<snapdata remixID="14149889"><project name="U1L3-AngleExperiments2" app="Snap! 10.3.6, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return SnapCloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return ScriptsMorph.prototype.enableKeyboard;&#xD;    case &apos;Table support&apos;:&#xD;        return List.prototype.enableTables;&#xD;    case &apos;Table lines&apos;:&#xD;        return TableMorph.prototype.highContrast;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    default: return which;&#xD;}</l></block><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;if (tf != !!tf) return;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        return;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        return;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        return;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        return;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        return;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        return;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        return;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        return;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) return;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        return;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;            if (ScriptsMorph.prototype.enableKeyboard) {&#xD;                ide.removeSetting(&apos;keyboard&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;keyboard&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;            if (List.prototype.enableTables) {&#xD;                ide.removeSetting(&apos;tables&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;tables&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;                if (TableMorph.prototype.highContrast) {&#xD;                    ide.saveSetting(&apos;tableLines&apos;, true);&#xD;                } else {&#xD;                    ide.removeSetting(&apos;tableLines&apos;);&#xD;                }&#xD;        return;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        return;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        return;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        return;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        return;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        return;&#xD;}</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        return;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        return;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        return;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        return;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        return;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        return;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition></blocks><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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5KkFbJHZYSP+VUSnbGs6LpK2g6p+aW8scf1B3mEjVk6PsbDm/5QZGpSf2Fcm0eimgF4VrwscYl97UX0zHHwtFLYto4RTGpWwLfZAA15Mvg3hZS3yjV5OFz02PpNd2AqMj4AI8OvbesxNYbwJTC3D1H4C2DB2w+CCSTX/ajtjO0GWMyplANgU4ORJCLmT6DqPyC7sHqo4tbLyGhc4t7qC3teS1iPJtbGgVWDK3o55cw6FumtQBRHk/V4DF55NMB4qvkjMhHN0adHoi47HM6MyLE5gjBFyA58hE+TCdQIdITnIGrOxc9I6sPu9jVMyMpBoCW08+ByKLekW+myxm57it61+aCE358ux6b5xm1SoHIGIjIEff7EiSHpi7HT0+tKP0PxiPndJvFpVWvw7okPzavSD2IktXD5px1SvvtcxNrQHrfYzLfX2P/a1xArOZgAvwbJ4dH5sTGEBgshWwlDwFwi9yAf0NWcq2ohsCmyZmufyk7Hq0L1m4tHlNegBU/TOAf8quFxeSXNV5f9v58KAUhqq+G9J/5/ddxai0e1/xVe0VUNoyAFN6HOOxLPRlnyIlb4FwavMScSZZOtZfFCcwFwm4AM/FWfMxz3sCkwvw+H5Q9K1MQPmDCaOn57cEds2DoXK+Ou5NbiBVXglxaV6/J6WglPwLhNbqtGt72+6TKk9SCnM72iy0k+qlLJSzpA9tRdK2UPXO5q+EzzEuvXoS8T1iIttSyxiM+CJZeuVUL4OkxyNNDmVc7ljpT3WfX3cCG5uAC/DGJuztO4GNQGBSAa4nrwfxiUyAsZQsNRMoqDa+H6JcnKHfMyrv1CGK9eQ8EIvD75S+mfHY6Z2imXzM4kZn1/FxxqXWOWxeUUo+BzW2uPFlsnRYPwRKk1sAPCK/dgNY+Tdyi5Ygd4h1bV8ovbj1K10Glg7oTjDRK/K1V0Fp5oIlfJpx6d83wnR4k05gvQi4AK8XNr/JCYyWwOQCXDkZ5EmZAPPDZPHtjdFK1XdBek8uzl8iS69oXVMRqFl86G2z6+lO5FgzX7C07uFQbNvXD8yuaxey/KtOgR5/MRQ18gDXQOxOdsaYDlpYT5aAzZSEthW+H1m4pK9Qq/oMCGZNnW2LAz8DiweSvH2yWZCS46E8GljoVF9iXG4+72hn0Ht3Avb92IsTcAJzjsAUZ8CfgPD68FBdq1il1QsAHZQL8PFk6bSWAHfEj756Ik1gR3hKqfpOSHlELV3EqNwbnCNNfgDgef3Ev+1LwLMg/bgJXTqZcfnd/cVXj4GSbwN8ZH79N6AOJMu/nlR8uw21gF+AWjzVfXPuRfABz2kCLsBzevp88POVwKQC3JlC8CVkOU8VGNx9Wtu+9fpzWFzQFELVk8+CeFUm3Px/jIv/0xJNlSEz3sp9i+v157O4wMS2paP15FgQH8t/8bs83nPHlrJk7VTHmzf1SRTR6nPNtkD5EghPz37Hu0AcSBYtqcPAonpyBohj2ip8D0wWk5u3zr7n64vjzz2rCLgAz6rp8ME4geEITC7AybXN0Izk7mTxqqCpGn8UFLXCOrK4Bcl7W4JXXQXpoZnW6fHtq0WpPTQlriFLuShmd0t6SO52tGN2P44mSx/vfhqlyRUAnpPftRpV7Mly5zZ23l4MJZavOPdBZg1p/SAWxtrOgTtbl1RCWrUvEa1tZuEriIqL+6VRHI6013ICG4+AC/DGY+stO4GNRmByAa6uAhpCWt+RXGBJFcw6+RUQM5cf4lqy9LSW+FYOhthYKa9kVHpK++CVJj8E8NxcnF9Blr/Ucb3elvwBuJxR6d96xFfJmyE0t7zNF5ksndsPkpR8AWoT0qkSOITkEclnAbaCigwwEttok+INO4FpEnABniYwr+4EZgOBQQIsaQFUXdscI4vlhqWwVP0fSFl4xy5xUj35FIjMQrgre5LUboGs1YzK23eIb+aaZNvCWSSrNN2PhbEOgypVKrugyFampMnCUtaTj4G5pXX2ZeHNZKnDGruzf+0MVc3S+V9bz833kUUPzjEbXlYfw0ACLsD+cjiBOUhgsAC3bzN3iqXS6vcAZStT4tVkqRk3WWlisZ8fll/bjSytaGBRvfJlkFnMZaVvZTz20Q4BTCtfBfjSXNj75gRWmthWd578wcS6+Nx+28JS9eSJ/ezMgjv7MnAyWexroBWGEyykZeLbCjZCnECWWsE6Jplfad0jgLF1JP18eA7+Hcz1IbsAz/UZnMvjL5WehCT5v7n8CKMa+2ABrj4Xkm0XW7mGUeusVmn1bkBb5yK7K1kylyI7G24F7gB+zaiUhY8M15KnQrimJYjFrUn+rXW9cijEr+T/vwbU7mRnTmC1+xYDCcg9yWLLCrrV15sg/G+zrz55ijuEvza+L+L4M7DQm43SJ3NTvzkKCSdQ/VDTWpzFXUh2uFSNam693/lDwAV4/sz17HpSE9+0bq4hx6CaZkEjvAxNYLAAt53zQhcyKofcu1KyGwQzzrKyhlEpS9SQ+eR+HMzz9UrvZ1xuxllWPTnNtoBDRfJUsnhCS3wVA9UrIfxLfr1ntSrVDoLSC5oPNmB1KtVeCaWNCFy2RX4e49IRg4CoVlmMiLbyLeR1/gFGi8nCQCOt1rirewIy8X1qs33PIzz0u+cVZ46AC/DMsfSWpkugWHwalFpWm1+hXreISuum28R8rT/JCvg/IGXuQ8JZjEvBHUdK3mDnvjmv7zMq7dkUpDSxYBsN6+VnNBIhSFoI1a4DlKUrpB5HlpspA1WvvhXUR/J2bsjdjta0CfQOUPXWlsjhi4x7Q0dKtRdBaTMeNaCLwQ8eQJ7cNxuS6slxINrPhG8BuXgq96Tsy0bl7SA/2PHekJeSxX3n67vkzz06Ai7Ao2PvPTcIFAq27fgCAMegVrNE8l6mIDBYgJMlUB5hSnon43JIcC8lbcE59EHG5Xdkv6++ANKyrDvdwqjcCHjRKVbCVxmXmrl3Je2otHoVie0yce48Uw6tpYlt6T4uv34TUHxed/SqPLa0iW+2NQ5cCRYtxGQzfWI7CtUr/20ZnNp+d20eYKOVS7gPO2l8Jyj+EKCXdIpvb7Ynf/mcwP1FwAX4/iLt/UxOII4PA3EmoI+ilgbR8DKYwEABbk9Sn+LVLGSGVlKyvBnQgtEhZCFsC6vd4pj6KFl+a1ZfMVS1M+JdMgHl88ii+fCG0hnsQpcwKu/XJZTvBxlEPrtfB5Plb3TU0fijocispR+d1cGvgPRAcqzlq9x2g+rJqSDe0mqT3wEK5uN712TvilQ7FEo/1FzlZ5X/hrXJ47i5B+fwv7PREXABHh1777mbwBgegVp8FoAaamFL2tLieelDYKAAp8mPADw7EzS+kCx+R1mKwb83z0uTdCeOZTGelSa/aQpgvb4HiwuCAZdqyasQIUtiAFzJqPSsxjCk6vMgtaJgkc8ni83/73P9/WSxlb83E/htoKqJb3Z+DN2OGg9kqfSz7seVxDzARpbDOFTHl/MAG/VBL4ikCGnyIZDhS0XrXn2OcXlg1iV/4ZzA/UXABfj+Iu39DE+gEP03wOMgHI16/WvD3zh/ak4iwLZ6fFQgUdWTWC5fr+q6PRDH+da+bmVU/uegYR1CylWMigvbRPZ7E/GaM5elVC9jofzV5rX2UJdt58xZm3dvCW3xjza1W8aovHen/ikCat