<snapdata remixID="11317126"><project name="U1L3-AngleExperiments2 UPDATED" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments2 UPDATED"><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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ngmG7xiejl89K/Qn13BcCXoOFO8hy7zahpdsgjK51z8Uo6wGQioBWrYng7RDtuXjI+sVgSx6TMZyW9XU8CGHjVVZ/ALBZaIJpIo3KiLCmnf6Tct4GMNjElB7Gg3PukD0qCBzJCAgBH8lvV57N/N7P63k9dD6DymsiIn7dEGVMGHMXmP5g3oR3ExN3pL35+Ju7osFYsprvZJiWHTNWF/an/tH6BfiC2wAyApUY9HgeLY4IVEooxiCQkY6kNKFrGgsRGfS0qfhWgP5ore0J9PZd33q+vRFwNV4+vh3aK3lJMLg+DaM6tx6DMccL6JZYBlYQvNYZdqgnZ6w7DXFk1yiup6q+EeMYc1QuLwBIuZRV205ZmW2XMywaew2IVDCcan9DS3MaHp4fVfrS6FE+6SwE+Vp46EnkTo2w4mXrCwKHAwJCwIfDW5I17jcCnJsSiqhllFJ5TaR1aY2eOmZMh3ZdtNUAGwUSGJi8srgiwtJU1yrWcId6DgVL6YTRE9LIihwOLbeYh5zcHnGfWZ/81UtLfhXxMI+hS0InOHrRWjuc0ODFt2H93i25ArqZvwuil3FewWX/LQGvw6LzGLzJIuBP0jDqjEgCDij1K9vSfpjgjbBCefD60Nk2oYze7hs1pYgXrqgCWTnORPfSyAy7BnH4tFO8x6EpuBYE00VPdB0enGOTceS7r7i3Exp37bAufIj8aXalqP3eJ3KjIBALBISAY4G6zPmDIcD5KaOgI1TFh3Exlde0qeM8YEJ2LjECxgKZ/6N7tLRVz79oW3th6/av4cfBZrk+Al4uSKcIUlTXynhYqOoRtGG59GZEAFWCH47wBQNZu3ywz0LNOd8pGQBmUwyDsBbn+dL+WwJei0qlNW08O4Or0jDKjGB2NUbAHbk9hpD7UkSfIesXgXGRiZF2MS3rHYEnL6q+CMyhZ0hITKLze0UtSoFJY6cDZBE9L8fUeXuWqCwt+gKAdUaNVcifNuAH21AykSBwABEQAj6AYMpQhyYCnJcyF4yxzuoCNRoZBm70llE45jWVNmRdfba6uOK30XoWr+STSYNt3YI8SC3oRxFKUOV8wV0My7UNesRLi5UYRlhL8BtFGUyNZ8I9TQWwqgtZ3TbNPgXQbRGQf6CXz0xJcrW9uaDXYOFVBDI0pRkIpCErrFQio6I9sEvl3HYxh9VOIoxzCXIAPHj1iYDnM6inBVowoE883Ud667Vw5YoXAJgRzIznaFRm1CAtFI3rDbCyftV4gM6jMH2eKbsZrZUW/Qlwi5XwCORPbzuqus2B5IIgEHsEhIBj/w5kBQcZAc4550RowT+DcJpFCFuovCalrWkzJ1wxgFl3pBeJ+IIVs+ZHpOuo+0tW86sMGHKODDxVmE4R58xlPPRMgsc+p/zYS0siIoHj/biKYBZcYODVXT4zKtppm57tCLTbafxNtBu8uxN6XWWXPTQ+3hsBr0Wlk9+rzq/TkDXJPQWjPB1gVQNYtW8J3ohCDTx4vfox8rS5Dn6R3u53RWsceeHy3iCy6gMrUg2eQRcP/iQq3kU5L4AsogaVYuqcNo8IMPvODBCFco2Zf4fx080ze2mCwGGIgBDwYfjSZMn/PQLs7XkpwCE9ZsZ9VF7TZjm8DF/2oyAYAVMMLF5ZXBG1AMKs1ZyhATYp7NCB5AnpFGY1qjECPOxDAAbxMnhIHi01gq7s1nEWztFDalF/b/LhlxFPucmvrFMzn7aZfonUgr+7++wDAStpTCPVioHr05D1hPt+RsCVt0wLCLkROtE8ZP1rYLPUIli/nJalVkQh4MdAZAeJvU5ZmSOjvrFJ4y4DeL51bSeI0/DgvIiUJ+fe0iK312IB8qdF1bH+73eH3CEIxAYBIeDY4C6zxgAB9qY8CCBk9emcQnO22Ck3YStKv3JMd49Oa8C2QIY2oXrWC0bt3tbNv5o3AuilPifCPQVpFO4+Ns6BL7ifQFYdX37YS0sjgpsS/FAR1+3VODrhzN0F+EvYXO/431fKWxb59UfvCWFiIXsj4DWoXEQwz24ZuDQNWWHVnBhlxQDZpQ7vIngVXk7jAdXHo128UuSKNz5sDHaktWmNYX0q1/wMaFYqXUnmOjGERmWG/diw+hMm5aj1GylaAP0eU+dY6ltRQC4tUj9yTJlOwlcI0vkomBqOTwz2lEwpCPwvCAgB/y/oyb0xR4C9yeMBUl/cG8Fxk6n8XadYQrTFcV7yEjBdYF+jQE2b/wYyfWNuYSKjcAGAj7Xg7rTls18Ly5tVF0pWcQ4TlMSjIoe/FqTidCIKO2Mu5QvP0aBbesi8xUtLI1zgCX5DActMZ2LkNhVaY9qL3eR/HcAI408NY3CuLyxAam8EvBaVbgWvvmnICrmJjSkDan1GBDign0/IV1KTTuPB6ycAeN764DWq6ju6Nca8aMVdYNhu4fcoK9NQDItok8fdCmYzrQr4CHpzGqbPjx6kVXrnjQCps1+rsRf5020hlKjDb+MdUwjavarucBJ1lLrDUVGSD2ONgBBwrN+AzP8/IcDeniUA2+eG69E+OIKKP9za1qCcm3IuCOo81xTcYCyk8ho74CritowJl68GsxFxTIT7V8yquCfa2P41/C0YPzWHxFWF6WRUQnK3AA9TPw6MgvUaOHMcLQ0r8RdfjBlEMAK0GJixyweraII1yqaS5wA21bpUIFIv32Pu8feBgFVqk7HG3Qh2z8QlTtEJhv9YoN13ofF2HU0IL/jAg9a9BKLfmH04j6r6mdHirsaV1X8B2FDaApGXRmZEEuVdOSciyOtAZKwFRIV4cI6dLxw+oP+uX8ATVFHP1rT8J4yf3qZWt+q0jXfcQNBsNbHaJErs1nqd8rcgcCggIAR8KLwFWcN+I8B5yReCKaQuxXiTymtMK7GNxt7kiYCLIHWMpzk1EdKO6vYBvuzfEMGwNBloYKa0Vf4XIyr5+FezcilPN6ZkrPL1p4jUmABf8BBARsF6Ak/NpaVhBek7zEY261CSk6pVNfmsQgf2c7xTci+YrXNrno5ehUXuR9wTAS9DRacEdLBzZ/ElGuOykR10eA1lIwBSFrZqHxO8YYFiPGT90WCos+1Eo8fu3UfRqgHb3PNzZfVEgO0fHt9RVuZPor6CSWMfA6wzYsabmDa37fdVWqTWbBZmAFahQ/wQZN+nKkNFbVu5PlcDuX4Y0EtJ1HFM27tBrggCsUNACDh22MvMBwiBCEIlLqeyLd49Dc/ens8CHKryQ7uPobK//CfaPQMmZM8lO42JUFY9qyJCeKJ4FXcmwnbX/Zf40imUf6zEm/jCfgzdqB/MwHt5tCTMPRs/G6eQbtUbJmxrGo+jFVM7Y27yu13AZejlC1vHngh4FRac7oFmn5l+nYqssNq9jPK7ALZdx6UEb1g0Mg/eMB7gEmMtjMW0rG9EUBpXrlAWvfnDg1FEozLNHyTudldOBnQnaE1Zv0Px4BwlQRnZSotUpSbzGQmN0Ol8jJ/aZpGMOt45ggH7R4RaRFUzGi85lo51fngcoC0nwwgCBwQBIeADAqMMEmsEODf5ThDZov9qOY9RoCayuL21UB5/dhJ0/S0wzrM++pICNd2jPcdA3xW9dNKVTrRZj5f54mr//AjxieLV/BgBdvTvS750irC8AnzBVwAZlY90UFo+LTYI2W4Jfjga0wT0a/QhVIzg3eILoVvWPuEtnOcLK+u3JwJejYWDNZBNdBtSkdXXPS8joKx8y72MawheM9XIxmvQuhdAZFcmmkhVfcM0nXlh9cUgDimBeXZ2pREj3D9IzJEmjV0AkFlpifAMHpx7ddS9M3vSKBC7fsDwTcifHlmkwrq5jhv6MVh5Qmx383s66JKjqGPIfR3rTSrzCwKtEBACli1xxCDA3p7TAcMVbDW6lwKbo8sfKh7N7XE+SAupUjEepfKam6IBkjHh8qlgNl2+hBXVsyoiNJJLVvBpHAdHNUsn9J2Q5sqHNazgCx5lkK0Hfb+XloSdKXfwo5IBI22HCdfuKsBTzno2lJwNjd+z/v4IvXxmkQOr7YmA12FBLkOzXbOvpiIrLM+YEVCCIla1JupDyFWR3Ubj9FWdEd9OnRebWs46HU/L+4TpNHPlCjeBP0ZZmZE/fiblKK+ErTP9PVqQjofn/jUC77LbEsFx9aHXiADypoWJhrjv2c5Nv9KhvwGwcb4O4O9x4Es6UaeIo4IjZrPLgxwRCAgBHxGvUR7CIYvclOdBUK5aiz34eirfEpbv6kaLvT2LAA7pPQc5k+ZuCQuOUv0HFIw5ljSjWtKpBikx3bDS/6Jd69cZ0r+KXwHBiA4mxpMF/cmQqrRbgIcPBFjJPaq20UtL+rivJ/ihUpXsNKZZTT6rRKLqtLnsODS3KAtZuW634bwCq3KTOcKeCHg9Km/XgYesuZ5IRZZTzIERUM9kE2EQ+HkCYVCLA+GQDblgtsl7GVX1NSsW2RC/vrIvdD2kANau3Wk0PC08Gn1KVkc0dVoDIqvQBE/C1Hluj0VowNlFNSAkWx98jBZ9KAofMopItG7f8o5jO8LzOoN7W9fqGProbtTZxjjabfKZIHBIICAEfEi8BlnEnhAwU420TJBeQWVb9io7yN4UJbgRsvA05FBpjVnIIEpjb4rbegOaTo+j+fOdACX7lgETxlxNTLZF+nf2tKStfO6VsKIJJat4ABNszeY6isMZBX0ozFos0y/4NxEdrcbVwL3G0VKVHmS0eD+GEbBY/T8z3tlVaOYXO22TX+XdJhh/Bz3HoG++c269Zwt44SMMMqx7Ak/qh1EO+TECSqbTKr3Iawl5YTrTPGh9OQjjrDVcT1V9wwU8Kpc/BZDtSn6ZsjIjNbEn5bh/WLyD9s1puG9+ZDBVSdEUaAjlAzNdjPFTo2p3L+Nlceeg9+tAKK2MQb/pRh1f2eN+Yo6rQ+M0BsfHgx7qSB2daHD5lygI/JAICAH/kGjLXPuFAHtTlPiDpX3MV1Jgi52LGp1Qx/XtAmpYACLbTawDNIICm6PXrM399akgj8p5PdEYkFFN5TWZ0QbPKBzzFkB2EYM/VhdXGFHN7uZfzSq/1rbIfudLt3WgzV4BHu4EgDFwbx4tcdzkncpwXEuLcQ6smp5AOLq2AKHc400lnzquVgr2xHkTHeWoPRHwWix8EaBsi4Dz+mGUEynMCCjL2HoO+hMh10nz4QvfiMeuY74C2FTg0vVf0vJUR4GLl646AU3BT0BWpLKH+tOIjPBAqTsuPxOathZEpgubOQfT5kX+ICq9LQWIc7uN70f+tKhpX2qYWq6fB5BbCnNCEiVGFUux388O5mNb0FBiC5IQcG1XSgy5+fdrh8pNgsD+ISAEvH+4yV0/IALsTVFyh66AJr6TAltsd2p0Eh5/9kkIqqAgtmvr/hvQL6TAB0Y5vtaNvSnqizxECoybqLwmIugnY0L2CLATacsaUdryWS+GFWAoWc1XsDUWA/9XmE5mXqzVynj4MAKbVi6wNo+WhFmcCcVQhGaULWQNw3aNR+ic+p2SFWA2FaGYR6B3oeMR2LMFXFnNVoQyA0PTkOVEHjPK/gzQUGt5OQSvgwMPWXcFmOy/11JV33DruHKFslbN1CjmdTRqoKVs5XrgyTnPg51jgVcwda4d7BX+GsKkJvlN5E9vMz2plneqcoXXhAag25Oooy3sEXVPqLPiIIKKfJ1n0ICsLpQYXnnqB9zbMtWPGwEh4B/3+z8snp5zzz0V1KIEHVyRuzyNAlvCiglEkKopuqEic+3SdZ8gyCNo7pbP2yBh9QV+q3PNo/2KZr8fESSUUZjtVC5i8PyVxfMNy9LdilfzNwQcrz4j4MqCdAqz2gM8zMlvJXhScukNRxIzoQRlYNhpVJObfAidUW8sngeyrD7mCehd6Fh8e7aAF4UsZ9BZqRj5sb1eRuDfAAyXONByJqHAkXjkQetng+xUILqN3u5jK4OZnLuo+lOwHfxEYygrI7x84eScYSptycFG09LxQLk6S29Nviri2YyOBr4DtPOR/2BUXehtvPN+gnFWbjQNeLALJd61p838H67rF4c4PwNnhvrRnUnUcY8/5A6LfyD6OTZ/AAAgAElEQVSyyMMWASHgw/bV/bgWzoW/Pgq7POosMpR/SvwslW2JWirQIZe85KFgUiRsCkgAa+HRRtDs9yMkJQ1C8SYvAyzXNaOeyms6t0Y6feJvfu0JetaArLJ9xFdUz5pvC2gY3f1r+DYwHrbuXelLJ9NqtVqAh88G2M7jvctLSxzd5Xg/riPACPBixvxdhQgR/KbiPwJk/Ujge9Cr0NGd3jMBVzYA6KDGbEJLt0EYbTw/Y/Z5gMf2CvyH4DVdzaZ1Thi8XgU/mYpVrJ1By3o7VY14UfXVYLbdt19QVqbpwne3STnKejfTpRiPYNrciFKMKJ2UD7DK+bVbIfKnRVXGquOGmxk809X3mSRKjJ7KZHXayjsv9ACKfM3nMNvEJEoMS6WKWLt8IAgcZASEgA8ywDL8gUWA85IDYMp1jaqq6RRQoMYs1RelcW6PbJDmJshFFKhRxekjGntTlJWtzoNN9SVGKZXXRJTIyyy8/B4G32cNsOEn2zltvitwq+Q9TuIGOEpRpGNUwQBy6twGePgowMlzXemlJQ5BdyhGKhNMK5HxaVOhVUZR/b3RfzMINgE9jV4+xw3bFgGvwoITPNC+NtdKdakYaRZKMPWfVZ1eowwigDcIXqNYg3Ft6MbfQNcti5bepao+ds60eb1yhVqj7XK+ibIyw132k3OuBONZa94voHnS8ECZtQ5rknl3/QK7XVKTwFPInxZR0lH13sb14wlkioGYK3gxiTpFlEMMXQe2cn2OZt5jFLkAqIER9HajznsM1HKPIf8vCBwsBISADxayMu5BQ4C9KeqL3s6lVfO8BR0FNKfmq7YmZW/P3wLsFpcoo0BNhKKV8bXuTb4WoFCkL+NiKq8Ji8QdeM2YTnoTKSvYSJch4M4VxRVh7kz/anaKxytLtrC/GQSlWgkPTIhDvBKqMMU9QGd4abFpXZYgIYERqjKk46SmCYYMJPBOcTaY7B8TC9DL55Tka4uAV2Nhbw12PjJ9lIqRTv4wI6DIV5GwalMIXvtHBXjQ+lkgFJrL0+6it3s7VjovrP4NiG13cxCNehJlDwrl7k7KOxpoXgOQcZYNwk14cG6kkEZpkRLKsI4IeAM67B6I7EfCKiyp27fxzlEEuJXFlnZFx4uJqKmtd17HO69lwB2x/ZUHWm5n6hCqKXzQdqkMLAjsHQEh4L1jJD0OQQTY2/MehCxQZcq9A033UdkHbdaT5dyUySA8EHoceoQCmyNdogYJhxV5AOI8x1HJe6oer9MyCrMVgduu03/pelzaqpK5zvlyyRo+gxmhs1YdZxcOICfKN8DD5wFsWHAM3JlHSxwCT/BDBXYZZ95EyG4sgFk3d33JAHjYTHNibERvn5NH3BYBr0HlJQRYpQfpz6kY6VSDYgTcEdsjCV5HypEHr1fpOaZkJeNsWtbXWTsvXPEayKoLDH6YsgaGl1eclKNwtrSuaSWmzglzwRtjlhY5P1BUUpV17huRv7uVG/prhtAG2ccBG9sBlyRSYtTcYDV0He+8m0P51OqjGh2cexR1ilp+8hDc4rKkHwECQsA/gpd8uDwi56ZMgQfvUmm4tdnW+jk3+ToQucUwPgfYR4EtbVo4nJfyMNhdZYh/R4EttgayMxXnnXE0uL0iA1MQgrGFymsiSghm+sZUMpFdcP6p6uKKMPdpyWp+iW2JR8YTvv5OoXoEeJiyiA1rloFlebTEEbjoUIzHmCxZS8K0pgKrjvGm2acAui1y8RV6+ewAszaFONZh0TUMVlHDis5np2JkgTnnk52ALspNHmdei/sZYaxBajx4QxbAttX/IVX17WGDw5XVfQAOSWS2tJxKo4coJS2zTc49FxxcC5Dl9uXRmDovJFOp+pQUDYQGN9negfxp9pm5M9QO3nVWEC1KYtI+X/5Mh37JUdRZ1RyO2uq4YQaDXT+saFkL4D2GOoa7v6PcvY3rVdT8UMDzcjfq4KRbHS7/hmSdhxcCQsCH1/s6YlfLeT0fB7OpGkWYhxbPJJr7nul23UPj/JSx0KEipDWrWy2YC6h8S/gXvmsM9ia7C88rJrqGymvCtI8NEsrtcRFIC6WoMO6j8hqrGpE5YKYvexATnILzxBi8wl/hEEvJWh7IukM0tfE6Th43gIyz4Qoe2nUXPE4wGINPzqOlKucZCX6oc247V3dJkw/DjQk3PdsRaGeedxN0xHfqgB7ZhqBFWxbwWiz6A8BWlDA9kIqRRgQxo2wwQvrQnxK8p9kw8aD1z4As1zTx/fR2PycflyuXPweQXRZxDmVlus/kgUk56n3Ywh1zMHVu+PXiOzojTnPrRL+I/GkRZ7k7eefxzWZxBatGMW/V4bnkKOqg6iZHbbW8UwVvGT8wrPZyV3TM3ZOr2u64jXf6CFACJccS8GFXSnR+dOxtH8p1QWB/EBAC3h/U5J4DjgDnpjwJcuV1Mv4KoiIKbN5rsAx7ew4DWH3pOxG8YPJR+WZXwE74ktnb81WAnfNTldpDZZvDIpkNkmrt6taRSnNqwvJ+M3zZT4BgW76vVxdX2BaxMal/Da8DOylUd/vSyXGDB3iYcg1b66BbvbTYCLBqPws9NA2mu5TwXVMBQqX9Nvmdgg0IBk9G34kGabdNwJUuUqJrUjHS+LHBKL8DYKtiEc8l5NmkCR683iV+ovWlqt7KVQ1esPQEaPHK2rXUuJBOl2SG0oqKrhgN0ux31gTW0zDtBVu/2nwJpUXKQ2G5pPkzBJsHwTczTI2KmRPq0LgIYFv0hDXgki6UGFUVq5ZruwHt1HOG3inwfBIlhipetbFrmblzHRoU8ToBbbquf3GUp3NkVPcB3/ky4I8ZASHgH/PbP8Senb0pqiZva9H9qRSoCaubG23Z7O3RC9AUCYdEL4hupbLN7pQV51ajGlKLvgBkEQGjBRpfSGVbVAR0WGNvivrSD0VNd2jXnp57p9nu1L/g0pM1LU6RkEGSzFyw0j/fSatxC3MA+MSXTmfY987hYV7dKlBAoKW5tHiYfS2hBFvBZnUf3YOeu/Nhnm9vKn4XINsqHIBehav2TMCL3gTYsKAZGJ2GLMM7wAgogQ3b8ryJ4DWCpHjQ+mEgJ3f3M6rqa+hfG9cqV6i0JysHl5dT1sBBYWBNzlkJRn/rswcxdW54fm7pnTcCpM5+rUZjkD81PHfYDLqaT4AjaalBG9+FOkSt2VzLtScD7f0Au9TLaFoSddxjnrhawDbeMUiDZyqDnRxzBr5i4OqjRKDjEPuGOPKWIwR85L3Tw/qJOC/5Yitv1/UdzUuh0yQqr3l3Tw/HOcknw0OKhN1qTA9QoMYRbXDfb/VXkbW2q/FfYIxoPQ/nppwODVVgnGCyEBZSec3F7rEGTLj8dmI2g6gIW4J6U/pq/0KnDq1/NasIbaMMIRgTff3JyEGdy0N+EkScoxWto/nn+VRlnFUm+A0StAl5YpMPZt7qJr9KZzKtbB1XoI/PsNz3YAGr4Cnj/JqBvmnIMq1ZBJTghv2DJYPgNVy7PGjdEyAyLXrCQ/R23zvtZ+VF1X8Hs2UZ0mjKygi5+ifn3AiGSa6ET9DO0Hve6uBUMvlsaLrbGp6O/GlmhSlXq+WdKnXJsVzVeW436vRItHdfyztVapSyfF3n83RHEnWMOE+OnKf+NoCUB8A+vlBPP78e+tU/py5Ra0NHW4N8JgjsLwJCwPuLnNx30BDge6Hh8xRl7bnL7W0FuGivOtDKsg3q6uw05AZmPEXlNVFzSw3LmTVlCZvkCiNq+SIK1BhuXYd4clPyQAhZYDrG05wa5+8xY8Z4/tXFqJZkRiUzplT7K5yUnuLVfCsBplQiYYUvzdGpVsFYKsjIEBhh0I15tPgx9f8Jxfg9CL8zb8HTjT7LRbrRHzqfBd+KXoWGlb8HAlbR24Z7fjeC3TNxyZeM0p8BmittK74zIdtII+LB65X6l2X1UiZV9TGirnlR9fVgNtamqidRVqaZYqTaHeN+Do3Xgpyo6aswbe5zYZuktMhR/zJSx/KnhdUzVn1ruWGqes8O7sD93Sgxqh50LdcPhZnja0Zqm22vetDbuPFEAk+zI9BDc7VN9GHPIX8IAgcIASHgAwSkDHPgEeC8nr8Hs0FAoUbPoan5Vpr/USjnNMrUEe5sFdjV2DKe5n8UUYGH83teAN0oJm8oRQFYhaZ2I2n+O3XuoSPyjz18Js3e4sg2ZkzMzoZuRjUDvMOjxaUue37eh+qvZ5fxMe3aw0ljYmBYYToZGs/lPGwiAxZZ0RteWmyIYbT342INhpSmauuafJZlv6n4dwCZBRwIf8R5PqOQQjQCXoUFnT1wAp6CX6IxPhvZQUb5aIDts9pNBK9RPIKHbBoEDtpBZV9RVV8nyporV4RSljT8li7KtEQ2VORzzkww7CIOSzF1ruNKN9ZZWqRc8lbeNdcizjMI4x58341vLdffDpCTiqVyeLtRolM2MbxvwxhLPauj+TnVa2BvF0psM/hO9drBDZcGjUArdgLOALwfRMvVR1PXsLP9KNtKPhIEDigCQsAHFE4Z7EAjwHk9zwFzuOuZ8A50fRKVf/DnPc3H3p4zAXYq+0CV+fO0FNDsj8LKAxrEE1mMIcLNzAxCXs9VANti/l9SoKa7ew0DCsdUEMgoHMGMkpX+Cp99vWQVP8JKkMIkzgpfGl1ucBMP7a7BY0d8683QfuqjN79PKEV3BC0BDmBXUz264gbswsbiQpDpwjbKCPbyGcFT0Qh4DSrPINOqV+2LVGQZ7mNGwJWni6cIXsNDwIPX/QmgG43ezI/Rsn7G//OiFZeCoco8qrYTSDyOsnopeUtg0rh0gI1zaOvZhuPBuaHKU2WTLgWzfa96+N8if2qIvA3Ld6cS/HCkIQk0pyt1DI+etoav5Z3KPe2+/wuG5u1GHSLqOLvfTS3XPwhQ63Php5Mo0VXUwX2H/L8gcHAREAI+uPjK6AcIAc5NeSNMB9r8pp9Egc3Ri7pb87I3+W6AHL1kABsAfTwFPnAEMuwlcl7KNSo5NkQkVEJlmx0CNYgo9+w0aLo6D443SQqPUnmNSaoA+l95RV8tqCtXtHmuSLioelaFcjFj1mruocGKbDYFNs4sSCPDgi7jYVUEGAFNKgAoj5YY8pAJxfgchF9aY2U0FWAl3i2+EDoZYwJYjl4+4742CHgImdKayo29th+yjB8PjIDj9gbgI3iNiHEevOFjgM0gMdIuoLd7Gz9yuHKFSscyZSqZ76dRA0Nu4Uk5rvrL/DymzgtFHpcUnQQNbnf+LORPs1OYjOG2c8NoPWSNqwnefA8bRw2iQS3Ou7D+p5Yb7oThPnba+zp0757ygrfxznOs9CKXAAnqAb6mG3VyyjK2nkv+FgQONgJCwAcbYRk/AgEj5UhDA4KeEprz3kf7ChHnpUwAo3Ut4JcRx3dQSfQKRwZf5KZcDUKo5qtKcfJoBVT6fnjdWsMSjiDsGRSouc29RvYm3wyQK7qaL6LAFpsQkVGYrQKAzHsYVdX+CjuVBv7VrBStjOheZjxe2J8MSc0AD1M50LaoyEIvLTGCvBL8eAGAYSkT47bGQszAhpKzobEdzPQJevkMwmyDgPMI5tk1AS/1Q5ZpnSPwrVNkAdo5hHHv86CN6SDdtmT/TVV9jzXJ9+0+QFxIeINxMo3KNEl18rgcMM+x8NlmeAemznPc8phdVGPLdQJ4D9QyAHl/dHS7t3HjQAK/DrDlSsY6D/RRnalzmOqYGr+WVaoQOwFhAFW1A+cmUqJ6lqitlndOAKDc2kY0udXeIrRc3ZW62oIme9yC3zN3jkP9rQQtzYO4mzpT/D7v2X3d29Lvx4mAEPCP873H7Kk5t8dAkGYIVTDzdiJtBpqaZ+7tTNdeMI/t8RPEaSpA6zjXQyj3bREFahRZRW2c1/Ny6KyqKVmqT/g3iAqobHNELdgoruvJFKgJlQQ0iLpnOcBO3iw8Lcfbru0BV156PAXjFLkblisRX7Ni1nwj97Z4JQ8lDYZVScC23fH4+VW9qKGUh/xKQ5xdaWh3PILHZdNbdR1KcAsz7BKAc5t8GIfNZcehuUXlAqu2A718XdT/tEHAkwgwNJwJeLQfsm5ilJ8FsHE2rQxQgrer8T4Gb3gYYPuHw7O0rK9RaYorl/sBssUt/JSVaepD3zumPXa3U9a+WaSB6G48OCck9VlSNAUaVL1gu52P/GlOmpepOkWvkx0dDv5Eg35xF+riVFyyb2wdGQ3gJUtgY1e0F76NtyUR2itL2da5Nropecq2grqij1NfQCClqmVEyjN4TjfqFNU13sbWk48FgTYREAKWzfGDImBVGwoPdmFsAfFMCmxxl6Tb47o4N/kZEIV9uQKIsFbdg7BZmlClKdmiFkEwfFReU9Z6Ms5NCdXBNcnlt1S22Tl35IJzjkVLUKXtmGk8jGoqr3HyUAcUjrmOYMpkMvBZcHdz2prAq9+pv/2reS2AfsawjLsK+pNBkAEepkjbcBETuDCXlvoTSjEIQUdp6+MmH84y5tvkV1akZTUmHIteOf+ORsBrUanWYCqMAXemIushRtl4K3pYre4tQp4RjcyD1yvhDysli0ZRVZ9KXlx9PJpZFUwwf7iwnkqjBpnvr2jcJBDbBRreR1NzGh6ZbxZSKCsaDMbbIVzpLuRPdYo5bOWG7gReRLbUJ/BdEMFLjqYuChunfcffdWqPROUed3KCATyXRImt371zTy3XDwFIkW8v1/x/J/A1XSnxzX3Z8LW8YzBDu4Vst7t1E0O/rxt1DlND25fxpI8gEA0BIWDZFz84AjzmrE5IiFMRwO58XbWORSCaSWWbIwT5oy3Sil4OBfuYDLEcUApaNSGXqetmzk05F2RIV4YKszNuovKaiEo9nJeyAOwUiVdjZ1Ngi1kUQf2VnzIKuqtCT6txMnzZy0GwSXl6dXGFkV7jX81umcm/+NLJWEuAL1B5qUb+KgGv5NKS33R9Ct12JcDJpY2Lw0/q8/AdNvn/D7DKFGp8Ns4t3ByNgNeh0tGiJpC3H0aWM8qeAKw8X9ADhNy7eciG3mA28oMNq/roxGNofo/dXLlCWf5mWhDRYhqZYdZjvjvnNAShyPJo6548TJ1rnqeW3JQELcEpxQhVCCJ/2qU2bt/z953boUMlQAY2BGpWqmRdKdFx46vP/8MNv/BALwHIceEDmJpEiW0Ks9Ryg0vdy3lTLzCar+5G3aLWgHbvrVpuOgUIKou3dWDWekCfmUSdK37wfzAy4RGLgBDwEftqD/0HY2/P/iBeArYtOZvZ8BQ8+kwq/SAk8N/G4/CY1A5I2KmiX13WjhFgo3KGQwFVbhL2pijXsLJ6bcUmxQL3UVm4zjPnJHeDh5QKltmPsAtBXERzahzLjr0pqpBDSO2JtXQqf9+QZswszM5iwJJO5BYKamkrZr+40SJhp9KQDuRNSKdAOY9IZgTtak4N8dh+TDatbYz34x0CzjVIH8ja5cMibPKrHykDjXUxXYTeBW+0QcBr2Pqhw8DQNGS9zQg4lrayLAnel3nwBlf+Lc2mqj5mwYbKFS4BEbqERmWYJQEnjX0GsDwQhAV4cG5IArK0SPUZZa4NX6KdZwDGPeDoetfyTpX+NNp+JTrYexR1Uj+KnLaV61M0kPKIWIpfxmC3J1EnM5e6VbPUsNQzOCUfzVdGN3aljnbucpv/KJg5rg6Nt0DlVbuON5j5X0SY0RWJM4hIP/T/VckKDycEhIAPp7d1hK41ov6uSTTfE/MMdGw/0y372BYE7E1R6SWOi9PsR7MR2KwE9rn1fTzmvK6Iby4DuS1cPEaBGjMFx2qc3+MU6IqEyXT9gr8FaRdR2WZH0Ym9KSHFKkY9ujUcQ49/apxNZviyS1XykkkGeGFFccVY9f/+VXwbCKZaE2G5L42MSOZyHraJrTNVZbHm0uLyhBI8DYZxHgvC/U0FuAebSkJn0ERX4ryC59twQauKPrZy1Vn90PB/wC4liGHlPGunEMZ9zkPWv6dKDppz8Bh6u99LXLn8BoBMz4CqBjUq01SbKsoZCjLPsY2mIxPT55opQGWTJoI5JMBBPBZ5052z+VreqVKNzDNkkyBv6Eod3RWtsIMbM1ugl1KoApJ6gYXdKFEpXkW0Wt4xBtBUoNVJrovqR8vVXSnR+MGzp1bLDZdbxGvkQtuNgScJ2owk6hAmyrK38eS6ILCvCAgB7ytS0u+gI8C5Kc+DoKJW3W0TGDOpvEbpFu+x8bjkZGhGvV33vt4CNnKGnTq3YV+yeT39qnpS6FuXy1G+RUUOO6TNeT37gFlZdT+1+n0Aj5ZFs983ytWxt8eZgKYIyCwGwSil8prx6n8HTBibAm5ZSyDjvJYZl630V7z8/Dr+iSeIUD4yYaAvjVaU8wV3Mcguj1jhpSWXJxRjIsgU6iDG642FGIl3/NPBMGvwMt+H3oVT2iBgJTzSTnVrQku3gdiu1moXT/gHwXsSD1rfEwRTFINoN+r1Y2l9v+1cuULlX1sWKF1JWRlmBPrknDfApnIXgMcwda75oyUw+Vzo+jshLPEIxk9zygJu5fqHNZATUU7AvV0p0RQUsdp23nmJbkZtG4FlAG/XQHldKNG0vFu1yMho4+U/0bUNAQ/37f/h7akeeNT63OfL6v5KHdrMbtRhebQ55TNB4EAhIAR8oJCUcQ4IAmYd3nhVPCDMGgHwClibYbt39zQZe1Nceal2T7qXApvDvuztK+xNUW5N5Xo0G6m0mOZ8KvuLowfMuSnDoVytgFnjllEN7pBFc9YbZfU4r6cPzMWhdVEeBTYbZ6KZvuzfsyUpCWBtdXGFEWjlX8UzQY561Iu+dLqinIf3Zjhnsdvj0eWo8f755+gE25L7psmHn2Fj8U0gsvSR+Xn0KryyNQFXfPX01wRYcpO0NRUjj2YEFFnaxRDmE7zZPGSDS3GMX6CqfmO5cuVoQDeUshjYSo3/+jllZzdiUo5bMOMbaEjDA3NN93JpkQrWspWzqpE/zQlKq+X6SYAZbGaOyY92o05O/rT6bDs3FujQ3Vbu33UE846iLhHlBy0NaBVoNTSEOW8leK7vSh3m7ml/fM87T2hnRDYbNYPd34E1DJ7ZjTpFLfpwQDa4DCIIuBAQApbtcEgiwLlnDwTpKlDLsN5cxPYIdJ5Jc2pcOsaRj8C5yeNARsSzu1UiXp9Isz6wU3ica5EubFoD9uRT+btOrijnJeeAyc55VUT9KpVtcYKL2JuiUo1MV7FquufXKs956JVjuu4OGjrRhhubmG5d4X9xZvFK7kmaZXkCCLbg5ImZ9LcyHvYBhXSwL/fOX/JyQj1UAFEng7wIv9qVUnwOmGzZy9fRq3BkFAJW7GIEozHwQRqykhkB9aPASqOhOwm5D/GQ9RvB1hk6sZfe7lfOlSvchSB+R1mZf8CdY7pCM9KObHf8rZg6z8yHLi1SpG677xvAyMD4aYY1XMs7VcSyISxiroXLulEnS5bS/Gwbqzxbcp/vvutBnDdazq0aj4GZ5ESBG0MsAbSr9+YuruOG63UYutxOqUGVDgeiGUnoqM55nRzlyF0lnwgCBxYBIeADi6eM1goBHjfgLAT5ONR1Xktvvhk1Z3NPoLE3RVlJYZVwmPGVCoyhQI2rrF3kKOw9qzsQp1zDobquhG+gQ1VWikw9yut5FZgdojAKMxCNp7LNdnSwsnSvA7P7zLKYAjWG25wHDozDL7aqyGAzIEydm5bXGOemGb4xbvnIb+LQklZV/Mo/ildxBREMcQwQHvWl0U3lfMH9DDIqOBEwN5eWjEvwGyk9g61xc5t6lHwBD9vSi++il++8KAT8MxVNbRHwkjRkDWeUfQCQVeQiOAxDk7+E3hISlmhudxxu334SiJxnhhZ3El2U/g9Mzvk92CwOoSx5TJ1rSnKWFY0Bwx0dfD3ypz2hLtVyQzbATp1lBiq7UaIZoGW1Wt7xB0Bzly18Kw7s7USdwiRD67juKEacsnrDlLQImNKVEp3CF9H203beOSpoEC9ZdYjNXgz44xA3Y3/ENbbxDiMIrht1Fle1fPPtFwJCwPsFm9y0rwhwzoAPXFWNnoCHZlKg+r8OamFvzxKAjXNVpzFWG2lLgc12UYGoy4oirKH6RQRcGV/I3uQxDCon29UM/BOMAiqvURah+aXt7XkPwK4vfHqIApsNhSbOTRmgqh05rk3GFCqvMfpmFF7+BsDm2SnjsWp/xY3+NTwM7NTe3drpaxzXOObCVA1slgYEtubRkqPjizGNCMYcBDzWmDL7MUC3rfN/opfv+CgE3IcsdS1FNKn41+1AvKvMXvNxGNzjKoBtqc5XqarvpbxweRmIvNY6n6JRmddisjrLJvXjwsw91vgyPDDvZRQXnYw4hKLVGWUYP82wbmu5/nwCLWILSwKt0tEhqxuRkw5UyztVpLor5YcqvkIHbw91Fu1qtdx0PhBUQWs9XRvgr0DcdUmUYBS1iNbqeXfPZuxWxGs+j/0OwW9roBn7mhfsvreOG3MZutIYtyLTJTe4Lfzl8z0jIAQsO+SgIsA5AxTZuqNTlQ/1VSA4k+atDgn478MquKDHLxDUFjrRuqFv03kgfSYFPtjU1jDsTVHWo0sYwqCyNaDg1VT2gZ36Y3LOuJQh0DgA0PHWeLtBXEBlW5yzRc5L+RPYcbmqQKgiKt+iassqEr/DqjNrL2cUBWoqBxZkD9UtFSzrQmZ1cUV18WpeQ3ZONON2X3/6Y4CHuUoC8ugrS5bGMwxZStVWNqU8OxxoF3KXdv1pQvchv1UWsVEOUdf1vhVfPT2a7Bxe4A/9UKvSj2whis0E79k8ZP1asCkKYgTA3dLwOnTNJe1IfSkrYwOKcpxobqh1TJ1rRHOjtEj92LCtyg/hiU9D7n3ba3lnLxXMxFbgGgEfMrRRSdThcwMj5vjtaCxhsDmO2Z5JosSrW7/DWm4oAjhMiUwVa+iCDlcTkVNz2X1fLdd2Y7S7BYxbiZwqVyrq+q/qnDeJEt2ejr3uPrXeOuy8BQ5XmyAAACAASURBVCBFvIZEp91EnGOv8EmHNhAQApatcVAR4NyMUWC+E2wqPLVqGwwLdk6146Lcl8Vwbo/zQVprq0eJOcxAXNxMKnkvQkfY+NI3awWrvNwBzjwqt5d5EgW2hLu5zSpMyk1tKUMZI1znzi1mb4q67rKs+Eq7XjF7U5RL1nQtq9bs+Rm98N43GYXZ6ovfUnHiBdXF8y/xr+J8EAwVMAY+LkynswI8/CGV92rdXTahbMkDFIQt0Vjf5ENnbCr5BmDzR4LOp3S/7D4VKe4Q8EtfPX0tw0yBAuiafth6LECW5c7PY/BZ04FgSA9Z51/g1iaVemTNS69RVsZo3DU2y0zFMlbYAtbSMG3ORpQWKYs8VBiBeDjypi+p5dpTgDgltGEIjDDwLQGjkijR+IFUz/U/bTFzfN0lCx9MokS3Gxp1XHcqo53Sf/6Na18069BvOYo6Gy7uaE3pPxNwC4eLrTSrc95GBGceH0Vnuq2x6rjpVEZQkW6Uikmk8s3Lo/1o2Jd9LH0EASFg2QM/CAKck3GpihUGYBQZaNVUQNVMfON5nJYvj6iA09YCOTfldpAhtO9q9CmYVdqSob0crUU7VwZoDgU2h2n88vizT0KLriy/0Lkh8z1UvsWprsR5yYsMIQy76RhDc2pe4vFn/RTBOBWwZFYyYhjlDTPG55wGrXktiAwFKQLnXTusYm79CfgbyIwgZsblcenDt2pwcm2/89KSnyT44Yh3aIzeDWf7VX6wed5MlNF99L0qiMkh4PlfPa10mY0oYQZGp6JWpVvZ56/XYMivOoNhWO2qAhFV9RvBlSvUuasl1cmjKGtgJSblqDNOM6KZMB0Pzi1CyR3nQwv7EXQf8qdNUee0OuIWEpBuQdIEeEYlUYKRN7yDd50ZRIuKMnai3Bl8WzfqZOtdG7ep3FwGP0KA7YVQ1utaBl+fRImhVCfXC1YubzOancJrEYPnATSjrfui7ZEd3DiwBbqSosyKcv0zUsJlaC5PoqS9isW0tQ/lc0FACFj2wA+KAF+ROQCke0GG5ZjQanJW5ImW4CM0f+3X+7IwUwmr4fmwwgjmjVVgbSaVvx89/zc/+TzopFy2dhUedc8nYP16d51hHte3CzwNs8HkKDcB9AgFNhv5rVz466Ow26MKOtiymkoLeSQFaqp4XM/R0Jyi94q8bqKymkcHFGY7BRJUMfjmLpx25WUVN3DImlzmS6fB5TzsC7bSehh00cSSxYUEGFHXTLh2V7Jfldczf9Awje3+m3uVpeYi4KeUjKMRscxA31TUvQSwlSZEqRh02sMgW+WLr8PNuzVVA9jCfSNlZfZBUc51ILtKE3+G5rg0nHFMC9rFq9QjIyobhNeRN20kM1MtGhaEkxZdkUQdDQ/HVt6ersGjyPcU+91q0Aq6UAdHA5yZtTo0KqvXtv7NxwM/1o06hYmk2GNs56Zf6QiqNLJQGUTzmdco4u1GHfcYI+DeZ9u43kumm9mlwGX2UOMp4u2KjgGJlt6Xf53SZ28ICAHvDSG5flAQ4Nz008EeL9iwiu3c0dBchHkI6jPphdVtnuu6F8bjk89AkF5yBXxZl2k2dH0mzdmiCg2ENVbUkZdcBqbW1W0eoECNEYVsN/amhCk4KZUtCmw25Rpzzz0VWkslGGYdXZV7awp1vM+5KQ+BECITRkb2rtPX/6uLkZbkVBEaO/aF2fEJhoVr/JskRqon/cIcAl9vffn7r5y95DMw7GpDpU0p/gYA1pkp39b90vuUDKPbAlaBY0YZvu6oTz8BLXb5xUaknZmMBLf7OXgabmt+BYxkk230ibSu+HVwUJGYfYZ/DabOfRqlRYow7TSif6IF6Sic9nkd75zNoc/VKNckUaLhidjKO0dqUC59sssCbmNgfDdKtFzbQB039NGh/5FAoSMC4J8E/eau1Dmi0pV5LtugiFf9GLI1qRVRfm0GWHUMO1ZoayMzc0Idmm4m6DdyqFCHqzu9wkB5N+r46kH5xyCD/mgREAL+0b76Q+PBefzAJOxuyQNIEbFJSOFNWakzae7KqEpIrTuzN3mEKnEXRp7ATlLnw03tZ9L8d+oi7lGlCplbf8EvQbtdY8j/iRPkw96e0wE21afMtgB6hzwlxmFVeVJkYpdJrAFasijw0RfsTQmlEAFfokO7MzKDJ1+i3N7WONs0TzAtP++lq5hgiFOogKv2acNVHrNdLvGbCbOXTFRKWOo6EWoak/2qMITpDic80n30FOX2NQj4tN2/HPyHf95WZY3f3A/b8wDdVhNbgcGnvaYseet6FW5uVAUabEvxG3h2nkwry5Uil61cVYWpc4egdJKKmg4FMDFyMX7anDpumMlgZTlaTbsriToYwhuWVelO+/pcRzD/KOriBOHV8k71Q0JZ33a5SPVLZJEO7bpu1MHRkbZHr+P6cWyWCTQike1G4EeD0GYeRR2VKMge23dcd1p7xKk1RwR+AdQI8GwNFOhCHcMqNO1tXLkuCOwrAkLA+4qU9DvoCPDY/mNBmtdJ1QmfUZ21zcBpg5+l++7bqyh+dG1ofGhVW4rQFOacs0+DxwjQsq1YNbuqGXwzlW12BD04N/lOkFHqzmyEamhavpKl5LzkC8FGsJJNIsvQbtfFaI4/EeDVANnyio9TYMsNGYVjXgbIcCkT8Hz+hBefgQ7nfLM5/psTO5zn20RW1O0HX39/+aNL33UC1prOevQ6xDnBSBXdL52iLFWDgEfVXXDFuLqLrR8V/Pd+qFPkaslC0gwM+tV5IDaLORBuxU1NIwCYVYcYd9PaWW8pCU0Q2d8RF+HMX34HDrq1lZ9A/rTr63jn7xhwqYzxjCTqZBD3Nm64QZGi61Vu8iAurzPFf6w+287bj9HhUefQPvfrZuCebpTonLXb17ZzQ3/deA52HQkYV1/TEZwZTTWr9cbdxo2DNOg3q8IWra8R6FMdXE7QAnbE9kHf+DLBjxYBIeAf7as/dB+cxw1QROCFjjwVedNqpY2KREH8JJWvdKXLRD4Pjz3vGLTb/SSYwirkgPEmNJ5JZVuc4vD23ZyX8gAYrcvdPUOBGsdKYm/yRIBCBQeAD0CUpwo0RFHgepkCNZdF3EMYn9HujE8JcKxA1jC8YPyLyq19uUWEf2yXfmEXgI2zTQaeubJkiarMZERm7+6eP1lPyjTlHQkru4+eEm8T8LXfe6/PaOxnCYbw6n6oU8FtZiBVl4Rr0at7qFLUkObLkRIMRaLz7hNpbYkK6LKjuEvQ/rQJ+OWu90GWixpYh/xpqXXccB0jTJjEn0SJRrGFOt55LwPu2rlL48B5naiToUT2H64f7jFEVsj50cPAhwS+KYk6hb0bVZpQg67yeVufA7+nCiZ0pQ4hhbI2tvY2rs8jkPIwRJzvErCagUATdpT/lH4qaliH7tfDEbUyIeAj6nXG/mEuXjHvF8HdTYXkoY920N9eWT7ovn2Oam69eh6XkWyeEbMXICsyN6zXbCD4KM1dYxYSaKOxGXClvqBPD+vC/Cw0TdUfVrV1nWZZsmG1aQFsgqZfYZdI5HEpl0EzShpaVYXwNXTkq1KF7E25AYDL6qPnKLD5KvYmFwPktvSSB7Y/w8ew9aB5acHEikc5aLqZFUe1SxuuUpbU2bZqX0wsWaLc2cbZc7Brr8ebT7zGOCMG8Fn3S6cokQ3DAr77uxt+n9x0+j3mJaroh23DnQIHvbv/AZ0TrDNuWo2bG5WLN8ca5zFa+8zqkMwltiOO03DqierM1z7LbgH09K1595ymwS33Sa8mUUfDot/G9Y+qSkcuVF/4FH/J60W9mtVntbxTpRzZRSfMVQKljdhxbWsC3Mb1N5Ppbv65a7ytgGdGVyTMJKKmtt79l8wdOqPBTiP6WZR+6nw30I0SX2trjH35vJZ3DGYrH7obdXb/6NiX26XPjxQBIeAf6Ys/WI+d9XbZq6q4ujM+YQEH+ZXduvby0mF5+2VZ8JjUoxAXV2hFTptBQuFN5QSrc+Ile3ou9vZUqVCqUIPTjEIDjBmI2z6TZv/d+SLnsT1+gjhNRey6U1pU3NbtFNhspMxY4h6qj00MDSrbmAJb5nNeyhQw7nXNNA3/bpyCYxLXA2yqOTGqByWcOk5nI13JDEQjvqrAV5HHbKbx6O3+fXt871wl/2i4rx9+c+Oj//fPrYYVyO2OeXPXmQ/ZVYkau186RQWaGQQ8/dtJT5/U/HPDau+G4JzTsWOctZZvMeg05Yo3ixgcw1Ph3aVKORptO6hv1zXPKMvZGAeMKTiz+18M8Y0QajdtzbvnrxpQqTSxzG68IgmJF83H/KbzMWI2ISyw7akkSrzWGJ+bfhVEcAYBI0PjKf1lVevXDNiy2zZuuFQDq3xeO6XJvvSchuDMLtTFzot232b8fx03ncYIKtJWMqHOubLVUf0ofP5/Pd/dyjtHaGZUuvrPDi4DQx8k8pQRr0Q+iIKAELBsiwOKwMi3ZpcTkf1lHzY2M5aA6OV2zK+8OjTfJYm470vgcRn5YGURW+eV4bd+qAo14IVVJdFqANtdI6UkjSvvQVeiIKHzXoNY8npe70rNsYeYT4Eaw63N488+G0FdkbBZK9f4kK+i8i3PsTf5MYBsC1VduBPMG0DaMlff+zPjz/oPwIauNQGfXHbFs08mdkwy0oGUglRc2nB1LmwIamz4/NuXnl9RY5fP+0dTiv8oAJ3Vte5jfv8egrrhXn3869+/dFzwaKPfSWh85afYZRaNaB/3OvqfHMpbLthViiS2I5pfpLXPvAMmO7d6C078qRcd2rs9DPP+kzf5cQ886qzbLL8I1ARBI3ehpTERHhUJ7YxPwB+6UqKhH13HDWMtd7UrYtnQs76xG3X6f/auA0yKKt2ev6q7JzKBDCOKOWIWXdeEqysGDOj6TKi4rvvWLLqrm+NzXV1G17DGNYG6ugImFMxrBtHBrJgDqKSZgUmd6rzvv1XVXd3TM9NDUqHu943AdNW9t/4q+9SfzsmsoUpH6vES9L1y31wzYVisKruknlRPVGBpfjcA8BlrfyrAzV7/rmHk6u3QlwIXcDlWstGPwO1kM4SHhwDcW8uum8eHALxu3vfVetWHPH7r8SKiHMcHQjJf0rlrUp4W4RSkY1Mf+OGxC3q7IR6/94Ggo6B0TIFzm7T/E4zeKHc90Un5yGDkcTtsADutSj4ZNSN3HrnPI/LISODxhO13h5gCrQxwAPgYdE6QyW++4Ik+aGvOqOxe5Jcy6bVLOG67yTk9ylRtX+mfQ60oPHyv6JYXCNye3IhV+rcTTr5Nr8uISNibXFpvDXzSFFC1J5KfnH3Hk0N9WcSOETd8CImYvtphx1/8prQnTH74hvl/faY6XWUIRLZDy9NlSLkFV5sOeADDan0yjldwXocWbpnr+veSD0499t0nLoZ4ldyC8dh8fS128o9//4Efjj9+r8HD9Jo28671c4JjLKTbgOhtBP1+aE3fT9BWoDlkdGO0XurlXzMmEkh9tZRnZCC9giy9Tv2dK/vo3pN3XeCtcPWIC4xmtp9IOGcGCT78w7z+3du9/l1t3Sp6fMyPS/tiwFi6xXIa2bG7OPlFAWY44APBl4miFwoPXCctEALwOnnb18xF7/fY9dWlUjpaBArGqqebYTXK28GLAKc6Tnrq9P1/3CvPhMftvj0QGe/mibNhwMD814G4Vu56NofvOfPlfNKIveDILQA2ytvTlUjb9XJng2mB4cnDS5GuUq80R4kHxGUy+fVf8JTN+yBZovNkaROJyzD59QtxwrbTIRkBewWUI3NYwYiWU6Mbnve+VeIDTMdhh//9X7V9h5mwLaJLn43uctyuPiidc8eTr7UlkiaMHd+y/g1Ga0xYfr0TL51ntbQZYLz184lvl7HUkHCMRPMHFriJmWv3jV5FacRt3dk3OQPbpTU3rONZeeF6tZG7JjkdW66vPcB+3zH2GDj8uOmjTzyboMsdDWkh0odasFsJzYfTz7GT4HjV1W1m2250vXvdvz8+A+SCGinXNiozXMlCKovVpv7vHLLDFvk7kayvkZrGvPuDBVxQXo7q8wD5CcCs4lXmQJlCpCbXSlWv8ruNbKwBYmM1vBz05vPXB+S/gDMTkJk1UvFq58/D34QW6N4CIQCHT8gascCYOdeXo7HkQLHkALpg3Jl8w3zxo0HD1I6DqdP3P9G0qhQzeOw+/YHUTz0Vn9xiKxdRHlQZQbnreUOJmD84bjttf8qVKFTpQko9Jr2m2rM0s5ywrVZm5wu2P4mNXt9f/giH47a73q9aNmsIbgISF4ExLazyQagFsE4BHO3D9QqD5I69SzbXVUz4vrZmvfsOGztR22SMxxXd+dhHEWtU5itc+firr77x+SIDovGNfvkWKzc18oJ1P/77J3ZjiyHNuOPzfyyMMDLQAhWA3cu1LWBvF4fNOKvjE0RcoYxL5jdc9stPZ2cJQwb3vRA1lR5NJVAeiV684LgLdwDEzzmDkCMtOK2EqMawL1CwxAHG95WKB5vZqlzUOZzNBKY5kLP7SbnRc17K1gMttz3KzUl7QyCTHDj1hbxJj/lKC6tUHSufTU1n+KeeXy3lLxW41QV/tZAtg0sgnqdLtx2r8Hgc4Ewb0Rl9pESVvsIRWmCFLRAC8AqbLjxxRS2wz1NPRar4xUEkR0N/xONL7jShvE04Uy1Hpj6w/0kNxa7H4/f8CWhypiakmzdeAXGF3PVsprfX/5yn7VSO9tQvAeawYEHwkglLT3rDeGwct62GeRWsA+0sKupuqXbwNI4b8VdALgqsOxUO/6AvFhD4Ht5ngHMlYGVE6J+Q6vo/RQefAYi2E+HQwy+d3rfvBiafaq13x4v2+pNMePfpdz//6o4X3x6sf0+ud/Jn6b57ra9/rzvtivn24qY67dz692dX6wuDVCGFrdDibqWuegE2H6Tha2DL1GcYnTLnAfjIevGGd0i6uduYfTM2qlNeZfcliXys8aTfLhTk5PZ/IsYDptrRC8uKFmad3A7nwxgwMe94nenXNVJh2qaWcPlWNiwFXtOylB3yjKoV1UpFJ+KVJrb8gJCzpACfOAFNY1zv9e8WJXfZyMbhQHSsBWsswfxCr+CmHqEB3ciMKintsvCr05MW/iK0QA8WCAE4fES+cQsc8uTtB4kBY+MZZ0KQOV/LgNIwTqXtTH1w1PiiPBujxOQ4J/lkFzkXSqjoQD0i6dtk0gsLg59x3DZbApZ6f7lEDeQ9sKyJcvtrRqyeJ4z4E0R8gXpvCt4sk