIWymyDGyehcC/YpDLjZaAKROMJjNUWVGI6+B33Mxrvj+Wp8Satq2EwMW4GKCD0jrVAH/U7gOb4CNJQ4oQbQt4exGQzqH+fw3wXpOp9FCdy9PYpkbZPp4B+Otun7TK07cGcpIytVXmfdwP8EHZD6t5fPr6EYYO4Di4qkWeVO6HQbMICy9Mm2h0G291rmwRAfsSWHBv2aYwuDH+SyT40tU+FX//esatXqMIvBkIKAG/GaiOgDY7SBG6p3oAwLUN8HWT34DIQZUr7/CAfRnR7gBJRHBbkWXZCI0fF+hIZ7PXVkd8iAneFM7ID4rqFIOPyaN4FhElKl5Z60Db4LV5TNiRaPeGfCDIbDSTXmXN7cPEJMESqNjtiZtOogZG8A5hRKJ9bGeJZtlZlmsdOYoikxHJYODP1JxBy2zYzFjFYMHt3QJcBcjthcqM1egbsxHLwLa2/vUpCUdJdxKZT7PXSaCTRcM5tZ8qpgiNtFkFI/oC4G1NKcs/yU8mNPZi8KuEPpHuTHK/xcXoFYz54kZ06MsSZJXDaJEBNalPmTLdp8BqT8dnYmtDSGS1EK9T07KX8RwCZo3C2y8Qh6nhfo3mcbjeULwaIB8NiRNT5porCbgaeO2aJSHyEfBrq4+wkiGgBLySvbDldbvxUu+QLGVmU4HStyBKSGZ27KHv2uzS75Le6wDP+LwHcnnFyfKmu57B/yR4547GKr/o9ofZ5hCLXOLH0/3Gszs+Pu1DHC97sgRRJcpYABYQuJin0vl1rvTHecwiCWmpFjivhhcP9TH+N+mUK9l7lVmtVXRy1SWqOSEkBn7rrolnd/GysexHE7AIwDgCNRici4/Tw2T9iMVEwhkexKSYPJ9E/74/JlnIDNi+J7rOyVaKEAYDV5C1RJRldQCypz3D3ajM8NnMyCloHsOtHrDXEGh9Asse+gZpHMTqUH62to6Sr2xUuZrX042jkdv7PXR4Eu1e5cqHCZGZ8VJTSctd8m8GzvDx4gVE04a6jRtrjSikK/veSb5uur58HAjpNpC7ZjIdIWlbWhSBFRYBJeAV9tX0/sZklgo0tpbZkejsErDxYu5KZnHXEujaPBX/trRP8DCftOYojP2aqG216ggnJCgBVOcC3sV5OkLUptqKnblLlLLL1TV1GLiXwD/wqZRERnfIcRUy+22egh3v5Nmj1sACMVaQ2Zpr4zqAvg1EEoCVUu3iEwFvQzQlNcWlaQhxrq8ESD0PkEfJrBj/SQVr3Zfyu3VkK7M/K1TBz9mgK2mnTqAWsmPgtVZCS9ePLiZ4idqURGGnNa8ByF6vLNkKXq78aQiNvUYjt0vUNJYw5+wHyswqz9jQQ06iulNL7Qbjpxn0vX4qmhQqKeLp7MET0pUZb0vwnKRjyR7vJAqss1PnEWNNNfbtYisoFz3E4CsJniwxt6huLe0YTNeXjwYg2joHemISBS0xBG+kXb1WEXAIKAHrWFhiBMREgeB9GuCtORa+z1jGtTT1gsyMRdowwtD169GRTy1xR7Ei1RfJzIrNnqdx8Gkt/FcCZi/CqF910ouucng0xcRiRClS5RZGdIoTBpG9yAYaImyRTpl6UYjWp+LP0kb3MQnhPo5zekXKcZtmu/QjAu+YMn1I9nTjOnyXePLa+hJQ5AKOaqm8adFrzqbJiFfwOHtdQ4SzGPwCgQz2ElDFTbvDfwH0gbguzQFYNJtdRLH43opYintnP2Uzc8dB7hkYfL2HRXsxRp+YluyMU4yifcUPObZ5FJWvRJIy7g24OE9B4t9r9+iFdPdrf3ckWwpnCL7dxkSdZ2wZwRPSlX3x9lgBxssg/FJmu/kuwixLM96krhvfEVg+NmUrItlPVlGOpUVT6y8JAkrAS4KS1mlDwAolOCKWP1jGAahbkeVTz8yOce2kDnm73a4TIwUCf90ScScJwpfFDIJBl2bVkJineXOx2g8ZLGIe2aXtKwGe4YKDOohOGCnHAgU7Vzncj2I1KDeDex6A5PwKuaTTcSTgSiKZndWiqGGlSBoLAYwdBqZkuTlFiosI1BJRLLaBLrLaBnW5DxQxLxhl6B64haw7EAGPRMArqXd0C0OEOppazPEyuclVDlP70kKtxsWoypWtAT6ZAGMKkSr3yPK1T0UjTmKD7IR42yKeZXnYi52VOnrxzuHT189hSCKYRTGsZQWjiYfs6eLqhVh4zfvoWDECed1FCJdBW3vApxf3QSnYZGVNX3fHeqEiYBFQAtahsEwQqHHlo7JcJzNkBsvsuG0vN9XRU7JMDUTXeqCbOvnDdrqpuTxzx8gEFLHMis1+aabcJFHMPta9XAKq3DkxGWgYveSmEUPqugsjeLP6acq9dQ434tg0Idn7Beg5MZpvgF7KITovFRAlGso/iNDYnkCbNdszqUgpd6c0WfJjANl8aJYVAjMbZeZFRIZkRbErk+NsAqZanpWAlzmj4kTxfq+dKfIjABkZTFtEDcs+kwQ60b/Sus0SgU2gnzPzuaCmx6+kGBFougd8n8FTsmAzcEqBgmPkeJ0r0r7k8bYsS9trbpI9XpG2zLYhdoSjMLgvwdu9GXjW9l5vl3uMMHhNPx314OsdsJkxKjrVbRHT6bZlpUE0v+WfSlK+XtT1uuEQUALW8bHMEZC9YzKav9HWMsNI7XF26+vPDL4O8K5fEk3fR7g8cRRoPzsr7hQkZiwSPeR+PomOSByRJLhKJCmdtGPmZsrAqLMkzaqTxKIlgGM9jJJ94WRWy4guBrwPp/fHM9HNMltO/6E3y8jpvjsR6hK+lPTydOoS89HwTkPuJoAt+UBYxMBtrTNcyN6mpDolLlCxixGOYERMoBnNjwbXBV3XAB0ymabMrXFFIrolj7ctHUziAXLAGRMpEDvGljLAld1ycXT2TtxcMUjXESnNXwLeNa8nnkAaeoRnbNKHnPkgtOlRwxIugGeFbCPw7QDfvgiN2zfsoNa1hO9GqykCi0VACXixEGmFN4pAnWdswiaQS2bGJLPjNg1e1wcD82TvOAe69jV4twyXCyzXxMILLC46w1gk4uJ+Ci53fdiZkCg1tYk1WB/is0ZhcIKVg0zIVmaZBG//BqJd0su3sbUgyV5rEi0MNAOtADzaYS9abkcift1ydRbm7Gx4uLrpa+en9n3Te81SRwwPkmV80beOjApjM29ZlokBOp7Ah3XIsX5c0pryVDyjyuFOHrA/dzTh4KsAT/Z4E81s6XyAw60ItDch2sl6Irc8cxwVTj9l8DWdZsuLG4d1Pn0TRsPs37JJbYs/QoYpTzNwO5lZLt3+DF64fVOaNmz60+LuQc8rAkuDgBLw0qCldd8wAnbJ8fMxEcs/tkFDnZsW/9o4srpx06SMv2/6ihpPLwCemA8MY5FolKgu96koucxC3p8BWHJYWxx6GHiRgB8w3nkW4fnvACxpRUmRNjhO6ZFALFcklWZVSpSpzOH07DfZn10iEBkNUMtMeUkJuGPzDDyczpeNZTKpwCn8rVKXeAlLHnO2XOhTcIDMXCWdqDUKPK4qQiEeojPy1qxBjs3h8ntz8PZh8M7dVkIYuI6AX49GdPU6NFVm30tU5nK46RB4aw8kgYFbuGjxYS4WJyfR3TaEO4S+2zsF8C1R51pJEVgGCCgBLwMQR1ITomhE6Ps2g2X58d4I0X0E794CFSVad5mXeDYqBGj2jeWfi/ht6yu24+NrGXzDaLx0yzpdZit1DnePgH2Gs0gE6FKfisaEYB6HX4lA4tiT2ss13dcYfAoQ3Q3kpmdUnp4k4BJuFaCQJUxZYnaiG0uOF0v6rwQTi2iIiTBu2w9ubSyplxxOpySxcVVyil4tQVtSXzSrnYSmud4Dn8WgjzOwaaafu4DoeAavRvAkuCprJyjVfxoBZ/ZbL95YnGPMPnZZulN9ueZuBv8C4KsLNFXSshZbJKUph5yJwrf6zi0KWh0akKA2EUq5ndC4fQAv377NMHnGi70BraAILGMElICXMaAre3M1DiVyV/7AtRQGXvKAe2HScGBIOQL/q0BFmeUtkyIC+qPR9wXPpjp18X91fUlwkuwxXttAdEunP+I2xUiikrtaJAJ0YQPRr0Ru0UY7i6FBeilZ+pOlWxGvEJtFMZNPCoFuZFOf05aJoi89XBDaMsFrmEaSaGsCPcetS7GJ4pZcz+CHPNADmaAsOSUfEicT+GExSeggMSl1LuwDnzGBSmKRKIFYEr28G4N36hLtLTPQnxJyV+dpirE0HK7M5ZmbRYhkLH6aQJ9wphHdrhF97QiQ/PPbCXR7HsXbxdVqcf3oeUWgVwgoAfcK+RW03yqXp1Gr5u/i7lT0je8DcK8Q8xBw33oI/r0s/vBJmghAEl3rZsdWnKLTLUlkbyR7xze9hBdv2YimicJUUqxSlqgoDWORiF/I3mOc62qUrN6T6ekmRvRHgrdjxmFHFJ9k7zWVJsULARou5WhxuC6L86I7nc6hlneVFvK4k4F8SkPa9CnL0/EyrckbzqYdSRXRwD5TlvLncrhVZCKfSUg362Jkn4F/5sG7YiJeuIZomszsO5YBDj9GcSS96ElvDjQjsju+caMqZvLBb2+Abncz8GUBnLahCCwPBJSAlwfKK1kfdZ4he7Tvk3//n70rAZOjqrrnVveECQFCgiyGZLo7AVxY/DXIIiqgsqmICiKiIqKAKEu6JgFl0eDGknT1EBFFggIRwaAiuCEKhD0qbiwJSDLdPYGAINnIMkt33f+7r96reV3TPVsyyWRS7/vyZaar6tWrW9Vz6m7n+OC3yv/RP9K9XZLmGn5KQtgCyozKU0k4T08iV4qRBjWe4Zk77ICxx/rw3yc5P9Y0jHX+MK+TQi7hS06AF0wiV/KaahQ5L9ci9IsnW7209jTPMnCzA5rvgz9HgAg+RMPiv9SVyyHLlJ5A8sKheDwBZavCVzyxIfm+MQPUc+ZoCLuqYjqaE5b1SwEcgR8BnH0ANqQhoW0I1ELoutZBIlGBIzzRArq1erPlmPt98O0+/LvqkbAUeNbBDpISUhbGsEO726jqPiLyAiFFYiqkLMQgg3qYBnjQcp65fTvG7JUEr2uiC/utQzzA08S7b4MWGJI/CNugHUf8JQtwaXKEt4jiT/fPvRJLRO0iBTYKlAWcE+Cn16Fr8WBaPUSXNgHnGN1zLB5yDbYsc3phoXJEyGBBCqsXGC+swJ4A7Gn1JBIZdIswLTH4cAKEZ7pqaEEEYdoKW6EY/DqBbJGBEHjrAGU4Z1/bN9FDZtFcds9IwKM+sFOtQikGX+2Ab5ZKdqGDZC0CUWM9ixk8zwHflaLpwlVdNZZxy8FlRW1Kh1Hg4dZSw7KPKRDwkK+LpvrTojZYG0n6oxHJvQjYywfU/6z/j7RhfSVNrqhNxSO2wEZbIAbgjTbhtjvByzxrzHok9k0o1qLAW6aAwcgmgeiPgcRzFE5kBc4NcBbtSdP6TbiwnK/fvhNrj2PQBzT7k5b7q3lqKZT6PYPuE0CW4rJl7O1fAZ+NoB2npkSiaMjqF48e7U4ESCg3UrzUn8ve7PvU6htu0+QfVeFjAjHD/zbAbUDiCAIL8NZqH1sleV0HiV800bSHqtCTc4c4QdHUuxgsgNtrcVpAqykKUf5CB7RwErmS2thkQ/rTE+C9KhpYDcjq5zWqRVzvvLk0ucKCFo/YAhttgRiAN9qE8QRRCxT4+3s4aN+XQW/hQB/XeM/9/SMnU64XMA4Kv0gKv55hjFqUoa+83JfFW7nlAAoYqkzuuG4uVjw/APdKIddkmv5QINDAp9eTSBRqRgZPqEHJKMuSte1hra8H6UZfax/I9o3xmHV4XIrFopXEHaJTzCBpmzqWgsKzWuMXAN1WwOq7TWVxkWcdygHgHipFUwCUTnK9IVXtDP9BwHmckFiYovN7eM0DsYfs+wJfuwujvFcFrL1YlpdB8WanDCSNEjmvRA0KUnCXomx2oGuK948tUP87ENsmtsBmsoBUJTP8fYO8cuA1B/9zL8VVPRYneeQnGfwUw3k6gcqiV7F2cT0ChWXsja7AP46ROJqC9pVohbN9Amlb+T2BF/ig/zmgj/pg0ZutIZGIxQ7QIGHK6hUOi+KrXu8ogdZzT5uvY9AjBP8NlmhEZB5+TFqvfFTuytCFLxc5fyjBfy9Akr8VD7dXwAXoOQJLC9RjSTgLBxLlsBfSyi27++C9xJvt9mJ5CoGE6WyXwT3Oij2sIECrNZgLgF9oQLJ1AiYUiE6uKuob3Dnio2ILVFsg9oDjJ2KLWuAZnjlqDMbuR4ACZgd4Cwdh7LCYqT8LDFSKJIzNT1aAxQ2gRXbxlZljKXv7J5RnR+/X+WNRDKo3hMnpPgKP9QNKzYNq7CgEGdKKVRW6ru7D7c8VBPtsjFfbj7PUo8GUMLTSFu45WPKwt3TB/0USzk4MvEcAV0cA+opoLCbVc+w86sCXkHJYDNfXWtv4qgllJPZyQBpknb0AfzIp8pAeXntf0wW2BaR3eylAVSDLcApD1efer4XFO22zFogBeJu99cP7whfzd3fZAY37VQKmJstb7tEa1MuFSA+sEIlINTYvAmhRI5KLjFB8gWc2JjD22Ar4OJ077g30xTuSHlrhExZvr1ZYO9r2MyRG3jQgTes14Uet4jXpI54nkQYCbc/wDxXQtSQUa14XqTSBIvl4tBO0cB/Kirxi3fEi5yZ16XxsUPhEUwBktCRjX7zN9eaVl4keIAs4hTRlJcIRj9gCw8YCMQAPm1ux5RcilaDbwZnKaFhRgbNiDLZbMYHOHlbcuAXOpx34+/lK95beojxm5reC6jNoRS0bFPv4TwEkQg2LGbSojMTiUSjvxaDjGP7RYDqCKJD2qzMWAbxzT6EC42wNTcvRJnhKeqPElBCzgOaODBwcyWfXODWL/vAC6cVl8MLJNF3ahKpGcL8EXFlVFwdqUiyhYvk3CLISxQAmrUCi+KQ8WVL/VwoOnEJ/lbU2gR3jKWILbLQFYgDeaBOOnAnqsGAJoYRUDq8gYAUHijHh77KtAn8lg1Yk9HYfHSun0FdFym2zjTa+Zr8K/P0p9JhVGLu3aujo2jo0oYgA8yIH/HwZtDvBf4cDeh8De/dyMXKtAiZb3feJQC8E95SleKzXHC4DTzrAAoAe7kTnwr3pIiEfQRvPmQL4e0lelqFysTbI1hXe6MWeci+WsAJap1VysQwq+KgU1gGFt9EMqeaOR2yBrd4CW90fjK3e4sP4AorsSZi1XtXrQFcuudEQrAMAD4DcgLijttMKgr+yE4mVZXSt3AdrV/TGljSQRQS9naMkv7w/w99PqrGlKruO11pv6pelPQqgl3Xhktjn/3pRMdpowo16IeZNE3pWl9lOoDKDewVHBv7lKA/Xf4TA/2UkxjL8KQ4cFSZm+JMRFD4NpIjO2FkqsEWbeImvvO4AZBuA1omYKEVPoZ7zQO55vG9sga3JAjEAb013a4jX2sbeKQw6R2TcGBApN/lXVxxhCJcTArV43QbIBbgFtCvglQkkxGtbCVRWMhIru5BY0V9lGynwARr284H9CbSfFH0F7VKwCTR6vbyANYo6teRdX6IAQ2iqTTq1KDo974BFpk8c+j0kXMyMyUSDotUU4pUlEjImOPJ/geAUEqgU9qTmZZt05fFksQW2QgvEALwV3rTNuWSRDxwDf+d2VMYRnHEUgPPO8r/IvznAzr7+WQO2FM8Y8O6twniTX4aWEewB2DrEuhKQVhPxwFVx1kpG18odseOK3egra2UxrdzyJgcVAWQFzLoyWELZ/RpBby0ldHFTv46pt9Mm9HZ7W8crAOTaRzF4NwKNGuiiAwGEEGCFSKNVCp4q6CrUo6Ac6DkGu3+Bf9LoYMNoQmU0wKOBjtFdoNEEqH+aPW00gUY7oEbf+ky2mX3M5/I7A0sy5J4z2DXFx8UWsC0QA3D8PAyZBUp8xTigcRzgjAN89a8CZ1xCVRLzOB80Tv43IE6gcRRUGQvIJ4ZsYdGJGVJotoLJzm2zhMdX+uDXE3BGM3xZ124MmkjgVC1B+c223sGfaLDhcSl0Up6sAJB6V1E52Y5Cf3P9zDOT/8Po0RU4o9eHIEgKBA3QVTQAmt8FFA1IcgQco5/bgArGaCiPXck6bvLB4Msz1Dxzk08cT7jNWWBIHtBtzorxBW9SCzDPT7yEtnEVNIwro3M8kFDeduB1yz9HAbjladte99hNupjeJmMuM9F6Aos0YpICwOitcrrubJvJ4613fsm3SvvOcgJeYtCrAL8G0GpGZS3BSYoXWAsYBQhZeZfdHmUdcExutvsyxCci8Mkpar5jiE8TT78NWCAG4G3gJm9LlyjEHqOx87hGJMZ1KvCWsLl43844H/54EzaX/yV0LqBOcHbWmrlbIt+9uW4Pg+EzmIjI2Vwn3cLnkQp+6c3eQID63/zzIYxlwe/RbfIZ621O1XG0oQGrH5tAM4dVa94WtnF8+o2wQAzAG2G8+NCRY4Hnec52Y5EYtw7r9kggKfnQXcvwdyWQUBuODzxuEk9b2KBENUgqiAWwpQJYPMBNHjL3fYbjjJivqHjZIbDVAr16gGjA0IffbgMigzcADWpOBm3YToGts8FBw4Y34qwNRNIzHI/YAsPXAiPm2z18TRyvrL8WeIKvb9gBqxrHYnTjeqwfDTQ0jkKiEfAbywrknMYE/MYgV8iNWuD05AAAIABJREFUCVD4s+QLgzwhNwLUSID+HdbP8jlX7afBU0LHm/+7MNiMbH8N2vt+ohcsrWLyT3iOOwJvUUCN1zNoLQGvA1jD4NXCH20Asp53aAOs7LM9aMNatLe3o33DvjQz5lLeNPctnmUEWWDz/9EZQcYbiZfCPNN5CW9sXI3XRu+AxkZGsrETHaMFCBlOYwXl0Qk4UuDSKIAoYCigKD9LntDRAOjDHy1AGFSXdv8sxwX7KSrHKEiOmDzhCHs2WHq4GbxS/jlw1M9BG5ij28GkwryySgrXGI5Um6/aEoQsI8zu8eWMcAvEADzCb3B/L285z9y+CzvdzsDx/T1mhO0n7EuSE5TcYDuDhazC/N5BIIfBUmAlrVUSch4D0I4AS9HXRudUN1MRloSBxfMdVKHYIO+3eL6q/Uv/Lz+vDPq7pcrcX+WAVhKclWWUVzXAWdkBXtWBxpX76vawQZ43Piy2wLC3QAzAw/4WbZ4FFjn3doD+sXnOVvcswlPczgFTk4RC1c8Bc5MUy3C7D9I/U7sU0gSfV/8M+O2A0y7/V0Dqf/k9qQA20U6otBOS7evQ2V7G6PZX8Gr7RIzfvgFdU4woAIGnCMsTA5N70cSteyF9AWpf2zfzfXiRQMsZ/BqBJOTcKX8YtOqQqjaXn4l5PIg2Z5RivXjevva2SXne/ipS/dwC3liVUP3cjgD6KkPKkgCvmkSuvDzFI7bAsLZADMDD+vZs3sUVOb8Q4HcqL5DRDhLAEpBzNohHaH4OgE+ALQBAX4EkqwIZAcjg58QGAT7ZN6F/LofAWGlvwKgNDsrtDhraV2ND+1rs3H4gnS0APGRjCc/aLYnkFIJvgFbL2ylKxQkDPbHPXHZIvDflHQtQ1fWEhwngDiTrLPdYSTwy+GkHztNJVJ71QcLDLMxf48sCyvpnqSrXDGq60lwRtqifmf3xg2TSGugtsfcXfm4dJlcELCosHoTN1e+rhJAlCV5ZBq8SNrXt0bXyNaxbFeerN8bs8bEDsUAMwAOxVrzvsLeAkbgDnCnaixVhANGQFc7iKs3e/lwMM7c7RM/7Sqydyg6wAwMTAbypt8rnYQK4vV2ihIZfI6CBB2YXYc8SicenRIPZV2pSWJyhrGgi1x2v8lU7vo7EeAekQLuiwdtRwI3xIViDZbvp8RagH4yYQ39ubb19JESvw+TdIXLjcRP4L2ly79yYE8THxhYwFogBOH4WtioLSJHYCxg3BahMqXTL22VE5o7BEi4euMSdMGERng94i4XlCa0JOMt98G4+/Dc5oHdpDeC63xcGuvTGzZlf3ZT3Tq69SEEKQIDvrVr7uL/nkOOVxwzwIoa/OIN1i4hmSpX1oIfQSSawdjzQPr6swZtAyrMW4BYw90NPXD7zxzNDPO4hI2RhVI7M0IwFg76o+MDYAtoCMQDHj8Kws8Ay9kZ3Ans5IAkXS3hY1HcyBCiQlerqAS+asTYAWVIydw64FUgqFZ4UZVuX8pVjCQ2HO6D3AjgMwCF9nEPyky/qsOuAPesBr3+THiAtRdybgpGEb/8ggOqAVvvwdwdIAFn+9ZsbO2hvCjxlhv8M4CwmYLHYe5NeTo3JhE1tCV4en4A/3gGrkHlAyBKEz/VLhgC5+ll53YxdQMr77rWoLmbCGuq7t+3MHwPwtnOvh9WVlvi6cWWsF5BVAOsA2osNAXfAlcXMWENEz5PSkg282QTQ2oVKISoWv4w9CYMezsDh4t0ScFAfBlonwvMAdTqBty1iDUM+NkMou5WAsQwI4Ui98QTAf/DBf2aU/w0k93dA+5MC4xCY3zgAY4hKkvaWsRjA4goqi7e0eINZf4HzOzsqx83jk4pJTULmKjQuhCyL4hD0AO50vGuvFogBOH5AhswCRc6/sYLKlCQSKg+rw8QqH0vApEGeWKpgnw8A1l9CoKUEtDpIFibS+UogvtZ4iefs2omKgO17GXwogAP78nChxOf5MVIKRzSVwdKiVes7IyQVg9HEVUvYDCBrXSp1IWinqhpix0DVSJi/eGovtpFCpj8QcE8DEgsm0DThkEYrz04lQPuLxKOjdJcFmEV7WbVs9XdI+F885mcIvBjgxQ1Yuzimfuyv+eL9tjYLxAC8td2xYbbeAufTpAqcAoAN/pdQsQLZ3Qe5XOkRfT4AWOXJLmEdLk5T9qX+zFng7++RQNfhPvg9BBzCvYOKgOAGIjwA4FGAFgI+M+hkAj6G+tchoVQp7hrywbIaGuzXVSgZeygDSV9uPR3j2wF+QYf+j+xlPzD4bwBJuPr+DLkP2oaYyTOd07Dj/gkgCsxT+muwQOJR8sp4mhUoO4sZtHgyTXuuv3PE+8UWGK4WGOw3erheT7yuTWwBoYfcA2szXSpUzBkK87EShlXhYsmZDWb8T7xYB0Hxk/ycgLO0Y5A6ss/zVRMbkDgcoMMAkvzt2/tYlPSJSiHNIwA/ngAt9EFv9IHPEvyTEOgB1xqPiX5uHQ9aqBt3HIwxtuAxEkXYg8G1qo3/AuAGAklO+DAGCxi/rf5aVYuPeMf3+qAHM5Qt1tpXwv9lpbmM/QPtZX4rwXkLg3sLg0enkheIpwBaJHllCWM74MWTyH1xC9oyPnVsgQFZIAbgAZlr5O9c4FkHO0h8ynizun1nUCpBDLxCYPkDr0LGAcgK6I4qTKRzX9sYa0rIE6DDCXgXBYDbCzDImYTUgySk/BABCxmvP56hme3L+frtu7D2swz6JAABmB5Dt9s8SsDeAN5fY4/lAEf7iKWdZcB57I2xSZ1jhf0qFIrQvM49KoQJ9AgHlKG1ws8dDFxPoJsJ3MGgYwA+kkBH1AFutRQG/irhasBZkKFsn1XDJc5P9sG1gHkgQhcFCWELIEuLlISxfXQt7q9u8RDYP54ytkBdC8QAHD8coQVKPOetjLL88RrIeBngJUHIGCpkzKrSGK199YYO5CT6j/PhDnCIHxRN7d/H8cKgtYDBDwHO42kkHic6X+gm1Whj7wQGfYrBJwgndY25/kfAz6RqGuCj6lB0LgZoT4AH3vo0kIvf+H1rEXCUAKRqvEzcBrC0Dp2saTerdiHwQxXghg14ff72SDmEVR8E/A8AdERvFdIEeo3Bf3BA9/koP5imGYX+XJZEYN6A9eIla29Zec2SW5Ze7P4On4GnBYwd0KKgGpsWT8IbFxOdLC8o8YgtsEUsEAPwFjH78DxpkfPHAfz7nqvj5eK9CriKNyug5ANLOtC59M10kYRdN/lYyrl9EqD3AHwIwZEcbl9Vxx0EXuCDFiSBx9uRXLi3BbiywALnDiHQpxk4oX4RGN1G4F8LtaEPZAEcW+PiHtecytKuZA0VgrVD8kJ2IeHqLTSiud8e7UcSIpYXlTdHFthJ4CsY1MmA5MFrRRfWALjeB986mZr/Lce/wLm3dQEfdEBH+MCRQvLRy4UvZOBeuWcpuAsGKh34PM/ZtQEVDcx8AIH208A8EOIOIQ9ZJN6y/EuAFpUDUpGaofMtdBPj045gC8QAPIJv7mAurcD5TznApCBcTEsSGL1kAp095ALkRc6/xYf/bvFwdQ5XvJy6Q/iKEYSUFwD0WBprHqcakndBkZj/WYA+CuAddSaU8OgdCeAunZucAeB90X0J+B0AyV1/LrqNwf8h0D7W50LZOKjQ/WDuW+QY2+OtCkED/HTP/DbfB9AeAPaNzPMKwF9zQK9VwJ8ikHjFPf5mMOhPAP/4b3j8jpPpDuVRPstX7TgaDccxcLQO7fdWrCZtSX9wgAcY9ODG9Akv42v2rsDfn+ELKEuURF7c7PvSp3kZWGZAWbxmKf6qoHPx3nTxq30eHO8QW2AAFogBeADGinfddBZo42v2Y/jv8uEfqnO4US8sejIRCBCwXUCgR1/HqoX1OHuFPcnBCsnrfryOB6swAqCf+fDvFg+uwPmPAuwS8J6eV0m/9uE/4YA+HCXo0G0zQsRh9cHyamDomJj6dxeqvF8JvYuKkxoE+huDhUozDJ0T8ASDn2TQUTWiA/8B6GsV0BNJ8OcZLEBc6wVJAOr6Mio/34tmPG2vs429AyvAB+XFhoLe697G4wD/WXLHf8VjDxpQ799199yrwDMbE9h5f8kvM8RbVukLAebdBjIngy7KUPbqgRwT7xtboDcLxAAcPx+bxQISnvRBh3J3Drcvr6RLiqaCsLL/yArs+HhfYg0l9o5n4BMAJK9bIy+rgHEeQHemKXu/XHiBvVMIuKA28xXdAfg/D7bR9IihXifQPQyW85khsoVC2FGvvWejbN3PVqR6gguRCm3p+XX+EVm/rC8P0HqGfy5FXiIoKKq6OEXN9xU5dyLgnAqwvOTUGr/1wbdMpuY7ohufYW/8GJCkOyS8L7njuvlcBl6VnmMADzooL2iiC5dulBGtgwt89R4ORilvOajGDoG5XtpgRZrcgVRqb6qlxvOMUAvEADxCb+yWvqwi598R5G+lBxdCfLFXH2uSwh8VUnZAD72CMQv7AlyZr5W9gxywVDCfAFC9/tJf+MAdGSTvMoVYBc6dTnDOrUM68TOA5zJ4D4LzwyiYE/jnDKwF6AvWNQnF5S5UnQMeiPrQ5rhlUnku4GJapToBngXQNDtcLkDLwJVS6QzQV6LV3NJmVAYumULuE1Icx+AvEHAy17jHBHrBB98A+PMzNP3ZWhdZ5PyhgH8cQB/QnNu92IIfA+h+QmJBK1Y+eORGck3XOlGBZ7+Z4RzgWK1SAZUl/TpF2c9vjhsVn2PbsEAMwNvGfR7yqyzxNVMZlUMFdAHnECg93fpDCBaCKmUVUn6wFasW9veP6VJuaUqi8ikGiacr4N5jSFuNVDET+G67N7TELWcz/C8DOCB6EAM3O/DnVpB81UHlMoA+HdnnOYJzHcMXcg7x3NRgYAEB/2eLF1CQKzYc0cIW1aR3r8WaNZQtS1U5YAFEBssawggEgS/3QTvrSEB4yQy6CqjcBDhfpRp5bwLmO8Alk8gVshS0ccsnffifASCh+lrjlwBu7Y3KUSQjE3A+CNBxFNi4tzDxfwH8CaAHE+AFZh1D/rDHJ4gtsIksEAPwJjLktjZNG7e8k8GHMPxDddGUMGD1NgQIpNhpAcFf0ISmxwfSAvIMzxw1BmM/E1Qw80dqn4iXMpx5SdCdk2jak/Y+JfYuYODs2q0y4u0m5mZo2l/0fi095+fZDOdRAldJ0RFoHgdhWLvgSjw9ldNmQLippX+4z6EVlaRyeJCAzD5AqvfYfgEgYBlb1J8ESF+20HZafc/0Yx+Vmwn0JwLZIdiFDpzzK6gkCCTFaT1CzgT8qBPJS/em81WRUlDBjjMRFG2ZFw/7+oVB7MYKyndMoQulfa3uaGPvPZI7dkBH9cVmplnMFvioPLgCOy7oTwSlz5sS7xBbYAgtEAPwEBp3JE1d4JaDHfiH+GBTNFWjh7TqigVEVEhZWoOewMTHTh5Ez2WR8x8CWDxO8XZ7qA4RINXG8xh0h8nr2qsocO4iB/TFaHhUwE7CzARnbpqy/5A/9D5wTQ0GrQd8QDxAKR66wpr7ZQbfQkH4NgQsBh42hVwRL1jA+HXqH1PW2n7o4AqTV188y9Jms3MAyKrw6p1m/Qw8SYC0D33WuqY/A5WzgGQzwBJ6DgeDr8hQ88UF9o4loBmAhIurBoGuXovVl9nFca2c+wyBPktBNXSt8TMf/PPJ1Hx3X9+XZeztWQlyx6qYC0BvkoMvCz2m1BA4SC6YRBf0CvR9nTveHltgKCwQA/BQWHUEzNnKsw4gJN5vEV/0JZ6gAZcWOBIOxJpHiWbKZwMeS9k7MAn6uCbJqNmOxMBdDvjWTjTcHe33FSm6ApZdTKAvUtQDY6wnwg1l4MYp5D71DM/cYXvsKPt+rXqhvJJBl4/FmJtex/oWBp/evV3C5riLwXnrmDJAvwb4JAvkQjAGYBNf2P3BIUha868UmcPAgY62/ZDZZoEj1lg6yCHHM4OlUMyixpQebxLwMuMJAPcCuNj67DkGfYkUixf/yc7/EvAoIfGlJrrgaSleA5CtoyJ1SZrc79r2LPHst/pwzhYpP93yFH0upN3nZsKo+Wk6r18kHUXOCwgfB/jH9kIdas4jFKILfODBDVizoF4F/YAf1viA2AIbYYEYgDfCeCP10ALPOgLs/IqoV55nAQcBogUEZ8GPseqRmYMEXLGjcDkn0fAJCjzdOm0qJNzE8xwk72yi85ZH7f9vnjVmLJyLAPpidVuQ2nMVQHMbQHP31ET+Jc6fxOB5USYsAt3KwAwGNRH82wGkLVD9IYMec8C3WOeXnOqPAZxrPpPiLYb/Jf07A7TB0uAVbuUq742AtQwoEgmLLrJWvviV7rworwOo115jEUsgUOj5EnCz3ccsoAo4NzN88f6NR72BgXNew5if7YJ11xJwVsTW306Te5l8VmBPwPr8GqH9NQ7wtSZyr4veJymAA+hzOsfb42sUrJHnp6m5BilM7W/dcr421YEOCVVL77F4571FB16SyIw8twn4CyZS839G6nc5vq7hbYEYgIf3/dkiqxMAJiREGahqSLGRIb9II/vQQNmLeszHM5MF7HiKAzpBs1P1YE5ioI3A83z48yfTjKq8rplvMX93l+3ROJ0BAd5omPpVAs0FMNcQPEjlLoAra7TgPAPQ19OU/VWJW05j+DdH1nyetOgAfKP1uXiwswB8p/sz/h5A53WDNv+VQEZvOPRQNT2jaWsJlZWY0UGk+naFoEJdD0N7uYz1oED6MODYZpNfFvYm86IgRVF21bncS5PvfYWB2yIFVw848K/y4UjuO+zH9sFfn0zN3yry7OMApwoMSYXay583bUEF9iRMLy8ge0Zs1gbQxWnK3hq9/8u45YAK/LMJ9Mk6Qgz/EqYtRmL+FC172N8vRIFnH+PAETA+rh9EHI8TSOWOyxi1IBpR6e854/1iCwzUAjEAD9Ri28j+BfY8At4uf5hUSDkiNbcxZmhj72g/8HTlX/QPtkwtIdp5AN+apuYeLwLm3G38vQk+ulwEwBvJB9JyBs8dBZ67JzULs5EaRfakAvr70fUTMCtF7oXyeYnz32WwHZJ+DuBzCIl9GL60JakhYhMAXUTwvwOQEWP4FYO7BFQCkFQtPQZ85SPh2laMUyIawN3sUzaAmlOEYetoIZU+3q60joaypUJYyUES6O8caACbyu8HAH4EIOXF6n3+WAFdQPDnRPK1N6TJPetlnjVmAxLfI6CqDYeBb2bI/Ua4YM5/1wefWyPX/SSBL0lR829rPTtFzn8RQZg/Qu8ZWvvHAsQZmvbHgT57y9jbqwz+IKn8scpF9yaSIXKXDwb95/xgvdapga4h3j+2QC0LxAAcPxebxQJFzr098HJV65C07NQav3fg3DIJE+4kOllAuOYIPFi+gFWomZU3aA0BrbmM8twMXSiFOGpoHmjxhKvoFnXV7yVNNO1v0t6UCLzesMVIcr0VOGcDfLIDnmOd5wWCfwbDudy0QkmhE8HP+SAJWwvAipatAMaHguNoqd2eFXq1Qdi5M6g+ruKTDsEaYGHu0pXV9DxpzzcQvwi8XQb+bfE2L4yQi0go+Ex08zNLaFnC3l8110TAb5ow5sQS1skLiuxrxj1JJM+cSOe/UGBPeLR/HbH5gw66Tm2ii1RaoMD5nQn+t3UPcdWuBHqoAr50MrkP17q50j9O4LMZ+FQdace/MPj2TtAdbxqE9KBoFJ+OsaaQSwC5r+r9hYTkF1J0vnBGxyO2wCa1QAzAm9Sc8WS2Bdr4qgk+kh/TwHtUHesIG9O8BMrzzR/welaUQh5GQsgzxOONhquFCGNuAzrmTqSLQ6lD5vmj2vDC5TbQaLB61QF/O0XNClRL3HIUw5eCpHBIH2yGsl8tct4FOGdtanXgnFJBpdl4ugD+2wA6sUt5lsFwgBt9wCbrEC5pA8aiQ/xuvatUIxvBAymMOlB/LqIPqs+ZQGInxWVNwJ91nlN+/i2HfbfKqzVzyraH2aLWdEDf8sGh1yt5XglhOyCJIpjxyzS5JxXZuxTAtyxrLCI4Z6Uo+2iJrxvHaJecsV1BLbtelib32+aYgIebv1ljP7meux3wpZPIfarW/WZmKiIvLz5n2Dlsa98OyRWXQXdMoeyfB/vNEw7yoJBLVVbXkJpUT4tEYqS/OR6xBTapBWIA3qTmjCdjnum0YccTBXTB+CioZ5EQgcRTmidVzPX+ANuWDLwiBRYCvNEhmq9zu9Awd286XxR6wqG9NenbrXrOgyIf+lqashJulJDzeVzt3a4m0Hkpys4rcctFDP9Ka9pnk+BTuoBTCaRC1npIf6wQd5yo/mQHAgXrdVGZfPQoAOFfNjlqWZe0V8n4ldVfG35O4D8G2rvKu10orGLR/Rn8R9L7yDbxMBn8Xr3fLwCICEVS/34nwMttz5RROZLgfNzOWQN0W5qyp7Zy7jQH9BMrZCt0ll9Kk/uzwG65TzBovm1zBh5w0HFiir620nxe4Kv/D0jOtGwRHkKgW8qgy3rL8S5j76AKSMBY7BtyWptJ5EWjAqENpfmTaZqE3gc15GWtiLYP6tyxALKhyPxKukYx2aBOEh8UW8CyQAzA8eOwSSxQ4PwRDnCCbh2qFdZjBs3zgXn99ViEolAqiQl0Wo1F/tuHf2MDnLmTyJWe2HAs4dykBHAtgaKEHeJpXm6YmERrdles/5HdYiQi8gQ6R3qDi5y/DIEHp0bQO0unAP77ALrW+nwaQCWLpEPC59Ir+73ufaiFwNIzLONZArqEf1jP/FOAlIfFoOslBCs/E+jnHNBsVnmzDPyGgOP1XBJm/5cRnWDgR9VVyzxXV4Xra6BTKXiRUWpPDPwH2O5wBx3fYMBUbcv5bk6Re3qRc0JHKUVn4T1l8MUZalY90cKnTEhKO5a0JalBoAqDL0qTa0cNsIy9wyvA12spTQH8vQq6LptCX5UK8ZqD+fqGEtZJeFray+pIJErRljM/Q1khfdmosYy9/R3wKruGYKMmjA+OLRCxQAzA8SMxaAs8z96+DQp0lb6uXWgUzim8wQDPW4vX5/e39zL4o6+YlCQPWDVEtQdw5jZhwtxaTFolzp3JoB9FjxNu4wy5YWGVqDH5qPymusWIbgFWn52hme1Fzn3TLlIC8ISD5ClldO3rgO6y5s9tQPsVo9EoFcsa5Fj6iqUVRoGchFsZ/vju8DDNBtiIOwiA/gOBUpDkgq82nnWklelBqz1L9pfv7tv1MZcTyBRCSdha1I90Hpt+gICAw4S1XwIqhxGSjzDYFI7dmSb340XO3QjQGda1qQKspXz13g6SN1SrGNEP0pSVgjY1hHDDUUIXVePPXUh+OFpV3MbeCT4gIW6zJvugsMWptwdzCecPawDOYrCEwWv9HROa0/mdqNzxJpoe3ptBP+zxgbEFhsACMQAPgVFH8pQv8ZxdO1A5AWAppqrJ+SsSfaxCzPRTE+btj00K3HIMwRfvLCSzsI57XPp405SVftseo8SzpzIcKX6KiD7QHyqofGMKTf+bOUj3/1ap9FR7dbkrCXSRdZLHGoKw8xugQsvQrUN8R5qaTy5w/i5DjykhYQd0GwM3dQMyzqCgT1gNhv9NgiOeoAwJ8QpYKg9TeJm5G0yFzMKQZIgIQRrgCcxYBaKbuj1qupTAM1mHmgmYxoCh0+wCIDne0Bsn4BphJ4vQairgK7In/c1Wbpe/n6bmc0XSDxgr3rkdjfidD+cLJuwbcHT7Oa6+f3L+abVCuCX2PucDF1NPvd5OH3zJZGqe3ddzs4y90WWwtDJJ0VhNiUQC3y4h6nqFX32dI94eW2CoLBAD8FBZdoTNq/OpJzDzR+sQdLwqUn8CvBnKSki036PEuQ9LmFTljSODwA+Jxyv52FoT6mKdHAHZyPaXCHRFirIh8Mj2AudmWt6ifNTmg88zVIhFzudEF9iaa4EP55RGlCudcKSiWRVCAVjYheQxo1A+lgGRLBQ3bEMF/lscOJJ7Vd6d5DgZfqcJA2sijF2Nx+uDznbA1+s5Wwl0h4Rv9e/iJRsQ+gcD6wzNpQ/nLAe+9vT514AwZIUtQhL6leKtd+l1zQFoezuHngAd6QOHM3imuVYGnZqh7G0Fzt1uFZfJ5nyaXGWTNs5/0y7kAvCk8D5PIvevZp4i587QYevQjAzcmyFX5bOjo8DeBQTINVuaymovafO6JE1ZqV7vcxTYOxwBGPeInGg7/FmAWEQkMpSVtq14xBbYohaIAXiLmn/4n1x6KCuAVApLy0aPweDbkqBbJpErmq0DGkX2pAhJPF6bHtHMcR8DczPkqpaeWqPIealercWWdCOjfKndhvQCX7tLGZ0CjJaKEf8pgYZzmuh8pTFb4vwcBlsEGrjXQeMpKfryygLn7iSQFDQJ0L5YBo5LgP4XFDUFQ3vNG+yCrlHY7q0d6JACKqVPnACOqwRFV4qpiYBPWgB+V9BbHLQAMXA6dXvS0gYjTGCqD5dAn2Cw8uIZ+K8D+gwH1JGKoKMCbnYAza8s+r6VqQS6z/QrM/CXDLmHlDh/u5VnXsugw4P8tyfKRaHwgqkID+zUciaH4K8ufRWBz0pZ2r/y3PjA7MhLVYcD+lITZcPogH1fC5z/BoFF8CHK7vUfAl9qz9/bg/YqX7XjOoySoi3JpfeQwZT7B/Wig/lpykrIPh6xBbaIBWIA3iJm33pOWocV6wHxdNMY81OisyXEOKBRYk/4gL/I4FqtSfdIVXOamgUAag5d+COhWxF0twb9HeDvROXuSpw/jK32oOAA/l6amoVCUY0C539oip/0R79tROWUPWjGuhJ7LQxcYPYl8PFCKFFkT9qKzMvD79PkfqjA3nMmpErAHGHysrzYf4uoAek+YRFuSAB3+oCn55YWHun11SF4/hBAcg4ZrQD/GCDV5qM9Z8nB6mIkPkzmNapHDHzUAS7l7jyreMVC9mFFBLg5Tc1ekT0pTtMkHfSXUdj+fW8Eutqw7pfcXewlNvtWmppV6Dx4+cFcCYl33wCakabagOXyAAAgAElEQVRsVdhYU1X+wL5LDNyTIbfmC93zPGe7JLokBWAK1sJDhdSkAlw2mdyqdrHeHr4S594fqGDRJ2rtF1SaO/Pb0XnHm+kiqfKOR2yBzWaBGIA3m6m33hMV2BPqwj0IdG8CiXlCyDCYqwkKdZwvABx6oWYeqeyVPt6+VHHqMFmJ1OEVhp/YXluRPenDDUOYWvKvKidZ5PyN0m9qHferFMacIi8XRc65AFnVvHxumpq/38r5z1p80OvKqExOwpHCsbAPth1dO22Hhj+bAjUGfdkB3sa6ylnyzgRMNuFpBgst55ms+1Er8A9KwDGh3ZccOFk/4KYWz/lKH9he8zBL8dZXCSRetsoZaz7l3wAkXr+M1Q7KU30kJZoRRhwY/lsICQJYQFj3VtOP05T9QsB+5fzSbnOye32lkK2CihRnmfYoOc+1aXLDKIJ8UGJvXwauts9LoPUEOqOJpqnwfXS0csvuDnyptK5i3pL9xNNPgqSHOAx79/U8Su8y0C4V1OIVh9ze1nFtDmh+GSy54n7P29d54+2xBXqzQAzA8fMx5BYosPf5oPWFVE4yMn4J+DemafofeltIK7cc4MCXquUqfVlhbyLgm03kCoFF1Shx/id2ixEBT/nAeRmLVrPInuSWQ5IFBm7PkKtyiNE+V6lQzlDzRa08O+XAEW9SD5rB2Plawkrhc1Z5TFkT4D/CcEJvLQHsUgYeNx6yDxzsANLCo+ziw3mbA1/Cs6q6uQInlYAvzF4COysToGMrQRha5p8vggXdAEu/ZuByAv9TL2pVAphQBv5Cut0pAG3V5mSpDZlCspzkTkOaTQDTpY0oYLViiUaoiu7g3HRRirICqFjB149djfUyp2qX0mu7ywHOmESu8F6Ho8S58xkkBB72+F2a3JrFfLJTK7e8SQOx6ZnutjrojgrosslaXCMyb91fdbGfAHGPOfUViLSlaBnHI7bAkFogBuAhNe+2PXkr58+SquY6TEa3ExJzU3TBfX1Zqci5a6O0hgwsQ6BRWxXelLmEqpLBMm/o6UhxUwMqX56gW1KkeKsNLbeZ/Kccx6BbMpT9nPwsPcgAC3gqhSKAb0tT86nyU4Hz91J3+Py3aXKPL3DuKouYozNN7nYl9m4yykMiWk/ADT5gqrFfSpM7ocj5FVp6sPI/jBn9BqwTZR5Zd0cCGFcBRBFJxobtkEx1oCw5YhlPJICPVgATjfhvmtw9Suz9xXBPE+hsX2kQsyLOEHGHCpypDirSWx22ZDnAp5rIvb2nnenDacr+bgnP2i0J55c2yxaDsxlqNpXWwrEtgCz5WzP+CfAX0tRsXgjU50JJSqAr2dIHFkpMAn+6qRdN4ALPOpiQEI/YiEpYp+K5jMplds6/r2dKtgfXlThL7MRgQ7oR3G1UjszQjI3uJe7POuJ9tl0LxAC87d77IbnyB3hmMoOxUgAjxVW1OJ/nOdLHS9Me6msBbdxyjA+/R3EXga5vBH1j9xqsR0XOfdDKm5pTVPWWSp6xAeXbqj0glXdWxU8v8JyJZZTlvFo0gR5xwEcL4Ycd0mbg9Q507bkdaAwhKQpEuniImzvAt2wHR/K/utiK3s2qAIx1iFryuY70AxuO4X+lyX17wfdWE6mCrZdTyE4oIW80lfkmrEmejp0EgKUNakWa3F0K7D1pPFyJMPjgqU53nlflpYvsPatZuMI8bpE9AUZzf9p2wpgDxtPZq4vsyYuL8XZfSABHTiJ3yTL29qwA4gkfbN23KoaoGoxi/2PQmRnKRrmjBbAFrJUXbYbwbqfIVYVu9YaoHBEcac8y1ej2rrnlwGXvihCz9PWcBS8G+Q9JakAITkQkA0ieHPM/98dy8T4bY4EYgDfGevGxoQV0vvBMCrR4qwQPgp0U4Egfb59Vp8vYG18BJHcZ9XbEu7siQ65NhBGuoUaLkRAwXGCoE2XHV/j7O6xHh4CvHfa8Lk3uV8xEdnFVUETlHyOqOEs5t08C9JzZj4FpGXKvKXL+OlFL0p+/kiZ39xJ7X5W1qisH/y1DzQcV2RPOYsU3LNXPwbaghUmoORnjziKsNKxei9PkvrXIXruhXxyFNWM6sdP9BgQTwMRKIKagdIgJ/NUEGm4toxyqPzEoA/hHUEApKeMlgKYSsK+pmg4+ptlpys4IqETHLjMkHdLXnKFmVexW5FkZICH3xQI/OtNuE2rj/Ed9CPuW6ZVW1zotRW409Ixl3HJwJcjz2vd5DcE/KUXTVUV3vSGFfBxIQPaocjYyivHXM7bAcLdADMDD/Q4N8/VpYn4BXfm3T2S5FQbNTYDn1srR1rq0AntZ6q4KNrt0MOiKDGVFeajHEDKGCiDtSFZxFz3CKt/b3ZMsa/XRfrstt8eglgxlwx7iEns/6KZkJGZUjsvQdCWBV2DvASMiz+C7M9R8QoFnv5ngLO5eFH1ByEKK7AlblcrlAnRmAvwrX/BfdSKpfO8eCfhf5oCaUcaFDhpu9dH1ov790TS57y6yJ/29O8tnkkOuBN6tCoUngCO6gN2d7j5k5UEW2Pt1N+8yX5qm5u8U2ZO8rwrJG4CK5sgZdKRQOPasfGcvTc1CrYngJUQ8YdrPXDOBP5eiZiHwUGMpewcmAOlttr3UsJc4egOLnL+kOzIQbr09rXPxvX0FSpw/ywd/i4DdIvutIdCl0T7w3uaKt8UW2NwWiAF4c1t8hJzvZZ61WzsSBngj3M/cLqxV4glNpmapru1ziCoNgwXglIatNe4kJL6Togv+XmsSySkCJGBnDZ77P+zw5QOtFildVSueb+htmaIqc2CRPakgFq9KDWn1mUxZRXZR4Pw5BBZJP/FoV6cxaRehwixyTnicRSRAxn/S5L7J7k+WqmsfnbsSGo43VI0MfihDzYcX2ZM+Xt1yRB92UC75SBh1IJVbLrInghF7yOQOGvasoEvCpAa0v1iB8ydTqCU9xBlydy9w7pPdrU6B9y35eEP4IV59J/ypQtFYZE/ECzR40SNpyr5HzhXlwdZ9vjfINl3VLOFoEZdQQ+QD7Z7twN6VH0L3TuvdfjUGXafvWqPdp5VnvzcB59u2epP0F1fgHz+FpocKU/UepBLnL9SkIirkb402Al9mvyDUmyP+PLbA5rZADMCb2+Ij4HwS6pV2op6FK5A+yrkO/Lkpmt5v/dQi526wBQO0iQoEviJFzeqPfq1R4NzpVmhV7eKDZ0QpDHVOV9p3bLH3qrxwifOfZXDoxQH4bprcS2TONp61nwWMITBrjWErpM4nSf9ykfM/A1hVUhPoeynKnl/g3E8IJILzAlZfy5B7ZZE90ftV9IkEmlJBZaIDRzifZcxLk3ua7bl2obxXEsl3G3IO6SnOUPPFRfae7g7707sYO/+TsFLC7yonnYBzyESs+lsJY6VwTfXtmjVE+3QJlE1RVhVXRUg6fPH+m7SOb/Diozxh6+WLTkxTVkhGwlFi7xoGwn7rQDPZOaOJLpA19xgl9kQ60rxgmO0/SZNrt4nV/RaVOP9dBocFZmZHoUeVFqp66YsR8LWML2ErtEAMwFvhTduSS65FzEEg0d+dW0bXjVPowuf7u75Wzn0kImygD6Xv+6Bv9SYtV6PFaAmDpknVrn3+/3B+8nZg4Wa2xCL462lqDrVuRclJKp5J98ESMC9Fbsh5XOL8w9yt3auEC+QcBfbuNqpEQhKRIvdgTRIilckq1MzgQzPUvNAGUoZzyBg0PLMeHYr4gYAVKVVQNfujBEfkCOWza1LkTiuyJy8yolkrn+1Xgb+LBdIqTFtk7/sAlDCCBaw/IK1uxMA1mWAuyRUrIg4CluyA5NRd6Pw1Jfb+aFUllxvg7Lenbu2xSTqkjasLlQ/sRTNUJXYgE6gKs0wFcSeBTxSSEvsetLI3w6kuuHpZXrii98ocU+L8Bxgs9yfsL5ZnrAuVY/ai6TUjIfb5XuM5O72OrisBMnl5azM/kgh6iM2LTn8f13i/2AKb3AIxAG9yk47sCZ/hmTuMwU7iTUg+UZR85o6CP3cCTdf9qn1ff0AV2CB9v7ZHKgc+CtAV9f4wB6Cn5O/E67TJFH4HVM5L0wyrvzXoISX4kvMNq7GFsCJDzVeZVS5hb68kIGsxxTwPprDmA0Qzy8H5ctMIJL26MlTlsQbfYyk4To0K6CiRWSyx93Xpxw0+5UfS1Pwe3dL0mAa+F1PkTrQ/6w5Jd3MoE2hmirKX27lkQuLALpRfSYKkulpAVIP+7E8RHNVqZHLTAQMUGaH6QprcyY+xN3pPcehDTWJqTlPW0zZV2sh6/CxNrgqrFzn/RoDl3mqSDlTlZpfy7HcnAu5rlToIWopwYlOErarA3inShtXd1qXOVFdnN2DEqkhfsy2KIcdUFcz19rQt55amTlQEiGupav3WB102UN7yvp/ueI/YAv23QAzA/bdVvKe2QBu3fIRR2Y4w6tEmOi/kQu6PgUqcu4hBtsC9HLZOenqlWKi3OerQYubS5Bppv/BwLTcoYeewIpsBN0OuAVPodiTxmFVlsvA+OCgf3UQXKm7oIuffAXDocfmg0yZrUYgCewuMPJ9ILqa00IAdDmbgjAy5P6mWNlSKTmdK8RCHIgyB4lCRPSl0UlSOBL4gRc1ziuwJcIuwgoSp352i7KNF9tYA2FH6etPk7qqrk4UERIaqwg7W70k0Qr1YOHBOaKJpdxc57wJsmL0WJ4Cpur2qqo/XzunqiuOQsYqAb6TIDXWStXykhKPH6TWsYNCJUU1eTQkqxVnWPQnITerd96CtTEhNaKrZh4FXKeCstorf6j85QuJC8K+kmnzmfCvgXxZ9eevPsxzvE1tgYy0QA/DGWjA+vl8WKPGctzIqj2jSifCYQP3HF/CtImyITlqjxWgdgpBzD6UcAU4Gi+e7d/c8AYWkPW+RPZEINFSHZYCOSVNW2nzUKLK30Op7/WWaXFUwpb05KehSwwHeKVXeJfaO51AAAWsbUdlDuKQL7D1kVIwcOKcI/WKRc6JQpCgbGTgnQ+4Pi+zJC4imkqTTRAGqyPn7AFZ9ucbLLrD3T+PVM8pvFAIKO1TdHfbOXwawBkq+NU3Nn1nKV451MGoZBQAuoH6+qRQucv4pgFV1M4GWltExdQp9dXVgi2oyFKHNzFBzCMrSnysqUBwSl0h0hE9MU7Py/M3QLGJCnhJyQRPo5z52Pj1Dn5eWqx7jWb5qx0Y0SFQhqnhV8+Wr3gMphV4OHGl7ijCydZOs9OthjneKLbCJLBAD8CYyZDxNfQuUOH8zV+vICuiIdyY9vaY/te4ERfYeiLQY/V3I+lM0rUd1bIFbDpawczULllLqqSrmKrB3uVVNLOtR3qpZhK6qNaFq5WmabUX2xCtWLTZCCZkiV/X0FtmTUOyJej8FDrr6WkL1aliAKX2uHwg+wxFCj2n3E/vARyaT+xu7J9kSgQirpwn+e1I0/ZECe3bOVxV5tXLubQ5ISUNKaNgBdhNvt8C5rxFIyCxkPJnCmqkSctfh5IfNWgl0VYqy0mesRoSkYwWj/P4MXRhKT4qspA8Id/QofUibE4Sjq2hCpde4iJ1kvWd12wULR8E53eSeaz0Mop4V0G1if+u4/wJ0SIayFjVo799GXXsgQGz0gxekya3BsBV/q2MLDK0FYgAeWvtu07PXEr7XYHBNFyrfNcU89YwUJb7Q+/1sHXDevhGeYdlW4pZ3A74oAu1p/YE+PUPuzfY5ipz/IsAhIDP48gw1h7q4RZ51KJCwPLegulmf42yGH3ImJ5DYZxJd8PzzfNXEBjSEBBjGK27j/Ok+2AB7+Ie+yDmRxFMVyWVUdhdbFNkTr/qUwEYBsNqygCJBmKLsLwqcE7UgFbZl8Ocz1HxTiXOfYZDSTCbQ3SnKKm3lEucfZPB7g8+DF5Hnec6uDQFZx3bBHIEHHuzviaZzyI0tvcZ2wVKJ8y92k3TgYWDc0bbnqiUmxVbmb8uSBJwTJ9G0J6P3ucjepQDCYjgALwqHdDR/bB8XyEp2XQ5wSJwi2x3Qt5ooG62e7vX718q500QMoxN8rbRkbdNf1vjit4gFYgDeImYf2Sct8E8aCSvFk1Ki9NZ4kOFckaFpitiit1GrxQigr6cpa//BDqcocv59OuwceqoM/9QMTQ9DxbJzgb2q4ikG35Sh5irFnRLnn2CwzjlSFTG/nVcVfucUuULqL96hrEsARcZ9aXKVd1tk71ZDnGEqlHVblAHrYppc1cpTYO+PhiREKp5T5D5jH29y0HZPbyC/2HypLiZTFeiSI82Qq3p77f5lO1ettXf1Swf9PU3Z8F4V2ZOq9vH6Wh5IkxsKMbzAubeVtVcdnIuuz1D2S/a9tPuQ9eeLRqHhxAl0nlBiVg25zwAJT7Yp8gpfFPp4PqTXWcLSYS+yaDP7SLyjt+r5vp67eHtsgc1pgRiAN6e1t4FzVVcBmwvm1QGFZHf1cW+miLYYyR/WgM6wWQnQR4fmjJaws2KMAtAJ8KlRTWEhkPCBPxAwSe8XAqWZ0/bKDLGF2RYtIDOeqwbP/5icMyHI38rnRfakSE0pJJnc7DLOH1cBC3OXuIm/SZH7Efm5xPm/Mvid8nMHMPFN5L5YZE9y3CKpGAJTK88+yulWWbIqlrs5n6X3dxJN+8tz7O25XbdggwBmRsK1mtvZlpX8YprcG4Nrqe6vjgovRDmf7d5hy1ahR64/+1cXyiftrQvc7HuoK7bFA7doJek7acqaF5qaj8uzfNWERiQvj/aQE+jiFGUVDWg8YgsMZwvEADyc785