+CtE/++wpICzF5WY/43nPPNth8wWcA7d8mvs2z7cHimzwdgq16m6kYQ11GB5KFC+fPm+JPOpsJuADP5tmZz2MrFPaacC85C+RFqNVOnM8o+j37JAJ8H4AsD2+eq1f1yttAmhiZRJ7PqBzOQTu2dBl9jCy8KRPR8b2h6Nt5v7cwKrXOhZUcCSH3H+YdSOrP5NjY79rE+bJW+EjcDep5U7glmSi+gix0RNbKx/EoIPoMlK/owzPxvWTxvyd7H3KDMzMO26Kt3o2MStl5tBcnMEsIuADPkonYVIcRkqGjahGKVrQHdxjyebdAMT5rwiVlJzA6GtXqyiHv2+Sr9RNghXCM1UaKvqarUWcgDb2NcTlYLncaSXHviexHwRhLSpZCyBLdE8eRpTOy39+5OfTAnwJ8YnaNbyOLDStou+/1UJ6HOLv3dWTpnPbJkKqnQcrcmrJBHMt47MzuCZPCCta2wLMz6FAXxzNuZW/queeeex6ELcY+COURvZr36cOMy82UjFO9HFJiYTifARS/Q/Lmqer7dSewvgRcgNeXnN83FAGlifKK45CWIKosIbfsa+E6sMFidDTEM0AdjWp69lAdb+KV+gtwh69vc8WntHITwMdkopm+gBz7rlTdHdKVGSbezaj4oKBxSnaF0IiCleAf923Hrbay82Pbsv5vSA0L5J/nbke1cC1JdkOh6WdsYvkJxqU3tE9DjwWz9C7G5Ty9YaumNP4CiJ8DmCWGsJLiSBb6x43Oxjb+QiiyVf6ubX0qz0d89TCvg3TPNkjLJ4A0X+exQCYq+WfkMPC8znoR8JdrvbD5TcMSkJIboLZVDHETgCVk6ZPDthHqFYu7QelZsPurwUDLtlrnbekvwLUXQ+lFOZTg6yvLbiRLzpAXFrcl+Rep+hFImXGS8CnGpZA/WKp+FFK25S99iHH5P8M/K5VdVOBPSWQBPKiXk+VGBCxbTZslchBxi8AFFp9FstLoVkqOgRBW0nmfSxiXeo4WpJCT+PMAylk//CvAI8hCR2zp9omXqu+A9P6Ol4G8gixmeYmHKGH1DpwAdYS0/CVZesIQt3sVJ7BeBFyA1wub3zQsgbAFnVbfAeZbmq0bvwvylMa257DtoVCwGL9mvHM0arXvD33fJlZxwAq4FWxDOJdx6UipcgDEb+aqdz2j8pPs30pDCNBsKznVgSyUL5TufQgUwlNmoR1ZfCxJs5K28+JPg3hN3s7XGZWz2M/ZtU/adnMTMbnHhPg1wmFaFqbDIH6xdR2fJUt5W62J6QoWYi3/DowOb6RT7J5CSY8Gah+CdHDHNeEExsPGgq6+MP/CsVdXG19AVPyAh6fcxP5wZtnjuADPsgnZVIcj1Q6EUlvxNN1Zsk9vnIOoeArJSQMpdHCJ45eBOAvQqailPVuYmyrD9ufqL8CV90LM3H2UBdtQvdLyxyXOIUuvk5KnQfh53t59ubHWuFRtRdEiziVLwe2nK1JVx7auVHsplDYtpEG+nSx+uCnOCgJngTayTEnkN8niQb1iWv1PSO3+3z9Hkh7OsTHbMekpqlUOQxR9BNAObRf/giT9l4aL1WTvgaSdkVZPbGaAalX+CRidQhbyLy3z4W3yZxwVARfgUZGfp/0q5IS1LU5mmXey8rfsfLhkQjxsOMqHoxBnxjuZz7Bl85k3pa8At69Sc+MppZVLmzlyiTeSpbOl6gcmlqVhaxntQpsmtvoNK2SQz2kkTFCafA9A5pIknMK4FFIaZtGlojYjJXWujJUsgngxoG3zifkRWHwxyXvaJ6pjOzzrZBlYsgAbf+meUEkFpNUPgejcvia+SrYidQ16EUK6xjQ5MT/n3apVT7dmOzKlVjKIefM2+YOOioAL8KjIz+N+pbU7AAU7bzu+C8NKMJwPnzc0nkL0XwDfkvsMt1ZiQzcwNyv2FeC08m2Amc8t9RKyfL7SymqAD8nF9l/J0s+UJr8AYJa+Vu9lZPmrUm0xlDa4N2NFd20L/yE3vFodZDJNLLnDbjnBW8Das8nNbsvF+VFQZIkRGmkCrwfr+5ML/tApvsmnOqyWpS8hCuLbEwc6D1tphladZ7vUK8lya4t7wJRKyeEQzMCq3VDLvoScCtSWkJt54Je5+ecwZ0ftAjxnp27uD1zVtc9EbNl1us7wSAuUsIQsWlSnqUuhYIkFbDV8KWq1blGf+v45WKO/ACfmpvXkTFi5O1D4K1TNtvbJcaDwQCDZGWJIQxgijmW+wv9QWlkG0OJxmyi/lCx/XVqzLVQyt6MssIfwJsalj2UCW30npNb2f6qXslD+enbNUh6GQBu7Z93wz6AOIEsm/FlT0pZQ8lmArfNb4gyydFy/6ZCSoyEsaRpnZa3cBJaeSnJSgzyp+pzMwEoHdLbNC1AgiXfRAAAgAElEQVSvLmFxs9wafA6+CD7kOU3ABXhOT9+mMXipdlh+PtxKD5d94H8sPx/+4xBP+oDcZ/gxuc9wM6H8EPfOuSoDBPjOiS8i2XYv6zsC8bMhnJs/3I8YlZ6reuXdILNAFtJXGZdfJlX3hPTdXBpvZFQOASuk6gcn9pkz/9k2q2Jl57qtqFXk/5DF/5cLK6HkIoB5bGjeB+IAstg0mJPWPRwofBbSHk3w1HvI8kndEyGteTDSsm05d4aOFM5g3F+s20T+4fk5b7eoX5uf8/YE/5hzL4IPeE4TcAGe09O36QxeUgmonaA0/Q+SWfq7TCVW2fkw47FThnraYvRGiGeCOhbV1OJKb5KlW4AR/e1/oK3vbUADi2NIq6eAODYX0I+SxbcqTZYDeHr4Xe5bq3ryeRBZ7l3hWMalM3NDrZ+aA1h2f3QAWbgoWxWXTegb5QeMSs1wj1LyOQitmM3UoWS5GU409zO2SFrZSj3r8y2Me89ec+MvS63YCsYBWNjKfdsFvd8Eqz6en/Ny+2Y30t2Moo8ChSUkk03yxfCHmlMEXIDn1HTN7sE2RYGwHLB2lnvadEcsy5CDyM6HO4I4ALgKqZY0tjknbbdY3DX3Gb459xluCNN0hzNr6/cKcOkLUDW4DNmWL6Piw5QmPwHwzExstRgxroX46+ZDMXkI8IBt86xHkSSLnrWDGUmpnnxxwuf6sEwgdR7jchBopZVvADww7+ceUM8hg+uSuSMtAdvO9YU3MC59oiWA1T0gmY9vwwAvBaMjycLSbtBS9b8gvbfr9z9lVMqeZ0BRrfISRCGQxjM6qhBnA+mSQZmWJm1TyfGQTgC4gwUiYVw+eda+GD6wOUXABXhOTdfsHqzSxDLitBvIpJl1sxm4PCAY7gxbVB3fE3Fs58Mv6vog/XIu7g03msFNFgpLIL0YpPkM51usw45gdtfrFeDoh20Zin7GqPSvSpO2uNDaBSkOApmf2/JCRsUDVa98GGTYPgb5HrJ4kmqVQxAxnOcCWJtHk7pO9eQYsCOYxhsZl0Jksp4zYfI/yWIefzq4Mh0MpbYd/oC83b/k4msuSs0iVXbOIlp1ndcOiJrVuDGErswCaby8c+b4bdTrS1gcM0vuoYukhUirJ+TpDzMXqqz8kFGptXU+dIte0Qn0EnAB9rdixgioOr4XYn66y8Uoa58wK1VbFZvl7NBFteS1iILl6uPbbqqZy0i+ldi+Hdrbbhy/NPcZPh21tHtFNfQ4ZlvFXgGOfwul+UqSF6CmD6OAPLUfb2dUfKjSxLaUs5Uh8XrcW/mmNitdR+YhH5P0MRwb+63SxIySMgMq6X2My+9Sde0zEBfs/sZ8foYsvTZUqSdHZ7mcG9f4EbL4tsb/Sslrg793q/wGNRzJUqkjRKRUeSUULQGUBQLJBroKLLyQ5A395kCyujUzsDK3pEJbnV8hxRIWSp+eztwFS+tUFo7y0N77dCvq6RGNlI3TadfrOoF+BFyA/b2YUQKStkJaORyMFjfPGjt7uAIMW4GNkIlT9i/pgW3nw1mmn6z8DoT5bn58ikYehkLIMxznPsMdrjBTDmAWVuizAl4LKQuAEUI+pjeBUbBYBnQRqOOhqJm1CCw+HKgeklsWN8NRKmy3BmtjK782t6OwClZyc9sXq/8D//IMcvu1UuXlEFvGTMI5jEvNqFgdwT2sRfJqoHAESUubmI0unP9XP9TjlkZeRBa7LJdbkyElb4SCP/BObW2tbTvnbUuLOPkkSpVDoLB1nVtud9T/efhyE5XPI/m3Wfg6+JDmKAEX4Dk6cXNh2KpVDkWExQBf3Dte3QzR4gFPJZ7NW6XKkwDaNmPLyCe7ejnSdAkLYwPjBYdahegdAP8j9xm2rew5W3oFmFuZm1B4IPIdSLVzy7BKJwHROlBZ5iLyMrL4Iim5Fsr9eMlnAdVbodjcjrK8wClex0LpnJ4MRvX6niwu+L5UfYHS9BKS+cqT5zMqhlSHQVjrlQ+AzAJ+ZL/5Nlg6nGQzGYeqa3dHofA/UJfwEa8nS5/qN0Gqje+LKDKx7Mr1i88DWkKWLczmUCUPDGPnuyFHcmfRt5BiaXsu5KEa9UpOYEgCLsBDgvJq609A1XXPQRQvBrkY0ILOlmhnjEuA8dPJLSyg/5RFGn8xFD6AOwMyWPq6KHwA992uDA0XCvahbavhy1CrvWXKzmZphR4BJp4A8JAw3BSvzrft87SB0f5QaokXnp3pYPomRPxLMz4zeQlZ3K9DaJsi3RGgw5arIYORkuTpKOBbALbLEV0OFvdrRDKTko93GNIJFlvZxLeRHcu2ro8DcXoX4uvByp7kFj1HC1LlCUhp57KdLknAD/NdFRvPlCUkqEgT22Y2C/GQ9ahVuA7SUqT1pSwuGM4PfcoevYIT6E/ABdjfjPuNgDT+GCA2EV4MYceejk1Aa1rC8iQC2naT6smxYDgfbm9rTdv58JoBD7cZ4vhMEI/PfYandS59vwGbpKNeAaYlE8i2TxkdBKXfaN5OLIJg7kdZYfpYID4VkiW1sPqHALoLUktwaEE50tsg/rJ1Hy8kiweGEJSILoKa5/Ir8hCTt2WhHqufA9E6QxU+xriUrc6zLeeHANUPQ7nrU/MCPsu4X5IGbdF2zrtFG5ZbbLuccZaveKoSDLWy890uQ61wJn7LRMCRpUB9KTmWW5NP1aJfdwIbRsAFeMP4+d3rQUC6e0tgCxPhwydWov/a0wRpieEtEtZ3pmo+fJi3Yvu2W6vekJ8Pm89p/1KMjoJ4Fqg3oZr2JIWfqu9RXu8jwLYt/4gwphSvR4RGuscbIZwNouES9kOzdoZ0eT7+lYxKT5Gq34CUuRcRnyBLb+hwYwJvAwtmwHUvVLXz+zyphv4I4sVk+XpJ20NVczOyyGRZ6XLbkWr7QvXTmtG1sg7tS9Ni8zPuZiolr8rPedvTAubW9SF2+O1TzYNUOSg/3+1MBJLdeDWI84A1S8ltOmJUT9WuX3cCG0rABXhDCfr9G0Qgc0+pH97yLe1o7obckvWzU3WSxQkOSR6aafJyBbgki3pUNBep3lIsPhlKbTX8h9xneE58CPcRYDtrLeWiZxmQ3pmL6blQ8LvNXGfItwJ6HJSnFiSORl1rELERB/puMN0diF8xsVRtRaZi9DKy8FWp+s22kI73oF7fn8UFV0iVXSCam1EjNrQJ+ZvILHRl0OJ65SSQ3T60fd16JPMZtuxZ3Ldz0vS1PGlCbuE9+M3It7ht5Z2F0uwo+iYYn0cWLpjq3fLrTmBjEXAB3lhk50m7qq57HgrRXWS5tVW5Hs8uVXdHqsNBM9rC5l1N/C3fVj673YCnXzdS5dDcUOtfOj9vcRaq6RKOjbUsgdsrFAqWiP7A3Gd4ypX3ejzijN7SKcCwiFd5diD+HYT5BOerWb6rI6AFdSBEi0xVTJX+JbKwk6ra8+bJGfgOoP5LKLJ43FkhTyOLx6uefKbj/JXRQZa2T6o+C5AJfeMooAbqVWT5C0F4VXk8EBnfTp9u6UOMy21GWoDGx3dCMbJzXstw1So0l6pwvj9pwg1J2+XnuxbIZcsu6PdCWGpfNshiy6VqPWYmfOGopdu6S9J6wPNbWn9azsIJrC8B1ZJXIUK+OrXA+DgfKJ1Pshl0f7ptS3ok0uTwzGCrz8pF+DginUGWfzWobUkx0toJgk4km0ZCpiR3ZAZfIRRhref+OD4ExMcn0uediVr67umO/f6s3ynA6afAqOH6Y1+E7AvMw8N4hFPbolNdBfIHkN6RXZM9Y7UVnAO/ANOXQpG10TBOupJR6VmqJx/tSAFIvJYsfUa18f0RxedO5GZ+YP78dyJNX8XC2LezLkIGIlsFN67br/8A4uWWmanBLKQZDP68dqavhmEXJNxB8BREYc7qg+c8eWp+vvuKPnVuDoZVUcnciH6/vvMUwnOmOhgMCSSyLE/U4sYXjfVt1++bvwR8BTx/536Dn7xDBDpb+wPI8ydyy16wvisNSZshrTZWxH3O7nQR6ulpLC7ov7WcGfvsmAfjP6brYX8O6hSy/JU+EBbmPsMlFOpHY9yMc2Zf6dqC/nLTsIj80cT5rmX/sWIp/a5o235+P5Qe0fTnZfoCpfwKySwvbghXyX0gNERs3KJghXzC0vubFJS+lfHYR1VLjkSE9jP2GyeMmY4kS8ulWxcA25mhVVciBJ3PqNx0VcpEuvIyiLaCz2JUN1UZZ+bJOAbOgVQ5AKJZs3daxGdt/CRb8RZNeNeuzyyquu7ZiOKDQcvY1cdVyUNTrg9Wvycn4ALsr8IGEciF4IV9jalCy1wN6QJEPH/gOewUI1CtcgAiC+yhjg/urHlck29NDsxsI1Wfl58n5hl6mp/wX8/PEzsiMoWrhejtAN8G4RjU61Pmmt0giOtxc+eXH14CKDsrJX4A5ee9gIXrbIma2raqzTDLApMQ+cqZ34DwE/ti0hwOYV9cUtiuQ6OQHyCL71Q9eUuWR7dZfgqmR5JjN4ctacmMvjqzWxHHt8cHl5J/zc/tu+ZVF+fn9j8chCYPi2nb1O0R0hofa19Hmpr/bmsbfRqMpepeWYpMHowQaatvuRrSMo8LPQ2wXrWHgAuwvxQzQiBsz4GWps4SwvezNrV+/ha2qevpBY0tyul0HgytgIb1dPuWpq2jTOiXICp/elC0Iik5Mv/Az/xjs6IQ+SkqmkVtZ7zqQsFWVWdB+h7q9aYbzXTGvLHqdu0+/Ljp42tWvU3Lcl4OKA9WoRVA2HbPBFk4vkNALYhHu0+urRylixGxFbBEOJtx6Y2qV94D8l1tonwxsPZI8oF/zQJbNC2uG1WuRaX+Ui5YEFaymR9u9cTchaztM0jX51+IzJK6p0jaNj/f/XcAD+qq8I/MmhlL27e2h+Uvje+PNDoYhJ2dd71bzVZ+bEFMAC2bbkjVYcfh9eYXARfg+TXf98vThpRzLTHutzVo47DQiRcgCufGF/c9kx0w2jyf7GIoNevp7CyuvZCnAuknyXKWjL6tSHduDmx1gtJwPtxupPOH3Ke0abWb3zaGOD4LFuiC0TGoVqdOAnE/UO4S4JUAds27NR/Wx+T/vh5A/mVDF4QVnRXSLH8fAMl2LmzVfNbE6tdchxr33Qimb4MiM3gq53W+QpZeLtU+BqVZisPs3nPJ0pHBBSm1bEh8WSdwfJJx6ajG73LLZPPdzlymgiDjHkYW2/tvS8gH92SukpKn5Oe7ZhfQPaMWcvM8oLaUXDBM3uisz2uuKWLXJ5rgHixyf/YE5Gh2c3kmuumy6UTYuh9eAe9iEyDgArwJTOJsfgRVKk9AKWqsjFv+oW2DlpDSzozDuXFsYmxZfKYskspAtbEifm7vZzO+iohnkUU7B+3UhUplFxRCVKXXdFwgrwC4pMcntRi/DoL5DJ+Aatot0lOOdaYrdAqwfg/wkXkfxq6RcciiTjX+xi3BQpbKj9FZUJpbGevPEH4A0nyys8L4GCB9J0xUs/Jd8I4DgO3OaTsftlX0/zIuvSUzxApxp9vDOf7VcjKT5XA0INX2B2RJEzrnSfhMHnylx4o+i3hm0aosKEhPuSJb8RaXkqwMw1eygB7VxtayHUe0+423mshXuUi0jOVyK33jMJ14HScwDQIuwNOA5VU3jIAqlZ1RamxT07aq+xfyItR1AeLxi8ktm3GDJ+s9BHhI62Y93bkCy266EqlO7xfTN0/6bgZA/9bRvnQeIlqih5DrNpRS6YlI67Ya/hOqdTsf/fuGEVn/u7tWwBbCc9vO1ngvoIY7lyWfaKw4r8mtpHcO9YWvgGgxI0+DZF+UGoEvrgF1JBSdAoTjhaxIJzEuv0f1yvuaPseti98BSweZ4ZOUPBmpTuwQ+Kze97Nz3kKwlm4vqidvRAT7wpO5RnVc1FcQBf/dyeN+N4e55sFA+WAItvq3aGEDCr9lZ7qIipeR7O+qtv7T5Xc6gb4EXID9xRgJgTyc4d7ZmXEQ4/ZUcm1j0neylXHRVsarphqsZO4oyN2YtE1X/VuCG9Lf71vKrbbqEE8peUN+PtwetMG2yZcgChGXWvULhY9AeknuM3zZVGPaGNe7BHgdgK4Y27BYyg0DIktO8KRsHPp2sGrOSvvWtf3/90AW21apv0OaHocosuAZi5rPYZbNkX4I8X97EyLkRlrSP7VFKGvLYKWb83PekEe4USRtk53vRkcCypJBNAvvztyIcN4wZ69at+7hKPFgRPFBkLL4172lCnSI7p82xjx5m05gMgIuwP5+jJyApIcB1X3axLgrQH5ziFdAqZ0bX0yOTerPmSVUb/oT79L1kEkurJ8l2Yz7K63ZFhhr5JYttt3z6zwiVyunbWyuKZbUgWejVuuO7rTRmfZ3AWMKqLGtaj6zsQ1EQkKiJKV3gNEDm+edxHUQnpwP9i6Y/3bjXBj8K1K9HZH+XyNspKSEEV6NOkuIQkKLlugTv5nws34jWbxcteTf82QQj2sDYf7GpwDjS9qTbmQr5GAAZlvg7czt1l+2+e/eNhlUadziW5vVshlRtb4sdN60FsK3EEWXAfGyHqO7jT5r3oET6Ppq6UCcwHQJBGvU2vguKIz9rJH9ZrptDKofIhmhuh9kq+Kw5dkdFSu71fLKprgAUXoxOficLgTlqFcPR8zFkDq3mUM7OBfgOWTRLIlDyQIuwM6HD+sYZzgbDDGqv5v//qG5z/BmiOtHo4L7betygA920gxH2Rq45a/N/Hw7BdcCmbS78JjLT8NgTiFkpPRmAFvnwFcjTY8G+SIQr+/gInyJcekVmfsO7AtM5/GC8CVExq1k298ZY0spGMdHQepNVUl+H3UtRRz8dycLvrFrHhjD2mgYoXW/WvdAuggRLgMqy8gt/zJT72r2rmgz1MYXoVC9Yabbnslxeluzk4CvgGfnvMzqUSlNminlAFyfZ9pZjgg/6zgz3cCnkLQVUN0fKfYGYR/q/zSgyZXZNrUuIUsrBov7+N5AZEZbr+xT5/ugzibLX2+JROUQRH2StBOfANIlzaw5hehtAN+R5xkO4Rc3dhkgwO1GV40hWGzrLSWJZPh7l1AjO7b8LXJZewznRirB7POBMAOp0yGY9XO7C5etat8O1C8GIoti1bR2zjv/KVItYaFsQVky4a0nR+XhLDtDhWb9fAFILRvRwG19Vdc+IwuMgX0Btq+w25HfDeJCcxcC7ltGbv2PmZqPzCI7rLAXwbJMtc7Kwajkn6czBXqetOMvzDyZ6Jl6zHB2q+jmSdozi9TlQZSj6GcTW8vLp+MeMlg89QAgORAp90YUDLm6jI6ad/46D/xxMVnqDbCRrXDNTcpWxLbt2RVoQTdCPCOPnhQSM0jJ8fn5cPvZ5N1taQ8rKBSeA6Qfh/gD1OstN52ZAt/VziRRyMKQ26yf8zvt/Lxp1TzeCjWpP0/sAOzQaj58kcnyCmflJ5CuBPm2jiEQV6GKY1EMc2FGbG3n7botP+cNgTrCF6nUAncES+vuNJR3gpYIQua/a2fSPSUkZrDAGIKdXe/UHylvB5WLbskMqexcfIOKNP5I1LkItP+C2JoPdZbwol9h+lhPZbhByOfdzS7A827KN/yBsw9/y+XK3py+/Zu/A9By0ATZ8tIWrhkULGOY0UkqAsnBbWL80P73yYyuzkctvaRf0Hzp3ocA5YYQ50ZKWUuS1jCKTkWlvpRjY7+V1v4zULTtVduWbS+/yFd5tvIt5T7Du+Z5hls5eId5sGnUmUKAGy3125I2P9vGtn63ULdvQ1sb3wXMxUedEcSEMya2ma/OdwdaK2e7g2aYVV1CbvYnqfJEOxfO8/42XKMaY/u/THgrS8nNe1IKSuP7AJbXGOarbNmcegtxK1JcCKXLEJdNdHvjew/JVLpnG6C0CGlDbGliO+hLXlersrzE53pUrCFhe7UmARdgfxnWm4BUMVcWcxV5CsTsZ8dKaJKmCQuSsRwplqOO5SheuYLcY70+QKWKibGdTQ7+sAZXtbapi5ZvuKNItcV5WsRen1PhU4j4ebJ4pVQ1q1oT4izbUOtP6RtmYU0Wf4Ji/NoQvpF6K6qpWQrPeBlSgBv9WhzkNkvkvmK2Emo/R+XlIB4Py7fcLLodjD4N2dmxDup8fH4zPx//sWrjL0IUv7ZrJZ1XN6v24Ea0tGcOahVLhnEASJvHASEgTez4TaTpMhbHeuZxGNB54odFSNXYSjax7ZOysG9rdoa8ArTIYvEKoL6yX8CXYcbhdZyAC7C/AzNGIPtgq9qKKBfl/GevdWu/Pi1xQLZ1LS1HrGvIsZumOzhpfD+k0b65GA9YoQe3lgsgXYK4ZNawtiUbilTdsy0tYmegBlrMZX7GcsiqVlmcrwA7fVVD4vvaEpb/acvcZ3hVnmfYjKFmrExTgHv6lVQnGaykAd3StZthxlJP67rp+xOpIm/uc867It8BWKpa8jpEwZq52/XH4kk30gB+r8VaC/KdjBfn8zXojP83kL5p1svrE088pA4EF4Wz2whPh8J59zCffVUA10JYgQgrUMVKFIsrNmSlPWMvgDe0SRAY5iXcJB7UH2I0BMLWXq20GwrxroAawpwFgZi6/LW1dc3ltuKYjuuIVH0BUjU+3B89oLv7sjSKugQIYhwMdiQ9wdyYBBxOsnuLeyWITwLFryFNjhJwYjOjUCZof87PQE9DofBhUIciDUkdLp36kYersYECbDsNud817wQ6Eg5YOMcslWGzmDETTMSaZ8WS/kbgFESlTwG1f8+zLHWEBZW0msB5eRrAG3KuW+fRqCzr0gsBDVqZmwtSQ3R/MhwVm7e1OwBxJrZ2dpt9GRwk7N3N/jITW65ArbYShTF732b0i9Owz+H15gcBF+D5Mc+z6imldTuiHu02Yan6lOy/aNe2sIdTjFW/n3CFyc6Sa/Vr8w/JnvjB3Y2EjEipDshXWoOsZ2vZypiXIE6WkZvfoTVrtsXmZYtBbNbTHeedIaE9eCYiXYk0emkrs1Cz9ytDtKdCWbnP8Dmo1f57JiZjAwU4HwLXABaesaW0nStD3QpyTbbl3FHrU4jSC4FoL6U4gszdnBpVCLOqXop7K0u5xRZ3ae3ahSgXLKWfBV2x7eV85d0zS9eB0QV5soNmruBBvLLQkrVsG1npIiAcg3R9eRh495/D6paRJalYMWHgt9LOrWdibrwNJzAsARfgYUl5vY1KIARkqKMlytnKpdtwp/8YiGvDWXJkBl5YMZUrlFTdfSIK1IG5v2q7W01X+7wQtJVx0VbGZlR0WObGpH16BpKl97sJES26V5bkoFGEL37laxd8/uWLX/mGYAAV149BBb/dEKCTCXAqIco8jiYr7QZazaAdbTdYoJNGfOns16SthK9Aqif2+Ehn1y/N3IjKX5K0E9LaQWBg0TcGeN7XNVlyiJBhyIR7YMkybiFf3Yb3o8NwbvCd4YvGzyfOl1cAJrjh3LYn9vRUwPy6E5hpAlP+lc50h96eExiGgHTLGLDD0wHtNmHpmq2Uh/7AxZrsPFnLEcXXoFJbybH+kbPyNIoWQcn8jHtjDzcGa0E40vqliLAMiBcCaiSB6IzeFMSEt0OppQFsbrWHaFSRTtlu4cOTO++868TcZ9jS561X2cAVsJ23N86327ajw1Ds3NM+F9pDg944sXNwFRSSLXQHM6lmSRG4FEjvAqL9AZhr0nMmebCrgugmqSU7sIxNPUUaf3R2bstFiHIDPzVjW0/FzM5tr+06tx0qYcNUDft1JzCTBFyAZ5Kmt7VRCUhrHox6cRHi+ClZoP5wptxMazd557q15Z9sFqxlO9/riIokVZ6EFIeEaE/tiex7G/4hgkFW+lsgsu1PS4vY7SpzDaC7BO7RmepOvz3tY2ddePyJJ+4N8Ueoh6QO0y6DBFiyIFbr/WfdEVNa0jjJK0E8BLIz4PZi29OWBjBdidRSNYat5d7gGq0vMD9CauknQ7KDDuM6haT39UWAjGVuxMdGJqYp2Oh3EJdn57b1lSgkKzwi1bRfJ79hRATW+y91ROP1bkdIIHzoR9HrIFkwgtsA3Qax9TNObwPs/0u3kRwqi9GGPo40/qiwUkKUi3IQ5jx84lSthwTwdtZ4bXAtQbBwta1ZBBerTIz3BfCMSVqy1dzlSDUGwlZ9WcL7vFj8ZUbR7W0xl8OVapJ8/4lPXVS96aYbtwPjo1Gt9g0aMqjfDVwBTwXGCPwqFR4Skd0sfw6lVwFRCsJSCw7eNQAuh3B+LrohdneWQjI/t02VHTkAg87ku8YZvjAthx05hHPb6kpywS1DPMwGV5H0IKC6EEgXoh4tBLUQEbeHaLshFqDF/rsX0ufdH3iDcc+bBlyA581Ub/iDdoWgnKpBc+2xAPq3QbgNkXJxtp/RbUBtFTC2qiF4UzU2netSYquohgVsQ5gHZFtqa9nckWzbmlyOeroSsZ0nl38VIiKl8SFgiFs8KLuOyYuFwTSXnu2auXebQmyhIKPVbdGowpWT3vPeH7/3/R/8FyF9G6rpacM+58YTYN4hpQ9uhK1sG8/VgCz61yN6V8MdXzmWIeX5iGuXkZvdGnYVwhck7JanFzTBLQ/xnLY1nkdUwwokWsly2bI6zWgJXwgqlYUox9sDuZimJqhaCHLhhLW7iez2gAYlCOkZj4eknNEp2qQbcwHepKd3Zh/OPvRT6KiIUVtwhg3tgxYly0IXZivpsILOfybpapRKJtIbtJqW9IAQMD+KMlEOqy4+ZriR83YgNSG4FpEFXkhvR4rdQ8AIYI9J2rAcvPdI2NkyEXXV6wiMccMvf7XmwJccevetf/rjtcm6isVTnvJ5N4IA90tpmEycdVvY0Qdm4jSgkBcDsnjPNwDRjuHcvukL3uHiNBhXFm/ajOiuzVyAFthuhHFa79Kzao2DkC5srVrNvWzI8Q03Ckv8cKqvgIeD5bWGc0Z3Tk6gSUBh+