974cQFJQi28Uo9Xw9R+LrkBkJeDHvMpseGTP0SpocYcPGTE3NEH/mZ7/bvEliCys1vb9sXS5fjj/Vo4DaQGjG5PDTnatEINPf3KRZGvlg7ol67FP+e7HT516Ggdho4K84+dh32BqjK3Yvuk+Ofo6/JCT/j4xXsv/zJT2PU1Nl3vv7Atr3dalr539LnTB5VWBlWfLnTAFgtWppdYgFmC9Mkp2BtZkKsABkP6DYR1fq2UPfUVv6ooQ58JDqg9vdUBu39K4/H28bmoMx81suUkgWg7Via/HDhPiUFuakPz5KEytMf87mIu2yIC269cLsS8Zkq6KXhQc7qANTMk5PjGvyLW2g2EALzW3trv5oUd8sStPxRYvmds5OwKjPnqTTKdnvbQ/uNVqafbwRP23BGOyd0qiLhgFByCK2DZ/5JJT+eEFL1+4OuDXNUEHLdtKVUvt779FU8YcThE9Y1zJnwNdnI0UpFDIMgWDgnmwoESeFyTIRgRPAEaQQgDLo2IvH1EbOMovVzooUdcNrdv7foGhCPbnjFPKj80Od6zJj/e2pFMV6RrdkFyfZcjZMhZ1zRH5y+q3jQ+HH/52o0mb4HWphoka5S7EqM2VQYxC4Mc4DhX774lnYj3m337xwmmXTKMQX3vQ21lpo3sgQPG3bfXoOHZtjIoC5jK8DmZHl4BHmmHc3IJrNMFwdYrM+ON1Sg/W3t1tVDKMWQagYpxt4WpPgaZWCEVmWI8kuVNaJsgkJMBZsQbAlaeRuC2Qp5y/u1tZMv2+hLmec7ZavXcA9Ug2lY1Iw2Z2U/KlZc7HKEFVqsFQgBereYNJ18ZC4x54vZ91TN2wNEiUqj/V6dfDHKqY1lTp+97Yg99wLsPhGOf4YWnfYGB4Bb/A8H1csezSnaRGRy33f8CzJc3/FjzwzL5tas5fpthSNlX5vQ/m7NFkXEhwdslC/xa1KVh26z2rcijILVi2eQzr7MHPn2X3ddULQ/f8HuL9hl1rsmvWoPvb7E3utYoEE2c8XLLu18urXQqNkNiYzfaPeS8a9uin35dvmvb9piw2K0V2wnNbVGwHIP6AFt7NXBjksuxSdq0Lp30/lMv3b5onltUVVb6NjYYaAq3dFy664HPn7b5zsHQ7A1e2NmjtNSjeKcNXqz8ywBMjtobWjR1UY1U3LCc7XunXODNiSgQmGJDJga5lhdx2eYxRM52wBPFV1sKTCqQa1LA5H495HeXsG03G1DQHUMwSC8avLWtAnlA4MzsAGYOlEqNioQjtMAas0AIwGvM1Gv3QkwlToZIXzjJ2YiUzRIRw3i0qsahT9y6l0NrtMDkjDtRCXrrtEAwRWBNXSapR58eNb5LhiQet6e2rKhH7BJOBAfxAiy5Ru545k7/1xy/wwCkUhPycrv68X9BqP7wAzxh2wsguCxvtvsh8g+Q2qbk5VxlGUDNJ2fzn8SzEGRUgI6ObfLW14iY4qqxR14xv6p6SJ2UfonIjoYEC/e/+gEeeu1DMDYQ8S1caurBF1yfin30ZWT08n0wvvFHiIIKwO52thlKDKwUlBP4adz86q22Rmw39z+tabDCEH5uXPcOIraJOpy2+S6fXrrr6GBl8b0CtKiCUcYmwNUEZwnk2jywfDyCyIQU2luIqGrqqq2D42WvBSlD7tHE9h8Ajr6wZKvIs2csEuCqGKxJZVL2SVfPVCOX7wNYCrqay86vavdPaxLgAS2kWg5n5npStUL96F3toYntGwIcKWA/C5Gn+0jJ26vq/4FwnrXPAiEAr333dI1fkQFfy+Q2g6MBxGzzY3OWSMlbq2pjhzx+m4ZrD3TBWDLC7nnzJwUyheJMK02Xz/zP/kd3UkHS43nsnodDDBAWIm7QL/srQXuS3PX0YnP8uG12BiwVCfDbd/xlJyFt1SPCWtBUUwdoEzEfsM4DHGWcyr48CB4AMz22Oo8yWRlPf7ZVgZ9H3BqozTb/AXb/vit1G9n6ghapfrPy1U+/xrVPzgWsGDq2ccWJBl94I2Lvz8dxTYfjsGX7oxZJbA6PfEzDzyIW9kgBu7jsoAe//chHDzd95gLV0H7zUFVhwtsHDdsMd45y6ajdIf8luDyXvcrIIir70+m5dpdLqlH262a0TxCXxSrbekYugmDiB3i33qekbGTLyRZwCnMlCP0ptfDuOq9/V3WWO41mtozWHl2a5yHH5oFjuRiQ+7VlqBqVM0Qko3BVaM5if9fM5r6APRKQkQ4wUtyXOb8a3JCoVEuF6csOR2iBQhYIATh8LlbaAmTqCNDpSfRckWC2YYKy7FmAPVtE5q/s4gc/eetOlqMej6hnXKhIx1uC9wHWVGH80Qf2+0kncg4e8/2dYds/g0NtM8qnLkwqEQTISXLX8+ZFwuWCFg07B3ub2w0BSNq6CXZa48L/m3N9lMthcVswwOIleB4e7aR3rBaEGUnDX0fqvnjO6rNeJBLDkT+6qq2srKbcGjoN9vDrsXh5O355r5JIaS+wco7UZgD4zCUnYc/WkRiGDi3CAgZUAiPc4mecEXcQo/Vw42c4+J1H3N9VVRBD+5nvgt0HrY9p+53QXmLbPsf1mwJon2+mj1cg/yBMyDwQiZAPAL1m7XXSft6cvl+d+lrlbq6R0g+/IitK0XauQMYx2zucMZXKEKo6VFVAKzhox0a2Hm4BR1BfwCC+/GOuqYEvBbifSM+sQR8F3S6jIcU8gyTt5WgfScD8qJcLINDT1XkWLUyrlgqvZ7qYVcJj1jULhAC8rt3x1XS9TMf/AMvaHqR+KfvtLT2sxvkQa5YBZvOz7BWRfstWdIuHPXbLCEcszflpzjgo6p4/5SOETIPDmQ/tf1KObixP3mcwEqlzAdHwtIdaOadPAuVWuesZo7XLcdudDzDTSmSOFLyrbUvuWTmqSXrGi4BoD6yvNKQHKaibcHNwfCoxnBrdsCMBKd1u+yOxw45HQ8o+Q2QH1xv+7dTn8FVzKxKb/AZO+UYZAP7dwnOwdcdm2BItqEbKzf1qDnj7NDDKzQzs+vrUxtkti2oRiwLDBydhSXSrmoGYtv/xrYPKKr1CNfOCpLq4LtAQaYjcrTxiuTvl3Q5kkgUVzshTngIeBqyJNVL25DJ2bE44pxPKYCY1Be7z9QK5pVrK9ZnIjDf5ZmwYNhhL2IcBVG7uDO9y3hyfEbjfAmZUoXymiKRX9FlazuVbpSAjBaJAqz+FK6Y7L7CUoNJqNrTDuWSoVJnISThCCxSyQAjA4XOxyi1AxrdBWnYwuVo3X6s/wZaTrtcUvAnHA2QLs0ViRff/Bic99MlJm8NJH+ZAlIkrQBGZBx3AUxYwNUU8+vB+J+WqIh23x9mApSxbpgo5bygA3yh3Pvtvnrz9cKSV+D/I+2yEFR6FYz0Ii8fkebkdEHkCft+tO7FW3XYiJ7nd7od/2QPQp89AjD3qHxSxJLL1LyDVr+PG/76u3NBIDD8LTtUOGQC+/MvfYWhyEHZGMyLKH6LkG+qYjo8DNcS1X72N0z/ymDaHDWhDRVn50PI+uOcHxyS2qR3sU0BqxEK9Rq9liksE1jsEg73VaQL/J2AZXLWiDE0jQX2pmFgrlbc0sUVJNk4FJBjX9szJJkLqAWtSbSC/u4RLqiyUjBXIGEAOgOapC4+PCN4niMyokdKCJCs9PeBtbKuLZ0PI6t0q2Pb4vAqg168MWPqMNqSRmrsUCxs2lU3dJHs4Qgv0YIEQgMNHZLVbgGQpkNoRjvGOg6Bc5/6FEAAAIABJREFUzPOn7SFuLtlSb9l+RUQ+7M2mx8y8fUPaPMJQYuZW6uZM43IGc5rlcOb9+4/XfKwZPG4vJd/XPtRgla/3qfIU4zokk5NQ2jIClN9C8oQiiJu8tqM80gnz5e3SQrpjKQAVV9ChidpIHBZ+Gh2e/Fhi0d12/zG22OKHsOruhr3BLZj5xse4d848JOvGId1vVAaAb/1iImqdGLbHMqB/BbBtHbCxAxyawKJkO3Z5fWri03hLDP2qgQHVKItEcec+R2PU0GzdEsmUiJhQPMH5AlFgzuQ3Yfp+5UUanuhszy+JFkswMYWO+ijKx2o1M8BCL0Da8nXlciydPEyGmfzuV1w+sNSQYuBgcVWoooXvM98DrGmEzKyVsh7b0IJzLCQrY+gYCaRN7tbzbIuN2CgJhwFb/bHgNFSFHm5v/lcMj82zQDFfgKHRQguscguQHGhAWQFZgdn1lLvNqQU2sRAwqkKzkEq/jEiyQaRPDplGVxs+5Inb6oQ8EmKpV6WFVEZOr8B4BRqmZvrRB/cbr2QP4HF76he2atx2UntS4NFKXTgyCdGmXbTYKKAWpKc3gXwUIocBMExX3sjkfL1/Kxj5+VcNodozrWpcHBmCgQM3w0GH/BlS8SEi252BtxcsweUz5yA1cAxSg48wAFzz3lLc8sXf0R8JbII2YMvBwJAq4EcJYD0Hv/x0Fi6ZPxeoKAOGuXh6y15H4ojhme6jHFMQmC8Zukz/Iz5MoEIgewcPFuDWJFLXRRDdR8BxLBBWBzCTwD9rvfzuUi5dX1A6VuAcCEiBF5zMCpqLnqY9un2l/PliH0hVVtIQshZIOeDOAim2KOorAVSFqoFw5gLphhqp6RVPebF7DI9bdy0QAvC6e++/dVdOaq4xvSPAHUCV1RMF5YJFNp03z3kQ8fLJ8goQaeip8ObAZ24eYCcjR1rggXSrmgMKPDkrvGVyxhZnPjTqpOd4zPeHQmQCRFTGz5fky55A3gw7/R9Im4Yz/5iHaO9BoFW4O3dzAwzwBj//VWQ9PG9VYtQPzscGG4xEZMR5aI29jgl3PolU3z2RXG+8AeCN3nYw8cvfqAQhBiMO7LWJm8k+PoE5LYvwvTemIaXh6GEDgZIoLt/tIIzfrHB6U5QxMlcBaimBd6STPi+fshG524GzmZff7WwT4OYUUjf0l+pZi7hssyisIwDzEtRlekDBT0FXxQ6qpdywj3U3mtmxiVscRQO2+nInMCQn3Q4BOhxQX7IabOPZoqFSKl/r6bzw89ACK2uBEIBX1oLh+avVAmRC0cENXTOTTy5EwF9oH7O80PVsID1XuiHPV+Wmcrv0SNL0kCoYd/XF/YEQ09LEo9P3P+lxHr/nuVCJQaCQC/kwJPEkrLatADklb4Maus4hiCCRks4V2Oa016QcZ0fXN+CrIGwNmwx72GRc/OBL+DC+PhIbnmcAeOc3qvDrhWdiGyxHZd8SYPv1gAOTwBZpHDfvCdy1+ANgSD+gugK/33FfnLdNlxTILmtWZsj7BOvyAO0jAaY7YN8CvM+eWhIvB6x/EelqG8b7P4CdADzHMkrNOTWC2IxKydEhzjloOZcPcGCZAikCO9MF267UtvKfjdcJvgqwgWBDCn0aBoqye4UjtMCatUAIwGvW3uFqK2kBUotxUiPhpHc0VdcuMHeqIO5imUYTujb5ZA0vxtRLzqmC1vN+9MI9ZfG29iMphrlJwbiq4HyCz0HcJ8KZ/7n11spYKq1EEjlhWXMe8Roi8Rch8RFgJ9L/JgDBiuBO3q+/9pX2IEyxa00YetDGaeMFT3rhbTz9mSCx6R8MAP9w7jD8bMk47IomyBaDgE2qDPHGlCUf46j3HgVq+wCDanH21rvjTzt1J/qTc8WL8vK/Wnw0QyCVADtdr0DeU3pJB/K2gAd4+dyu+rW1TOwFF3SNwlCnfnGSMW0BUrB1gJ0F2KEbdqucjRP4XNwqe/WmGxLA3AEBysuVfBzD00MLrJQFQgBeKfOFJxt8Sbbvg4i2rJTMF5EeCfFXtdVI7cVNu6CcqbqWIBFGN0vy46yXrMU1rXMloD37o3vusTv6tx0JGu9Nwdgvksqfc5FyQh/ZMPeT4xte2SXiOCpknw8Gi8XqmAOJq9tpqCC9Ecz7drnXrySK0yMbYMCWB0ELsiLbnYlnvngKk2Z/gfhWVxgAPmbOCPy4+SDjAWPPjYFRNMQb33/jPryQagI2GIQTN90BV36vEO9Ip6XVKzTUl4ExF5AKgAVEM+RJwHkMsGpMKxhgNIsLDyX3SE9VWb8qKc2pPm9hfISDlPFsNQ1BUGsFuijICs5ODe0r2L4iYIMg2vBNqRe1kINSaKvrwPL3Bstgjw1lVT/54XzfdQuEAPxdv4Pf8P7pJObk9UgqB/B8gPNBBWXOh6V/OsoGNR+IKkgXVTC1MpdGxrdAWkbmtUIV9mTzFxJTnTwbabwKW0E5qp6y6Skd8/gthwvsIyimgKur/PSy9RsbHzvruWfLN1u4cM/OnMYErPbXIcmuhAG6vPS77b64sXQDlSpEzTbT8WnsBlz80Evo2PoaDP7VZJw+a0+MaxmJ4bXqJ64HnNmB+kWv4/xPXzJ530O33B63731Ur00rwAIqp3Th/t3HAVkk4HYsHIr31uMTgNzrKQwZycA2tq2fMH22jnrIft6/UA650J61SGq25mwJzK1Cud4nl+ZrNY0FZHkFltU5sOoIqYvAGkqgTsPznrazykEOJehWkJOLIfxRrfTpVbX2atp+OO23zAIhAH/Lbsh3aTtkfFtQVqRYRdkglORhPoj5sPTvQZCOmM9EZJX2U5KJkXAMqUKwFaoIk2t+UEPXfBmWArIJXc9TGUU4PFIMGEsh0g4NPydOmT3r7R/Oe29oeSKRC9iK6dKxAJIqfG4XOzs9ugFiO52E7ffeFNjyAlzw76exdPjvMeh30/HrF8bgf9o3xoDNaoCD++Cz7zfie2/chwU1Mey11QhDMVkZ7arWzCxodIT9pQm0iysSkfNdIVCub77uAP0FCHJG5+96hgXr3iQ4sy/Kljcjri1AHtianH4hpaMCV25az2YTzisCuwEobagR0Ze9VTZ8r9UC6hwDqjCgKgZczf3Vn64iIN3t44YaqdA2tnCEFsixQAjA4QOxUhZgOv4LiBwJwRDQfEHlVO+u1OSQxcaDNpSV9EBa/1RPOj0fiClIrzCZPskqk09WD8wUeJk+5WIB4QvA0VaoV5BOz/35a49WzmtaOoqQg7piAtvjo49w7NxXlw5rbMr9Elcsk44WiJMf7i1ovqetPpjYdyccPnYiYjuejsufnYrXSk/BwD8/h4nPnoAjEjUo22M48L9pnLP0eVzZ+hG23WZr3DHqaAyr6JFfottb5nFCpwDpio1KkfpBB5xCyEIb2EgLpDKFdHlAXngxLhXILAfOy4DVoD+1UqYqUis0evZaZQhAfXa7fTPp5eIa5VkA8P0aqfS0lXs5Q3j4Wm+BEIDX+lu85i5QNVwRjw9FiT0EaWcobBkCx3yxDYVlDQG9v3dV1LRCW5UOiAfOjrMg40lr+Jvp+W5uulSBuih1JrJtGNL2SNiW66W5wBwkoOhul2+CePmhBfOWTf98Xt2CjpadSG6Yf8KWX3+Nw958E7t/YqKw2SFxUDookuttFlrwj5Gh6NjzAmx5wAeYOv8SPNS8PwZc8iYmPX0m9qssAY6uw7P7fIq95j2C9bfaDHfsdyxG9B2kIVGIagP3cgiQYPcApSxUH7getGzpvcwUopvMX1mrrWcr4ALyigWroU831er5J3fttZqXQa2K1j+LDWn3bBWiA6K90bKAcL4UWN6f9gIi/aWN6IIU2r6slVotrgtHaIFuLdD7/xNDg4YWWEkLkByEZLIOUSsXqEUB2vdGugjprvja6pHk5qYVpG3NTStIG2+6YEiTjG9t8skGlLVH2XjKQTKNrnaVmNv09dszvng//Vrj13WtqcTg4IEDWlpw+JtvYPS77yKa9mmLHcCKA6IEYF2Pd6UUf1hvNEYfPwavlP4Y183bHAMvm4/Hn/w5tty0DJhQgcNbHsFTNWnccciJ2HNwIfnjFTcmAIfgOwJTdKfX1YlGs/Ds8i7B2QRmRyANfVCm4fxOSkeFvVZHw8JDBdYQuh6r/hTbktbjxQqwSIlHAHyp3itdQQfzpwVZkAK+7IuyBSvDMd3jJsID1ikLhAC8Tt3u787FGm8a8TqkWIeINQSONRQWXI9acrybosK2RV65gkk2N50pIPPD36n5QJl+Lm7omiPh0C30Ml5f9+PD5Y145utPW59f+CkXxtsy+7ZIHPbmGxjz1lvo3+oVzGotkabAu6kput4egK8PuASl+/4ffj2rFVv8zcLDz5+KYWMHY/Ih72Fc4yuYdNSpGLN+V3r0Pe240+f6lqCVxsV4tmokFbg3YCuw53QgNXeQVH5dwGsdKgZYMUQB1g0HF1Y56vWO3RP0bUYZveYTXBB6rStoxfC0VW6BEIBXuUnDCdekBYw3jWQdYNUBzlAD0JYMAdWDznjUOZ7nyu9PvszkpP3wN9gESJVZk6ZFZwQgWsRTcHzW2owXFn1ufj5pyUYr9/roQxOe3nSRtt4q1Ce8n6ywj18l1Sg2/rjpcdjx1FKc9+q/MeL3Q/DAe8cj+ptabBO5H+cdehTGbVJIR6JXFsgpyurmzDiBOQK8S+ALgMsElkU4xmM198YUMpkIR1fCCr3amHew8me7L00GYEOvdUWMGJ7zzVggBOBvxu7hqmvQAjnetFh1sC0XqBUsxQ95K0io172qhoq+U8Pe7UaIwRR8WQMAFabIHQvalmfA+IPliifAVl99hcPffBO7ffqJl1ZNAFZnSdv7rFp8/rOzcX38b9jszK1xr3UMfvWzN1H5vRE4a9suWa5WxUUudMBGCxIXt0e3hsUzURWzvpJ9GK/VBVYVhMACQZhrLcZ44THfDQuEAPzduE/hLteABfK86To4XvtJJjdtQt/FFmSt0I4XdrRmwPjd5sUYtHy58YgPfvstmFZk3yMOzH7xTj/F83v8G9scvStO+Z+9cNthDi7cdf8VWr/QSQLRfG9XohUrsk5TFlgVYLV4zjLea5hrXRFzhud8Vy0QAvB39c6F+/5GLFDQm9Y+UWq42RQG+ZW3xRRpdXsNS+PtGTB+Z6nrEWuuuKZjubYtAZ7e/HOlQ3D36UMweszOWPDgljh6+92+Edt4PcSZcLBAFFS1Ynh+WCH8Td2ScN1vswVCAP42351v+d7I5CjQuQhiGdafcORYQHtKSwAqEJeA+nfJ/ttt6SmCXtGdc1kyngHj6pefM17xJku0JVq5Soi/HXsgTt3vV4hEV9ut0JBwXECtDNNF4wDjdEPQmv9NiPt7zRmHI2ABAV+olorfhkYJLZBvgRCAw2dihS1AJp4BsecKTxCeuEIWaE8n8cLCzzH/1eewzbOPY8cF8/B63UbY4JLbVmi+8KTVbwECO9ZKRcPqXylc4btkgRCAv0t361u2V6YTV0NwxrdsW+vUdpJOGg3vvoqBd12N2r/ctE5d+3foYhcRic1Cco7v0B1bQ1sNAXgNGXptXYZM7oVUarXFPb8TdotIJdJWf4j0B5z+sKQ/yP6A/hv9Aj+r9XKYSqA5ghViulqxjbEZhi4UiwkobehiMX/qj1KEOlrSvUr5mldsn9/sWTbwZh/ps9oFSL7ZqwxXXxELhAC8IlYLz1knLEBSea3rgJT2GNfBMYVWLjF/LhlIcSpLa8hq7UgjIcrw+K0Y2jvlcXn7LUWWaSlykPrSQmxBG5Z+OVSGrnEZy2+FdcJNrNMWCAF4nb796+7Fk021SJTVIWZpP7CCqrYdDUUuHaZWNK9KcYlWgCqXpwVYZavT+kk4aEWqW294BXihlQ1ENYJ1KJnGqox8fJ1lq/JZq1xSDQf8MgIuCL3I1fnEhHN/ExYIAfibsHq45mqzQCevVb1VXxDCkG5oL68h3+hSzWcFNqfSfC6nNM2finylEGr4eRiIjVZgzpU+JQWiTfS/3Y8VAOLghBpy/kiArwm2AtouzH7K1SzGzisk39fFhkV5Ol2pSpf1KiOIEHrTK/24hBN8AxYIAfgbMHq45IpZIM9r9WgnbU9lKacHt+j2nh53IrIUVKIIT7vYAIACrTMfjsoiogRRa2PAUUnDnTzZvWIYtRQX9WdVElx0upy0AeE0nB5huHtLCCRBsCi5PgHeUv5n5YFWOT4CSwSRgRZSdU5WV9e8DLniCqZ3epV50+o16z1yDO+zsmdlhRVCb7rHJz48YA1aIATgNWjscKnCFsh4ran2OkRiQ+A4Lp9zTkjYsFCpR7mqhoZT56u0nKuG5PMJ+9rDEdfTCij1uExZ6ZFw0irA4IGtFMkzTQVxxxN2X62gm28gRXn1hHv2hYs1LbXISkPRygrWI6+zQKUgqWA8G7BeFtgNVVLyrr+a3v9GtNdFgDoHqCOcOoE1NMsjzaGeR71yYsaBy/N0jY22dK6soBXmpot9DMLjVtoCIQCvtAnDCbqzgOe1DkVMpQeZ1QjWXKuGhGmAVX9WmjkqsI/mDKBmAFZDw+qxqvxgVIFVlXq6HCTLjOKRgi2snVzFI2xW3N2mytlpz6dKGq0HYMduzlOlnqI8y+LW7voo9YQ1N9yrQSQg3e5PyapVYlD1ltcXyHZFzq/Sf8ZLJvCqA2noL+X60tPlaGJTrQO7zkJ0qHrThKg8oSdRmGEg02dpVX2v6buL7klfnvQnI08Y5qaLvMvhYd1aYFU9qKGZ11ELkMv6I12yB2zPY9UQo1Ej8gGWA1etaXxpQM6H6vmq92r5v0vPB0oUXP1CoaKXZiKxA6LYBQ529sBWAbeYAizVsp0NwRzNhQJUJSblgtyv68VF23MigAo0dPsSsMpbitoljURvQdjdoiPAQrravwWHQOY5cB4B8JkFKSdEbbgDwA2LuxF8X2DNcqC2lIYUShsGiIpaFD8KedMK0rbrUatn7Use9il+1h6PbAL0pcvK5KR9rzqN1Of9pOrFHmcID1gnLRAC8Dp521fNRZuQLJPdepK9WKklW8jkt614RU22Am1qvvTgIRW7FsmNgMRIOOKCrcj2IPsWef5roPHcGmCplxtdBCTHgDgMwD7dwOnHgCwjsaV09ijVe1x1eeseLqRD0ogXB8LqLhcIl/M9AElAtulmqY8BTnHgPKCtRoLUSMLSSIACsgJzUfYWYLYDzLZhvZqGM3dVsUl1403XCaA/CtSam17pYQFjqqTioZWeKJxgrbNACMBr3S1dcxdEdmwOWplcXpcrS0A/Vz1WJ73AeK+mkEnmI9Y6X6Svho1X+aAhxIiPBGw3Z0vz5T+8qIUEn8LBbFgyB6n0XESSDSJ9FpHcGEgdCXIMgD26mesVQD6GcDBY4DiRJaCplF7tI7/SWQFYgbiLkacBrNXHnTV8BXibwDwAlQBGdRMx+EIg9xLpB2ukz5O6ZhNbFYxHeuF5z1MuKuKg4smzAWcOYDcAVkONlH64OgzYvTet/eHmR9vYesqD31QjFT9ZHXsM5/xuWyAE4O/2/fvGd890ot71Iv1iptxcq1fI1MvE44pdFskYUu0jEYl4YGvyttsWOdsyN5QsswCnAYg1iMhH/rkkt/RA92AAXcsNCZ4H5AkApSDVI1aQyR8KWvn5ZCWs6KQVXOTeV+gwDUVrSLrY4Yndd/IKSX4tIlMFWEJgG0AOADSHXnB8TeBeC3ywWipn+kd8xa8qSlAxUiABUJZNi9zbJ26BF14FIg02Shr6iCwq8tyVPqwHb3p+NconBIv5VnrBcIK1xgIhAK81t3LduxAyPgKQneGYFwDfi+rJG/ENNceEkok5sNEgEpubb0EysR0g6ukeCGDnbiz8JESmA+l5gL0ryHEANuh8vPwX0PA3hgWAPSUiq6wFp7dPQRGEHUvyq88JviFKXFIgjExwcgTWtBRYIy4QHwCgq+plnXuKBTzYB+UzRbRaOjsWsXVoBBgp7o+5vwQGFXONBOYK8LIDZy5hNyxDWcOGohqO4Qgt8O2xQAjA3557Ee6kGwuQ7RsAVh7YGqKHYsYHbt7WmQ3LNl5SV4VaZGIXQMaCHA1g+64n5yOgTIflzARs7UkeB4ECb141tzSCfAhiipf2z52PnwBSXDi8mKtcwWM8wg6VGzRFZwIkmZuT1qIxHcG87VKBNduBM0yArTsvzccFmNSOlillqDwcsEYTzmiPH7vQTpcRnALwoRpUzhCRgtSUi7l8Sxvie8o7KDCziMgBtRMLMktMdAMNFqINfaTkrRU0WXhaaIFVYoEQgFeJGcNJVqUFTOsSSneG41XRGu9WNi9yjSVuGFkBNz0HKFGw1RaSLgeZ/D6Awz3Q7aawSKZBOB2Iqrf2BVPxo2FbJ3i54Pz53wB5Lyx7EOicnge8bxvqyxzPsHCetchrXunDlLCjXdIdadAPgxcowOKrgOS3VL0K4GUAGxeq/Cb4pgJxEjJ5ACq+bELbWMI5WMPU4rafdRoE2i03ZzzdQeWMviJd1geQtJaifaSl/dkmfC0KylsVaRBl1NLq9QYH6blEpKGvlH9W5LnhYaEFVtoCIQCvtAnDCVbGAvoFimRyF9heCNnSimRTKVtMVbAmMP287Wwk0CAlWYKHHkB3FBweBoGGSLfo4tgEyKkgpsOOKegucl8Oyk8Ajbe7S+fz5BGI3Ao4Wnj1jzzg/VR7Zt0caXBoC0vR3vzKmLvbc5Utq01SzencF4M2gEFmrwaAywDZO3cymUY4z2iUQsDjO6MqF4tgEiGTa6RCQRtL2XqwVggD5h4UjAQoiQfhTBFgehs4c4j06TG3qzlZQWSk4+aT9UdBWV94ehwE3gJovGT3z8qGWhEt/ApHaIFVboEQgFe5ScMJuwW+eHxLxOztvVaUHTywLbYS+B0TSragHu4cIKrerYobFDXI5AFwOMYD3U26OGk5BFMAazqWNj8q/fppcRbI+BZwMA4iJyjhRGeAwU2wZBLSTi1s+QuoxUiZQZC3w7LWA/mDvHO10Osb4YouxAHtsWZ9mdJ+5syQ9wEGCqJkOUEtutICN83NBi/0HylwWgRyqMDYqkAfOO9yIJP7SsXD/olNbPkBIYd5eePuCE+mEJyegswcIBXdRjaC+2pk43AFZZrwtaUvTvqSV0wvsOaljZfs/zyK8rlHSy+q14p6OsOD1kULhAC8Lt71NXTNVDIOpP2+T78FqEhSBm1d0iIpZzYcZzYiiVdFqv1cZNFXQKbGwHEO9kC3q3zrYhBTQGc67BL1dJWdygwyuXcgv5vPWNUM8iokORklJaVwEj+HSK73R/wHlrwD8nc5mxbMA1kCiF+spYQewcph9e6LIQIp2ha9ObBV0vNScIJA+FJ+9bcAtwPWp0T6DECC+eEvCNY3oeLaWrSeRWCcQEZ0Xl+e0qKtGpRPChZgLeWy71uIHOEVcHWZEhDI/QQfJqyZtVKm0YVejUa2bOdVXauXrKBcFIuXEpIoGBOcq16yBTZUSZVWtocjtECvLBACcK/MFR7clQVIVgIpF2yzVclFfaEB6PDafzwC/9jLItLrL1QDmFpDxNRYOM6BEFOFq1SQBYZ8YcLLljwkEn0s/wAy/j9umFm07Shv8C2IXIvGlsmorRU4ifMh8pu8g2ZBrKsAZxcQ5+R+xvtJ/EBEtH9Wh36hBzxF5Y0WPz9aiAyjC4KMXj2fGjnotvq6TdIvJ3X/3iD4hMAaBjADzATeEKSvAmytEj8tuAMBnncg9bVSPnUpW463ICd1LkQzZ7zjAJMJmdRPyj8PztHEVm0pGwtAK9FzvO28q31YgIcBe2a1lH7QK0t4B3/Mj0tr0N8v8NJ8sl57sUVy2otsvGQBGmywoVIqVxVJzYpcTnjOd8ACIQB/B27St32LJLcCkveAhaphC+7+dYgJIxuCfpGS11fmGvn++yXYZP0j4MhoWHIAyC7oEvkhxJoCYLpI9JnOoNvcFyjz87sF2o44E4IbRUp0DpCJH4O4Mcg9TPArEWsigJdA5zpAAhXCshSCG0BelF2b7wOibUle8RPnAVIoBBsvwJedR5hRvBVJBtufVObPb9/S6uNMzrdN0o8m4fwwMPNjDrjUgvxPcDUCvxfwJUAmeDndzMcCuVM94hqpeGUpl+0psE7zwtP5G24UyCSAk6ulQgu7csYSLt86AmssAX0p2rWbq32M4CMRRGf0kZJ3irdK5yO/ZsugqAlbOz4wa5V8kVKWvLBGKi9dmfXDc9duC4QAvHbf3zVydWTidBDXdLHYZ4YkgdQWoFnAojkiQwu2mPRms1y0qA/6Vx0WAN3+Bc8XvAXH93Rj6mF3GmR8S5PftUTBN9OjmzmQzr9g2beIRJ93gTe5H8jLOrUpEVcjka5HqX0wiKvyFnoMIo+BDH4hzwJkfcMf7Q71orSa2B9a/VuMAtCKAbHIYhimsE5DqSYzVeftkr4zAee4wFEvEXhEgN8HqSoFeCCO1PkxREa5QMxgcZuG9SdaSNdXSdXiRrZvIOCZgOmZLtDbK/c4oOaJHyx0z5rYtDEQGSvAGEL27OrZIfi0AAaMK1fyRc9fYxGXbWbDMoDs9ijLzgQLpAu4tEYqi61v6M3jHx67llggBOC15EZ+k5dBtg8H7IdA9eQ8sNViKTs2qyfVod7sm8uW9UOf0jFwMBoC7dPtCpxehYj2lE4Xib3W5Zdzsn0UIrbv8eZXXS+DSD2Qniwe1SE7OjZF1PoVBCfnzskHIFY9EHkHSF4KQkOt2SFyARynP0SCnu90iAwDM0xdWt2reWCvwEsWAxlw1M9U+k+HCk34oev8S+sOiAuoLskSIEOFqcVmWXEIkRdBfs9foF1SVyTAM7Kc1ZxH4K+AnCqAtnGZQWCBBetCIj5dEJ3gAOdLTm7bePwTa6TienM8KcvQfq4D52SBFGAtk2fUI16OpZOHyTC1T6exmG11UUA948OATkVumePuE1gXAAAgAElEQVQF8hzBGQBm1kiFFlatsrGYzbtYAVAm0R/Ca2qlzx9W2SLhRGudBUIAXutu6dp1QWxtHYLy6MGgjAYMOUZXTFcvuqAbeUhE1IPrcpDxY7z87kEFDnrbeK9WVAuDNDSrIBH18rx/zTt+LgT1IrFJTHUcCMu6G0CwsvZ9iHMQHOvnkEB+lLgZAi1GU/5kkEiLcBogRwXmD1JTFsr5FirSKhSm7nyuKgwxUwGsIdotvXU1d5qtDhcNo2doN5PtTP02YfG8gMe62ALGO5C9AP48aBuCV9ZK5TmNbNnegjWBrqcbHI87QH1fqVD1JDOauPwowFLO5GDI23ymSksKxERyco3UfNzVzf2Cy/pVwlbP+AjCvKR19R03S4AZWk3dT8pDtaK162vjO3M1IQB/Z27VurNRtrdvgFL7QJcYQ4G3K61gecotpEo/JFKmurTdgO6yfkCp7+1qYU/e4KNwcK1ESu7LARKmjgGd24NqRSQaxZKJQKReOX6Zjv8aIn/JmVBwFxA9DUzckgOsIpeAzqaG4tIf5MUQ+VX2fL4O3xsUaOuVD5DBliXtTa3JuwiV7stvrcn1bDtfd37O+esMwApU+UkLtbw8tnzdIakLEnB+xSxoOwJrPJFqBSxNQ2TCyQLRkP351VI+q5Gt2mKkYem98rbwrzSc+n7S523/981sG+nAOdPLE+d/R+n1TNZccbWUa2V2l8Pll64cK8ps5hZxdaU5/aoFzEi71dSdagPWnf/zwitd0xYIAXhNWzxcr6AFTHi3xNICKh90u2jB4QzX042qp9tjlSkZ38rt3zUVzZ3JGNQbTeNGicVyvszJ5PdAKpFGLtmGFlEhqsD7HtmxKWBfD9J4st5IQazxQOIZMHILgH0DQHshIBvnesNyIYR/C5z/CgD/BSENqHYwvfCzyjKyO0IJbdPKl/nLAjCxGAI/5xssvFLxCL8/WUOz2QI0wdUgxwaqst/pkPTpCfAvBDOhZ4Gc5yB+HxC7XJRVLDviArmoWsqv0F81cvnZAksLtTJc2QSbLcjEdiyvHyyDTdRBx0K2DI7BOheghvQLFdZNtYBJVVKR89JU6AG7h/fYP8QhCsT6c3A3PcBvOOBMC/aMGilTu4QjtMBqs0AIwKvNtOHEPVmAhpTDVC0r6OaxQwXOFrkP4FQPdBt7mlc/Z7J930B+N6/dRkOwzuWwnFvyPWeydSgQ/QOIPPk4zkSa9RItfdTMb9qU5N95e3kJEv0hksmNEeGtgGTbsAQ/gcONc/LA5J8gonlWjyNaFkHwPsjdzbwiT4L0ATyooBQIK6vqjw/Q/AqQfKAKthtplMBvqwkWWv2X5AgRv5eXjwCiHqM7xDkHtC7J9CmLPN+B1LgOOFcKcEjmMODP1VLxuya2/RzIKTYDIXdYKDu7WmRpK1uHJsDzXY84Owi8bsGaWC1lGnHIGc1sPZ0w96QTPzeBF5TuMoHyyQNFNEfe41jK1jG2mzdWJq4uCqXkXcKZaSEyowqmP1xz7OEILbDKLBAC8CozZThRMRZgPD4CMd/TzXhd+aeqPsAUE162Yw/2RsqNjB/r5XezAJJFiHeQxuWwTX63kzIOmTgLxJV5m3kHDuolErtJf69FQ0DiUlAuyDlOcLVI7CwyOQrkbVnFI2mBaP8rN/Iqp93TtGIaeBuCf2bmIe6AwCPy4EeAyUF7BBZBUORb2famnLYl5TH2i7gKafgGvd7c3DCdmyDWqd5etJ9VgcyrLpY0HOckWDI5AJcPiVUyppGttwlwov97AtfUSsWZjVyuldBXCiRApMH3BHJ+tVRM1+OXse17aQPEyIbj3UKuByOwJvaRsv/mPxgKnBagxWCFXtg+UiAG7Mm96QVuYsv+RoADPLzAC4y3BfkQ4ExqARfKVSwiQ9ZSzHMfHhNaoJAFQgAOn4vVbgEyoWIKnqeLPA7hzPItIKbC0j5dW8PLRWsIU1tpnPg4iKXUh/liAepJPmbAQCIPFbpYpjoOhWXdFex/Jdkmlvbzmjyv4QImEzuBvAeQAHWkfIV0+iT1jMn4kaCo9+b30X6un0HsDWHhX1mg5Z2w5DLQEDf4gHwbxACeOzdxa7ba2ni26vn7uWDtkfVD429kQRqBIqocpSU91+tdzfm9Apx7PwS3e/SZrv2Ux1qggOwVvcm9IJ/Me2G4XezYSc1suZyQcwPgfFc1Kk5ciqXlNkq1XSuHoANw/q9G+mSIS5rZdgxB9YZzwv0ErhYk6wsVXSmLlQU5ly74W8H76iofYZJLd1n+XG8ecO1Ttk2vsckbd6YcdY2lrXUzAWdmtavclAmb92at8NjQAiEAh8/AarGAJ+vng24mV5i32BKXd9mZKlKaEWcvdkMktwYS4zyPt7OyjkBzsP8UiRVsOSHj2wJyLQg35OsPwW0A64MEIWTiJ6Dmf3O+6qeLVWJCsEwlfgIr53MlGzkR4IagTMvOLY8AkTFgaiFAP1/7MsinIeJXEj8FkbinzqRgeD0EPw0A3OceeYf+6t2smATfAcQFaRHtvVaKRR3ZvLLIjMy8Ik8EuKnToPMLuCQiOpZC5BqQv83unScA1gYg/y/zO+IKsWPnNbP1twT+FNjjTBs8sY/0WbiMrac4MH3ivtKSHjbDgn1OlZQaCsc5nBPdBFtM0LA0A6xgAnxJSH01yvRFqNNLmSu8ED3XAX4iQCd5SgHudwUgyu8t9rnyj2tm6y4KxGJC1Vn2r7x5vtJqagVjIj2zRmqKSpH0di/h8WunBUIAXjvv6zd2VUy27wPb1nxhYaYikfkeMcYUkWinEGMxGyeTP4Dj+MII+cVarW7/buQGlQwsNB/JajjJv0Lws7zPn1YACnrK5lgkbwBxdM6xIr8XiRrAIZO/AHMKqf4LiY4DUhuCKl/o9e0a9q/4oXBKLobgx958DgSngMZDdq+F/BVELs6CnHMVxDrL+7fSZvq6wlqkpUDuA4/2PLt5Z5HpIF0azeDfwQcB0bynftAOgVaSu+1Yonlba1OQR7j/xg1wUAIJ9DUnuRViut9ACF7kdyLRPzez9Qz1Wv19C2R2EumT+0ufd1zeZe2VzuS09bDFBC+olUoN2ZvRxI6NgfT5QKd7o6QlE2uk/D9dPSNNbFWPXaUfC1FWzlKPGCib1J28YVdzL2XLCBuiOWP1jAv0K5szl3jV2dqqFY7QAj1aIATgHk0UHtAbC9BJPAVgn7xzPvJ4l6eI5FYb92pupo4D01rNrK1J+eM97ckFojd3p5BEJk4zHmXO4Eeg1Isdy2HzMoVctq2eebCI6y3N0/oEH2T8ElAuzEwn6u1GxiGR2AhRPOQyXZnxPoSHIo1tYEkWREg9dyeIuACvoWdL+aw90BNcBUJbd1xgJa4NvDgonWfwRScbmhbcCnqEIYK7QXjUkXwNImUgXLpLOn+HWF4+W76EpE4A7Wz1b9o5ALbxiv1c7sdixTYiEzeBmZcIBeszRWLXNLP9OMLRXLH33SIfWMDJVVJuWMSa2KrtWr/Ou3nXVaP89GCRUxPb9wUcBeK8Xm3eI6ZQq7wgq5m7RssP4YbEO9cBAMoxPtmCPalKSrvtF+/q2VzI5k1jsLUyXMHYjzJkDiecUbXS5+nePNvhseumBUIAXjfv+2q7aqYTZ0JBA3jHtAslOVVisWyus5crkxwAJzUOFrWHt5Bn84SyUIlEMtJ2hZYwXrMWdkE92sxIgayHlawXqdT+1+yXaGevVsHP5Dz9g5hO3OjlSd1fCW4Wif2YbKsDI0qh6O93CUQOBSJfgknt5fWPvwew7gWdewwWEi1C62hYjuaq3bym8DhQ7syeY/0TdNTL0/1o3tjfj7JlKUGFCwgil4L8hbevAACbfV4Bws3ZEvdATN7ZbT0yrF0cBvEFJJT/2vqrCZFnLhz6snI+nfhUQFxv2ZxrHS8SubOZrQfSFENlqouXuiDs0kouY+vhDuQfAIM51pc1p1sl5S9k74K2LbWM115iyeHURlpTBBFUTKwUyblvwXMXc9kWEdh6neoZ50RKBIgTmGzDmlSo2Cs4T3d/X8IlwyyUmTC19jgLMKsK5aN6UzhY7FrhcWufBUIAXvvu6VpxRV619Amgox5vp9yeAR8L/xDpHtxJbgwmbwaMF5kdxL9hGRarHNJ/sm19MKKAGPQs2yCYIBLz6RP7gKlbAe2P9QYxUezYBSTLwKQCjd9XSzjOYRIpfZBOQl9EvDYafgSJbQomFXDctUT+CMcpz+aC5T4I3sjmYeVBCCozfcfkXwIqTHMBaGWuD8A/D1Rda9ha+249r1fOh9DP9TYbsFXP2x2vQ6KH0Em8KOL1TTs4DbYMBZmlVRRrDGA/7V2rH/EgxDpYJPJIM9t2I5TARDI6wgTH10qlWWcJ24bZwGUAg6IOJPjzWqn092Y2tIRLqiIoneAQ54tef2bIRwLWV0tFVzzk5sgFZHk5Os4lnDME6FQrQBXngEyqkXJlMgtHaIE1ZoEQgNeYqcOFirGAETpwqMQZWtGcU90KoA3k5bBS14hUqF5wl4NkBE5yIgRn5xwk8gIg6jEbRaPgIFOHg062YMr98BlI4n/Ek5Yj2zcAbc1ZZqu5RX4tEjU5W6YTd0MC+WLBySKx25iO/84ArD/EOQSwt8yCpEocxvYCU29mcroiKvqg87qg6uBk2HIFSJcBS4u2XFEIXXk6IErY4R2bHq8CEt5nb4HS4NlUz/styFMAQ4epnusJYPqyzIuOFo8Z7mrN2ZrxLiS6O5hQQM30/UKidWhvj6A08kBAS1cL6w7RVMMydmzuIK22yrzMEHJ+rZT786qHq4VXOYAL8D82eEYf6aNefWZ4eVgt0srj4panLLC+SioKVrkH52hki2oTq1fcuVoeeEWBWJCaXCVVS7p8uMIPQgusIguEALyKDBlOs3IWIFPHe/ndQv2d80BcDit6fTFkCGRiPJThKmdwvoabxS7NfPkHPyYTV4OmvzQ7iMvFjmXIIkw7lXremd5cE8I9XezYtQYC0wnNz/5vZgLXa76cTO4P0hB4mKGKSAnnOpRGnge9AiotxHKcvhDr795Rr0CoxU5ZMQlxDgQtjztZFOguyQCwVmiL8a49AHYOhmWZflvDpqXeq3g9ziJT4TgfmXCzu5/JsKzXAh7z42LF9qeT0BYet4LdUG1G/gKmPg4Uff1XrNg+ZGI7EArCgXy3M0ak9L3lXD7QgXUrA/lYAf6vWioybUiNXL635nUDDGC64EcEz6uVCp03ZzSz42AidT4gQQYyELwtCkyslEptzep2eGsqEAdZu1xzAPMViNNIT+4nfd7qaa7w89ACK2qBEIBX1HLheSttAZIDTX5XTJg5yxqVnflJOM7lEint0bNxcSSxG6iFT3nMRtrTaqXqRcqVqCJnkPFtQDyaG+bm53BwjkRKMt4wmdwXdCYFKBk7IDxZpMSELcnkX0Bmi4tE/iIS/S3JfmBycWZRkSdEovsxnbhKC5fc3/NhsUoOJhMNoBeiFo6Dg+EQ+bN3jFJwPuQReChAPQLyXQjciluR33tVz14IGruCUHpN9/9xkdGgUQLS8bEhByF93uNFkPjWYMnCwD73RdqphaW0n2ZoxfTugLUZ6GRDtYLzRGJXeAQkCpZ+iHgWJHqoiCxUMYtmtCozWEbSUIBrq6XCzWW7BCcVy9B2CeHbJPPJJTVS+ctCD5vHjqWFWpm+bJJaBT/RQfnEfiJKw9ntaGL7hgKeS1D3kseYhrT2ExOcXCOVIS1lT8YMP++1BUIA7rXJwhNW1gJu/62GPQ3wdub4JW5XxiqJxTSv2eMgW4eAUS368fOu3jkyzVUrihYkYyjsKes5kSODnjYZPwpUoXi/j5VfQqyTRKKaW1XwnQBmcqoKedp7bLxpOvH7AS3AMqMZEt0ISI3IKWoS+QHSziBYfrGVfC1WdDCdxLMA9jBnuqQY38tUHpN/hCWbgzgm8zkN4UUAgDkFkPXM56nkLohEs/lucTYB5enM5w6Pgi17BIqz7hQ7djyZuAOEC5yCSSKxE8nElSD8tigF971Fos8wFT8SlmT7bcX0PB8mIkk9vZGtV0kOwMrd1Sgb53/uHtOisoTKGx0olpMnU0ifqe1M+Q9DC1sGpQy3NBWIM4VWArylaku1UpEXCSn8OJG0m9F6HiDnAHBtljtmuPrElXf0+ECGB4QWKNICIQAXaajwsJW3gAnFZvO7+c+eepT1QOwKEeU3Lm6Qyb+D5ss3ODR8q0Qa2erhwKckS8HEf3LymQZgsrlc/3CmEqfBCrQtCd5CEidLzCX3YCoxHlYg3E38W+zYseYzJn4GBqgmHfxYIrGb6cQfyPTiEteKHTudTnwmIK4Mn9ENjkwFk4akwv1dahgYuT+Tu9QiKDpK3OEWl4moepTmmIMesNJq+gVeBwD8M+h/zuMAayRItxpatA+Zl4PyZnbN6GZAsooOtSDL1UsWHi5Scj+dhBaPeXrBSrfZOERkYAuZOBXEjZk5yDvFLvHoNYFmtv6RwO8Ct+OxBHjiQC/Hrr/XXK8FuRSunKAZBJcBoiHpgoCqCkqEMwGQYFGXuv8PE6zvjQfbxOVHCyxl2croIQf2O1c94gg4SUlGch+78F+hBXpngRCAe2ev8OgVsABTiXGw5QSQnXReAX6gxBkibh612GHmtJBD2u+QSyxLc6iGPrIgVy+Tye/DZq5HLGhASs6UaDSnBYZMXgQyqAH8HCR9kkiZaSViKn4YLBWKyMDEo5A3DhHZOUkm/BCwjyD/Ejt2Kpk40csjK5othER2R6p9COyIervukOgQOIkTIeKrJD0BiR4JJpVlyQspR9cDE+rBuvq9wm1BUb7qoAes6ktupbbmmLXwiF6Il/w7LEvD2F5oVb4QKzqMTNwD4kfuOXKFSPQ8MnkxSD8M/IxYsb1NtTiiKhwR8xByktgxwwndiZiEuFrsWMZjbmabhnwvD9zrV9JwTgxKEupnBcAahHPTXMz52SgZpSITnUYTl/8IrtrSbsEPNeQN2PW94YhewrbdbGi7Vk6ltj/tV+oRA5jUVypfL/a5DY8LLZD3XIYGCS2w+izAdOJf3pd//iLKOqXVyKY3tNhBxkd4Odvc0DVxHZJOvZSWvt/VXGRS86TZVhqDFrhJ7Fie8pEWVMUvyxQpuQjzICR2YpYXOrknSM03V3nrzYEkDtF+YlOBzdQnGelAwVyR2A6a5/TajlwmJcpFYkf/xnT8doi4gvXENWLHzqSTUGB0lZAMY5d8mC3k4kdilWxMJ6GCCS5Xs0Q116wFWlkAdnACxAsVi/wG4OdZ8McTYsX2o5NQSUdXw1cslenryIKy0lFGNRzr79ttKSLOETt2ZSfxCs/DN4ek45dAcghK/iQS/b1/bxrZcpJA/NYn/fXHFuTEqjzu5mVsPdQBtEDLfdFwx2sW5Mz8Y/0PVTBjOdoneEIPwRa2Rcqm5dFamrB4MWMRW4dGTeW0iRa4kYDASCG1W3+pVlKUcIQW6JUFQg+4V+YKD+6tBegkciXcTMWt8Xh7Rc5BsgpI3Z3hMc5shA8j7dRLtGvtVrJlEBjTKuQghWATBBf5vb3B6+r00pBPwKEc1G6vr9vGA+3p1dabEpOjzC2wMt7pVvoZmdT2H5cvWfAy8Pr3gZ2GgEmVCXT/X0xhR0RTi8FItmBM0hvBsY6FiMvBLLgLiJ4HJn095HaxYuV0EgoCAQDmKIgoLaiC5j9h8TpQfG9tqVixfjnV35lweCC8TP5a7JKLycRPoS857vhU25JEZEFOjtjd/w5+7p7phHJYZ4UYvIIt39aNbD0U5O0iYvK9qgsMOCfVSpWG2jNjMdvqbDiXCERb0zLDgvyiSsq9NqzOT2Yj24db4ASC2Xy1e9gcB6zvK5UqwNGr0cjlZ2l4OqfwC84fa6VP7otdr2YND15XLRAC8Lp659fQdTMd/4MW6YB8CVZMQ8NF53f9LXbyptwP3nQLrGJer2vhCyJTh4BOrpct8jiQ/l+R0g+DZxmQd3tdD8v8nviH2LGM0o/RC2ZUq313co+RRqSTh0rUVd1hKn58jmyfyC9FopeQ8a1A7UH2iouEx4qU/DvH0xa5XyR6ONOJcwxblTvcVh8n+R+AR7lLmsrnZ0AjsqDjA7Fim3YC4DQ3g2WKxzScPE0kOpZOQpWd3AIn0WuQAYHq6I/Eim3MVPw4WOIXG70rVswIPNBJaNHZfuZcumxY3u+V0tEl+QDeFiu2tW8/phPKtOWGtN01TV+0/09VH7Jg+qq9lxkDxKfUSmWn+9rIlnMFEgxd64TTInB+VpnHZJZZzxR2Ld/bgqX9w34xnP/xlDTS9f2kKif1EDy3q783svUwt5+YTTHI2eVS/nkx54XHhBYIWiAE4PB5+NZagIwfA0qOl+I4bLHsTJ53eXebJxP/Ak3uMzvIv4ldclH+eSSHg0nNKXsauG5rjy+4YIDGLd7SquZsLlucw0RKTa8qyS3AZKBSV+4TK2qoGplO3JQVYOAUsUqOcrWFUwtAuuF0sQ5SFiky+TBIl8eYzjlil15JJ6FSgxu7x8k+gFSBjt8j64F0ngecSlfAtp/0rnWWWLHd6CQ0EuCKOQh+JhK7jo62SdEVpRfZVyT6FJ2Ecia7fb0+mUiq40BYVpbyU2R3keiLZGJnUD16b5B/FbvkV55NSoDUQyBd4DbzZW2m/1zK5dtYsDQc7b3UKAjLBbVSnkfQYTSE93CgohE5BVJfWMBZVVIRyMfn32FTYX2iqi0FSEO8y5P6JFDfX8rndz4r/E1ogdVngRCAV59tw5lX0AIekClQDMuZQrTaOKpedLfkCCSV4lHJ+l3GKDP4IcS+SCTSSZaOTCgrkurhZjw3ZdASiSmndXaGdPwuiLhtPwZIMF4klslj5lYG8wuxSsz+2RVwpZMTApSQr4oV28loGzOp/MYeF7SzOVDSASYVEN3R1FKD2spjjTCDu487RWLHd/KA4TSBlic4wM/FKlmf6bjSV7r9ysSNYsdOywkVex4/04nzXHELM0zhlTmlwIuE+/vAvGZP1lE+25jXJqb5cpd9ytVXPlQkmik80zBzBFSv11d60ln/WiOVBsiDQ+k+m9CqIelcljPIpTVSnhXGyD/RfUkqb0Lb+QIoEGeeDwKfWZoflnKtHA9HaIE1YoEQgNeImcNFirGA9mKCifs6tQcBT8Bx6iVS2q3gggECJk7XQqac9VQNCNFTRUSLlnK/zJPt+8G2lGDDL+pKKgOVSIlWuGYGmboadLJMWXQuELs046GRyd/9f3tfHidJUWf/fZmVWd3TzDCDIIrLIioqKKuuijq6iAfCggIuAiqDHJ7IingMLqggKgIqPxFPULkUFVB0UbwVV0TQXQ9UVETXFQR3RWEOZrorszLf7xMZkVdVVnfD9MwkxTf+mq6MjIx4kVOvIuL7fc+lAdl7gGcAQWZgMHrrtne9COy5dJ6iVHdr+gG88Klk/wXCNHdQckQdv73QiAbeAwTHDxNwcIMwzsfcFwQTIsl+wvRyN7D/ghc+sb5Nz9/A6+7sfgiYM2abWws8Gwi+bbbSmYpJS7LBZ24r3Y6zkkqVXUseAkwagwhDfLsII+MOlZ+b/0FgSLhbpD3dxtsWLZKl5w1EHZ+zFFOlulhlTtyK1iiHGQlO2x3B1Z4kRy+eQ8FqLXs79yU2Jg+5LWR2P4VX+4Izl2Cqdg49+N7o34rAQiCgBLwQKGobG4wAk947KsYCeXs3ubPGPPhn5HOy7VzG5oyyKsZhTOZPgD/RGKjDfu9gAp8C8shWkxaEIwedlYb6Rr4LfrdQvRo6Z3Ym9ZZ4RgQv9XsHiYfMBUlEbje6ykaQgmnP/ACxZ9CO5Jn0zhDAOhtRPgo/PLq2EoUcB4TvHyRgIPwR08ikLjnt6MAYMnjCOCNFEUkEgTkPjpxalyPVfGs5No5KJtfYEPDngCA7y20KJjOpV7bLle1s4dfgdQtLQDJ+mtD4ERcrzx8L+vtjYOt3FdeZlX2FdHHZljK5oim1bC17u6TSNwpazuM46+y0CI9diimTljVrWc279qbdlq6svLMt8E8Zx6VlmLpbwYJzPU+vKwJVBJSA9X3YrAiQ/QOFaW1bmGQEz6SeZEFbpYzjiJ4O5dzaej8yghbmPLPpNjJ6VbGFayvcKEn/SASLrq3WJ6PXmR8BxWeQjwLh0fnfLijLEJrNhxW5Gl6YiWO4VaQJ8Kml71iiqp7FWgEQl6ZkxjthSY+PBro3DJzbvgwIP0HGVwppvXLhHWS21kcQsFlh2q31/Mw2jUzUtSHj8sw3ic4zW+ruue8Gum+ijfauCnM8EsCNo9Kp7Jj7+wozO0Vb7Bzk+cxmO34/8bzq6vKbgr8eAGy3vor7Kq4zJhQVCUp8OxYets0IE47VXHcyRQYjkc/bUhYdPSonfOB5r5SMiJkHkxkWnhHImZD+/9sSW97R9B7pZ4rAhiCgBLwh6Om99xgBcsZIIRoN5iL61X5hi4m+NdHNP5lP42RsDAnq536UD8O3UpBNhUnvzdZcoCjXCdIjjHlAtT4ZHV6x6TN9uxQIa0pLTHqfFRTqS9OCYBmAniWjYQEL+/mASAf6OxidarJ/mNBY+GXlP+GFWUoR08hEjm/t8Hm8waZmbVgSay0Nya6AqwpbPAjofq4WmZznIvd7/1LRfb4eXpjZJjLpfVqATNnL/GAxql1uDEOCIgCyqHIy+qhQXllgCTwnl+201/uHC9MyBxhyCRCWZ+vuxlW8a6VYRay8/NSX9LBR28t3cN1zITwDgl3KW/hrin/0Mkz+x1zv0xryfqk7H6ZIt9LGjSZ/eCmmSoWvuRrT64rAPBBQAp4HSFplYRFgGl8uwtLI3Tb/fYF3JtCZNZI17wmNJZ8NtCr8ZjNlqZQnGLnHUT1mEhmLwsLhSIRfFYSHD6ZHDa3UstSlzr7V1RQZHZe5NOUl5QvRyc0ZoscLxax+7crYSThaUos+WVoDVnSjk96lArPKyK0AACAASURBVNiUHeIE+Fn60q5l7q6RfOxsCSBlGplArfvbtoMdANzcuAKurmwpx8EP388kXinIIokNG14Kv3uICU5y29CTtk15HBD+jJx+ltD/lhviXYLgAQDWZbc2SGoW85NGRqozT9W6XTC9MyoWf0M7C25rfXDeVnGd0cCuEt8fPfEOW4LJUjmsctPtXPfAUOQ0ihxeb4snLMUWNid6jrKK6/7RakuX5hH2Fn7Dl+B1i9H91Vxt6HVFYD4IKAHPByWts2AIMJ7eQ3y/2BYm01uMFZ0hhvk+hOwdJCzOT91thkiNsEZ3pCwgk94FmQtQXsxq+7vXHIFn1GUN3VmlSfFZ5qr+RBAY8s2FL4RxvLv4LFdVlEKK0fLasImB/ZzbCeMy3QXypGylmgWgxWab053DBo8D8DMyeqlR67KkiO8AwbMcWWYkaD8POgCSZgKunK2Dbms5Nj7DmZGECG+C1822XWlyoClWkQt4BxBkms1MIzPOXHP6JCDIHJrI2OR3Z4Fm7p5nAUGW9kSuuZ9wojw+aFAcazhbL9KXqu/CKq49UMS/QITOaYlrKXjJslnSjlZz/WsoNAFa+dGAUTq5IhI5ehtM3Tafd+1Orn++IWLkloz2pm8uxVSDpOp8WtQ6ikAdASVgfSM2KQI1AjZnq9YmcN75lxxMBbLf9u+A360K/NfGRN65VLjFRSIsA3UgHwRKfeL8BiuYYbxtYXNuRf7HkW+x6nFnoMapKZdHrItP1LdzMxs/s5rMulqTuOSX4HUzcQhWg7IgPwXCLGWHjD4idAFJwOlAcAI5s5PQc0YN+F94QSa3OGIF/CqBS1eifAp+eBjXrNlatpgoBVEQPwiYuo393iHi4bNu3OUWOHsvFhbCHJlYR4FXg61iiWV0lNCYPLhS8U6u3P8hgRS2hEIcDz8YCppbxbXPFPHPF2HuOWx8e186m9vRGq5fnlgFrTK3W+QvInj1UizKbRbnfP/v5PrjbNoSt6eqXs2Jl1aYPwJKwPPHSmsuEAIkTdqIB8Bso86rkNMPEfqGBCtnc/JrgWdye4dM20sS4I4i/U8KaY3lLas1EjaNIAZjEyBk5RxF1gjw3Gq+anZ7En1QIOUZs9sCLpofMLI3vsCVa5WtY+ssZLsUfVIoVmoRqK4yrxPSORrxEKB7ae1HDOTHQPiErI0BKUq7sp55ntCz+DgvYlu3kgIFPh/ofpHkliaKGXC+uAiyoCvXdkUIRI7KFcg4Pb1jGuJaD57Tky6v2XHFlwmdglfWB7vir046GX1aKPac2ZRUXo5OOBTBfBejx8YSXYCKd7QnWLkEi8xKt7HcxJu6W8sDDQkXambuJThzKbZ446j7Bj83KVKTsuUjNCp6vohpvfkgoAQ8H5S0zmZFgIzfIMa9p1ognxQJVs5G4mR2DmvyeR9Z3Mr09fAnBuQMs63hrstBLizwBN4BQGYBWN7ej44Sr7KqGxDsYDLzOmMy4W74jdNMNqlAhriPFYjdaq+scrNrafwXkeyHidFTfhLCbFs6dHm8zgoweDiAm2pyl8AVQJClLTUTcGQckHLJyl/DC7MAJTI6VyjWhKKqXJVEnxHkHsM4EQgyN6jamS1wHRAUVn1k/EYh3aqVNwjuWg7cb00OGtPeH0TwYPf3jwXBkwEUbkYkPWH0FRHsVQCd8gXodIdWqdOc3qGXCXbwGeWs4PSlWFSJmB5+XVdz+lAKTxdh4fVLkR9QeLS6GW3W/9736YcrAd+np7/9g2caXSMiyytfttPGGm+uM2PGM8+Rjm9WvjZQKUvt9EyOb6FDXCPWJLpY4IznzYWKs09BJIweI5RsK9k1+RV43X3L69xe2P9B8SWfyivQCYsAIqaROZ/eNasPeVVuBDGQR/xLeGFWx51Fu2Aj3gqvm5EHGa8UuiAqeB8BOjYyuXEFzG0rpg2r4YVZTnAtDQv4GhBk+bpkb4XQ6UeLXAMvfJr9fO02wq4xiHApUmVksyXQ2ASc5d7DpwBBkRLEXm8XCSrqZRUd6RK7NVsLJ66s7D7cJUmyP4LJXEqzQP1v5BJf1hvVLGu1aMu5SzFVRl5XJ9f9ew17j6TNGS61vk0utMgxSzF1TsMt+pEisFERUALeqPBq4/cUATLeQ8jBHN7vu7xSQ8oji9OQNitfq+IkxlYvI9/GrWoy+kDhk5uxDVbCD4a2NWsWgYL/gxfULBGZRGcJ5LX2kfw6vG5pKM/+AcL0C64/fxUEDy6iiauWjdXgJ8avF9KpbfEL8LoZ4ZDRWcYSMGsLeAsQZC5JTQTsPjciGR1bf/1WwNI766lQ5Vi4du02MtUtjeaRPBiYzGQwa4IgUp5f2z71DxKmTlgEayVOn4pu9xf5JDGJTxDQ5PbaAu9QoPPp6iRyZubhEnomhziPbL9ZEOxvgtGaJnsV15lt6kLJiiKfXyV/WbEjdpyZ7f24k+veChHrSuUKhRfeJXcevT22n57tXr2mCCwkAkrAC4mmtrUgCDCJzi58bIsvbDkLCI0L0KyFycwxAu+Dla/W31vyLXWHa1+8Se/tAhRntAKcBgQN+sPxqUKWn0N2A8LCgKC+WjUaU+leCCaMnnVW6nKUPAV+t1whpr0/ieBBlpjwNCDIfmDUzkaJN8MPMgJjNV0plaPQsY5QsxBwKbwRc1d0u78kb+oKdzCazLnoR2aZaNvpfU4EB9qOy+vhh9mWPdl7tBAFqQqCXQAU5hNMepcIcLC77wL4oRX2yDFg/B1hZesY3Bno/qZex+RI48sitHnPwusFoSHhUgu7csMq3vUeEVTOcnlVLFgxV6TzHVy3jydittcrFpX8rQiPXorFQ6vuud47va4I3BMElIDvCWp6z0ZBgORiYf9X1XM6EfxJ0vQEdOrazE0dqEkkZmRmHHoyXedSzalKCEl0nKCSx0s5F344tI1J9g4UolTrAk4FgrcMkMvlQpfbDDkXKNtxZ9EmL9aWKN0JExMmqMlsJz9LyDzP9kZ4YXFezTQy5Gb/dk5J7p6rhcy2hqtEPwsBl9v4wF5AkP0wqKUXpXIEOtYmkIyOFBrji6x8B15YyHsyiS4UyEssN8rH4Yf2HNnetxtTGp1oZyThPRfomG3lojCNzNnwYnfHFfC61e1g187MPwuzlbBtR+QqQXAAgOJcudrmHVx3oidivZJtud6XzorFI+Y9r7SWa++fiGdyg2s/FFKRt2yFqWp71cfpvxWBBUNACXjBoNSGNgQBK9YfD7gc8d9dbm9tldT0nPr2b0YH3xCERxrT+Mb6jCpKTqYGPgfPah1XCzm9o9A3esDWQ1cks/Wr1+kdKjTawVm5Q5Aur6pqMYk+JZBDs6uQc4Cw0DlmEn3Y2ALaazbNKOu9iRSnCcxyZTreDlNTf86upZFRnHpIdiXmo9HtZriNJOCqJy8qEcxJ9F6BZJ6+UlEPc/KalVzlYFsAWV8GfjBEgrXb1AKukt67BbD60SJXwQufWcdq4GhhwPIxrzvkqyy4HF5gV+UN5Q6uPdoT78PlJdxCSQ5bhsVzKmCt5rpjUpHTIeLyjM00yQVbYqpGzKOerZ8rAvcUASXge4qc3regCJDxF4Q8oGgUeCsQVOUiRz6PSXSRwAlIWDK5RLzgCACNZ4Eu6MmcB9v3H/iOSGefXEKyThjRJUKx26oiCbzQnqW6YqOnswCk3Gov03WuXL+/sxe0HwH/BATfL69Hvxc6Mq06KNU1lW+AFz66uCeNzDml2zpetwxYZraSRxMwo/cJxabhVHAlaz8croUXFsFuZPxFIe3q1PkGV55vVux2VQy8DQhOqYx3W6aRWQVbiVHIMUBYIcYsGrxyVm7qpM8DJkr96ALb6F+FUlpCUj4BPzTKWI1lFdcfIkIjcWmxEayjyGHLsCg/ex91q/yN65/s2ZzhzHZRhGuWYov8R9fI+/SCIrAhCCgBbwh6eu+CIcCk9zYBThaRayRNT0Vn4qtzNU6uWiYyZSKdi0jk3C1o1L1k/FQhTWqRM6A3Uc2BId9sdVktZPwmoUldcSVNn4dOnSiY9E4UIN+u/KlLOyqIn0nvNBM45gjhy/CCQgzE9cWRMf8bXrcUuGB8ipBWXIRyPvzwqOyfrEU1r4MXFqu2kSvgappQRfJxYNdhRhBMGZlL+5zoFUJxkcEDrkb93qHi5Sv+Mjo7h4lJdIxA3Dk8/1sQLwe2qOV8k9H1wuL89WaZjp+CqWGFKibxSQIWBG/S0eB38xX20DSv4sxzIMn5FNkuv+iJvGwJpkpBkBEvB8nOapk+XSQ9EoIrdAU81/9Avb6hCCgBbyiCev9mQYCceajQM9u+5XYw8C4gKGwChwm1t7MQRms6d7y5WcB9m86IGc/sKb5XBFENnnc6Mny4W/06MvdWAB1jJlEUppHZurX5vSkPRqeb+/qalWCpSz2QmsO0d6UInNuRHAuE2UqQrOb18rfwuo8oiK8hDcne03uREC7imLVzV6bxn0Voo7khTwHC6+w90zsIfRO8ZX8CIDAa1Gsrz6qcT0vm0FQbdzXgCng3ENQMM0hOCOMy4nhAyrPW1uCKmXwz/G4ZUT0w0au57omp8HwIrAuUHcKblmKLqrHDZnlv9aGKQBUBJWB9H+51CDCKdpNAjHJUaR0HrASGU4eKr1+7cjTkmxP2XQLsCwTfGwSA5FbC2Ggc25xdkd/BCyumD+4rPYnOEcgr7F/4IrygZjDBZObVAu9Dro3CYaiZxAYcg9L4NhFmEpPVbWuy/zxhmqdT1c5YZ1kB7y50utWQ/wSsy1JGS0b5i8zkME1qE/zw7LJ/8ZUiheXhEdUcatZSpOSn8Kx0Ztlu/7nC1Hj/mpI4Oc4BBazeIcJC+tI8/3Xww7OaXkgyulDogr+yvqavhj9hfIMby2rOPCyV5HyI2GA1C+QZS7HI7UaMulM/VwQ2HQJKwJsOa33SAiBAxnsLaVa+dtWZfa8Or8CqjyJ/GQp3Mkb3hTm8wHv+KOclJtHHTJtl+8HWAP5WbzPeU8hyhZwkuyOoO/QwjUzKjj27HVTMqq1k5WZ4ofXntdvMDxPGN7k/+4JVy4D732WvVXyMyU/B71rzhFnPgLPdgizqWgS3wgtKNaikd7I5x7UNyMXwQyuHaZ91jNBtJQP/DgTFGb0NEuv/XoQ2ohnYGwi+XsOoan5BuQT+sOXgkAwlsPvIlLE0/pIIn1vOi/dCoHNJ9ZnVf6/hmvsl4hsSLjXART62FFPuR9OoO/VzRWDTIKAEvGlw1qcsAAIuMvaTRfCUYLWk6VHodC+frflaFLKpmMrL0KlvmRakk8wcLahE046oy7T3tUI6EfJ+IKxpDdfUrTLyXreTEcAoyS1+p5B2u5zyAfjhseW1ivkBcA0QFKu4moMQeQb8brGiG70Crm33mu3kwLgnWZLt7ydMc7nNuqlE5tns2R8CWUBbZwkAI+rhCDo+Q8jj3V814RHbdm9XpmICsqayOgNb8EU7ae9WEeRnttcKgj1zkZIaoZNbCuOvVJTRZgTYP0+ranoHjErXKllntqNt6pQtl6+VRSu2B1R0YwH+X2oT9xwBJeB7jp3euQkRIKPXCKXYHs1cipLkKASTg2pZtV6R0dlCeU3xIXA8MOy2Ywkj2k0oxtQ+p5jCrahOBNHLhLlHLW8VJMuBRUamsbwzjaqRwkNn00yj6wsRCHj7Ah1DLFmpKV1RzoYfOnWtLIL4PIHLW6UcC9+eDWf3jTgDttfiv4rQnVVb/2D7LCOfGZd9d0pZlTbNKn/P7O+K33F2b6+3qwQo7R+dyEcNh6R3ijGXcJ9d54LUWKszPb2DdIvzZvOD5EPww39ter2ytDDxrxTKzvY6brNey6UoStN9q7n+fRRWfiThu6HIikV3w4mrqV39TBHYEASUgDcEPb13kyBQiZDOn/dTQ0JAaEhsZCHjtwlpIqvdd3WZZzt4k4mAFcbGI3cPV/lOeMFWw/VM5PWiawoCgLwesEpReeGgZjRYqEyZOiR3FsbO3pB/FoTb5yvS7HrNTSkbp0mtyUpt5Z3ywOrqf3YCrhI+lgPBtZU2fyMCG8yVpHsjmCi2kmvmEpRL4YeH1Maa9C4UuNUl5Tz4YSEN6ca6xAWq2YAo4I1A4OQ1a5gdK3RGFVm9uqvSAL7GYML8YLEOTCI3CNIDACtuMqqs5rqTKFJGVIv8PBDZewo2v1qLIrCpEVAC3tSI6/PuNgJMo+qK6TuCwAhs1Facg40yiV4rkDKgh/Ix+OHIsz8yfq+QVpQiIwA+CugWHsD5xwMm8j+AF5Y2h64Sk+gCgRye/VlJISraYPxmIW2OcyUtqLieRutEZJHthzy2+kOjlr4DeTIQFiv2WQnYbN2S9gwcPAjoFspeTKJPCpwVInkS/O47yr5mkeM5DmvghbXcWDJ+tpDmh4vDrcxLLtqoOUiZHxxGqGQyj7AubiXjbwuZC3cYH2UTld34I8s916hsha6B7zu1rNpZ/eB7sZrrX0NhGWim/r53+/+j3rBwCCgBLxyW2tJGQqBYEcLIQXaOqqbDND2SjA4TykXlNXweXvCCUd1j3XDerNIKG77qPSQf40QmJi2ReQcCndr5M7l6K+FkSQJJ8qxBRx8y+pFQnpi1kfL56HRNdHZWBmQr/wovtClM+fU0ul1ErE4y+tsDi/5UuWbI2EY4D/juktHHhC6wjHJc1U2qHtHML8PrVoOWzIrcbPPbnQF4+w+aWtTPw/F2ICh3HYpxxVcK84hq+QBQnnkPjM/kUFvP54pLU+M893sHi4dKEBa/JAiNZGWWyzyqrOb0ipTJBwFsKYKDl2JRkRo22316TRFYaASUgBcaUW1voyBgIoMBzLrFaAmsv68LKrJOSMBVTuVqhCpW75FCuUoEubPRj+CF1lZvoNQUtyifgR++eLhO7x3Gocg9+6tAYHN5XXHSlv/t/jSuSGb7uRTuYHS0kYW01zlod7hIGJvVsS0IPADF7sAcK+ByO558D/yuC57KUpGeIaQzIGgS1oiPF/AM+0y5EAiPqI+ppqh1O7wwt4CsjLumeW3mZQ8gGJKJJKMnCqVMV5oztzt6pdlFqDzoIvhdu/swS7mdty+OJU62w3br56qr1xWBjYWAEvDGQlbb3eQIMF6/XDqBkbTMCeDnMtPfB4sWlbrGA72qSS5mC7yw8f9ENVqYZAwPZns0N7ovv/9rK1QeCnTrlntJ/AYBrdUh5BNAXVqRjM4XiiU48lT43cL0gZzZSej91j6Mt8HrWgclV2Yn4OjlQjnXPfdioJputGqZcJFZtTtpzmTH6hYxyX8QxvlW8NCqPOtN3ev4FUDpg1z0j9GHhYXu9RVAMGTEkLWV9E41uxDFwMAXAN3Pj3qhyPgEYdXqEGcBwZzOWZv8BdUHKgIDCCgB6ysxFgiQZiWbqVw5ZSj8SZDuA5SetIMDZdI7SYAyKAd4JhA0RlXXnIPI0+F3M9OEGgGyQnIiP4cXPmaoTjXAqiEth2nvFyJwucPeC4BOQTyMp/cQ38/795/wSkENR4KzbEH39xGmuTPRd+GFzxggb6OAZVf+KQ9Bp+u8fR3dM7pa6EQtUBcNsaQ58waBl3so17SrSwKeeVia8DrP8200diqHoxNWjgpqPyaMg1WuZPU76SXPweTkH0aScNJ7jwnwKkkbJwNBzfN3LF50HcRYIaAEPFbTed8cDM2K16pcPSVDADDbivs0bXEWZNCfea54Xq7UZNZ+Q7m8JXFUUqAgN4n0ngosNmexdQJOo5I0mL4R/kQt2pfkA4RG+jHr5CpB5+9r8o7kFsK4kHsUBA8FkG9XS90hiF+E160rb82WhlSNzIbcCJS2h5ZAK65MlDPhhxWP3Wybuho4dg780tEpu59r7y/MvH2XWXJN90VnokitKrGs6Wtf79KSGreBa8F3DRHYQ/gz+rhQyijsAfGT++b/Dh11mxFQAm7z7Gjf5kQgSx+SvnHuKQ0ZBtJzhr+o+UCXcuRWWPwjvO6Dmx5mrfk6PxCBVaoacAaqEItR6MoNJO4UBI/MLfwqRP5qk+Pq2rkICGtnlWT8TCG/7eoPyV+S8UohrZ5xQ67s7FvQ3FoY5z8a1sILl1THy+rqHfgeEDhXIFuLUfQE6Rh/5ewHzq1AqaZVjK9uRfgteKHNH64UkoFLS3qCbbgedV2vW5OzNHX/DX7XnkWPKEzjy0WcL3PWVx4GzO0lPVubek0R2FgIKAFvLGS13U2CwFCOMOTlQPjxWb+kB+0LEUyOti6M3it0nrki34YXPrupbaa9r4vgOZag+F5g2LGHjL8lpLPxazgfZvxvQp7miOkS+N0X1gkpOsvoNdvrOBF+YOu6MhsBmyppEvUAl7YzKLjB6AlCR7CCtfCCGkFnj0yjcpu6QTLSKF8Ja8Icj0G3Wwp15P3s914kXm4OIasEXA50jbnDUGESfVxQXdViTyAwIieNhaQJVDMrb/sDAnIDUFo5bpKXUh+iCMwTASXgeQKl1dqJQC1oCXgTEMzqeENGrxVW8oNTvgid7mcbv/zj9U8Rv3NNGZzk7QN0hmwSyd6jhDDbz7YM5O5m5GVlFDPfXhFZJ3fN7IAlS+r60tXVG/BvQFBb7TGNLxOhTaeCHA7Uz0/nImCy4j08oFrlhEjMCnlp1n5fHouwnoNbEzahnAU/HAp0qpkmQC4AwkZTe6bx50R4YPYspp+APzHS55eM/yJGe9qWnzipyjtGvZHk+r8T+l8RgTHT+B94ofUm1qIItAwBJeCWTYh25+4hQE4/WMTfR8S7GegMmbpXWyPjfxLSBDHZFCXKZ+GHLxr5RV4lvAaVp/y+2iqNvBh+tzA0KOqwf6QwPc+R52eAhhSmNPqjiPy9rYO9BjWOmUY/qJxzPxsI8u1qx2PRyCCsbLiMvyfkP83SfkV2Ul6BTj2SmYyfIqTpgyl/gBc+ZBC7IRtHTN8P2HKILMl4uZDmx40twD8Dwdea5oJcs7VwojxzZ/px+BMvn+1NIflASaNXiic3Ad2aReTde8O0tiKw8RBQAt542GrLLUKA5JQ797WBWiI1M/shImH/EGGarYxJroFnVJkalLH4tyXCxasrRDLkCpS1kfa+LAJ7Tg05AggvrD6T5IOEcSGqIet622LxYuMlXBQy+oNQ7Fk1uDOQBT2V12cJwrLjiD4jFLut3SD1yKR3hgA2P5jycfjhEMkxjUzqlbUehDwRCP9rGLv4a0LuZevgnUDw1qZXgYzOFMrrXb1vAoHdwm8oZPRS06fi0oiz+FH36+eKQBsRUAJu46xonxYcATL6gFBKgX8kDwYmzYpzqLjtWLPSs2pV5Mnwu40pLWR8kpB5KlPjGTHJrjOfN//fIkG0A7DF/1YfTPafL0xzVa0fwwttkFKlMI16hfQiAuNMVEZM2zPa2VfASXSmoCC8twKBlcN0hey9UIjPuD+H/IstFPGpQtocXeA0ICjzdfN2+r0V4sG4VpmyGl5ot7UHx8P1D2LqXQt429v25FVAeE5TXffsK4TMVbrWCGRPIKx5DI+6Vz9XBNqIgBJwG2dF+7SgCJDRkUKx27/2i/61QGk8P0wM8fFCp/wk8nOXKlMqUFVuYBr9tfAmtgYRhXFCXo21oCN+Hl53SBaT7J0mhLUWbFh9ktxWGOekPaTJnN02JwHPvF7g2dSoJg1q8hHCuFxV49ZJYMeaghgZ7y6kU7DijfC6j2wk1zT6mYjYPOhZiJWMqiYMv3VYj9RzZhoZmUknGJKpnD0HQH9BXxhtTBHYRAgoAW8ioPUxmweBzJlI8I2KOtZV8MJc8H+oU2RmXm9Wv1ZNq2G7uCDWGrHzV4LwMU1kMBA81RilzTQy57m2X5BjgNDJUdqnkZFxAMqVt34NL9xl6IfDXATc7x0iHlzAGZutFtPIiF3Ybe4keTqCye81PMdENpsAJyOH+WgANwzVYfwGoVP8EvktvNAJpAy/B0wj8wx7Nk2eBr87tKouMecuwrh8HuRMoJ6zvHneNH2qInD3EVACvvuY6R33IgTIqMy9nUVqskKqHxLKqy254EtAsN+o4dblF3ECEJzeVDdNej0AISmE198BWHRLA6mZCGnrNIS6XaDlpf7zhOkV7r7mHNu5CDhe/zTxO1e7Nn4CL3z8cD96nxfBv1gyTFfCn8jVrYqqrKpOAScBQeGeVCFKI47yi+KHTJo+D52JxiA5sr+/MM0NKXoCWQ6EPxmJe9I7UYBT3fU74IVWWUuLInAvQ0AJ+F42Ydrdu4cA2fsHEe+rQm436BA0RD7x9DPF98vIYuAZQPDdpifWbfgyVatdAZRBVO4msn+AMP2C/ZNXwOsO6R+TvV2ExSpyreD/tgW2n64+l4xeJZSP2GbkQvh1QwTLl3OcAU9P7yhd3yprAX8Ggu2GMEjitwhoCZW8DH734KE6rBkrNJ4V29vjdwu50t3/HXihzYFuKAOWiJ+G3z10tpkmY3seTJ4Cv/u2u/dWaG1FoB0IKAG3Yx60FxsZAfL2xcA2taClIWJJ4y+LOEWtBqWpGiGmvStFYJ2OKGfDD61AxkAho4uEcpglPXk1EFoSrRQyOsL4BruPhnSas0ckNZeldwHBm4f7P1caEkNhbAK5bEHQAZDU+5K5SeUr1ZE5tEwjI5xhz3+RPgyY+P3wuHr/IETp5wt5HBCas+FhnKLocanHaz0PzorQ+xeg4364NN1hCH7m4cCEM6dorqOfKgJtRkAJuM2zo33bZAiwHx0pXh6oxf8VhMsBNIr/kzOPEHplsFJfdkMYWpnGgcI0WiMiiy1RJQ8FJgtt57wqqy5BlPfBD21qTqUwic4TiBW1aDgjNh/PtQJ2dUxqkxW1QLADgJtrz1m//kEy0SlX8ogeAGzxfw39OcsEs2WfE8fDD97TOP6q6hhkSH6z9mz23ilE/sPiGnjh0zbZC6APUgQ2AwJKwJsBdH1kuxAgudjpE1sXIqbHw59oJJTschJ9VCCvdGR4KRAe0kg+jPcS0olL8KvwujVv4IKAqVZ8GwAADIZJREFU08jk0trzWMhLgDBP4SmarUtdegcAnX8fIsU5tqAdAf9URB5rnzV81pzVYfQzoYtgTtP90JkoTSvcQ8m4qn19Hbwwz6+udYuM9xTSCHzYgpltgCUmcnyokKu3Ek4Y3W0bsAV5HRCe1a63RXujCCwcAkrAC4eltnQvRWBAT/qHLhXGpLs0kAQnhXHp3gNvP6AzRFAZkSXRuQKxYhZMj4M/8f7BBkn6wrhMo0FgzpJLWcuC8KJfCMXZFI4QwJgXAVcFQXgQ0P3cUJ+S6AIjdWn7zXfC7w4JaZCEML5JRB5qyTJ4EIDbGjGr6WSjcfs8v69uCiG3iNyxM/CAxhSwe+nrpt1WBAoElID1ZbjPI8DqeW6DF24VIDI+Ucg8AvdqeOHuowBMk+ivgNgIXeuOdOMwAVfkHSG3AKGVohwoZPw3IbdybW0HwNkalhXntQWdROcI5BWWXOU4+GHDj4KqXja/Aa9rVa0G+5REHzLn2rZP8hog/GBz3/srhKlb1WMaXrBotpeuvtqX3YDm7f37/IurANzrEVACvtdPoQ5gQxFgFD1JOnK6QC6e00kpNZZ+3Dp7ZiqvRCc8dwRhPl1IF0GNb8ELhqz5Mg6smUOMyM21Dj/5KjCFF1ot60FCnM8KOOmdJIBV7iLfA79rpScrpS62IXfCCy3xD9brz+wnnue2wnEVvGCW/OrKtjbTY+BP1PKc68/Pcn1NOtit8MMhXe0NnW+9XxFoCwJKwG2ZCe1H6xEgo8OEcpHr6E2CwAhv1NKF8kEwid4vkGMt0WEl/GAonza7lEQXC+TFjhDfDr978jAhzuwk9PJo31vgjVglz4eA+9FLxXOayvYHR4NxRKZvbVS3JrO+ROkjMDEcbUwyJKPfQeCkJIOtANzZSNbJzBsFXn6uPuR13PrJ1w4qAhsBASXgjQCqNjmeCDCNjDjE47LRAScDQaM+dEasaXyLCP/O1m0+17X1InOO+jBbz3s+0MkFKQoQGU/vIb5vXJxMGR3wNB8Cjmf2Ft/LLRUbU55cv74vIk/NnpjyMHSaTe3J6FyhO+eG9zKg84lGArZSmiYlaVvbZro/OhO5sMh4vjA6KkVgDgSUgPUVUQTmgcAACd4lSB7TlFKUkRej3YRijBEMUf8HEOwxgpS2EnO2m5desiMmJ/9nsC77vUPFw6dce58HgiEtaUeas5ox2L71dhXCSEmachO88OGNfUuiDwiceQXlA/BDu5ofKOz3DhQPLpBrdKR39uyqgpbISPKfx3RoFUVgLBBQAh6LadRBbGwEagTcYGRQfT4Zny7kmxxhnggEpzUTcCWVB/IrIHzUiHorhXy3bU/OBkaIfsxnBZyl+kxa0gfWAcEWzc+MjhJKvpr9Ibzwyc31jM1j9DsRPMC2GSwauS1vVMlKYQ4l4I390mr7rUdACbj1U6QdbAsCWbqS4Zg5pA+ZRua8dqes3315PMJmXeOalSHl0/DDRvlFMjpL6EQvgDcBgSXjgTKfKGhzC9PIpFHZ812s3wpYOnRuS0aPE4rTY0YCL+iMmgcyOl8oR2TXU65Ap3vx6Lq9gySVR4kXXgrgV22ZW+2HIrA5EFAC3hyo6zPHFgGSuwrjfIv3Wnjh8pFklFZzcrESGBGolcaXidBuO8NbAXQaCe5uEHB57hxzV3S7DXnHJs+3f5sI7cq2H++GcKpZ7avmI8zL4XUPHNsJ1oEpAguIgBLwAoKpTSkCNVGPOQO1ooosJJ4NBKURRAVKppGxR7RKU7MZRMxjC9qtgE161NNde3sBQalUVXtu76si2Dv7iOm/wp/4UNMMc9WqZVw8+TsAWboSvFC/V/S/giIwDwT0P8o8QNIqisB8EcgJOE3TNZ7vPX2k+QCndxQ6ZyKRSDCzHbCk0Yieae+PIrACHQgeDsCsYIfKvFfA1dQnyFFAmBtB1Npk0nuXACdYAuZF8LtWHavp2YzfJ+RxAvkh0HxePF8MtZ4icF9BQAn4vjLTOs5NhkAWsJVx5WSjlaHls94hQnzWdepH8MInzUJusZD2DBbBFIBSCrNy0/wJuPduAaxNIPBWIHhnM6n2DxKml9pr/A287s6zgZiNuzPxw1FBWJtsAvRBisC9BAEl4HvJRGk3xwsBJjPHCbz3WW6Tc+CHr2omwSx/1ohiGLK8EwgaVamyZua7BV1V35olopszMztJWAiArIIXLhuvWdDRKAKbFwEl4M2Lvz79PooA45k9xfe+IZBrRYKXjYoIJqN/FMqPLQHLL4Fw11GQzZ+Aey8Q4jK3sv0SvO5+I9s0kd/AawRyBRBaO0QtioAisCAIKAEvCIzaiCKwcRCoeQ9TLoMfHrzhBFzxMyZPmSutauOMTFtVBBQBJWB9BxSBliNg84+xi3h4PxBcM3q1Gn1QIMeIyO0uWGvVLHXPFk8WiySnAMPqWy2HRLunCIwFAkrAYzGNOghFwG0oM95dpPMbACbFSYsioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSkCioAioAi0GAEl4BZPjnZNEVAEFAFFYHwRUAIe37nVkSk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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="4.712202139339752" y="4.242567910755497" heading="138" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="240,255,245,1" 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="18.166666666666742"><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="52.166666666666686"><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="18.666666666666657" y="308.3333333333334"><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>240,255,245,1</color><comment w="80" 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="80" 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="347" y="96.16666666666669"><block s="clear"><comment w="80" collapsed="true">Script A.</comment></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="90" y="79.16666666666669"><block s="clear"><comment w="80" collapsed="true">Script A.</comment></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</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>6</l></block></block></script></block></script><script x="473.66666666666663" y="10"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</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>6</l></block></block></script></block></script><script x="347" y="294.1666666666667"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</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>6</l></block></block></script></block></script><script x="43" y="268.83333333333354"><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2 UPDATED" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>