WtDbNSCU52e2rl023JcBXTCLXMDzVvSpdbCOhSrvF6P4EMK3e8a3sHe8AAr7mvNIGc2qKXJEuDEfQG1r5HXQ/r+SgfTgfmELTVEuPBtHDCbAUcPhDaWpWQKm3/9eiPJyVJvdC+VyHXQ0BxWuMNRMzNLNdF/2YftMX0uQq4C9w7iJRBNLThoQfJfaeZw1CozBmzAQ6e71d/GQKpmxvF8DCNLmqSrrA3vUmryq80Cn9wmMTath6vnbRlz2PviZblGGDD+fttuxfZE55PfhgmrJVkpJF7m6rkjkZ+GsFfNJe1ByG6o1tX+DcPmWQFGeF3jaAn6Yw8XRhHOvtq6BJVMQbtkhBeGkXGt6xN50vFePxiC0wLC0QA/CwvC1b16Ke5zk7NaCsqmWtsZhAVxhPsK8rqtNidN1f8fj5J4vsa41R5PzHARbwNeHLFTrs3CPEbYdyAbQ7wNGG1UmBAzOVkJeCogP0qar6XUvsXcGB8IEaKUzcjujkTg18FiGHumZVyRw55oY0uaroqMieMG59Vn4m8GdT1PxT/bkJ/a5Lk6tkEIvsSVuS4mEWvug0ubPm8/zEO7FMBO2l2ClsOyqw97luliz8JhN61rlPMGi+nuOfaXJVAZmQlIwCq5YrGT74c5M1p7NUSycwapXZRsDNKXIVk5cZNkmHtHAR6KgUZU07lNqtxLmzuUpnmB/xkTipVpj4CZ65/S7Y8QcSQTDnYOBhB3R6dF57HcE9yMtLm/QNh8fK51HvPXpc/HtsgS1pgRiAt6T1R8i5X+TcpC5NDqEvKZfEqCsm0rkCKH2OGi1Gvv7DOafewdFWoIAURIWdpWK6akS0eqtAzwITO4ertHrNNhGdX4N1QlSheIYd4JImclUVsfzhjwjcv8O0VBU5vxBgJd9nNHcDUPL+xjo/TvAPTNH0vzPPT5TwQpdgMgHLUuQ2yb52bpmBb2R0/61NY9mF5G570/mvavF6k2cNK7eZ548q8QsvgYK8LqNySIZm/CWYPz8LYNVHLWCXIVcVbAXbct8GSNFxBtcQtFCZ33WuXzxM9QJkF3/ZN6CVZ5/nwLHv5f2EjpNS9DURmugxoucVkwH8+Vr3NnpwK8/+oqNyw0GBW7AuPPUqxky1ucFrnTf+LLbA5rZADMCb2+Ij9HziwQLOEQ7wcIqaJXzZr9GzxQiLHWBab5WwNXib2wh0qpBURE9q0y8G2wJ1IHu/Es8+irtzqrLP++w/9tUKSViTJndsNwh5V1C3Z6z0d2VbzxwrTUhTVrFNFdlbp0PmPApjdpBQs65MVhSP0hqUJvdtwb7dSkE6oqC8a5sGU3SAjcxjgb0wF20DbYG9FgIu0PNfmyZX9SBH1ZyihWtF9oTs4s36uOd2RPIgoa8019/G3tE+YEccwtC8beMi51yADAGIgP09a1A56W00Q2zRY/T0nMEO6Iwmyt7U14Olw9kSklYV5WYw+EsZahYikHjEFhgWFogBeFjchm1vET09R2WDOytwptl52ahliuxJQZJNvrGkAv/UKTT9b9F929g7wQdsMfgwDGz2LfDMRsJOoqak+JYl75gmV4WHZSzn2alOOFaPKZ2bpmxI6GFzPAP4tNEeLnHuTAYpJSUAYSWxZuhS+XAGnsxooLW9VwYezJCrpBVtdiwAoaRfkT3PEFNUF311C1tIq1KKskr0PmCrIkUyYnvYeltICgLg/jS5hhkMJb5mKqMS9vEy6KqM1Rusj6/ylEWa0hR02fckWsQmtJmvYYeT6nmmRc5/iMHSL2yK5sTLVhSd/fnGFNn7MjO+SWRrEzvHp2haFVd1f+aK94ktMBQWiAF4KKwaz9mrBWq1GNneXb2Do8o9ABb54FNrSR6WePZUH87vTdEUA/dmNF2kPX8kPP1imlwjLKB2s5WNRBgpTW7KHF/ilk8wfJ1bpeUprE4ZDukSe3ewlhpk8MUZalZVuUX2RMtXWpMEghU7lT7PoQCb3uNQ8EFABIAGfPpBmrJKdMGuRGbgmxlyv6HB8AyAVDWzXWGtj3mKNdOVDz5hMjXfLZ8LVaMDP5SN9EGfmExZIRVRo8C52wmkyEbUqjVxiG3HCElHO4E+UDsikbsMoJDGEsAv0uR+ot4912uT4iybvarf6kjywlNB5ZsEfCxYe9A3HX9FYwsMBwvEADwc7sI2tIaeLUa0Msj3VpNlRE0SbX0B8C+ATq3FB7yEZ+3WgORvTUsPgMUAvd+EgM3c4mEBHHpDpk3IbLeZpAJA6y6Y0mAqVb/H6v2r5A2L7AmxgxJuiISIw5C13S5TvRb6cZqyqvWoyPkzAFaACiAEHmGdYpCu9O4G8hLPfivDEZlDAeD/paoYvKrC2T9PUTYM0RY4/0MCq55mAPekyQ2pIvW1SpHdThrE/pSh5qNr3KOQpAOgv3egcmwtgosi578J8GXW8WErVa2vQomvGwd0/IDB4UuAeOoN4NP3rFFRXWuOAuc/BfjbxeC7Df2x2QouNQbgreAmjYQlzudPJA7CoUsiLUaPM5xshqapgqB6IxKGVe0sCZRPNaIJ0eNs9igRemDwB0QS0N5PKrdHoSKEG4Yvukd4usiegLPK6dp5WfllGXt7VQI6TTUSwAGmVUpIQQBWeXAGlmV0QZX8buduHdDHmiirQuQ2kxWAkOPY9pgZuD1DrlL2kZ5mBoym7mNpckNlqSLnlgA0Ra/r4Enk/lV+Xsre/gnAMFK1M9aMk3Yp2dbG3oE+EIbxjXiDub42bvmkH1B8qhH0ZbvX2DbVPM9huJ6kjcgK59v7Fjh/pa10ROCbUhFClOh9beP8LF8XjOlVLBWN5VqUpPWfpnhLbIHhY4EYgIfPvRixK6nVYiQMVD66phmy/3oXX2Lvq0Li0b2dHinDP7VWL6kGphbuLjaSkGOVaICZp8T5PIOn1QJJDZRVPcGGm9kcX+TcLICMClMYMpbtduuQzZal1xf2+jbAebPhPi5x7nwGaUCjS9OUVYViy9j7WAXQPcb86zQ1q1Dqcr5++06sMwVML6fJVWQfwflzNwKkBOwZdFFG54GD68rfS+Cj5GcffNZkiyPbFqeIhq+DtXfTWgJYkwS/cyI1/8e+dzUK5C5Lk/vtWve3yPkcwK7ZxsCPMppZrN7zUGDvAgJarO1dAH0+TVkd1h+xX6P4wkagBWIAHoE3dThdUo0WIwnlhiQRva21BqvW/T6cU+tRDRY5Nx2gWWZOuwjJPo/uH1bczhqI/i+aR7YVjAj0UIqyh0fmeBFg1epCwCdT5Jo+WwFgUXYyGsRhYdZSvn5sAutMb+2qNLlGvk884JkMUnlcoFu5qcj546BZs6KhYZu4IwHsMknzY7dy7kynuwDst2lyjzdrL3GLzWVdVXC1hPOHJcGWwEU1uYaWbwwVixi4ORPpDQ6A2vsRA2da9j15ch0WsxLn5zBYVWTrEVZo13s29P2TvLCi29TjkrRuDRtOz3+8ltgCvVkgBuD4+RgyC9TwfIu6xeiuvk4a4VaW3e8hdJxar3e0Bv9wTeH25Tz7DZ1wJNSq2LYYmJMh17TnqGUV2DuBrOppB3ivTdrRxvlP+eCf6WsopOBOIZKpevYFO+jas4kuUprJrey9xwEe0qD9cKq659auRA5B265eBlCl2lPi3D0MOkbm84GDJ+tQs11pDeC1NLlvMPYucl48ZXl5UN99H356Mk0vWdt/CvCn9e+/SpNr1J3UR3ZbVGC/2hGGapIOfjkBOroem1kk/yyvNF6asoZ8pOaj0sreQQnQdd2c3epFKOTm7uv5irfHFhgOFogBeDjchRG8hiLn5wMsVa73MPxshqb3IOSPXn6UOINBd69B+dR6PaNFzr2Lgd8TyPTn/i5N7odrmbXInlQUq0piwRMjhGDvW2DvXwSoPtxa5BJ2xW+0LaaN8+f44Ov0fFUepl3RzMAPM+Se0w18uZ8CpIGvmwIzoswU0k4GYFh1LSFo623CSKWoGR04BzXRtDC/azNx2dSUwXHd7Ur6+oXd6s+2fWzPG6Cnu5A4rBblY5E9YQozLGX3r8Oa4/almYo9LDqKnL8RYBU2D86LK1Pkfq23r4a8TOg2JaX8pNf7Rx+jTs/QV0IJyN7miLfFFtiSFogBeEtafxs59zJuOaCWHF3tP8Td/a16+y/+hzGn1usVXcotTQnwbwDWFJL89CjwkRNqyMtF2bOMlKC9DpvOUT734bxtsiWlFyWuIPj7pmj6IjNHNU4tf7IAAB2KSURBVEEGqsKiNqGH4XU2x9m6v9VV0/n/I7CEtMXF/neGXBPaFm90OsAq5G6zZMnvkWpzRWHZfa7ciQCpNiMGnsqQa+g31S5F9iy9Yaqqlg7mrioAqwuW4qU6QFhgJ2CZoWbz8tPj9hfZEwGLUArRbq/qHYi97wE419rnX2ly376NfL3iy9yKLRAD8FZ880ba0m3hAX1tvbanaP5mqVT+oN5/NcF/v1A7Rm0jqkCNoIUMVn2+tQglNPgIN/Jkffy8NLlV3MKR4q35GXLt1hgBL2GJ2jE4PnFYmi4IdYUjeeUqz7LInuynRBUY/ltMpMAGfAaey5BrWKnEWw2BFEDVWu1cLwG/TVl54Cf4+oY3YG3R0DXa4Ws5f4FbjiH49xgb1ur7jbaTOXAOb6JpKrxuj2gFO4EvSFFzXYrRGiIPYUFab897ifMXMvgqs4+h+Bxp35H4ekaWBWIAHln3c6u9mhJ71zOgxApkEOimFGWrdHqjF1cjd3himrJGlSgKBKGsn6Rj0+SqNh17RCtso/lRDdCvAtA5VT7JljyMAFcpTa6t6iSe46usj00AEyeR+6I5f4G9Z0lr2zLKb8zQhSqEGmEMq5qzyPl3AGxeNh5Nk/tuM5+t20ug11KUDfPA+jpCJi0APQqfCpy7i0BKJjHKDmbOYVFqykc9eofNfiXO38VgM5e8YByboel1NaGL7Mk9VNXeelR58PUect2y9R0G/TzK1rXVfjHihY9oC8QAPKJv79ZxcQXO/UT6Oc1q+9OO0rMYCG6G3HytKy5xy2kM/2azLYnkpIl0vq2FqzYV2bPAtScotXLuNAdk5nk2Ta6hr1THFzh3jYSW5WcCbkhp9SP5fTlfm+pEp+mRrWLU0uf+r6nq7UKycW86v0M+b+WW3R34Jp/53zS5e3QD23XjGO0rgt9peZqye9rXX2RPzqeYuyrwD7LpOpexd3ilW3qxSnxC9i+xdzwDiikrGHxYmppDbz643upiNQamZSK9wd1rzVskHVjswz/OLv6y1818fUMJ6wSEwzx+rb7jrePpjlcZW6C+BWIAjp+OLWqBItvFR2opfbahRPO0DFyTIVf19EZHkWdlgMTjAHZXMAKemaHmHlzC0ZannTBm5/F0dpXEYpFzDwNkvMwe/a22QhFAn7F7U7VusQG0HkViRT/XBaIkgKr2pIgs4Oo0uTvb11hgr81wJe+I5FhbKKHE3i2sZQ8BmpGmrEgbhqPIuScAmiofEPCRqIZykT2b6asm/WOJ8w+z1lgGsKICPnRKpDdY5o/KGwLdPc217tvLPGtMB5K/ZLCq8pbhgL7cRFlpP4pHbIERYYEYgEfEbdw6L6LIufkAWTzAfbefCMsUs/87ImoMrrr3P+SRit8laXIN81VoNOlvTaJrjdbXFenAbzeRa1MlItLaAx9db55MFz1nJlnKV++dQDIkpYiGmIvsiYqRVmHi2WlqnmGOLXB+ZwIbab5CmlyTg0ak97YjTa6+7uDoInsisHBk8BtNTVNWhCXMNotHGj1Bv3pNd6Sp+WT7SWrl/EkOWAqy1Ih60dZ5VAuWWkEvqYMSt3yY4Wv6zPp5+IhdxBPW16e21BR62Dq/AfGqt3ULxAC8rT8BW+j6oz3C/Wk7WcbX7F1G5bcE7KOX/c8KOo+sx6YVIaRAEqPeUEuj2FYWAtCZJne7qFmKXFVp26M4rJrJCn9Ok6vYpiyQuq1bHo+/kKbmH5ttJc5PZrAUf8n4R5pc5ZV2b/cqrCSFJZ48MUl0csWaN8xt9yQEqcoRr0iTq7mpg6PtamYCyp1I7mBC39b8Qqn5Pvm9XmqgZ6FVNTFJxA6izhS+fDigz/cmMah5vcUTDvPbtvrTFnp849PGFtgkFogBeJOYMZ5koBYo8NV7EJJ/8H1/EjnO942aT715lrE3ugKI96Sk8qSwyAG9r15704vc8qYu+JKzVCL0AGoW8kRyrDJzj1CtHFxgbzWFYgT+xzI03ZY5lPzvPaRJMYBuKklzPQX2niRg/+D3yrvSNEPC4mosZe/ARDcPcy3wNvrBaERlhz0sDd1ILrwHG5QdonaAdzaRG0oLyrmr+a7pzDRlbanHiHoTfEZ5aoYu/Ff0PlXLMtK/xqDzvbvSRa/Xup9F9oSX+2AN6hJ5ONboGdfaX7SVy8CvCDjIbHfgnNJE034+0Ocu3j+2wHCyQAzAw+luxGupa4ECezcR8DmzQ62cpX2w3c4Sbd+x97P5jwG8kiZX5Yqr98mFEn8A/p22enEViPBMp4SdNgAYpeAV/num0PSQ0lFvFwKKhGyP5pdL3HIUw79XthHojhRlq0LBRfZeMy8SUS++Wt6wWy3JrL/InnAkiwSirHRGmpqr8sCtnD/LASuRegY/lKHmKspNDdJyLUrswQGubSLXpo5UMz/PV09pQFLENtToS17SJukQcQ0Hjcem6MsmDN/jOdC5fKEPNf29NdMJ8VcotsDWZIEYgLemu7WNrrUGLeV5aXKvrWeOIue/AnC4fRTGjJlAZ6////bOPVquqr7j39/MDY9AoasIBSQ5Z24Mr9i0JchCKZFUihSrIi246LKCLsqj1CRzJrxcVq7tKgrcOZOEolBL5dEHBlcp2NUuQWvBR6uyqi5IsQTunElCeZQFJaKCyZ1f1z5zzpkzZ87coEGzs+e7/+Ke2WfP/n1+J3xnn71/v1+x/4xee1QF87LMXAK90MsVJ0j7tzX8Rrr6ytf2TT9/Qpu/U81KAw5n12prP5kGoI/40khWwr0RCpWGhqoydTTcqkB8wnk7ti9YLFdkJ7gjbWV1hBX4Si2X3tL0L5RxHMgLbT7vvQGYNTHB8d7yXqh4h8vqzXlWbW2dL9DPxCKteKUiE8d5sjJLPpL2zScaMde66L51UtYMxQabz8x2wixmsz1zgdzuST37gVXm2ye0eWQVYvaElwiw0ZPgjWP6T4JmO0KAAuyII101o6OtCzVZofVsHDzANCyq1y8VrXxVRJJkGBgp1oV408d8CY4qjjconmYFOPGGhbIy3a+NuxdSQt7iS3BBfpx8hSCFfrYmjawOr+nX1tYlkqSvVOh1NWlckb8/0tbjgKblBRcvkCBbabb1xkMFrzyV9H/SlyBONJK2zbr2TV1043KEAjzvFfaBeyId3qrZ2wX9iC+N5LBYf5y2Nr8pkDclV1q+BFkVo8G5hiZ8Kn4TMFdscMLN1DzOv/LeaUGFXvrJ7kWCyiZWQHL1X/342EUBHh9f73GWRto8A72VZXwACZC7/MLr2WHBbN4tkDNjqQa+UxuRknCLhifM5tIkdoH3TuYqGqXjFlZ1Q5mxekLSr78r0D/wpPE3BVHKDh4pZKom9YEwqPw+rgBXeRJ8onC/qfu7xFyroPorC2VVWgc47hZpaOKE41fnxT3i5HOzYo5X0ILq8Z6sGsgUFun0WUAlrQ71qC/BsUWuhR9C36+iumyBrMrqIaf92zr9dkEly6K1s8xXbW3dJtBctjEZmUxlj3uAOWES2AkBCjAfESsJJMXjjfjGiSTMPuHe2G9F2avk1IDNGta7gMnwFDcPQSWtUlQ0Mh++o9Bv1aSRHfApiJ95db1vT7z0nZ40TOrLrEXaOgbQ7HVsWZKPfDxtmdBH2mwCEq8oFbikJsFNg9/Rj9cdcZDqawDeYu7pQodKKxbSO67xJWjmx1fdUI10yyYRKS3eYPpu0A3VE7DVCHdSpEKv8wor9XTMSMP7AZya/P1MFdWTy8S6L9phW5LqVAJsAfDbngQbrXwwOSkSeA0JUIBfQ5gc6rUjEGnz7wA5N/2fOCArfKk/OuobNmt4fLdX6i8Wy7niRTdreFoXyFIhVoC3L5QgPgSVb/kDSgAe8iVIX8HmBDg0ZfPSg01f8iVIhSfrkz+JPAssXSTBw/nvyWcCKzvdm0920QWWT0rwlYJA5yspDaTHNP062lytkCRLmP6TL42sPnBONI0NSQlAvcGXRpzRa5DH9IcqqKR5nJ9XyLKa1NPsXgN9Iw2z2GBg+HBYcexC/y96OOL0fLjVa/dkcSQSsIcABdgeX3AmOQK5pA3/p8C5NQmy15ploAarCeHrvgTxqd0RfU2yivg0rUDu96R+2oh+ZsV3XPJZaRhTpKEp1ReHRhVL+5kLj+o1B+2LfZ5LPt/WxraDVsjUjvz35fMul/0YyK8oBd3TPFljVphZyx9SE+iVnjSyogSmU1ubJwokCXuSF3ypp6FZ2RgzOr28gsoDvQvyv77U88Xu46tJKJhhkqTglD/3pf6RcnbNSwHJDsIJKud4sjpL6lG8p6PTv6Go5H9Y7DQjGv/BkMCeToACvKd70OH5b9XmkS9hx1NHj4gnTU1va3ilAB9P//YlGPlcdzQ8R4EsflRRObEmq7OSeekYyYo6rqGr5vAx5Mjiaq+QpQplq9NCwpHSHwYdDR9U4GTzXcXKROZapM3PAxLnRS5PGZkPk9K/8qXxh8XHItLwfwAc1huje3xZxai2hv8uwIm9PsOv23tzGVjxP1MFluWLShR+GLSRvFoG8J2XsX35XL4czBYGTECPOqIkraXDjzxNGzMCFOAxc7hr5kbafAsUDyR5lI15A4Xph1da4RPaLzf4OV+CXCrMfu9Im58GJD3NXJoHebO2zuxC707uGkghmY5UCAMaOiGdiFp2yKqsRnFHWxsUGs9zxB7yCkBMSkrT/s2XIJ+6Mb6Yr/ELSMOXerZXXvZDRoGhUoum3xN684FV/MC8QYjTZZYdKuv/iLnh8C62ZxWfdhYbbO7rJzSRb/hSj38MsJGAqwQowK56dkzs6mh4v/YP/JTuwebEcCCkKV93N4/LHErqYKsJp4kTZwByhi91U5hgoEUa/iWAZLWpf+1Lw4TVzNEHQwegeuLYehLQw81/b8fLhyyWD5uqTFnL57PuQs+blMbt+c/zJQsV2FKTYGHJPLK9agU+X5MgKw+Y9i0eKMtXZRr8vuZVArkmubZ1B2aXvUEue7bskWtrsyWQrFBGBVi+sLCHXbyvrc0pQeVmX+ppeNWYPM00c9wIUIDHzeMO2VusYDTXq+ee0PUzSgEoXY0m/fJFDP7Dl+DNZdg6Gm5WYEEs0ZD3e1K/o0T4zN5rspLTd/jS+OfhPs0fJYkwZtvYtk9xjzgv9AK5yJO6Ef6i0JssUnGlJMW2fWsy9XK+Q0dbJyk0zc41UHFpUOz7r7tHHWQz+ZknUDV7wWnM8Zzxu5GGJnd1Gkr2L77Uz3DoMaQpJPBTE6AA/9ToeOPuJGASMgBq9jXTdpYvQfo6eGhqbW1dLtDscNJ87H3YIXJpWmd3oH9bw+8KsLR3URu+NIZe187o2qUVdL+b3jgPuvD10jAhNEVh3AYgSQoyO+nLZWZfNGum7N7LqL6UXHjOl+Dg4hgdDdcpkNQZ1lWeNNKTyFnXSFsPARoXcSiLFU5W9eZ1cJJqc7ByUjpQpK0LAP108vcDvgSnlPm5o62rTWnHhFFb8ONlnlxVmkpys65d3kU3OeAV/1hZ6Un9ht35/PC7ScAGAhRgG7zAOfzEBPKvXQEMpVgsEcLtMOd6erGy4aQ0kpCbomBe/2agmhaef2kCE8ccISuz1I9p7442r1BImjDjX30J0pPQ2YCF/MhbfQni1XK+Pa7NBROQNPXjiGxczWsFcrm5T6FX1gqnnM31/B6vQt5Tk/pAsYikj0nj+J5ENEt/WDyl6w/+UXf745WKHGD6zeLH3iK5ciA1pbm+SdcfMQ87zCo4Pi3dBS6flOD6UY6MNDQx3fFBMgBPV4GT8xm9fuIHgDeQgAMEKMAOOHFcTeho8+wusKQmjWQlVk6irc1rBHJV+mkVmL9AAlM8Yah1tPUZhZ6fiFTpiWLzWVubDwhkea+ffNSX+p8VB2vr9JmCSrwqF+A+T4KsuHzad0abv1qBxNWFTLKRmgRxlaB8a2v4MQE+2usznEnLXI80zJX5K6/o1NHW5Zq8BRDIvZ7U313GoFCgYuTr5TxXBR77IbYtWyJT6Wp+aOh8rK9CP7Yzv43rc027x4cABXh8fD2Wlm7S9QfMw44X+8aXi6X5vBhWJKic5snqgZhb06/w2nhk0YFIW38C6J8mArzOkyA7jJTOZ4u2TpmFfrnXR7/gSeP0oqM6Gl6pSZjVqLrJbW1eIpBPJiJ9c03qFxfHmdG1yyv9V8Ej94HzPxwAfM+XIIn7HRwxqWNsVsHJ3rPWa9JYO+pBi7T1QUBv6c1RP1CTxq1j+VDSaBJICFCA+Sg4TaBQKGGbL8GBowzuaHOlQtYln3/NlyArAp+/x6y8FbIhEdYZT4K4UMKwcPbDhxR6cU0acdm/fIu