3l8e6BgK4aHAun2SEOM4e3ByD7Qsn83MvDMCDveB3aJc1pfhcjEOloF1FZPd+x18tAAACAASURBVDUt6aFA0m5Ra6I87BcLM0paDvC3SLU1GCJITSbG5ktqrjdbTobj2Dcff+fnz1sa37vm3iNRr0+acH4jCHD70NYAIbXhAwePV5eAuAEpzAjL/H+N35DRpGzewlZysFoHKivN5WvYV2WKVau9e+a3bT8nj/41bIdZvb8CsGhqq5BqNaLGT61Crb4aBYu1vXF2dKY3TK89lwj4CnguzdYcGmuWW7eci7Rykeb2iPjQzOfX/gsBLgb4hK7Pw2p1cwXdOptehZirMMRqWtJjgWqXKA/1IW5WxXYuae4uFj/4CZNEWuoXn7n5sBd962K85vVvGN/hYTt87bprfnHEIAqTCfAwhlgD6pgFdHdO3sYQ7BktWcLfszN2mgtQZ6Sw/oO9LxNbO2vntUBtJTk2MJlH31WrbQmz8b6En8N+URrmJTIXLPtCsAoWrlS5uNq/Ye9TugqorHbDrmFQep3pEnABni4xrz9jBCQ7V6ssBOz8zVbSYYswF2lbwdiHbVhVT7pynOaAzEWpdTZt2922mgkftr2raSXJIsQW5CF6em4wNInfcPtIeC8g20K1LEHT+pJx55134ejj3oSbbvrNn5/zvD2OOOv003/Q/YzruwIeRpzb+jJxMsMnS94wnE828It8ZbvcQjeylKWHHLBqzeY4izSW/QzBNWas3APizxBWhf+aq9ZoFWpajUJhFfCH1eSOzVCkM9azN+QEhiDgAjwEJK8yWgKZm0pugZpGbSIdVkONVfaAjEjrNXZ1nEVL2Yd3XasRR39HPd0W1MMRRbtAwRVqyOhL/dIEAoMCZ3z01NNw0rvfq9e95jVfPe3U0w4j2czD3C7A0xTVqYD0yyk86J7fZ7mg9cv8OOAeIN2q84tULrBh12Oo+MtTjS+/LluxNizw2+aHq1DVahSLZjtw15CNeTUnMBICLsAjwe6dzjQByQL7h9V05iqCXKhTW1mF88CNcC5I2441A7K7LdU8hAUTievNbccMloZdMTZR9BPSK396VVgNP2GXXe4893PnHFcobPbVsKKsr/sgGL99pjlO0t69sPR/gp1nW1CLEoitocB2krPi6Y6Q93UY5aUdX35WAbZqxeqZyPc73ZF5fScw0wRcgGeaqLc3qwlI2i5bTUe5UGthWLE1zxiDoAyZB3aYRw3GTOZSY2er6/X3Vq/XcfRxb8byn/8c73/PyVfus8+LTkCKI0D0DeIxAytiWwU3zoPXa8wDyNzZ4z8etv9t6z9dDYRVq9Xx4gTmBYGZ/OOaF8D8ITd9AtLtDwC22x6oLWz6hgb3FfMPzc8rMyvbbveijQrnc+eehzce+yZ84L3v1vFvPs62YAe7Bm3UkfQ0biviNp/v/N91rUIcrUKlvhrlsonrBrkV3b+P5L05gY1PwAV44zPeZHpQPTkmt/LdZJ5pwx6EmwPplgC3mMh6tEVuLJb/pBkTmfGSbUtvcLFVrZWbfvPbsCX9oG22wZkf+19s+6AHbXDbUzSwDkrXgLwHwhpE0T/C/9u/M6tvM2ozS2cvgQDvYlw602E4gWEIuAAPQ8nrIIgvcYajmB0E3vmuk3DeF74YRPjF+/YmZ5odo5ynoxCOdRGep3M/zcd2AZ4msPla3QV49s38ty651MV39k0L4AI8G2dlVo7JBXhWTsvsHJRvQXfPi21BYwtE2AIyX2Wav7JtPW8BYUsw/HvoGMIzNeszYITVPpR1AM29yLac7wFs61lroMa/03sB83n2khHwLWh/E4Yn4AI8PCuvOU8IzFYjLMM/w+I6UzPqRlgzRdLbmVcEXIDn1XT7w97/bkgh+EYVYBHQev+93c/C625I/qfiBO4HAuv9gXA/jM27cAJDExhpII6QvYh1MKSs2wZav0AcQz/sBlTcACFvBeIgKpAH4tiAafBbnUB2YOEcnMBsJzDrQlEi3RbpzIWiXB/+/YS0+3eTie2g8Je2yz2Nz4U8FCV/meV71j0APRTl+kyo3zMvCbgAz8tpnx0PvWknY4AZJlngCXPUHSZrENJUiKJZ9SfZSMZgYTXN4GyY4skYhqHkdZzANL7pOiwnMC0Cno5w4O5STzrCNE0RRZNr9AZsHU9n3iZLR2grY8ts9Pc83vX9k46QIfpYW6hQT0c4nQn1urObwKz6uj27UfnojICkEjC+PVDIsxBZGsGQ6WZ7MKQOzP4NbDVzxHgfaFucefYb+5nWLQPObf1SCA7Tr6SHAklX7t+h88zeGFLupboZiLYCtSuAPSbp1xIYWErCmUyrOMxjrm8dczmyGNaTJFnQJWB0A9K0CuKxAJ4C8FHDdWjzZjmCLZOSiXplJbn5HcPdOzC14UJYuFBadqyNkXgDfw05g8lVSPOcweGnVqFWX42CxbQes3Cb9gXLixMYioAL8FCYvFIQ33rl5BQ6KmI0gwnReUdH9pt2kU3S1SiV7EPt7g2ZAUkPQG18EaJoURAKBrF4zHBt8nYgXQ7hWkTxCiC9HSl2B3HAFKL7BwD3SNiZ7IkZbVvTmw3X//1Wa1132ExJVRK/zbIdTRJ3mrwY0PlA8QagviOg3TJBxlMQUkkOUYhfBlEGrkWtthKFBSs2NHa0pAc101jWo4Ww1XTE7SF7lkZc7yHHN8Qj2HxDOpVx+eThqnut+U7ABXi+vwHTeH6lSTMf7RC3WZLztgD97SvY6DagttFWDFJiApCJbRCB8LMw5ZjJcUjLQS5HPV2JGCvI8q+k8UcijQ8B9WIAzx7cjmyL9haA2wF4Zlc9W1HekSdzmHIoI6xgK1ETze7PhqtB/gXQjhB2mYTBMqQ8H3HtMnKzW6XKkwDaXOyWz4PNRXmI57MMUvbFZzkirECilSyX/2+I+6ZVRVIZlcpClGPb0cmEOTVxDqvphSGVpWxVHSzchyqMSv65OhQpr+Qvir8DQxMISeCj6HUI29AmrroNaiZFvw1xmm8Tl27b0FXrsIOSxh+VfcBHDaF9CiDLyTtE0fUgfxZWXWErtGirrrCFKFV2RopDQO4L4BmTNHYVyMuRagzEcwA8vb1umtbvjKJ4NYAnDzGgWVRFv8q/SGzTNaifg/wpzIyaeG7+JWfQuC+HcD6i4mUkf59xVRmomSAvQqrdst0IPG64B7cvAGHr+lqAK4DqSnLBLcPdu2G1pl5NB9ezeyF93lfAG8Z6Pt3tAjyfZnuOP6u05sGoFxchjnOxlX14P2K4x9KtrRWVrVTLJrb2gd4sYbWWie6LuoW0q48fgrwESH8LRIug9HCAD+uqcw2guyTsQbJ99WTW0cNaFHc0OR1DrOnUbeukexvadjGuBPGQ3lWvbgWj81BPrwOxC8gXAviXgXNB/gipLsjF+KZO7rYNXF8EyFjm29fhLHeIot9BXI6IK1Crr0QhWUFu2TGvQzTiVZzASAi4AI8Eu3c6FQHpljFgh6eH88S0cW4Ls7wdpliKvOVhOzmKr0GltpJjY2EF1l2k5GkAD4a096SrOfIypPVLEWEZENsW5WIIhwModrRJXoBUd4DBKGvnxjUBNQK2rdouxvb/ja3xdFh3pWEATFGnva/2MdhtVQkRGYzGGuVGCFeB+GcA/9bVthlhnTdhgLUUSO8Cov0BvBCS7QYMKrZrcAGSdBnL5ev7z8v4o8PORspFiNg4Tx72i8u12Zk9VqCKlSiGnQ0Ll+nFCcwqAi7As2o65u9gpOTJqCPbksy2Je0/8z+dutiWZBrOCoNVLVm6brKbpOruAA7MRfeJg+vyQlCXAMVlJP8kVQ4DosUTwt6b/084GxFuArg3JFsNtpdfAXh81+/Mx7Yhcj2uSd1jmiRwxsDhT7EKbvYpqU6yXXBts9jOsnfsaJxchjT9EcAngDisp2PyUiBdSpa/JGknpLWDwMBiz0nm45ogxtAysvSLyefNvizZ1jUW5e/IkF/IQt7in08Yzq0AohVAfSVZNqMvL05gpARcgEeKf352Lq3bEfWoJbaMdoWC+9IQRb/Pz22Xo1a/FoUxW91MmY1Hqj4PqQ4AYYIw6MyxBukCiJcgTpaZa4zWrNkWm5cXA7AVr22PNkuq9C8ReCZSXYkoeimI13U9wEpAEcB2oeiKNBXEwbImjaLYTkF7351jI/4E6T6AnbyET01sFV+EONpTKY4gu1zOCBPSpbi3spRbbHGX1q5diHLhYNB2GcJWdZfYNx5d14FRQ4ztbH7SIhm3/DxZ6SIgrJQfPtV92XX9OZz90wTZzpOTleRmfxruXq/lBGaGgAvwzHD0VgYQkO7ZBrXSbijEuwLhzNbOb5tbs1OA+ytgVsnRzwAuB2ITWzNoGqpI1Rcg1Ytz0X30gJvuA3E+YCvdkq10/xE+nqUnIE0OF3A4yYf2CCvxSWD8a0jLRwk4kWSb37P+DNnZKV/WeZ996HOH1u94J9B0g+neCh7qGdezUqsv8g5IZrWdFeKPULeIaRlgls+tsUv6G4FTEJXOAWqvhdIjAJo/cLNIWk3gPESl80jekHPdGqgePDGf+0xsa78Q0CB3rF9C+iai6DKy+JNhn1NauwMQ56vkYH1t79w/DXn/LyGsyM6TzRUqfLkzH24vTmCjEHAB3ihY52ejkgpAtc0HtLmV3HlO2h+PnUtmbid2dhvrGnKsw1hnGKrS+H5Io31z0e3cQm2pzN3ZSleXIA6ia8ZGoUjVPZHqcBC26u0MTxUMr/gZsnCBapXFiHhCz7mxcFZYVTKcD7cXWxW2raBbW7z9t4CHedoNqtO2Ba7fA3xkW2vXALDt3vby/QkmN0M4quv3K5BqCQvlpaolr0MUnrvbVSuFsBQRzyOL32ux1gIgORgpG1+SBgnlb9rE+AfTfWqpYl8eMlGO8PR8J2OYzz6LDGbnySu6zpPtC4wXJ7DBBIZ5CTe4E29g0yQQXHWavra5oYxlAxqmEDcGwbWz2zqWo3jlCnKP9fpgkyr2If6iXHS7rZHz0dCiGIWVLlm0FV1HkWqLobpZM7+gZ/i25Rrx82TxSqlq4nICpAM76/EboMzt5jgA7UE+7gJCkInnterrOoBTuSX1BMYYBuuAOkO0pZUALaJXg9flIB4PqS3oim6H8Bkwehyggzr6Ir85EelrCVn8sWrjL0IUvxbQIb3j0XfA+DyysLRnDmqVQ0KAk8yiekAAD90C8ZtI02UsjvXM4zCMsi+KNXODytyhGFzHhoziBbOwXgGaJb0FZgnnyfYue3EC0ybgAjxtZH5D8AcmbMtxwAqzh5FFu8q3ks1QqnDNhmztSSrmK6e9EdEsbru3iPMB6JawvVxLL2FxwQ97RffehwBlM6qyVVuHQY+kNYyiU1GpL+XY2G+ltf8MFE1439zVzi9sBQhG24E6peva90KaQnQYZdk42sS4I/tQP6GcLD7zVC9jv3vb++jOfGSry/aQmt8FzHpY+3V+W8EZEwZsV+c7AB3n4iD/F6gusfNUqfJEgG+E7F3pMaj7P5DnAZWl5Oa3987N+D5AdFC2TY3+X6qIWycs5C+E0mWIy+ZrvF5f4KzvcFSCUmZ1TQviQhPlbacCnF23LwU41/1/h6Pltdq+5joMJzAdAtL4TlB08yT3mLtHHsHIzm6ry8kFf5xOH/3qhnCSSA5EyoboDvpw/HXYXo54MVm6un9bya4AG8LbtdLSjRDPQFS0c8t7sg/n5HhIJ3aFY7wb5ClA/StA9F4Ir+joizgtGAVJFqwiL2EF3loVdp63toulRaNqncvmn/LTSJ7SJ6VgCPnZaLO9L5ubluES+TVIL217lp9AsvPst3U931VA8RigZlbfJ4Y8yM2i24wNWTo146etkCZvAWlfdLq/tN2ZCbGWkqWV/eerugeggyGYf/ZO/d8l3g7qQrOmBkomxvZFY4NKiIBWN0FuiHJYKVsQmgFDSB9Ljv1mgzr1m+cVAV8Bz6vpnpmH7QpJeX04tzXRjfCzqVyApjOC8MGN6v5IsTcI89MddEa4srW9XLJwkH2LNL535kaEV/ap8H1QZ5PlrzeuybZEs3Nec1tqFeITQLok+Pkq+kqXb68lavgYhDcCeEJ+k8DobCi13zVKxzmrhHqb721DQLutlIOeTSLE/a6FNiSJZOPvvdvgq/PMl9GZUHp0s58sTvPpEI4F0O62VQX5dqB+MRCd0Od82CJm2fnw+U2m9eSoCUOvV/cN2kF8IXNjGrts4BxW1z4DUXwwiH17rLNbN9094aaUi/F9y8itg2HdTBQpeUo4S862ru1nY47hIShngvD8asMFeH7N94w8raRtURvfBYWxn83ESqN9UAoWudX9IO4NhOAY/YMvkFcjxQWI0ovJ8q8Hi65i1KuHIw4r3u4gEmb1e+6Ede85dnbZFAkLzpHihB5fVwvGkZ1zfleqnjyxtDupo99gaBR9bWKl+fGWWxX/CqWng7S6+d8bLwf0/Na97T63IQRk7jNsFtk9GYkm8xnuc629jfa2YYFJ2gyvOsYkUCdBfEueetCGvhrkG5Gm+4B4fddzf4lx6RVSda/8fNzmre3x8CVExq1kQh+KauP7Io6Pwv9v7zsDLSmqrffqPt3nzoj4+RTR9zBiTvjMguEZMIBEFVHQARUTBoKiGBEUQWHMiqhgGBRQURHBiGL2CRhR8aGomMCAAs7c032613d3VXU64d47MMwZZNevued0V1Wv7jmra9fea9Hpa3cb8BUpuEZiF4XQZLGJjczuJSV3F0D7aO1fdw5Xg4TTJZLPiwy+sKFVskiudEYfvfynG7rvDfKf1TrZpBEwAt6kb8/1Y3Ikb7kQqt7BC2Mo8XbUotognCMsT5NIzgAmK1s1JKqi+tnTBNBs5lHzgEzI1RKlJwKoQ4bew3hO93k1pNrO3P65lLIavfT95OCuC+L8x4+YLcwL5GAp+DdN1mqZDfxKSjlaIjmqITL50sJq/R51cpOrtXUKU9o0G/tfGs71TkSo5tAW7VjuCnhM6KMk/w6RlY00pspzBglN4M9CqiqVkqi2v0sZHSJR8fLKZpBkhkj2lQKpRC7be0V9cyC/1P1eIDmbw+xZEolGDtr1w7paPlZkfjVwQ01M80SsAiylvChkjY9my2sp0ppQxqTGHlMbOX8nkVgVzTQ5Tlemk9paoXxWS5tEYs1+X3ZJ2/Xjf6Jd5cZGwAh4YyNu44Uf3vmtRSLdP6xId4pbkWbN6t5pcgbUi3WJRmb3kVIC8XI0I1uTslbLP/61Bje+sRrL143Mnhv2edvZsGsDUR8L4B8+U7r8yMgUVCtZM58fIJT3tL47V8ryNRLh7S2f3G+K4B/dpCb+vBVK/Uoj9dhZrU7aE24nU01K3mqd0+mrGQPyM2FbocvZCmqY/8GBHi9aeKl4ocTR6zqkppneEb8m1IQraa3kdaGMI4HklST/n5TZwQIXwm/V+vKisD98XBd/3kTK7CBBtMpbBbYbtGxsjUTyESBV44xFG9etu7Wk2F2ieDchp7lX5SL4rJBfCPrUJsKxFLD2/QZHwAh4g0NqHU5DgIPBnSV1WcsV6U4+FDhdCp4m8fwZwObL8gImhztKWSjxjohfuCG+JSXfjl7/1NEByeHjhKWueLvhafIjErlEoh/RuT8N3zSWAQ28FUgOJPNXCPmGVt9fkpwHSIITa+LSfdSSZ3STmTRhyJXcaNO946IxPXD2jRURTTBwaCVVsbxMEI2W7ehKOkh5tvrSedApUQUxlM4cdEl6tER4fMt84X8lH+wrydyxYUsgcDNfi7h/OIvB6wV4ZRdXfWlKd1M/X7/CpRLxaF30VwTRsUDvrLF7UmTPk0j2C/aFI13zFIlcGdPnlvM/zRl4SF8TuHZvre4nnNoh418tp287xhC4pggYAV9TBO38xVcjg8HdJY0C6U7WBCalhK5y3Uo31pWukseSzVvb5ZUpQivbOJxKOVUivBtIzhn7kR8M7iY96D7vMzrfAeeIYDXQO10/pyb9xPEpXbcjaJbvQUDvVBbZMS78XDXIKfL7S/eV/7q5SiqGvVDdP+VhQk3eqttXRHinWl2KcmJITtIDNHv7gfVVNN68LSLmRc3Kuv1vaZN123Sh6RNyotAlQgVJRqjgSfMCAnmOEIeJVOVd+Lygt5tI/oFOtjflbYjTAzic31mi6B0idShdO/67gC9QXWg3Coc7i1DD+937pHXFQ65Gf1ybmZzfSYgXTKzNFjnHm0Aka5ZrtOClK50Kl4aqtbSqK7RS30Pd6+cXJKOaRUzNL1jyAbUDDIElEDACtkdkgyPgkmN0Zecdhto1r+2xNLyr+7mfFEmVdJddw0muu7VIT8PBKpzRkT90AwBvESmPnySQQF62mciND2LJgwHZvDWh3whlNeJUicRTU5HtL5B3jhD0Z0R6LwRwCYvshBZpan7ycYjT55HZSRVR+X3TeA9heUSTQcw/C/CZOmtYTQ6cOEQgQeCMQBA6dKOgBfm5sN5XbT4nf7DQn0ouKlVPPsZJbTpvY21fEcW7Mo3QrG5yFxFUohs/kZKvIeQUAL7sBvJRIN2LHL5DWGo2tG+QDwPpKqqWd5mtHotAUI5HnNbqWSyyFwrc/nBtI0nKFYh0f/jy1cDNxnS9feYxDwr7+SPPKy90togyXLM+5W4899xE7nUPzabencDOmJ53cLa45LvyC0D/xxv8P4t1eL1GwAj4en37N9zFB1u/inTDHuJY/5c7YYyiPA29ubHQ41KzITP1m61WvDfqHs8/+f3a/gemiXyQ2aqwz9supaESr0SJ7vO6pByXjMX0eBF01a7IVyPuv96XRw1P9KRVEVG19zlKUNxLSjyskzlMHinAK+pzyVcKUIWw1bVnZSsEfHZrn/XbrZIoXdX71STwNSGrF532Mc25PvS8tvY51vF1Hs3837Cgw9mEkinHS8RzhDipOSZ6J9B7IYvB4QK8unXuGSJrVwE3+juZvVioNdCddp4MiidhxYqLPb68hZT5wYGIW79B/EnYH9ZEtrHmsu/dPjGeJSI3HTngn35FLFpPvKSRw2jn5PzOUkZKyHrPR56t+uhveDJ2zk1L7kUv9Tzb94aAEbA9A9cIAa+K5fYxq5DpSH9QYlRhjE8CyXrr+Lof7OFgF4mivUX4xLHJQtT4fnUV6pz8w53/j9/nRVfRSfiJ8INfC3aQub5EjNah/liK4iAkK74ShEg+2CQq6QTLlyKeO2aMmDRZiXKVRKJ7wb5R3inQvd0g5agyl1pqVdn7qZJUV21LxSl8iQ3kq8JKqYpnNNfDz4q4UhxtLTWrEXlJVw4VvSjMQ0PDVzUOTviUUAU0XK2vb6XsK3Bzq6MCQh6BuP8aFiqsIU5oI7RvC8pVwNxFZP5gIZWE79O5H5ADgbQmZzJ7YHghGrmvuleu+8PJmHpZDaOPTmit8qjNowL1CSnLNej1P3N1Hm5fTsUqVD1FElO+qwlcpn51dRC2cyoEjIDtWbjaCATy7dbC+t5+4/dz5TQg0RXZejdXX1nmlSnChBU1T5eifCuSFVNJneRtw0pr/5EJfF9lI4G+imjUjcxfuRAKfv0IaZwg8tcXAv+5lll2P0nkg53MYcgzgfSEMULSGuFI1NpQRUp8uQ7kO1LwXRKpeb1bCV4O8ukSRZ/1Y/ISoe6Fi9bf6t8aNlb1p2qv8lt1+RPlo4KgvkV+VIBKias5RilUeFYdetaVKVSJqyo9Kh/PUg0SgpNTyb0lxv5CeVDAYJ2AamKgtbaaCR2mJQciTt/KYbZKItGXkappItkqIP1f8pIVIlseHbSx2yh/ElG/Q7jk4MlC6D66Kk21boi8K0Qm3Mp5UiMHu4R65UlbHd/0JhCunlhX/+vdmK97iBf+cIRclYu15sjXGQmvN6x2QkDACNgehauNAIfZPs3qTvfi3H7uJwEsaqy+2IAkb9eq3x0XyNdSn4jvBPpqcj/lR5mxlMODKG6ftyXpiEtdGZL0Vrf3nMOqVjOkW7rGUAGHlyFOXbmMszYkP9ySiLxCS2aA3qfHiKhKTiozLfmpynRyQfIAYf7+ehzyVRJhC6F4fWngSCGVcMN+Lo7WOYSL/LVABvUesCZ0abKUm1zr334PuF+LbIBHC2sZSd0rPmuh+NaHvyFvk5J/EaB66ThfhrKf9FwSWFWTezai9JEssrcKwjz13FL2QS/9kE/Aij/cEgy5TMpyn2qLgcyeJnQr6HZY9zcC2bMdKg4GCaqmdVBLMlNIuRSCYyVy92wxUY77hH3iriSoB++iVj2xCpBcrea2Wbzwh2ZU+9wDcG+g34Tpr1bPdtL1FQEj4Ovrnd9A18183f9IL/oLMJ7Fuj5DkPm2LRvAUfWry72IQ+84AIuWJZGDPUSgP+S6X9w0tQnMy9WYm+uUmJDDJwnL0fKkr4oPl/7Ik+9gT5Zag4pQq8zfSlGuQrLinJAB3IQ6q6Sk0fIcuBVev7Xv+gNB8jiW+c+DoX0uugKN0KzKdTUOvCqQ7MkCp4XsiYzlsYLIZ1+TxwjwknCx/1y49rOU4MJ3TR+eMPYI+7oJKZcjSu4szDXkXpG+kvNA2DKWIN+AuP8qMvtQMFbwQ5XlLujNne5CzsIPC2ud56GA+1TE5MRLJDomvFy07gmPQtw/tHOb5ue3liTS7HQNLzcN8r2w1TBWStY5X5XU/D7xcxdUy9pJdnrYVS1bxKsVmanGchaHw3KLSSYf6/Pc27HXbwSMgK/f93/mV08Odw82gCP2fm5qPw0KVM0e6pQZuwQtb5jQNhLwYVy/nzgWqmaRHd/sgYaOgTcDySH1D22RPV8g72oNq1Z0q4D+T/xep6h4hSdFqAFEstMYKVOlGMvDhJH+6HtxEPUcjqNb1fXDkBOk5O8FeE3Vl7BcV18P8WoBNZNamxLkUUHeUgn4dV6T2a189e9XCxCO5ccF0Yo6q5o8XCJsJQzlV1rDW5S/U6/e0PffBOW2UkbqePWU+robslXxirCXDk18ejyQfNMREqERgiaKAHkR0M4qH7xWoOVNnfY1RGnbgSlcQv7wsG9fZW6Hk/R6Y6KDEAAAIABJREFUXH32kolWIeNa97wnWA3y08EW8bSZ/yewCVxvETACvt7e+tldOPm3zUVuWGUzjydvaVmO11z+4lKzpPrVNopL7brOnwpEf6jbe5T+xz3L7i090THambQXS8lD0GuZMYzvCZ8tSJ4O4A/B5P2zrVXftwXrdhLZfE6Yf6euiYX8EkjvRGbHtcqOPg0ku7Ec/KIuowIeIeQba5MCNSxwWcnw5KH1yloz69uvRYVCvL50RcAqdOG1nTvHOuWpN4jWGfv2PQEOFVIzpPXkCxH170zmmoTlX4Ig7wXS55LZhcLa2/h3guRBIlfMC1fonrU3qIBcLMKdNALiSpGYawbzo+r7xu4eqRNMYaFOUS1SxJVaYlTVXrfvOZntI3R11rXpgQuAeylRzVwfszIcfWbIwW5Cp8g1KTv/uz57+so1wE2c+5U1Q2BjIWAEvLGQtnGEnL+jSKzZzEq+417CShJelOGny4GLRfaCUMrS7kt/zDVcrXuG6gTUaWT27BFBDCWhTwiKA4CVtd4wC61plQObkzU5qvc0NZ8IRKMkVK32fiEod3IZwMXg5E4tLKACF7GQzcsE8FApeGeJRDWldeV8pkj5MiFUi9k3JPcT5t9v/uYThaicmr7hCLRLwLrX7GUXET1RWNauTs5wntLu6x4ike4v7+COL+XZEuMXQn69GQ+PFlFlLuo+tm/kKYj7e5Lztxe6xLGgpiXnC5KdVCqU5Aop8w8KZI/mPHkH4tRnX/vks5uL5JqgpT7BTaOciDjtCqP4428oMqw0um/YOkN9eLV2u1ur3em01T2z+4V9Yh+ebzf3IqHJcYW6MZml4BQM7eMNi4AR8IbF03qbgADzdQ+VKN7bCymwEfB3x2KtT4yaf3tbpH8xIL1CUqQrmm7mqxJ45EqSxgjcrbq52akt6Uc/BPByIDm6RQ4QyVUpalWLQN6PON0vkMcKYa4qWdUq7zKB7OQzf0dqYGtd5FwTn7wqFvA2IDmAZaZkFwiTTxWJbtvIWfILgvgDrb3p8wXyHvElS5p0dbKuXDsErIIk1b4vnIyjWh/6FwREewiLZ9bX7qQjy4uF+Gi4xm8gSh9K5m+tS6CAz0P3qJlrfXBTsww5AEjfRmb3d8YGIlWZzpcFyc6VOxaZ6Xx1H9Y3ykkSJfoCo2YS/iMvyvH2kXv9E8HgUcANLxt9BsjB3aV06mVBxas+4muCcjUwF7LJF/9v6OuQ3T6xllzNdY/GOpewVRZrkKxoXkgW79K+NQSuFgJGwFcLNjtpOQhwONhDItm7VaPaOo0XCaGrl7aBwaLdkoN7hgSrhhz9GWdLWa5Gb26iPjCpdcAc3QM+V4CXtmtNSf6HaKJRu14YeBOQ1Gb0LLJTWqu7oZTlzprxG2pfa0tDEX4RUf8xwRnIE6donW2xrRTR3SSKznQfQc4H0vuQ+TkLq9qHus/8ivR2CyED3dfVY46T0slZ+lIgiuoyX9Uh4AibhVCtCPFaiXiLmgCBo6Tgr1sr7q8v7Ik/jMzOEwaSVpvBuLxAGH+71qAuZT/nAFUOVLNaV8S+AQ9x+77D+cdJFOnLiE9Oo5yKOK21uFkMVHCklWTFswSpknCdSMd87bbS671ZOOa5/GwgDbh1HwtnZRi5F7ARIwj5UEjUWrZilX9p4kETS4yEn5VStJ540cSv5fxfsGMMgUkIGAHbc7FBEXAqUeXgaQIVzhip6/QjnRNWK05reTmN1CSn4UEsy5cAaDnryK/CPu9UEmcxeENHdcoTxXslSl7c1hB2YVWJP7QQKvZ7m55oDgUStRL0/DK6qgslKK7mlVsq+VbCE38XJLcUkVSYa+KVt+WDHASkb2GZf0JE63H9ZyLJ6cL8ombc4a1Ekve1pCKfIaU8oC470nNK3miEgDX7ebWfqF6ffK/eM3Z76vl+wl7j+IPk9iL5zvU5gk8iSp5IZgc2n8nPBYnikQnzS1qWiucJLn0IcMt15GAvoa9rDtdzHJDq6jtglr9EyDe3MP2uSE/30f+vOUbNLvKjhO2Qv8P/dCBp1MZGHhYye1546di61ddaRNExYQvinyOnTP2THDwh7BM39785+vvCco1Efc2Ev3y5fdpxhsBSCBgBL4WQfb9sBJjPby8xPtA1Lqh/mDXcqabs6yXhx2H2zOAt21Y8Grb2ecdClZ4suZUw133Xtift3wTyciDVWty6hXCqZvA2utKU5yJOa/OEsdVcK8OXzN7eEZwAn6rKXCwGR9RlRCLfRpRuRw