0dRagaR7mO30J0uxfWbd8JiuBrPWkXi+O09bwdAHSk9qlp8E36tRe83HAVgGSfeaJ43xZ+e3iWKoqHbRMlagjzWez6J6wSNbEMdHD8w+zDFoCeWQhXr9M5BxTerG0mQQrXcy+juLr9D87GvcqCVCAXyUodtvzCDyhaxdW0e2kM99ZYYBIQ5N/OC5EMFffwiva0hhhM0akoUmdebT571Gl+fKHnhS4qSbBJSXierEAnzLXTWWomjTKVrdHVdBNSyt2fAn8Mo+1tXWPQOMQJAWCmgRJisrB3h0Nr1Pgsh4LrPckWFU+3vTRgoqJC05TgF7qSxCvxNlIgATmJkAB5hPiLIF8FiqT5N8riY9NjZ/R8ORKL5e0ac8D8sZRcaj56kMCPc8rxOWaAcxqcz8cYGKJ47YdE4cslpUD8b3memFf9uOe1D88LMDN8wXSq8cL3FaTINmj7vfsfd+BLwA631x9DvvtdbxcZA6eDbS29mN4FXpvTRql+8CDqSH1BV8aQ+kr04Ejba4H5EPJ39/2UF8mIvlc0M4+YzSMBHaFAAV4V+jxXusJtDX8ewEOVXTX1WTN0Mng1ICOhnco8D7ztwA3eSUrUfPZ4zq9bAKVh9L7uuj6k7ImW2X3x5tepv1+pSX+TN+2tj4h0LT+b2m+6c269r1ddO/szU0+60l9oJ5wXwhbDwOaFKmXY8uKV0TazGfNetGXIN6/LWuRhlmVpVnoOxcVKkGl9yQHycxecJy4pAKcu1CCeL5sJEACowlQgPl0jD2B4qEqQN7mSz1N7TjAJ9LQFB9ITzx/2ZfgN8sAtrW/agXwD74EvztC5LJsWl3ohZPSSGNws+5tDd8tQPzjQYB7PAniesfF1tbwXgHiSkdd4F2TEpjQn4GWFFQw8coH9T7Q43xpDO0Dm08Kq/ORwp/0vUmhF/XmKFNeoebx2D9kBEACJQQowHwsxp5ApK0A0LhGrkIfrEnjraOgRBqaGOE4M9ZceZAjbTUBjWv8AqOrBnU0vEuB30uE62xP6p8bFtZ+kXsF7quVhDOZe9oarpMkYcdc+7uRhqam8TuS76x7Ui89udzWeH83KwH5A2zbe4lMjTxglaSQNDmch9J2jv1DRgAkQAHmM0ACwwQiDU0YUJLxSf7Yl/qNZZza2vpFgWbZnhQ4pSZBluEpf09HW/cp9LcSAX6fL/W/LRsz0vBLAOJVtKB6qierzN8DLZ9JSqAPeiN+ILS1uVqyur/4pC/BpSO+M1vFz7Wi7ol68x6BpHmjL/AliMOI2EiABHadAFfAu86QI+zhBCJtbQD0bAE27oWJFYeVHJYyJkYa/j6AVEgjX4LaKNPbGj4tO0n7mIxpXv/+Wk+Ay8sEzmh4QgWISyYK8E2vJFlHTyz7r6rnWil3tHWqQuP4ZoW+WJPGHPvA/djdUZWW9nD3c/oksNsIUIB3G3p+sU0EzInpCvZ+1pOV/zVqXpGGpthCclBLbvWk/oGyvkmxgmd6gikvVaCHjMq8FWloDnDF1YsEssiT+kxxzBm9fmkF1TjvtAIP1yRI8lQP9izkp57xR8Qnb9Qb998Pr5h94CSBhvx6TepxNq5i+2+dft3ELP6zWq2YNJqlpQ5t8iPnQgJ7EgEK8J7kLc51txLIV1MS4HxPgtvKJtTR5tsU8sVEVL/lSf2EOUT9+wD27/Xd55c8+aOhggZbdN3iWcw+lgjwppoEcYKMYvueXvsL+2CeuT8+jXwrtlWnZKpb1jfS0OzTxlm3FHNnsNqsa981i9njJiDrF0jw/G51Ar+cBBwiQAF2yJk05WdLINIwe12skFpN6tEIAV6tyV6sQG73pH5eWb9CrPDLHoL5ImaRO9ie1OaC7UnBhp3FM3e09ZhCF5sRZqFHLZJGLNzF1tbW1ZJVM5J/9KWeFGn42TLk6CRAAn0CFGA+DSTwKgn0XlNXzYnpOzxp3DXqtkhbtwD6QfO5AFd5EqRVkwZuaet1hwom0qLzT/sSHFY25iZdf/A87OgVvFd9zq80hkoWpvd1NPyCAqf1/i6vP2w+aWv/ZDWAv/AlSBNpvEoa7EYCJLCrBCjAu0qQ95NAgUCkrbsBjWN1K8CZCyW4pwxSpK1jAE33nEcm63hWb9z/h3jFvKo27SVfgqS+8PCoHW1l8bgKXVUrqR3cF+vW1V10RVH91KSsjves2UiABH5+BCjAPz/W/KYxIdCLh5WrFbizVlJcISeAJyn0q8nfX/clOKkMkerURAcHpGkld/gSzBuFMp8ApAt5/6TUzcExNhIgAQsJUIAtdAqnNB4EZnTtL1fQfbpnrU770oiLH5S1joaPKLBEu/pordqIC0bMIcImHnjxqDjg8aBLK0nAfgIUYPt9xBk6TKCj648Fti+Za0/ZmJ/s2S5VyF2jDn85jImmkYCTBCjATrqVRpEACZAACdhOgAJsu4c4PxIgARIgAScJUICddCuNIgESIAESsJ0ABdh2D3F+JEACJEACThKgADvpVhpFAiRAAiRgOwEKsO0e4vxIgARIgAScJEABdtKtNIoESIAESMB2AhRg2z3E+ZEACZAACThJgALspFtpFAmQAAmQgO0EKMC2e4jzIwESIAEScJIABdhJt9IoEiABEiAB2wlQgG33EOdHAiRAAiTgJAEKsJNupVEkQAIkQAK2E6AA2+4hzo8ESIAESMBJAhRgJ91Ko0iABEiABGwnQAG23UOcHwmQAAmQgJMEKMBOupVGkQAJkAAJ2E6AAmy7hzg/EiABEiABJwlQgJ10K40iARIgARKwnQAF2HYPcX4kQAIkQAJOEqAAO+lWGkUCJEACJGA7AQqw7R7i/EiABEiABJwkQAF20q00igRIgARIwHYCFGDbPcT5kQAJkAAJOEmAAuykW2kUCZAACZCA7QQowLZ7iPMjARIgARJwkgAF2Em30igSIAESIAHbCVCAbfcQ50cCJEACJOAkAQqwk26lUSRAAiRAArYToADb7iHOjwRIgARIwEkCFGAn3UqjSIAESIAEbCdAAbbdQ5wfCZAACZCAkwQowE66lUaRAAmQAAnYToACbLuHOD8SIAESIAEnCVCAnXQrjSIBEiABErCdAAXYdg9xfiRAAiRAAk4SoAA76VYaRQIkQAIkYDsBCrDtHuL8SIAESIAEnCRAAXbSrTSKBEiABEjAdgIUYNs9xPmRAAmQAAk4SYAC7KRbaRQJkAAJkIDtBCjAtnuI8yMBEiABEnCSAAXYSbfSKBIgARIgAdsJUIBt9xDnRwIkQAIk4CQBCrCTbqVRJEACJEACthOgANvuIc6PBEiABEjASQIUYCfdSqNIgARIgARsJ0ABtt1DnB8JkAAJkICTBCjATrqVRpEACZAACdhOgAJsu4c4PxIgARIgAScJUICddCuNIgESIAESsJ0ABdh2D3F+JEACJEACThKgADvpVhpFAiRAAiRgOwEKsO0e4vxIgARIgAScJEABdtKtNIoESIAESMB2AhRg2z3E+ZEACZAACThJgALspFtpFAmQAAmQgO0EKMC2e4jzIwESIAEScJIABdhJt9IoEiABEiAB2wlQgG33EOdHAiRAAiTgJAEKsJNupVEkQAIkQAK2E6AA2+4hzo8ESIAESMBJAhRgJ91Ko0iABEiABGwnQAG23UOcHwmQAAmQgJMEKMBOupVGkQAJkAAJ2E6AAmy7hzg/EiABEiABJwlQgJ10K40iARIgARKwnQAF2HYPcX4kQAIkQAJOEqAAO+lWGkUCJEACJGA7AQqw7R7i/EiABEiABJwkQAF20q00igRIgARIwHYC/w9u+5TO6p+APwAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="48"></list></costumes><sounds><list struct="atomic" id="49"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-7.871946760724313" y="-7.128053239279581" heading="70" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="224,255,142,1" pen="tip" id="54"><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666657" y="24"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block></script><script x="16.666666666666657" y="54.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="88.66666666666666"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="122.6666666666666"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="16.666666666666657" y="293.0000000000001"><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>.2</l></block><block s="setColor"><color>224,255,142,1</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="385" y="10"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></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="611" y="14"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></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="388" y="193"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="612" y="201"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="536" y="396"><block s="clear"><comment w="80" collapsed="false">Script A.</comment></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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>