7uIYRboZH8E9Zm28jKuVWCmqR83S3zS4X04d2h3FsSHCbkzu7vknsK5C4dAqb8XCKc7EkQp0vOw6TndKT178uAZEu265KJl8ra+Q9xZfojALfwx/GeLru7zFTMwxMR+XrE/VeTg6e0Qtb64vAOwO/rkpkqfjWhZPKNiPt12JrMnimUNua/lKGsQprWCmS+HyXzaLVIuG4/qT8Keo8BMDEvgA6jen+4bWn5s5BB/4FlP8D+Wh4Q9ombPezmSblEivLpVnq0PojasYshYARsz8cGQ4BlpmHe9r5syFYdrgZusF7m58znHyVxrKIMWvvaNOj+pyPyJqlo5ArI4W7CcqS8RPdV5SWj+8NeelKzYLmF7wb/EpT7Av2PV92SI6u4VmZvEJpQ8vYtmA84Gz6Krn79ir3kE9Hrf5LM3h32Z/XX/k2I+y9jmX2p3lOm7C8RvymEq0EWkX8hSjdjmen13tdPEQ+VsnxkdwUcfaWVRHUuovR+LDM1NvCWhOA2UuLBrZKqLyNKt2cxOFoAX3YFeQ+QPp/DwRMkqhO+dI9+W2fLWGQq/vHs+lohTwdSV740pormw/vHNBhquVmpOAWLRPlrEDLxofgKPg7uLIyOEmnpbLsBvA53+9jueZmqaGn990iCFc6SoliNZO7L086d9DnJ/5Iy1/1mVSVrZ9dPLJtan77tWEOgQsAI2J6FDYZA/SMM0XClkuSoKP+SY5HzdxCJ9Ie0SeDxZ31HSq5ulwlN/OEsso8IdN+51YA3AIkXtOj+2OuqTsOn4QcWvxfIPkBSZ/6Ord7YZPQ6gQlCSbZSeToPUepIksXgw7UHLuVjiNOnuvC8D+UqCZWCZBtZt+5ymev9vp4Wkq1F8kfUCVciX0WUPoLMfy9KCtqy8g6SQJPamjKknGskjXxYF/gDkGzFMtNSI19jq4lZkpwtzBshkvnhVrJihc5JyV4x+JeGzjXMyiJTqUtfB0x+BHHfZSyzzM5thdr/KeC2lSoZi+ztAnlhcy3yLCCtV6AL+9wPF1LLlDQ8r60MJNyEsMMXZP4q1Z0euWUuirDYQ8Th4IkSuZKjSk7TH6776OISterQ92L9dJ8TDcu7feKttObapCeXi5wdtxQCRsBLIWTfbxQEgul9tc/rxSr8r/8fteYTsRrCT29Uf98EKs5QrbD0R/dCER4K9D81eiaZqeZxu3zlJ55801pG04uElKppHaYiJyFOa3In8zM76k6D4nbq+OO8b1lW6lh5WEGey2KgghleaIPyYcTpqk4mMFAlRzWrZE2gkt5hwnydoxFHJskNpMwO6a6A0zcJ88pHmYJkxULsWsPWVSKXX922k70oL1L7RRbZhwShJIg8HHH/tU520a/gvSQlol20Tpfr1t1W+nEj5wicBSS+nMlnNq8RyF41ZoieAPTqaISzqqTTj96mhesBiNO3jd+j4eOEpe4f36313UCAHdsvSZOeChbzB6tnswj+s54b+bfW/nC22PNk3xkCGwMBI+CNgbKNsSgC5PApXvVoxD1HNYS9TeBvFyXfSRZ4alYQJQdPEmpgMXhNx1xA5OuCYhWw4jfNj7VbrWlZSyB0l8G7Y1VGw2JE1anl9LOQda32gJVV4FFA4jKBWWZKXL5mGdgeSL7McqCGC57AKI6IWGYq5OEFShA9SQbD8yWNqpXrZYjSLTsh37AqY5ldWpcFZeXW0u/dW1hWofTvIkofxCJ7saCyC+SZiPo7kvmjhNQwuLaLEaVO0IPM39gQOM5ZyBh32wtkdoCw5YREHoa47zK0SUKYVSYS+tG/BNiprUQW/JzVzrFRwAIPB/pjxh7klTeTsn/UWOkR5Z2I02a1PeEBIXnrYMYxetx5Xh2tp45Q1gyBmSFgBDwz6G1g5mu3kzjRfV4Vt2+amtV7JaxF6zBJ9kOilS/f8S0LiVZtq7z6y06tqyM4fFqktwpArYIUVmmape1DpYBm7j6+Kp/xak7lGc2QrB1+urWtqkKVbav1zSyy5/gwqKMpX6Lkyp5yTSKL/TiJClv8Rphr9q6XlUR5B5H45kJWJU4/QJTeewoB6+q90nR+iEjxZ2EIS6t8JRINld9GmP8izL0QJDcD8PdOqVFIQAu+yFqW5FWrworZ/bMcfEIEPpPbzTN6PNBzZWAkbyIyPGPB1rFSObtkodxqZyBVa0XfFbm5MDtRxBkbhD7kncBkUiWz54fsbI+L7+VCQXofANXKv/mq9S8y1+dDhTxGMqpxmhT5aiQrNenMmiGw0REwAt7okNuA5NqtRHq6z9tSmnK4/FBFOarEnsWQGq+7dQFaJQsV1mjV49Y/+JGUuYZam/1hyIlAV3nJrc4Y6wtAFSL9pSBR8nV7h07Fidk3WlKKv0GUulWtE3jwZUe3caNCngcEN6Uy04xfbxCB6GlAbw2ZPau11/sdROm2ZP6QJpkKf0CUbEUOnywsfYaz8AxE/Z0mE/BAfYG9TjOiPYHeKSzz34uEvWPgoYoNy0zn6PdIIftpVjg53FtYVnrQ30OUOvIks+eKOlD59hstSwLgEupYZmoT6K9V9GUjfUgVcSB5B2GuLyl3DOf+SFDsAqzoRDPI7H1CeVZ9r8mPSZTuDaAcvf9e71u0LKwrwALuBfQrUZGpj01ImNP9Ye+vXDXna6yJgiubvfipvdgXhsCGQ8AIeMNhaT0tA4EgfKCmCVUijp51eUvbV/c6F23jMpFudabh6oPaNoNVJ2FF9uFaetHxhZMw9G5CoblVmQw/3QqN/lWGslO7XGbMEQjywMoYgEV2jMDpFmv7CqLUqWUF4YhqxfxjRKkjdzI/Tcjd3NEha5jMD3buRv7DTyFKdidzXb35PXDKexGnz51IwEV2XFMrjIOBZDXL/DSReoyXAMmxnaxu4FNA4lahLDNNxrqnG6csH18Jm7DMNINYJTWdCAji1DkvBUJsSomCE1SNZ5Y9UHpOLctrbgNfFent2o42BBzeJORLW3fiCwJHwn9t3x9/LHtS5hqS7tw7gZwKNCIgo+e17vGKlnb4jVtjXhJMHsb2oqf1ZZ8bAtcUASPga4qgnb8sBMjhrmGftyuIr/Whfp+3CotO7Y/kFsJcDe7Dqsv9JP/Jy0mmTSlQqweXVc1IV3aNPeGUkhaWg0+2QqKaobsT0KvLZMakE9nY6ZHZA0PSUkiUinYAemcFgjldyJ0CCbnyHKeZzOFfRejLlHLeE/3+T1hkJwnEe9oGIZAOsZOvQdw/YjIBD9QF6fA2UZL5y4PJg5LnRxGne3EwuIckvhbZS4H2buo1rlvlVsBngcTVHZMuGarCgSGpzBEvi8EbgxOT764Vpg7n7iAslYRDpjlPQ9RvQtfhXpG5GkQc2bp135esfBrm5i6c9EBwOHiKRNGbRLhV6/u/SlY+AHNzS3r+krxz2B9uVt++o2+G/eFPL+vBtoMMgWuAgBHwNQDPTl0aAZJ3lTJ/RScz1p/2Jb/iSNSVaMlGDp8qLLvG58BnJStfjn7/ZxN/pH3IUsn3DvX3LF+AeK5tL+h5YzQUGsLE1XlOMjHutfcKO/WgLAcfF8ETAwmdgDh9ZuhX64Grvc/LBNk2wGZ/HlGQcnW77vgy02sJyll4rOLDYvBRAXxJEHxpz0QCbgtekB9D3H+qr3Om+v1q+zmi1AmadOuKvak8edXNhc4D2QuAQO5VeyIX2Qecy5K/wE8g6te2j2P138VwOyQra7/dkfC29vt+wGtrt9tIuFvH+ZUP1yealDbWXJhbhkcJR3IIKAchTifmAIyP6fDR1fT23ck47eojAUx8tpZ8YO0AQ2AZCBgBLwMkO+TqI0BmPxW2ykhcaZDb5/VOQMtoHenG6vhW5u3kH2e3atP60v8I3w8E0b6TMl/JvBsCDdnIzVBOKvGrjV4xrkSU1Gbv5ODJQq9CRcoVGHJb9PsXuL/bxOVfOHz4tshOFojXTQZeASRvdKpOqoBVNWQ3Bza7tENw8CvryQTcWam6FwTyqi2FaWPZh2RLAJd1VpyUUxCnTsCCzI8JhKSr2eZFYjC4G3v4NhBM7sE9gf4pNUZlfoWIuhZVe/HJwwHUpT7d7Gt3zR3f5QZrh6XWCockNPxdBE+vErwm3+v8FY2RRTgCTdb2Mh4xfQFTgRHNS2jU0CAXAGnbBnE5XdkxhsCyETACXjZUduDVQYBlVrnfzPt93sFqYPNajH+xPsn5OwkjXYGM+PxGL1/8B3m4VyDf0D3/7Mk3qVaC9bBjoc8J5TBktrqTMBZqYj1hsRcSr9wKVmtzgcSFgd3eM3NNWAq1tPLfVSYwy0w1hf9fIKz7aP0xOXx8CNfqKrH+8WeZ6UuLT2aC72PKClhrbH8QLu6XiFJHJp2XIB9WP4PM7i2UShb0H4hStx8aMsCrPnJBcosm+zt/jQpRhP6/HxKyhv68Tu2zzvMtQKoJTy2sB68Thjpoj5V78Rh9Bsj5RwvxQZEgkakHlLIKvcnbDH78+cd4Ba1OglUnXL7U80tecRMp++qSpPN2LkmIUvuNXAo4+/5qI2AP19WGzk5cDgIuBC25ZtT+AEirH/YlT2UxOFSA9p6grsg+KNHgZZOs6qoOyexFQmkSaSA/k1yegTRVkY5OGwt5YrwMZsxsYMSzlswPETLYGfIngn9uC9xMJSB1f7QxgoCcBHgRj67UI3+EqO+ycsn8cJVcDERbZ2gvJGFdsZCEFVaXYQVbDA5rC3GoOlNnBQ1cuZCE5VbpZHaCMFj4AUcAiRMDYTn44UKil8/2DlKZ4fg1wiCmQR6JuP9K//llmwlvpJnm9/BzxMuA5E019kV2QqdeN5hVtEEns3cIRW0AfWtlio8cpx7GJ3ZEOCgHIp6ursYrrrip3HDujZ2saj/xoxH3vSDJMhqZaSnXg0SSLwJoTDKWca4dYgisDwJGwOuDlh27URBgmWmilV9R+nbVAlscinhuUeN1Mlflp7aYw7e8rvO4/GA7bOxGCHumXRJwusTntMwBfoIo9VnCesr8/NaSxt8S4ZbuA6+kpeFT/32nBKh8HDDnVuAdmcr2irkcnCGCHUNfLwDSd5G8qTD/i+8R/0KUbBb6GCPgMOZVIgz6z8kWmkncVf3i5xD1XakS2VrRtuUmOf9YYeQSyER8KVR9TcxWBSUr/e5SyYrtMDdXy1uyzDS5yxO04DJB+TCg30mw6+xpu8O64exmLHWoivTlwfsmu2ObF4j6s5F/hBcrfTHwLy2+/QJR2jbmmHa6fW4IbDQEjIA3GtQ20FIIkPn2C3aA6mDUbucEYY2Oc85oXyyydwhaKyvhGYJ0n7b3bOuH/dFC52MbRB3UqCHdYbT2lGX+6Y4pAAZbtlffLLJ3CeT5vl9fn1uPUWTPE8i7A2l8ZcE/15UkuSPbilXtMqZy8IdaOrEYPlgFIoKpQ5XE1YSVJ6yAQ9/tcLVLovKCJ71vhtH/iKjvNKVHyoicwlaDUf7lBfGPqvTo+W3fZpatemPKuxGn+zfnXXkzYb/ZxxZ8BlGya/t+kYyE2ZkieEz4fCAodwbmRu+98IorbiKbrThBJDhBuYl3x5z0XJGZrqA1JD3iGRztCvQqmdClHkn73hC4VhEwAr5W4bXOl4sAi+w9ghEDBjWej5JDJokyND/4jEXyDwtD6Y7/gf6IREfuAxw2SczhfkJ+prW/qHuZSr6dmtMxMwBIxyA+GAuo2YFvwMMXpBq/1swrO18YVKlK2Re9VPWPda9yB2HkFKNE5AJEPsknlEv9Mnw+VNUqAGs7xwNfXVAHc4QyaQ/Y95OfXdcxo9wRmDuT5MqgruXt+lDesYoKsMzU5s9rLYfjXT/DbB+JXAhYV/a6fXDv5try/1mQ2lTnq+raH9GVmsz2U1eo1vevBpKOk1FY2WtpU4h0uHKyXSa5XDl5yzI/USCr6j4pJ0uUaK1wUX828g9H9GV2lNZYd74iP4i4v++08+xzQ2BjIWAEvLGQtnEmIuDlGIc/q8O4/qjfClyiVVB/mgxekEr8SGslpeT7dsTpiyedQc7fXhhpfWcQ9+evJOOOo7WmI3WvE43h2Q4XU96FOK33Ncn5ncIKW6dxgboeVUTRKXci34C471yaRvaaa9cfDrP9JApkBlkDpE9zx09bATP7iDCofZXybPTS97nj2x6/rb1ZFoPXC+D2eNvlQSTj4JJUkbOuULWe1zUW2TsFEla+TVi7/p75Z2r/Ytd3UxddHzM/fydJobrRW4fPLhCUuwJzE/ddWWRvCfaA/nDgiyI9JeEQop/2nAz3EJa6GvY63L5dLmuzu2CzzVqr9cnn26eGwLWFgBHwtYWs9bskAhxmz5JIHEHUDfikSHHoUrZxJO8okmuyULNXDBwGJFWWbqdbF8q84dyn6v1EaHmLPH60xtSJ/7OvK9tA0vgjosTbAIZGZvuEBCEtO7oUUfIgACrL6FpXV5mHIu7rj3/4LvtdS2P6IQuhaRcaZpG9TSDO4F4ob0WcOpnOEaJ1/sETPq8t8jr+vm3f4jZ5tV5SRiQ9L0GU3qqeazF4uQAhS9nrVzcY8LYs8+8AUu1/7wv4VX5zrfkfRFi5EV0gGDxiNIGOzFUSU3WjfbkY5Bty5fxu2HxypvwEI43zxL9QLCrkQs5vLYzVZ9jXalcN8pz1KYnrnGt/GALXEAEj4GsIoJ1+9RBgmX9OhLWNnScevgJxf6wsZXQE96PtanzhXHvCD/eLgfTtk2bjHXqGup/rlJ388Y15QPscjmXyJvcAoGHaMEXeMJQd+fpQ4hDEiVrmhe+z/xZKsDTE3wQ9Xf3+wV+ec1iqwtb1fm747utC+mQjyKpK2YtFdrz38nWfHwB4275FVsAvVgL3k5H3IU61vlX3e58uFJ8gBnwDSGoDi26ZE+pwsjOl5/BHImqu4Ma/dzuTnUX+UgGrLOifhrKkK1tY3V2Y/6TGdySDvDlu1NwCpwucZGVVwta+Rfqy8kKBtO/1xQLsDSS1+EfnhNYf7LxUhC+AM4HEJ79ZMwQ2IgJGwBsRbBvKI9AhD//R+V5OMqks8aZC5Z2IuEaEvoZWMBTwGYsZOLDIPtjZP5xSUxocdxqVrAmSlWT+2oVl72GBkL4nkmzX3odkMfiIkoG/UHkb4vSAhmhaJThkvZp1hzK/ckED2mU4S85t0O87qchOqLvkk9HrnzqGYXulOxzsIRGCQEYr43kwuKckUJUrJeCrFjSh6wzhzqp5pBSLRfZWgfiQPrkGcd+FwP2fbv/9W8LKZGI8AsFi8CrNXK5vKGR/IPXJaa3GYfZ0icILgsfuQ4jTfaY9CBwO9pYIukft97VF/imI9tYa52nnNPPOHyXCo4Qt+8sWhkudb98bAhsKASPgDYWk9bNsBEjeXpg7dyGB7m+uOxS4kYaEF22dVZw/+S9SFs9Ab27qj+7YvuGUWtKQEXxOkxkt9T5s88M9uLsQusoKNbl8MuAJ0XGG16pWe0HfIPcF0krsQvdhdW/T73eivdLM7iuU74eT/ooo2aLus8z0fJ8ABbRC1uN1wH4O+YNb1oXnI0rv0/Sl5UwMxghyPyA9N5zTXpn/ClHq7Qf9yvk+QnHH+Tk4+8J6z5Uc7CGsCF+uFHBboF9HDFwf7f1nZ4soD6sMLOp+fRj+ABXwqD9rheLbx9VzG87vKHF8gqiCWNVK2Qe9phRs0nn+unhjkVxJ2EUIBMndTHZyGlr2+bWFgBHwtYWs9bsoAs66T6QH4JLlQDVmAi/ySwFU3Wpq2HFsv3BKDWlQs9LVd2VzN0CUOiWkEYJoCU3w44j6e3S/bxkTkKcg7jt5R/eDn699kMS9MFdejKhfh8+7K2+ciagJh7Ic/EkENw8ksTUAZzQwPQTN2wnzUJfLPyPqK85+Du2w/8hKlOXg1yLwSUrFcFskK2v9ZRaDkwXwspktA4qm38GpIvDa0NPCzGU233q5+Zog2X6yc1VLjMSP91rEfW8wMaH57QjqSrgtIXkQsFwt6HW3EZlbB8CSsaaBbJ9fawgYAV9r0FrHGwoBFoMjBHDZwqF9T8B9gf7Pp/4wj+4TLlI7OmIjqCvNRwHJV9p9j1gKlsERqKOuxTLTlWFYYXb3mFkM3rwQ+nU60EJ5C+JGprETIm8rVZF9Ya7E5RuSlepa5LqYmgWtLkv52tY5cwAGnsta5DYS4u1YPJLHIO7XpTs+7F9WUYa/IkrrFbrv15le6MuFlwxtWRlW8yDzRwqptoa+tWwNR+9ht77aHfsixOk7pt5rdTZiriTsPIw9Vng9kHhVMWuGwCaKgBHwJnpjbFrhd5rZu4SV2IX75f68IN23Mn6fhFPYH6zM5fUH/GTEqXcTGmne1g6NmTvlnYjTF44dV2ZKyF7UYYSg3EdFtr9AKqWucxClHdN4loOficArMRXlY5HM1S5QHR9eRLsDvU+5PufnbydpVK1mawENP97kELT7ri3okZVbV/Z85HA3YXlauLbal9idk88/RuIoaGXz54j6zjWpaiwzrXF+mL9+eQHitOMo1XnBEDkbUepFPNp9jIqllHwqev2PTbwvRfYxgdQRBCn5NPT6aq4xsZHcUpidKILHNZOW9yBOg1DKtDPtc0NgdggYAc8Oext5EQSC8fqa2jFIj4V8VCRR8q1ddsZ+5HVfMHK1vkF0wtWKqtDGmGCDs7Pj8OzGU5YXIurfeaxPZs9T9aXw+cUh27dxGPL7nOp+5EkrWAbW5MWsMUmAXAK0Sn1U41m1nquG4nbAClf08wb6AAAcM0lEQVTSNLKf+31E6f3rPhcl4JaUZ3vfmOtuK4wbr1wkmwNoZS1nvxPKLcM11MYRfi7ZM0W9m337GaI0lGn5D0jePGSH+zA25PlA+p4xLMvBL0QQwsX4vaD3CAA+H6DVfILX8EwhHx0+HkpZ7oreXCViMvb0kEyDYIf3U3YTk1OCYIczjbBmCGxKCBgBb0p3w+ZS/ZjfTGS4RsjGoxXyLqARu5gEVagp/XQrKec8QfK4aUINZP7Jjpcsks0A/GuECNQiUMOrPnmK8kLEaUeTmhzsIkQwcOeFglRLj1zY151SDA4XwIdDR1bY3dAsf4Wo30qAGj5ZWAYxEn4aUX+3Vp8TtaDdEOXgUyLw8o+I9gR6LdvAwUW18MVIqL0j50kegbjvTBtcny4cnv2oJk9wV6DfkXRkkb1AIFWo+FfhRaVJSvP93ECYO7MKPz+cBiRPmHw/XVKbalL7RDJA+9p1mj9wg01bJMR9+mVBtrdaO04axz4zBGaFgBHwrJC3cSciQA7uIoSGGmvpQyFfj7i/6H4e/T6gkmCVjHOxgDtME2ggRzxkwb2AfhOKrolHM2XpxC8WkrScx+7oxLt+vXgVkLyhfQzLTF2gnOORlOVO7aztEV/ejyFO69XbggvSQQsuSMd6BhzRXF5sBdzWqAYOXnBFWt0ip48KxIfjR+wAOZx/vERRpXb1Q0SpugLVjcxfqfdiPbA4GkjGXIjIwVOFOKnuGHglkHSdr2r81RADKllZqVhdKEi0Rnhx4Y3xvIHzg2DH1LwB+y9pCGxsBIyANzbiNt6iCIwn4JQHI56rCWTSyX7/z5FvlYTzTwF2mJYhHbxjG29gyKlA6rN8O4TjBP119VtpKHfkGB0vdst0/ikotgFW/LYmPO9pHMgCfxb0btnO/u2uVnEI0BL1KLJjBeI9ddEl9kX3gNtESVmNOD24mU/+UmElnjGyqnbexsNLRBiyrss7A3Nq7uAaue7WwlhriW/k59Qts/LHdGQ4hyFZLZRYtck8O0UoTRY5yscCzb549z7k2wqpJOzHFfluIOFFV7RkdqBQmmdnguOV/Xc0BGaJgBHwLNG3sccQ6PjFItoX6HXkDcdJkqkw+3Qn+SaYzk+C13nGbjanJUd+RSoyltXbEE72MWFIBIJ8CBgXhmAxOEkAv2qd6CecHyqkX91B3gukz+2QS5n9RkRu7T4rykcjcXNzrVP+U8oz0UtPaH03PQQ9zJ4hkXzAdzJaDjW/vcRR5Tr0W0TpbTrzYXacUJ7j54tXAElHmaxzf8iPIu7vNX5Psg8Kg3EC5GRgSgJcO2tc5Idy1fz22HzzjilGcy+GjxeWtRa1CM8SpLoSnpoP4C9/uI+w9KYSlA8gTp9l/+0MgU0FASPgTeVO2DxqBNzqLkrXLMcMnUV2kqDlhLSEEEPHDEFHbGUJd4hoOHiiRPi4/xHnWkTyIMCrUzWk4FbeTTJWy1qwPqbMtFTJJ0+BuwN9l+Hs+127lbDX1EFjfgugISCW2ddFghcu8DggqVftS6yAHytk8POVbyBKG9lJXnFT4VxjXoDhLYGVv2/mNNhNiCpT+n8RpQ8YIWgtOWqsIZHcfLSGlhzck6V8B8BKd27JJ6HX/8QYUXeyvN0LyvuB1MtuTmgcZqskkuaFjPJRxOnYC8DYOORdpcz2QNz3CmbWDIFNBAEj4E3kRtg01h+BriOP+wFfVIAhGLU3mbmUgxBPFmxgmWnoWY0CdCV4OJC8duyHvRgcLcAh/nN8AlHixShC47p1t5Z+rCtcbX8TJBp+dnW82sjB7kI1n3DtPETpfTvnl5lmB/ukrKHcC2nqpSSXKkPKsm2kJ5WH8EWI0juM9KvKViGxiU8A+hXh6suG1hHrS4HXfx4Ut8GKJqTuxi7zj9emBiOSms215a8Tskri+g6idNv2HJrryA4UtMLEkOcB6XGTjvWYjYaVu05U086zzw2BTREBI+BN8a7YnJZEYEycYwnhhWDQrrW8QUYS5yz493ZqdRtSmD9YEB0T/v5ZyOb95+ikWGb62ebu85K7ojeaFTx/oCDye5CQE4D0mR0iLAbqVesTvCjHI0596Dc0lplmZPtV5KgE5GJJWF1JzLWI0ht0x83eKwgSjOTRiPudRCky+4BQnuHnVR6EeK6Rh9SPhoNdJKqyvuUKRGm1N9vMnbxRyB73pVksX4J4zieUjTQy/9qCv7CvMRaVs5RHTvIFrnFhfsRCbLkRZllGkt6kce0zQ2DWCBgBz/oO2PjrjcCEVdCiggvOmJ257q16IQ31MIpSr9o0Rga8tVBXv/A2eqU8C73U76e22ogjzzcRpd7JqH0M85bDUVc32k2izNQZyWdVj6z8gmF9FSoeI7nFQtCh7+blAMkWAOq91ZFIwFcRpRUuHpy2vvOIc1J1eSyzbyyU9zzYnzBZqYrD7JkSVbXD/KMg3RZAnaDWwarMSoeCb2cHqUr9bGJjkb1bMau/XCL6Ma0f+9wQmCUCRsCzRN/GXm8EOkk1/sf/FMRpo5g0oUcWgzcJUEsrCnQ/N232MdukWWRvF0hQwsJZiJKuZWI4lu3wMOW5iNP3dsnX+QpXWbpXCK66FfAfnVU0y+xyEfGuTkN5ENJmTmS2jTCEkSE/A0aELxZZAXsSzS4Q1sIg9wJa4esse6D0pNJ6/gei9Mbduf/9RsLN1LfYr+4x2HLMx7fIniOQKlQ8FuZuiDo/U4RenYryDsSp9zweaWT2QGE9J72ANyPuh/D+VBI+uSvUsnTS3no/cHaCIXAtImAEfC2Ca11vWASoyTTMVXGqal8OQhtTVY7I4R7CshaikAkh15osmD9USHVE8q0ot0cy1+gXh4/JTqLSRYJEhTca/WVPgM8Vit9vHrHx8x8N7iasfIZxpaCnq9RGvIPzOwijSvXpy4jSRpRkiT1g13+Z6Yr/UW58lDsCc1rGE6ajohpDdUaqXJ3uDvTbuGoGdmOrOGFfluRKYa570n6PeiTBrB4rn3+UxFFjMwk8DEg0uWyssR2Sd31GTwZ6tdvU6AnBREOTzfx1unPM1WgStvbZpomAEfCmeV9sVpN/oJvSG+chnO2wmLoROb+10P34VyIOv0CUej3mSf1rLTG5i/8hl+OAtAlxto7vhl95GOL+68bIocy01MeTJrg30G+EJzxB7yuUqqxoTDuZw2w/idSq0a0cP4w4XdUeY8kQdJF9SCBPd+eU8mz00vd1zm9rW0PUT9mX6oRGDvYKgij6yZcQpZUkZHNMMXitAFVm8cQwvJs+s/cIxZdfAZ8BEq/SNekelJkKZVRyoBcLyu2BuaCHPX4CedWWwlRfLrxwi/n6ToPWPt8EETAC3gRvik1pOgIssveLcKVEcsRibkjut7idresWVOnU553MnqZE53/D+TdEfBAwN0Gj2Ilz/G+Y4VVh9dvoK/vz2/rOawXzt26XF7kxiuw9goqU5Fgg9U5JFQG2Q8zAUUBy6NTvJ5AOmb9xQRXDJ1dN/D47RiheoINyHOLuywZ9uZLu11ZJYB3d6ICTWh/qKngz1w/k/pOSp8j5O7CEliX5zGrI04G0McsYud0sMzYfjWeXjz4dTj2tlFeLYK3V+dqvx3UJASPg69LdsrkuGwEWg5cL0IhIINoV6HW0i2uy86U3WnbkxTmAQ4HkqEmDsRh8TAC/5zyBuDwxZauEoV51yh41mZ0rrEqBor2B3ugK+Xih+JpYyosRp29fLwIushcJ5G2B8N4HpN54PjRyuJew9O5CkPOAbgmUG7bImj1WyD7AuNF950WCPBlxf7LrFPOXC1ndjx+GzPK6JGtkbrsIy6Ct7QA9FHF/4v1Y9gNhBxoCmyACRsCb4E2xKV0zBMj8UUI2+47kBxH3953WK4vBqwQ4InyvBg6arTumsETyFsL8j3U/wHaT5C7J/DNC7uzJbTwxKOxdav/+/x84vgdb5p8ToU8AQ/QkoNcRslgyBM3hE4WlExIRwZmIkh27JNfegxYKkrQtkekIuK0iBZwOJD4832qkk4n8VoNJ8p8A/jR+nCqWuZccX39Mvhpxv9KVHrs1LAYnCrBPC+vtgWRsP/6aPSl2tiEwWwSMgGeLv42+gREgeWOR/Ev16lLkckTpf0wbJpg4KDH4TGBETwV6UzxqB28WIISKuzrKVf8899xE7n3P+WBOnwuSW48SUpe0+HtEfW8B2Ca2MlMhjW3cRwUejCRpSG45SVh5vp3E/Gbo8keI0kp6sx6F5eASEWzlr3v8ZSK8cGgYOnE7yef/eA73vW8+PteW+9IEr+QaGw6fIiwrw4vLw4vOVFMFltnfm/si54kk2wPQzHFrhsC/BQJGwP8Wt9EuovmRz94rDCIT+uHa7ObYbLoNHYvsferf68/HaYgmW+PptywzDZnOBaJ+AtCrFaTq8YeDJ0uEYCE4uT8W2QECCeIW/Ayi/lhSEsv8UhHezI+V3A6A8wiux1myDIm3FeZhbxqXIUq2nECcqqHtV7WUAxGnbx0/Jv+kCHd3n5fcE71+k1EeDiaHuwvLStFrHlG6YtoTybLVH+X9iBeRnrzqqi1lZdqW+jwe6IqV2JNvCFyXETACvi7fPZt7BwFy3W2EcUNUkOcAqc8kntDI/DFCNq5IxfDBSFZ2Vpo14TF7sVAqgvouotTLVI40FoNTBPAuP5TnIB4fn0XWtgQ8DEg6WdTeezfXVbS2QvCHzYDbVn/7rpck4IvnhP+lvruxOwHJXLvMyfXB/LVC+ixmSscKsb7uInu2mkj4Y3gq4v6Ya5T7qsy0rti7UUEOAFK//zyKT752O4l71cpcV96PBZIvTDrWD5k9WxjGd30XtwVWVPKe006zzw2B6wQCRsDXidtkk1wOAsGW0K+YgDOB7r7nGBl0SoXkLUDqrf8mEUc5+K0IbhUIZn8gffek48oyW4d6lezCzypo0WkdEQ9EuwC909sHsGtS8DtEqXdLarWlCNiRV5lp+NjPeYLpBDncWVhWiWkTxTRI3kqYO/UqisxHU1a3ZPZ8obzLT5G/Q9Qfm3M1fTJbrSvu8PfEEqfOtTL/nLDaDx83f5h2z+xzQ2BTR8AIeFO/Qza/9ULAiXUsw/mmu7LiJYJi27YrUJcABk8QwidBQS4WufJewE2uGCNFzu8sjAKh4bOIEp+I1SZOXnET4VxjuYfhrYGVHZIm8wcLqVKP2iautpdJwK1VKR4CJM3K060u195K2GukITF/U2Dzv43NucxPF+FO/vrLXYC5zguDo1z+bXORG/5QGGquwScC/SosPYKBukDFKvfp976XiFS4/r1D1qkAfrZeD4QdbAhswggYAW/CN8emdu0gQCVBmfvWQtj1ToEApoZM3Y9/mWlY2rv5AEcASeXy0yWWIvvgAkF7wQzKCxCnYUXYHEbOP04YVapUFyBK7z5GeBw+WVgusY88mOoHXPXX2W9FtCfQG9+/LbOfisjdArnuAMxVNob1tFhk+6vXcbiuDyEe90X2JJwfrtnN4cRvI0q3m3YH2Q7pQy4Umd9uEvlfO0+A9WoIbBoIGAFvGvfBZrEREWAxeIOazYchpyo4eVLJWv63WCco7gXM/XLSdFlm/xAR7wyE5PYAxhSc2FaPoqxBnD5tnIDzg4T0zkGcbLe3rBVwkb1TIPuHF4eDgcQ7M7Uai+wjAtnbjzVF1YvcWphfFE77J6LU61eP9sX5OwrjH4rQJ2FN8EfujN0xdOCRiPuv3IiPgQ1lCMwcASPgmd8Cm8DGRIDM/lsoWnZUZTPvBvQa0YcxguokVb0PcVfQojqczLcXUuUndZX8eSDxBgSj/ZWDz4kg1PdiGikeq97Goa9XAsmRY/0skYTl+TR/hZBv8OQqqxGnXvmq1cgW2QvPRNTv1Au3ru8sIR8b5vRoIGnqrNv9FdnxgkpAZHrSlp/fcFdh+alw+rxAtgXSH2zM58HGMgRmiYAR8CzRt7E3OgKdZCHKSYhTv/qb0Ej+lzD/ff1VUTwMyYrJRgIdvWM5EBgv6XGkU2aXicgWrs+ieCSSFWpJ2CXFYnCyAD7beIKQh+tnWQQ83EdYeo1n8hTE/THXKObrHiFxrD7J2v6CKPWlT6NzYnaAMJROLaaTna97qMRxY2iBZCsAf5iKcZGtEche/lplanLbtPPtc0PguoyAEfB1+e7Z3NcbAZK3F+b/J5ALRJI9FkvqYZE1K1HhZxH1x5KqqgmQ+aXCULeb867o99VUoEusnL+dMKrC0irSseUkYYmO2cOUMp3lEXCnzGqKZzFvLDp3L7ahSVZbA3MdbWvH34PBXSQJCVDAZcB4XXGNRTk4XQQ+aWvKyrvBjXcVyU8Vyt0EyR0AVKHu9b63doIhcF1DwAj4unbHbL4bDQGWWREUrVSE4sno9Sda4zFf9xCJ42plPOZsVJPNcLCnRKhUtqbXEjP71YIxxO08IfKeQP8nY2S+rBXw4B5C/DisLn+9YICw9STwOjW8JZ+CXj8kgI28QLQdlIrioUhWVJna3ReN4WAPiVAlfJWIUl+LbM0QMAQ6CBgB2wNhCExAgMwO1NVb+Or7iNL7TwOKRfYWFZ/wRIdDgOTNE4muyFYLQv0r5T2I0+dPJsR8nQjDHvX8FqNOSnrO8lbAztHoL34MzCNKJipUscjeLRBvvUh5C+LJ9dBk/lIh3xSOeyvitKrlHbsMlpk6Rt0vkP9BQBqUv+xxMwQMgQoBI2B7FgyBSQTc1klm+WLEcx03ovYp7Ih0cBug71edI41lpnW4vjQH8myg69Hr+I+8qTAPpCl/R5R6C7/RvpaxAnb9lZnW9XotbCRbAGhqkEOfZLafMHgPi3wLUfrgiWNycE8h1H5wabGNYv5FgiioYU3Wu7YHzxC4viNgBHx9fwLs+ici0HjSqkhHus00EwAyu69Qvh86+Qai9KHTIGWZDUQkdd8P5f5I0+q8+hQy20YoasSg7aeI0ntcQwLW8LWvNYbcC0gDgTa9MsvuJ73a4zhDlPYXuQYNtT8k9Hc/ID13Mlnr3nL2o0psYzEvZnsEDYHrKwJGwNfXO2/XvSgCIcT7MCmK1yFZ8bWphFQMjlT/YE9ImFgy5NaLvvzp/NDPXwXJLUbt//xx8zsIo8+F/r4IJI+5RgTM/AtCPtr3V+4IzFUiIC3SZ0+Yq4XgTQOx3ntaOVC3tIlvRNyv6qnHpsl83f9IHKve9DmI+15z2pohYAjUCBgB28NgCFwDBFhmaqdXKWrdF0jPm0yY2XMEclz4bqr+MYfZfhKFcDBluurUckPQbXWuUp6N3njY2xF/Wxeb8lzEqTdgGGlkdh+hVKveCxGld74G8NmphsD1GgEj4Ov17beLvyYIkB1T+6lZzY7giuwDAnmGX2HyTUD/ZZOJuiUxCbwRSCauMJeThOXGZX6kkH6FTr5u2kqUHBwtxCH+ODkBcfrMadh0nY94d6B/wTXB0c41BK6vCBgBX1/vvF33NUYghFi/uhS5hRVmay82egrQm1zqw+x4YaUkJS9CnL5jSaJejFiL7IUC8QlkkPcB05S8hnsKy6pEaures3+ZaL0kFMXDFwvRX2OQrQND4N8YASPgf+Oba5d27SNADvaSUu6w2B4nyZXC/F/1bMC7AH0NXY81lvnnRCrrvUUchZYbgmbLyUlwJqLJFo3k4M5CNOIhSG4AYO3UVbBzJ5L/A/onXfso2wiGwL8nAkbA/5731a5qE0Kgs1IWXoyo70U2JhJwphnQ27iviuF2SFaqbvU4US+XgPO120rcUzcnbT9ClN5r+tiDX4vgtn5sW9luQo+QTeXfFAEj4H/TG2uXtekgQLYEMRYJF+uMWWZaAxyykYvbAit+c40ImOtuI4wvDn38FVHqdaiXInVMFgDZdFC1mRgC130EjICv+/fQruA6ggA5f8dpVobVJbDMlCxvIyJXBOGMbEmyXDS5imkQ9thcRH6DKPUr3GkkvIw5XkfgtmkaAps8AkbAm/wtsglenxCoE5yWWikX2f4CeafDhvICxOm7llzZLtHn9Qlnu1ZDYFNAwAh4U7gLNgdD4GogQCVhTW5ehHyvRrd2iiFgCGwkBIyANxLQNowhYAgYAoaAIdBGwAjYngdDwBAwBAwBQ2AGCBgBzwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBCYAQJGwDMA3YY0BAwBQ8AQMASMgO0ZMAQMAUPAEDAEZoCAEfAMQLchDQFDwBAwBAwBI2B7BgwBQ8AQMAQMgRkgYAQ8A9BtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AGCBgBzwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBCYAQJGwDMA3YY0BAwBQ8AQMASMgO0ZMAQMAUPAEDAEZoCAEfAMQLchDQFDwBAwBAwBI2B7BgwBQ8AQMAQMgRkgYAQ8A9BtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AGCBgBzwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBCYAQJGwDMA3YY0BAwBQ8AQMASMgO0ZMAQMAUPAEDAEZoCAEfAMQLchDQFDwBAwBAwBI2B7BgwBQ8AQMAQMgRkgYAQ8A9BtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AGCBgBzwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBCYAQJGwDMA3YY0BAwBQ8AQMASMgO0ZMAQMAUPAEDAEZoCAEfAMQLchDQFDwBAwBAwBI2B7BgwBQ8AQMAQMgRkgYAQ8A9BtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AGCBgBzwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBCYAQJGwDMA3YY0BAwBQ8AQMASMgO0ZMAQMAUPAEDAEZoCAEfAMQLchDQFDwBAwBAwBI2B7BgwBQ8AQMAQMgRkgYAQ8A9BtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AGCBgBzwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBCYAQJGwDMA3YY0BAwBQ8AQMASMgO0ZMAQMAUPAEDAEZoCAEfAMQLchDQFDwBAwBAwBI2B7BgwBQ8AQMAQMgRkgYAQ8A9BtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AGCBgBzwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBCYAQJGwDMA3YY0BAwBQ8AQMASMgO0ZMAQMAUPAEDAEZoCAEfAMQLchDQFDwBAwBAwBI2B7BgwBQ8AQMAQMgRkgYAQ8A9BtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AGCBgBzwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBCYAQJGwDMA3YY0BAwBQ8AQMASMgO0ZMAQMAUPAEDAEZoCAEfAMQLchDQFDwBAwBAwBI2B7BgwBQ8AQMAQMgRkgYAQ8A9BtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AGCBgBzwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBCYAQJGwDMA3YY0BAwBQ8AQMASMgO0ZMAQMAUPAEDAEZoCAEfAMQLchDQFDwBAwBAwBI2B7BgwBQ8AQMAQMgRkgYAQ8A9BtSEPAEDAEDAFDwAjYngFDwBAwBAwBQ2AGCBgBzwB0G9IQMAQMAUPAEDACtmfAEDAEDAFDwBCYAQJGwDMA3YY0BAwBQ8AQMASMgO0ZMAQMAUPAEDAEZoDA/wcL8VtHdgJfIgAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-80.90169943749515" y="58.77852522924755" heading="306" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="17" y="10"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block></script><script x="17" y="40.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="17" y="74.66666666666666"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="17" y="108.66666666666666"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"></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="228.33333333333334" y="107"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"></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="455.33333333333337" y="117"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"></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="30" y="308"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,4,3,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,254,250,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script><comment w="358.8333333333333" collapsed="false">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 10.3.6, https://snap.berkeley.edu" version="2"></media></snapdata>