<snapdata remixID="12716101"><project name="U1L3-AngleExperiments2" app="Snap! 9.0, https://snap.berkeley.edu" 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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><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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chjSRaJnPRbIEplRX1yZ+j8F/IeA/QnGf+1y0j5A3LlsqUIMOLKwdNkkqHiXRuyQMOrWCGhL209VruRIEWa1Xxrk+Nz2RSuF6Bha/sjV9Bd7guREq0XAaMaaNbsYndqypGRkVnEqzie4aCHhpPAUjuNJEheuT2XXG3TfhlAdvUWRBEKYyMK28EV8n4+v6vm6w2tUdY4WngzZTFaLM2JbKA6oZ+QBu87noxni0qrlFeDVKoEXvVNX9amcCkzrhWNsrfpNrvWnSfxEyUwF4mMEjwpBnY6YDC2tlkqnSemr5CCK8KZSzyOeiEULeuGypQA06sLB22FTBTvUUrEpj2jlaNGD8TQkaEugGq2MpabeTcT4X3ZpiNnnbyyPpPkLGciPM+Ffdd00ra0ZasY8V7FTlAVOC/HSZzPdeCu7c8e9EheuTOeDwZx7GxeO7fxQJmB4Cpu3WBFPHpXotP4hoqVfLI1MVoswYltIDqhkFjLdBmNIFdtM1qKorhL5mxGzuNKYC8PbMeU0BiItJpAMLm8mF8wR4FDFUpqdktPpclKT6r3WxqUANumJhrWvuznEzO7dk4Fc2+TBnUd8zXgrGrHil1/JDIGHyD+Mhn5suSbVw/b+O2nnCFj9/L72asOgKS+SzVPZ0HmHqqKC8xV4sjRO5/1QGp1RxqovcpV4KDu2qJ1Hh+mQe2O3D13DjRXE3r5+phxMuxNTyGqhmHjGHbrDa1UW20ZZHBitEJbMtxQfUZOJ73rfJA6YCsNKVbVhYm+ZvSkxJNQ/ScrDMFHEMotZ+GGoUkGpPZ9tIBWrQFQtrh0EV7JwDYFc7ZMWQMctLwd3X/X+9hsdBg4IoSMarPhcd2/65FndWumj8pTcc8cyDKVfCkkzAFA/BB8bU9l1xzFJ4puS0E1Ww8yIAD1vhSUDbynDsP4HqusHJEhWuT6Z3y3lzcNdxZcnIFih/5DoiDyfrYaz1Wj4HhP8mExLn/YxViEpmX0oPqMmE97xvmwdMB+Bsw8La5gGTglJpSOHQsOuiofStSVWmyFKEGnRiYU0pM0E0kZ0rWdgiMLl4rtFAf7yJgr910Oq1fC4IjyfnjUkx2+ei3doDsLjP9b6vPj32b387U9QwXGi3lK2VgKlhxrTyZoj6uHq53ygNOdJToFh2j/NS8NZ130hUuD7Z5PsvC+CJvUzDN5tjYaxLA3wIM95NpivO+xmrEJXMvp4dcDIPZcf75gNwFmJhM+lC3eAFALaU6NQYRy12U0rwiHX12oWFlcwnHs9EdobTdBSt0i5XE7Trx1NDpOWc7udD4YAqU2d9EGp9RRSBuqSSTa7/Nn/c/YdvLzuutG61LRwEvKmyp0c34hkrAieys4Vtwk8S8Px4CsZEBiQqXG/G3pe2zYUWSljYbj0xXTHWpbW8PRNkWOIMVohK5Avd4IStMc34sYcmMx4wHYCzEQubGRdFtegB/hiMP0p0EnBRlStSN9i+kSLUoAMLa59BUUkV7FwOYKDdcrvI+6+XgueV1vIOTFCF2kXDVwQHiMKpZJPntLXcNn27Xn8XGbChmRhzoGEahSPZ0wmvRyrYqYqeqHq2doy5XgrGzV5PVLjejPL/7DcMQ2rExay+CpSMmH7RzN//aUZXLJpMVYiKpbs9q1/1uN6U6/ZLlyYr+cwH4CzEwmbSo7rBTwM4XaKTGBOr3GS60pNZHalADTqwsGZ1WaGr4P6fAfwHKzxWaBn0xROL6o8M9ZEnGIVyUVoziHypZJMDeHzGSFKZ2BszzK5GwZhyGFN3bl7/gWYi93+ZwcdZWZ8EtAEvBZOeEesGB9tbWVpWO+mUvbHtXFk55w5lp/6wIrymd18ZPCZDFaJiBuA09wG2vBg9DEk9YD4AZyEWNunsbCTQA3wnGNcIRT7mc9FfhLxx2VKCGrRjYe22qUNeBTvV0WxcnKANeqseDTSosoX9JLLCwF5+F32VSjY5CO+8MpKKpHXCm0dqyP9Vtdre8IOAcBiYpoUxdfSKaPPwm9l5Qxi4zQ7rCFijgbYZRw1JKzTpBquC0NtJ9F532cnY+21pQ6Ooxkvf/Qn+EeImVxmpELWub0oDfJ3C90t81sOz4TxgPgBnIRY2k24rNfhKBu4W6WS87XPTESLeBEwpJlpEsLB229RV3kTutxMjR91HpWU8v3xOuLFtC9FOhcM4qbqYXkwlmxzA/2aMJBVQRHXCf7y1N1ZuoaHk2Va4XxFX1rTft4x3A8fkzZ31VJ/r7RIeBq6voKCpZr+6we8BOFii+/xbrsTRU2QtfTv03TT1A/yw54ES9bZViLKqPJXTMKu6eujt84D5AJyFWFj73JBcUmktn8IEdb8iGT/4XJRyt5h1FacENWjHwkomY5Wngp2qGbXtNZPfrH8NNS37WjUnQs/AFdUuui+lbHJC/YytSLVFvFBixO+X9sKPt/eOsA6YFULJsy3wPNuKnCaWiLOdp3FHR3t/4jysKTL9VbGeHQw8PYGCZ5o1UA/wE2CcbZa+K93xj96Js/9xnYS1k+eeO5/EzOPGSGUkrBAlFZqMLxWURjLZPe+nzwOm/6qyEQubPresL7nUz39gBz4T6WTU+dwk7vIST6ddWFjRnCwyVbCzEhCWjoyja2ZwMhaslpXZJsYdVW66PtXC9U/uNvjWwobloqP2mhNyMeeJ7gWD+i4OR3bEnmdb0O+37DieXjOE4D8tD9Wn5aJxJ8ttYGPiuBN9fHSD1cmMKLntj689jauvNh3rY5rx5DWT8NJFws0/Y4rPTedY/PNImVw3WH1YTH+fp6ywR4AtHrC0YKk8ZaUDC2uLB0wKGV7Lw0OEhSbJ198FtKJvtU6qbq9twy4srG0GJRFUwYX3AXSZXfpmNU/AdyuuFIkj4KkqF52FFLPJx110zI3lH74mOsqv29OBL96N3UPesYrhebqlZaerVqtaxrJtvsgziZn8p+Si+rQ8LD04x4R0rvVSo+XORnqALwHj3yYUrEey4zcf45Yz95ewdvK8MeYy/Gd8BO0mGe/7XHSIhDEVnp4AnIr3Nhyv1QCcVVjYTLqtbDbnLvFA3M2JWzGyWiflP9uGXVhY2wwyIWgi99+PwQkbLZgQEyGZt/JCfNlk6lpxfZGMmT43HaDeSOX+7PhH77z+7H9cJ0p+WTlMw4c/JDyZD3sp6JhTgGPCwBgCTjLrm3TTLdsvJ3o8fVoeOOammFeH0VhQQbAGyo2uh6pSNkMyB/fiBXjo4JES1k6erw49AZP+/aJIRr/GBv9PWw/wiJhTYNINbuiBH6XgwA3Eai0AZxsWNsNO8xgcIKBb7VrTJmjYzzeUbO1WYxcW1vQcbCSsYKe4BGSHGYvWHI33G6ZKrfrV56JIQ4FUssl3+OaTG249cz9ROcpwLvDm8sSQzQEI9r6conXYZxdiDwLGgKFqMWcF1rNpOwf8p6pAnIvVxWvz4Qh0/nhqEFUq05dyOUJQbQEtj7zVq/D8Tqn1Afhl5z1w3fSvLOtWDH2bG/H0Lk7TGGuRkhhMeoC/B2Mnu+T1yMmMB6wF4CzEwmbGTVEtnlqeQySueXyGz0WWqg8lm9vwhdzfDixsMj3per+CnWK4ibJpSWs5Xq2LIGYkY4XPRZHz31SyyQvql1VM3X2IGOP97u+FaBkc/8+Q4Nh7PNV1A7bO6Y9haMOYMEV2xXZ1JZL4sJOnZWD7PfGpuWjcNefJ8dQgSqJSAoctZXc4BIVPFo1p5YOQH6wT8Sqm5S4Pzv/UJ+Z/ZpcC9FnRrPgTYqzFCmIF4Fp+FrTBW2PaOaXNQpa1AJyFWNhMrpLH4NcIOEqkk3Ctr4jEFXbi6dQNVn/pKWFhRfOxiamCnWqXdK5E3IpQMZ5ZpmK4bDh6YcCiAdSQSjY5A/e+MpJUk4JoOrPF8cln+WgcFT+xKQxcVEHBmFXUPgJ6FxZApeuqHbGoSptFc82RE57TgKm7NkJcflUPcAgMEcTs3iNHYdgvP6iWiSIwLxPh+F/kCXD/PmxblPyu1EdHLIy1OUeap9Jr+S5QVrXGNG/8ZkxpKQBnIxY2k2unG6w6wagvW8m4x+eiqySMiXj0Wv4ZJNsFdWBh7bbJqrybuf8JYbDg0o3waKDeqrq1X4yMHavcNE83eJyqOyERxITpr2xFqhOUqE74Ny/0w5LDEiY03eWlYNICMJUFkd7IKhifLJlHmng+Vk0gCpowbSSstTPVDVb1JHWJXd7zDscun75zjQNYoO7OAZxoVc55n/tRN9Ry/lhEzcQ/H4RRX34YW6Vq9KBhalkjplm1KeH3QA1fDQ132SmzR1b6PWAtAGchFjb9LlqrQQ/wTWBMlOhk4IVqF50i4U3EU2rwhwxEkomsjg4srFW+dNBP4KKhhNXq3M9S7+Snl/6EleGk1Q1jm0w4zFdE76aSTU7Aly+PJFVFQ7QD/f7ePqg6N+GUX/ZS8ASzPp9ViN0dYZzFFAk8/c3ypZOOgZ+JMZVyMG10A5JWwlK26AarY/c9JXb93w3n4+Dpj99d1hTdEVYWRuR03J0XmpF5zUvfYMFOkYZZlseV1/4Z+89ImpvwvTolaA1j2u4rYFhWohiYteI6lFArSrQwToEG2x/wRXb1MJn2gLUAnIVYWNMztYFQN/g8AI9JRDHwRbWLbK+PXGrwVI4eQVoeHVhYy4xpZKhgp2o5uIVZFa/UfYilrXFr+ycWwzjP56b/6gE+FCzsrARUvbIVfc4kqxP+y/W98MuNCU+vv/FScA+z/uigmz0ApdSKMSoQk/Ao1qpOE/RBENTndVp5IxS8Ku4oDfB0Zus7VyXwjHvH45R/3/x8WWP3O9GvnRiRG+p8OEmYKn37gy/j60NkJbDH/PMGnDjZdJfKJeqUQDXF2HUFOluWblHHzrY1KIGGEg6jBIQScPsrUNz+b7cJn/eQpNsDjDoQ/GD41Su1vzLjDBD2S6TeUgDORixsun3bVX57t5G3JToZWFztouES3kQ8HoMnESCqGtCJhbXbqBTlVbDzebNHqe81PIXFa0SVIJWVN/lcdEuK2eShGSNJlShNekwcyy1Vf87D9w/0SeSxRV4KjpC69FegV1MBzuLoUWzCLwOpDgkfAdNDwLTdmvBKLP5Sg+9l4HKJ7MOenYyLb7r48/Im7BOL/wugT698jAFFHlxjYqwf8T6AN8+6VKIeR059ABdMjA13V/fLdUUlWF5U0vka/b0Yi7cZFagt3bJ1db98dXIRGyAusqiHSeiBNgb8aP8h9doRaDX4eU0kyc4fr76DmUYvlgJwNmJhhY4VsXkM3okAaW3jNp+LckWKEzB5DL6MAFnVgC5YWLvtSlXeRHZeyMDkZHK+aLoTP668IBlZ7PcZD/vc9Nfh9dw/tEbeWelfx44ev8WPc0VXE6qgxdcvJcyha/BScIBsgt25KgtwFNTRNMP2q5AU7PsMjGlciKnlNVDQtMjw1PL1RDC9jeyqv/yj1zHuwqMXlTUh6YNLPIz19ItvwLS/yfpQbFf5GQ597lEsLypeG2Rd0YArvVdOwb89rLE8QKjv2LF27lxVgGXUUAh+LQf+hUUUSMV5Zhq9WArAkT+MLMPCpuIgq7weHw+kXKh+t6KRQ3CluqjrKvYE+ARiCBKYIpI6sbCiCaWZqb2Zw1wAcdOEv1txNWY1jxdZovd6O3xY/9NO81LwhVSyyS+YeNkNR059QIQFbtrBgY+/TLjZafVS0NK9eCJnqJKg/eeERnfUnc5tyI660wAWqECc68DUUUH87qnhs0hD0ovUWHPd4se5+Nexo1vLmsznE6yLsf7o+LNx7x1PiD5XPUzZ5QEifB4O4aHI7tUBf7gN/ppi6nzYS5e1Zhq9WA/AWYaFTZfz4snVDRYXkNBCKFtcQnPstNljsCrOIKsaAHRiYe20yW5ZFeysBlASS+6vq0/Hx8GHRCoH536H4waqU1ma8migfm8AohJKf3j92bHXXnW6aLfWOoDwzuLEeUFeClr+O43lkAnsfI6wdvfbp7q97vRzLcj/WQ67ETk/PlMzE6Y9NHHyvHdPu/B+iWzn8iWYsmcRiDF0dDOWWpHRgbGeddBh2HPIAAAgAElEQVRRF90y+bWMV7SyYmsPrQkPMKp8bhpmgtJ2EjONXiz/YWcjFtZ2zyUQqKfQ9JqAY6pc9Jqd9pZUs0fLgbhqQAcW1k6b0iFrIjvfYOBP68quadkPb9bHvEZMakYfbQnOHBKtY/Fq3QdNS1rLRB2bSn77+aZ/H76tCMakdL+1pBCh3vH/FMPAlhUU/D3phBIQVHDhTQDFPCbXWtHZiWnQp5YrR6ZiVlzemuFb45L31mJprSp5cbs85La07to1scmKjN2//n3n2mEjOpOirPD20GaNB1ZqjFMWu0mMR09lJu4aHpajYVEiGZYDcDZiYVNxklVe3YjUMRYlsxDh4qoiSnqvackmZtIDEG9fqB0La0nnBiKuYOcNWKdBfEPb1pi+/BuxRecXDQIhhJnBR7Bgtexq1NHWdvuL2+Uq20Tjo28LsCJBW2MNdOJN1PCSSLgCOHPh4WHQW2b4h77TFunEVPzihu1PvKZPP5z6faSalGg8sv8IuGoWHSUtBrLVci5c04qgSHkP0wb3AANL2xgHGG6at8GMMdHoxXoAzkIsbCYdrBv8lEI6iHQSbvYVkezCMoFC3WCVqSerGtCOhRXNZwMwVbDzIACqYXvks9vK+ZiyRJ1Qy8Zpg3dCvsOHb5or8P2KK2RCGE/M2JrU7lxUJ/zLt/ph+R8SFuMY56WgqOOSl5GvwbkEQMJU63Un7pwbivQmVsE4t37D3BOfWVmPFYUyKPOkU/fBtpWfX1TWjJhVxMwsdKnBjZyGPtZmdPfQiDzAxKiChk+1obhgEdFqkRQbmZI1erEegLMQC2ujv5KKMpNankDI4z4XnZ9UiUUC3WC1BZRVDWjHwlpUuUHJvYwcDU4FARiiDJmyxIdWFp0e45iBh2Jo7jeYt/IifNkkamqkHgXenTGShoBldcLnPtYX/pPjJ8gz+IkJ1Cgq15lqve3e/jA8z0UDcf5P4oMW0efl8jf/h6qRO4h4r738VOzz9vMTRzdCXKdbN1i1H7UdOiiaUA/TskhtbYaf2qFA4fZXVpCgUCSxStFk1UjW6MV6AA7wYWBkFRY2kx43k1oe1x7CO74iOtxue3WDXwYgqxrQjoW126ZMyKvg/jMB3k8dQaujaMk4yHk2RvR+BQvXHIMPGp6UiFA882aMJPVlLaoTPv+W3vjt8l5xdTPw4QQKqp2/pTGBnW8RYMvnjdrQfOTAoMLlKjyxqPKaJeMBVPz3Hczd51CrbBH68267Ckf/957HypvwF5GAaDWu7wCMkvL38JnygLrr6MTaRn7vgrWlMPx5RfAvIIp0BNvYRrJGL5YDcDZiYTO5KGZSyxPY8z+fi2xvGaYH+AEwZFUD2rGwmfShnbq87LzjnfoZ1/pbZE3Y9yy4ATv2fQhLWnfDq3XqZFswCA0ztqLnpHXCF17SC/MmJaqGRT96qcHSVnACF95NoCsFs4nFwjno5b6RlkRwkbMK8af2cpen2yQ/ppj7b38cH5wk2vjjuMf+iXMmXft2WROOkNroMfgLAvaS8m/2fHEqRKlKUeSAf3Uf+I0CspSlvrH5NFmjF+sBOAuxsJlcFDOp5XHtIdT7imig3faWGnwDr5OcZEHHaz4XHWOBPutIRy398eP60HaiWsyj+t2H3fPHY0WoBM8sk+drPLnH0FsK65aqpg6WR+3xuaicEr+HLQGB8RQ0XfC6ggvHACTezq8/AbraSw2q2le3MduJ0RTqLHc5yPLEkzA8feXNeP5SkUux7+vP4G9XnfFDWZN8B6vX8sxkpQTtnvNGIi+lClEbyRxtMVOv4XHQ4jd6sRyAlVXZhoW1xVMmhbjruDSnxVxB+VgiQ2H0sxsEXhrgPzNjiskpdCdjzPG5qUzEmyVMusEqQenvEnO27P0CDnBeEOl891hA3kP2xkuO//tu780QlU6q38OBz99LWIxjlZeCprrMj2PnlrmA6tFoV/GOt7wUXA/+1dXX3/ZBSTgnUtZxDAOWduqJ1uzt0y/GwxNlGO8dZn2CW87Yr668CeIHg1Rqv0s+i1nJQ/iMgGl2VojKynmmyahkjV6kAfhXAFtJbE4HFlZih5jHRGp5ItmsYevqoaT8Z9soNfggBqSd6QM+F5neXdlmtI2C9ABfAsa/JSLdeZ/jyAHRWtJPL/0ZK8NFEjE49vG7rj/39mtEWVyrdA0fzEuYRBb2UjB+0+AuFlew087Eod+8FDT9d86AY060P7H6OVDkyC5Msw48GrdOflUkxlX1Gx4+aCusaULfvYFVIiHRzcYKAKYefqQ6spqPMcXnpnOy2sYsNk7386FwxG/0Ig3A2YWFzfACJEstTxiAGQdUu0n5z7YxfBlvG2rDfKlA33zk4gDKjgoMgknoBh8LYIaAFYWO33HK4Gg3pRl1H2FZq2rta31sN+vTv99+xh9FO2DOAd6ocyZU6kew3yO0tlZyLOIK7v8pwDEbEFifEZq8FDTVui+W7FmFOKL9nlgG2QPw+w6jcfWMSoHpQN6a1Xh+xz5gwpPljThbJCRaevcjAmQJBlKlFvn6NTVgoOHHoIAfi7bdGQ2DZQ+RcdS+73PRIRZN6iFv90CyRi/SAJx1WNhMrniy1PKEATiMs6qLSfnPtjF4KRf0CaFRKrAtD8NqB5JqgL5RDn0plyOEWRLjc2gVzhka7er2XsPTWLwm4WlrXBUFwbqKqeWDxJCX9xYUYs3QRNWwtH0rqP6zeAZUsPNxALKMpfWFmt5xJ/P5t/2xaygU2RGrI+oIbMzsUIHknC9lrXKVjqm7DUZ+w/JWNKF/ORI/vCSyKSWcvdnJxqAjDkeC6kCjJvoaiAbZrr+r/+u9Um3So+Ouu5/Gp0fZmBvHmO9z0/YpTGOzYS2p5kGUixJ0aR9JwAhQ/AdAUQDORixsJlc5WWp5IluYcX21m+6w217dYFW1R7Rj0Qh7Ly4i1QB9oxzDlrI7HIq0BhONMUNGoJdWj8+b7sL8lTKYNgH3vzySFOTFUsGLDoM//TQfwZ3jnzIT8NfxFHw41gS93P9KDbxekpTIGREmPstLjbY+JM7pi2J2RO+JAexo1rYT57cilJOwSElcUfcctTOG//w9QsCFuzfhP2Z1rktXUs1baw58C5KtbRy9jTltrYGh1Yto+E/fDS5e+Ev/dYPsgCW1lk1+YuydmHG+qDNmPF2NPhclPp6xbOXGxaC6AC4vQUlYBVYt0pO5mLv2Z1Z9mqO16hM29o41a1kANvgKBu4RuTFNWFiRLUKmZKnlCQMwcG+1yzZ4SKcq3WCVeLOdZEqk4eSqoTRdwpstPHqAQ5FMKsE4cdDeGJDzI75d8TfMbr5JIEHFLLw0Y2tSmFHTd6ZdFc16ri8CRyQsxnHPBGq8al3jbuKBe+Ug9GmijlEWJ/SMl4LiY+NkuhjQKgswhqJtEZNimy+cuQhLSmS19Mef/yeM/uQtMOPm8makVIGupJEH0UpMN3kc3Q3X2tFHVsFvWh3wtzL8S4dSZ53N2UAuFXQ+nKSEsX713Cvx+N9tfBYDsFpDQVd7k63xxvS+6nCHXJQQoRgqkLYHVlYBtf3fJKxwZ8YPsgC8hE/iMF4woyAGTVqwsEJbRGy6wQobISq+z4Tp1UV0skhxAibdYAViPVgil4Arq1x0r4Q3W3h0g9URui6x5/ABJ8KT9wF+WXUGPml8UCICg3J+WPnYiFHqGFxUJ/yHe/pg8XnxE5cJNGM8NRy/rnEVXGgAZNel3y9eCm4jcoCAqbIQhyGMMSCcGY997HOf46fRqlGV9XHpjRfgkOcfBQNTyptgSyKRbvDpIIwmwM3AUGb8SISZqs0dr0JNtU4q+IpHqhjrz484BXfepyDp9o17jhq1YNjPPzyWp2HyqKC8b7Z9FpmQ9BHnuHdGcV4rSiK71fZjYV67W+3YtYpOrExYYIpEFICzEQtrarY2ESVLLU+khoAvq1wk+0ZJFIAD/ARYlmxChDuriug6m9yzQcToBqsj9D0lyvctvAzb9JkKf8sBeKteFRWzPvo5/LjzmhGtxS+1xt/GJhD763W98PO4hCdYs7wU3L2riAp2ql7Ju1i3NiZH0EtBWeHlFA2Y2w+7hDSMIeAiAP26irvzvufx+RGy59XT75uAU++vQDiMq3ZbITyxS3FuUnYpxvqn0X/A2OfipgqIzJn454Mw6ssPVcnVleqkp6wpco2wwcbweu4fXo0SVsfBXe5bO3avkVfArofStM5TFICzEQubVi+tI1wP8KHg+KnlSWyp8rns70+ZChZWIXB8Loq7C8mkb6W6SgM8nRknSvjL8m/Drv3uQEPbNpi+/GuJCBDC+OcDfbHlvbKKeb4xefju3wkfxhd7KdhZl3gCO18k4ASRseswERAaT0HZRasNBnyTjx0chNsBHL2uuMduvBuvnSMr6HXoc4/g0nEX8egm2dWEDVNLWYRVjPWSkuG4cKZCotk3rrz2z9h/xtSuAheUNcl6Zye0ilkrrkMJtaKE2u9btfZj4MjONRpYVdOZbg9p9s0085JEARhZiIXNpOuSpZYnsSXkc5HtX3apYGEBfOxzUVZDLZKtb6nB9zKgahVbHtv2+S/2KbwKLVyIJ5fIk8HHvrEF9rxS9uW39KAcfP1ywu+Vzh3qRC6sYNjaVetgLwU/sOw4GxjmFEIVkZkEIJqKvs6Y8Zdr8MT1d4o0lc98AzddcNSa0U3Wk2NECtPIZBZjHcrJxYnzW2y1ZMw/b8CJk9USdRs/lTWZzznZoo6dbWuiSUy87q5VBdXo3WvMz4Ctk8kyYbIAHAWoK3yAaJvPacDCZtKv6ggktEZ+F+LQ4F40lOT4ihiTTQULC2CBz0UjM+lDu3V5avl6osgXueVR2usdHNr/1AjflCV+tLLsAfv8H/bF0SfIjv+atnfg46/iV8MioHU8BfMquOBoQHulox2j5cmuw8CgByZQw2WpyrHKPxvoq+XjdqbED00KUqOgNZIxYv63+Ncxu4bKm2D7A6/EHrt4kmGsz/4qgOAgUWfMmCYeOfUBXDBx/Y8IE+4vD/IVJX6UUE77cbA6Fla7VQ3F3XavQMJSb3b5ZmOTIw/AtVypkhEkE+Y0YGEldqTCoxusshhF39QURnlVMckqDMQxOhUsLIBVPhdt1NV+PDV8Fmnodk5mdn0H5XyP4wdFS0m/sGw2giFRIjOOX3oazt5blgDT2p/wTlViFNkqYGBf4DcGBpidWxK6uV4Kiv6GU9FfWYB9gcjDUtJciHm7/RE3Pv2xSF1h3VI8ucdQtIbh2nMFIo0kNqURD2N99Stz8Pv2soIysfyzXeVnOPS5R7G8qBh1RSVYrn5c6sfD9UPc4hiyKa2FdC5i52UjFlbqBAmfbvAvgPge5Fifi2Q19uIYmyoWllsxqFoneTFkiRNt5Cmp5QM0wocSkTm0uvGcoS71AJLzZv2rqGkR9XXA/m1/w5Xb/UtiQoTnrUAhQn0S/kmq8+0RYgVdGAmoH09B2xuDJLOtshBXEmMSA/H7L3YRYpRuiYs/WJBMbNz3p2/fC45QS1l5EHPEQrKccV2M9S2PvIbZB4g6Y2b5TDc98+QBuJYfAuFiiUs4TVhYiS1SHr2WPwIJS9QxLvG5SVZlPoHBqWBhGRhV7aIfpP7Y0HyRYgk5+Flqx2lFu26dj4XvzwxOLl2wOnocbXXs0vcuTCiRF0H4aG4BVmwpgjJbNTXkzXDS1Xd94GlzYFIiyFGsSbT06o1T/icu5YzJB2yBouqFx5Q14TUrTlJNLXJAOxG4KAws7A3+/QZqlD8JWFEupO3AWN953/O3fnHEySphqWdkuQfkATgLsbCZ9HWpwdMY8fGLSWy51eciWZ+1RAE4BSwsCIf7iuidTPrQTl1FBvfLAzqLG1iV7WCMWOSmRYc0Pu77aeW5Hqv8in5kn6dxy+iz0GsJS9jx5Zv9sHyf9F9XhhHaoYKaVeGWjIzZBTiOEMly3laicMysZWjqL2tqdPtp+2K72Z9dXNaMyUr3BC4eTFixM4F2CCM8kqANI3AxA0MIUBWf+jIQD0q2kkAvjaeGDQrDSeZDPcA3gTExGV3P+xveA/IAXMvngqDqz1oe6cLCWjYkBYbSWv4HE2TYWcYTPjfZVbe3cxapYGEBnO9zkWg9U3Cjray6wfUARFhWCmGfqhL63GPwZQTcJzGsJG8mbjv2YDi/DUnYMffRvvCfIoIRW9DHFV5qnGCBISXS2YW4mRiih8223LzIfaN3yntQR9GScc2Vp8G19YxVP1f01jjaolH8nddF/0oNGHUTBX+T2JRunp42iun2sH3yxR/GbMTC2ueW5JI8Bl9OgKx6FOFdXxEdllyLNYpUsLAgjPcVkai6lzUr00etG/w/CPvREuPUKjc976nhE0jDixIr++f8jH9cshOK3mqVsGP+xN747UpTV6Mi+QB97KWGjMDNvu6HnXM13M7AEbGMVTtaFVwjST2u9teuST5FJWgcaKl3Q0yfnHf737Br6wPJMNYSf3bDZUsEpItHD/BhYLydLvk9cu3zgDgAZyMW1j63JJfkqeETSYO0fvI8n4tMF6RPbk2UIhUsLIDJPheJ7vTN2pduOt1gdYR+qEQPAVdVuegej8F7EPCVREYeNeLO24dg2GMyHObCv+Zh3j/SVhlvqZeC9mFT4jhIFa6/9MZDr3K0tdwQHFTUf7lrbeZsRwatelV3u5kYxz7+Lxz1zfXJMNYiUxiYOYGCKdVuFilOwuQxeCcCvk+H7B6Z9npAHICzEQtrr2sSSysxeE8NkHUQIjT4isguKEmnoalgYRl4vdpF61UiyqRPU9Wl1/LjIGFLPsI/fUV0bUk1e7Qc+KS2THx6CEZ5l4nYa4/NReXUtKDB2rwUTPlsO1nhegJ7QJT6tlXkvdhM+7zxHC565MyEGGu5Ol7jpcbMPElYMPLkh54v+er4k6stsPSQ2ucBdfzVrRkHCH4wygGctq4acQBWgrINC2ufD5NLKl7OuqMV4rJJLUB+wEVrG3kmV5mUIhUsLDPmVrsp45jQpJOyQKAbrI7QRfeNAJ7xuegMMJMeQNiC2m6kl32xCw46+zsRe/3uDnz+vv31CsIIOisoQb/ojaRwvcSpw37+Hv88a5ekGGuJbMUTBl1VQQ2yznBSpQn4OjDWp/ywcu+W3mk7TUmD5RuBSEZdezD1q1fV3arjlRzwr+4Dv1FAS2PNpDTAquLbFLsDcFZhYTO6hMyaHlCtRmUj7MA2/iGk/GfbSAULy8CSapdtXXVsm5MVQXoNXwwNMngX4RNfEUU6GaXSgP2MhUfilEPftGJ2J+0qj4YPfiwQ8cZjCrZtde30ZbPf2hQK10sc07e5EU/v6jSDsZaIVzzveSkouvaQKozH1xVj/df3f0XtMFlBGbvt2gjktXGXXWtH+0ioAKvBz2sivcb91TqJ8XClBh/EwPv2BuAsxMJmcrH1ANdI65eGGQf63fSRnfamioUdWo28ynKSZRDZORGhrFKDj2ZAWuDkN5+LIt9YusHfANhNYsbhKy7ExbvIer+zA3ij3lzvc9X6eGXIjRXhYqwIuzt/j/6f+ncxmsOeUIh7OSTz2GR4mDFjaw3pw1jTU15qOGtD+isWxnrcUzPxv91FnTE35FTs102ojwTS6DFwdMeqgi2jhkLwaznwLyyitFdJG76Mtw21Yb6tATgbsbD2r2B8ibrBqv+rOtu3PJgwprqIpllmTMBgFxbWTpsyKWuYn0eHHZCW+Fztc1HkzE43WPUkPE5i+545FRg7Qo7yee/XQjQNda4NriE3VoajgbZrcF0ZFpVhl0xpo+YhZry8tZY2jDUD/5xAwWs3lJPiYaz/9a+n8MnRZ2woszKhV50+RoJpuCO4MtSGKBpsHfCH2+CvKaaVmTAmmY7BS7mgT2j9a6CU7oCzEQubzBF2vq8brIriHyORSYyxVW76h4Q3EY8dWFi7bcqUvBEBLmpjiJtchNsw2O+h5XqAHwDjUond2/d9BDePvBiOlesX42Cizlq6nTV1I1Cc4k4ozpLhHrSSqMS4xNxNnientQWqHGX6MNZ8hpcan9kQjkyEsZ5y/R14+S8b7LkgNXcQGjoDaRg13Xav4eiu1e5mNqkZbI5bNzgIoFvB95QCcDZiYc25wh4qvZYfBOGvEmkE3F/lIlH7vCQBOGUsrGQ+2cKjG6yO0EXlpJiwc3URfV9q8A0M3CaZkyv3Kxw3aTKa4e5WuF4F3LqhqpVpz8ikB/o2BfH06P5pwVhvKBhSMoy18u9rZ1+Bx8ZlTW5YdMlV02y1Q0V0p0rtO9ewumcNw48c+NtC8NudnJrJz1uS72ZVfW67rjSpBeAsxMJm0tm6wTcCuEWkk/GSz02iBvJJFjllLKxoPlnC5DF4EQHDJOYw40/VbnqrtJbPZsITEhk9PNnlgSOfvB8X3Hw50oCxXpWLfP3v5F+eyRnPKcB5HO0klRDu9cXhJ+GO+1/IpGmN6961dj0O1gD/4iFUm0mDsk2XbvB7AA62LQBnIxY2k07Xa/kcEP4r1Pm1z0V7CnnjstmBhbXbpkzK8xj8OZlocxfLJgYuqHbRo6V+PpgdUH8sPWMj9sCQmir8Z7/os5idGGsCgiFoR1VQvaz5s8CnXw1EYW4bbgfjEjPsP+26F8Y+/4UZUjM03XCtHVnCCobT6oC/leFfOpTEddjNGLAp0OgBfgKMs20LwNmIhc3kQpUG+BBmvCvU6fO5qFTIGz8A24GFtduoDMrzGPw8ASdLVG7fZ/LCvQvHrqpv27boxeVfyqr/SxT38NjugV6rVuLaK05B+UdvRGTbiLH2O5CzxzharoJSRsbsfBwAwiQCdjercGlxKS74eLFZ8vXpNPyR1+D3ap0yNk+5sRsHp27wrQD+blsARhZiYTO5FKW1vD0T5ol0EsK+IrIdImIXFlY0pyxg0g2+G8CVElO27fME9im8Eq1cgClLxMWwJKp7eGz0gLNuKW456wDov67907SCsSaAGVC5BM2qb7LCyBPwuoacKZkMvMollQVQmVSqk5Sl74qwIwcn/CRHFLKGrauH0q82LstmL0oP8CVg/Nu+AKwgG1mGhc3kKm9Rx87WFjRIdWoOFNt9L2IXFlY6p3Tz3cL9h4WAXQDenoGt1H0vg9yE8CCACr5fcVmfb5pvFuU26L3exWH9T4lMYcqSarSy/VWp0u2fzVW+ghsNrqnC9rM/xaXjLkDe6tXdXNGBsSYgxMBqgBsBWsZALQGLw8ACDTzPgdxvMx1kY63Z3P4YHg5jEhiy5tQAzvnSQMNgGVyNGQdUu2nm5vp5Sse8dYOPBTDD3gCcZVjYdDgukUzd4CYAsm9qB3bzDaHZdtpsFxbWTpvMyPIychwoLAtFmqBjGwJGAPAQMJQBVTdbYXOS1jP+bfVJ+Cj4qBmV69EMyvkBxw/aN/L/zy37Dk0hUS6XSHcPU3wP9Nbq0FerQX64Fts8uxiDAn4MDPgjr4OM6O+F9cnrby/vj5JDfZGqRlk9ZuXjJI0iu96USln9bUYlfttBVl2WwzirupieympHbWTG6Uu5HCGo2hGdQ7RT6CogG7GwmVyX0gD/xIxthDqP87lIYYltG3ZhYW0zSKWJ80A9hNZdAG37MDBS7VoJ5AbCgwhUwIAqgKHZodNo2Ruv18tKQfbWluGsIdHvvJeWf466th3sMKlHRhwPaGhFP0dtJLhGX2vRz1ETfe3yu4PWhAlYxeCmPw1tGqqtZtlnRUN5WVBcqCUj6zinINLCcawdym6d/CpmHSjrr8KM66vddIcddvTIiHpg2FJ2h0PdHwBTD8BZiIXN5IKXGvwBAweKdDIu9bnpQRFvAiY7sLCmbGJoE1FYBmg7hcHbaMAWDHgADCVgAAP9CMhle5qgmzKpMTQCzy+ba4o2FtF5Q4dCoxa8VvcuAq2mc17E+jZVxoKGus5d6sAlfvB2AazZa0l7kFUBtgbqgQfRu9YVHXetAKoZWMjAzw7wDyE0VlYQ2jr8VFkAcf15Ao4d3SQuVZrWpap0oowYtzPjELsUPTzxIbx9uqzDKAP3VrtIlEthl/2bohw9wCGoOrLtI/UAnIVY2EwunCfATxJjjFDnbT4XKSyxrcMOLOwtPKhE7VrDoB00YCuO7FrhBngwQIUE9GaLiSG2TjKOsBD3xn+XiIth4dTBO6PAsRhv1L+O2pZ9MmHyRqXD0da29vi3y1Fwx5HwwEBN5Fg4b020bn1wZ0frT+N61yw9LGcBA4sJWADQjw7g23HUYDlNd3YBPiJgf4nTmHFJebOwWYdEoUmeynxcqLKcEb1qsW08f8k4PH2VahBmfTBhenURidAE1rVtPhy6waqDnm5fAM5CLGwml9NTy5OIcL1IJ2OKz03niHgTMKWChd2n8Mq27fo84cjkrtXu+U9d+jvWhAeKxB498HAU5X6FX1adiU8auyUsiuRtTEz5wfq1u9aOO9ZIkK3pvHftv8x83XoiPFSQg7Ej6xK0QrTooMp8TAPhTItsUXLCrWWN4naVIpWJmL4oxMBeHLnrvdB24QA+OPFc3D/pcZFoAr6sctHeIuYeprge0A1WPeQ76z+kvAPORixsJtffY/BlBNwn1Pm+z0W2HTl12JAKFnZ0/u0Y3c/2EtVC91hjC3NepBPQW/UzoI6iJeNA53nYovdLEdYnltSgjftKxGQVDyHUecc6cJkfpZ/64P6xer2drMLO2jSWETB2dBMes0lep5jKAqgP53USuQw8Ud6EcyW8dvPMdeKQcAiTQJBlSZkwaPb+f2q85T9vdKs9bIKtg6TK56KeLEQLDjNDWhrg6czorICYegDOQiysGUfYReOp4RNIw4sieYz5PjdtL+JNwGQHFtZum1KVp3a0KriuiHQHit2Cb3V4cKpqsEfBjdipb3Tn+0bd66htze5j6DwKrp/A1JHYFElkqkUfLQACWkfetjq09aQ1vVN2UgIBqjCNg3H9rivwbTr0zC7E5cS4VySb8W5ZM7INngYAACAASURBVA4T8drINLsAN5Cw1rhpMxjvPHX1Lf954ZIbp5vm6U4Y8rlIVFNdqG+zYCs1+F4GOnsApByAsxELm8mV9Bi8BwFfCXU2+lxkrgGsBQV6LV8Dwp0WWDpJu2JhJfxWecLI7Wyz1xlcY7TgU3e7mRg79X0AexSM61T19NKfsDLsyoTqbjpU3fq+jmg2cLfs4C5Zw+q9HFqR0DYCAjv/Zc0pJc+vvlolIaVzIgzcXt7UvdKP3frm5ONEdT8pkUvAvNFN2FHCawdPZSG2Akfuem2vAb+OfbeVNeHG4fXcP7QG9VLbHRrcG2PXIel8M8HnqeXrKXrfHxkpB2AlJNuwsJlwZIeOkmr2aDkQl01araHA7jqqusGnA3ha4oeuWFgJf1eeNeEB7b1s1c61OPp7xw62PciuCiesKZ+qCZb51fGzOobuGMG2LfFy3Wdo40irYFtG3+bG6J2qEcWyrk1giv7b4TIw70UFL099lDzXiu3Gr+betQrJk7axIMwYu1uz8CTIglmVhdgTDHWPJhkNZU32JjqZNWJWPk5zUARiNNwsj4DuVzDGljUjeocS/W5WNZpF/S0pjPKqYpL21xaYv+mzeGr4LNIwtWOmtvxRZhsWNqPLyEx6AGGpzpAD29YMoZ+l/LH49Br+IzR8LJHZFQsbj5/h6BZQI83iYwRXO4OWZC4SnoE583DCoD90Y10dHogPGp40dRyt4DVq5zqgzo+RM6rWC64q2PZZkbhu/eoSDe/PL5CY38mjrQG2867GiAfXpCQnKTPhuRYNY/dqwKKktDYQfNMHuiMHKpNUNHL6In/nABIfG4gkx2ZSSIE5BZEdzzU2il1fFOFZ0jB2dAO6ZZbrBothWwCO9bno1bTavZkJL6nlAzTCh/YG4CzEwmZyXXWDVcFyUbNXDThosYs6F8QOu/UAbwlWcA/ZOH7QH7EqPLj9aLi484g4cvcacmNVeKhM8EbAlUtNOHtoJ0qgm8W/rT4Ry1p3waqwK+Kf/jk/w533WQTT2lFIAog8jGkFP4Wx3+7CXawGvN4gv5kY+FUI23pXY+CXnfDZdHhezXNsWZPsqkNqEAPanAKEpPwOYJtdmiJY4rSP2YXYQ2F7ARyQRmWqtObY8ib8M5YOvZY/AslgW6rzks9ND6XR9s1OdEk1b63loHPDZcsOOBuxsJlcWd3gbwDsJtFJhD9XFVHnkYRExro8wxdy71AfRIGYPcOyB/5S1D8WDwPcAkTartUxKAAoTB/9DoTnA+HvHXC4woi2McxpZBzuabSsu4Ph/V8Ksdpl/c9zxEMt2HbCajhWsVi3CcZZ7Uedtj44mtAbIaksiFQTcpul70rHjAPLm/GRhNcKz+x8XNLewSi1o4wESgn4Rh39J5pPqcHTGELYFnCrz0VrEyKsOKCHNqYHigzulwd0HoFZ/wuPITYbsbCZXH/d4JcBHCfRScANVS7qvJSXyFCJcG1rUAINJRxGCQglQATvmJnMJYnRWcvD+EvRgLeiRSPolzB4Xgv6zL2djKWJTD6ZkbcjnN3Oew93NyJnhSwQfjYzHw2jzTfA6V0bjgRezzPyDjhmloQJD8OBseX1CJqhTwfNnALMYqBcJJswpqwR00S8Jpi+y8fQtmiSTVrhTmYx1qW1/A8mGWwLjCd8bkrrPEy4dJMj0Q1WiXGRp3x7AnAWYmEzuWp6gB8A41Khzgd8LrosJi8zlfhRQjkogQqsGkrAkddiTb0SSli9SptBCA3epNkYLT439bI6x4nsbFalN7vy7V/WhPxfZekBs5/pC+PIpL0nIuqK3mqNHDmrY+80juXtR52yThc2GlZZAFU//RiJyHZ8clqA7nMKcQRHs5xHSWwzyWMJY+0x+HKCELZFeNdXRBsctmXSLxsNmW7w/wBECs3bE4CzEAubydUoNfgGluL6CJ9RGI+CUMxq5xoNqB0/onvlTM59k9NFCPqKKOYZdLy5VrDzB2B9eMueR63A4E9k97D/u6sPFl2Ql9S9W9+2GltPSnOiFePdcA7G7tYAeZHtpDMxTzC7EA8S46/mOdZSMuP+8ua1OEyJjFg8s/NxExEm2iUvlhwJxtpTwyeSJoNtAZjnc9EGg22l05cbUrZu8DsADrUvAGchFjaTDi6t5bOZ8EQmdfboSo8HCLi/ykWdQPlkWirY+QiAC2LR7XLhSnielR0JL7imF34aH/8GoeDHUCTLeeg7sgCfbF4d7xNw++g0Y3vN2tJBV5mPG0G4xSpfO/1LZU324XBnF2BbAJOyFWNdYvCeGoSwLUKDr4hsrU8tXLNNik2v5cdB0SsKW3bA2YiFzeSKlfr5YHZEk296xkbsAUaVz22+/F4FF54OUFy8tToW3upu2e60+ow8fPtwbOyx/lRL5Mi51xLZ/bLJFVpAjLGjM4DtNWlPJ1llAVT99P9a5VP0DHxd3rS2Fq9ERueDQCHOinQwinYAS9dICWNdvJx1R6scttUC5AdcSaq9pGvmm6hc3WDVISOS3GZLAEYWYmHTvnYfcY57ZxTntaKEQ9iDNdyddp09CtLpgZUa45TFbnrDjJJoj+NQQjzq8Mkt2PFaWTL6sgNy8NUr3esnOFZwZNc7/JEWMyaKaRrKcuYP/LbtT7tmCNtr1dBZThyihfGuVb4IPcFX1ohSEW87069Ar8b8SB3n9LbrswNjzazpATlsK+zANv4hlBHYViprsjHx6jV8MbRoVy57AnC04kpWYWFTWRBVwi28GiWskp46sorbk54id7TRLOOiVHT08GaPBxhY2sY4wHDTPLNWTWTnagYSJmu5Xm1F+VmyBgfN22iYOWstgmXQZ22RLOcB34ghsMmnpgHzK3rjtysi03rLS8E/JWfKPMWcfGzPBNNr1dVCAsKjm2A+vXyd6c0qwB80RLC9+6Zx5rZirPUA14BlsK0w40C/m9IO20qjL7NOdKnBRzOifantDMBZhYWN6XVmrbgOJdSKEmrPKu6WTRwNrCrxSVS6LetWusegRB5gYlRBw6faUFywiGi1WXdVsPNXAFslo+8/O4R9Dkxc9SqejLZCwtvV0UY2WzywJnLkrMmuk5OZGXlfQZ5+quiNZfutrb9PwPzxFLS9WYgpgxIQzR4AJ7WhQSqHQyguX4laq/xzCnF5e5azfXVJ1zfCdoy1bvAsCGFbTBhTXURpg21ZXYNNgX6Yn0eHHYiU+LQzAGcfFnbtbrU4smsVPgVuCou+mc1hGQD11O8ngl+9httfWYOfQ/DXFJOisTwq2KnufFWt7aSjd00YB28rrIYFYOasfIy8Yw1KXkhj5AWw+Ly8SPBtdcb8OqhvAG91NzXWJZ1wBgkqC6Acmy9RSRp2Gx3EbLO8c/qimB0ReNEYszwSunRhrHWD5bAtxtgqN6UFtiXx0abAMyLARW0Mw94A3IOF3RQ+G9k+BxWJ1FXH2p/2wAoNfgrDn1cE/wIiWeZTktlP5AH/xwjfb9pJDBzllNerWDlMQ9/F6cP2tg4gzJ/YG1VnJ4U7tRG0q8ZT/QOm555mwsoC/ARgG4kaDThu16YIljjpqCzA0SrLGUA6TwLSirHWa/lBkAy2ZRUVkNShPQQRD+gGq++yHNt2wD1Y2J5PVkoeYNShI5gS/MTwq3+rV3LAv7oP/EYBJaxGlZL+pMHXWcYwv2vqEHfwNk1QVaqybSw9MCey6w3ubP46lEAzxlPD8dkwl8oCfADgQIktzLi0vBkPJuOdXYgKYoxPRpfS+xnAWOsG3wgIYVuMl3xuSnf7xJRcuDEyewxeRMAw+wJwDxZ2Y/wcZMLmNu6yYyX1e5ddK6+J1PX1V+skSxfOxAwAVLAz8sRqVd0++zej/5w0Jk5ZNQjAgqt74acJ4iql33spuLNAra0scwrwJMuPhCP9cuMZ9F0+dmwvJ3mkrUavIyxTGGu9ls8ByWBbAL72uWjPdPphc5TtMfhzAva2LwD3YGE3v88RoV7dr3bbuaoAy6ihEPxaDvwLi1TTgo17VLBTwY1it0hKMrXyM1bC9Xp673DNenflCC2S5Vx7nLkSlwnkLvVScIO2xJpdECl+cb3ZuXelI2DK6KYIlni90Y4xVlnOLolskzwZxViXBvgQVUXLpG3rkvl8LkoJtiXUu0mzeQx+noCTbQvAw2p4u7CGHzdpr20+k1NbNr/arXYkL6mg2hlsHfCH2yKJTDKMzUbkx4nc/xUGi+oOq2nu+LdVGP6f9OJ2zbiz5oTcyJGzule2abQA4ZO81PSaTfIsiZldiMuIcZ8lpg5iwvtljTikK+93RejXtgqTwPg/kUyzTITnNA1jM4mxLq1lMWwLhLCviMzfU5j1w2ZOpxus6kZcaVsA3mo5F65p3XAdUjbz9Ux9+oQgteJCLQ+fLBpKkQy9zX1UcOFNAKVU33eru9Zg2wrTCCf7Xa6wRArbe6Xl/hJmbfmPl4IXmiW2i64yHyeA8KJQ3vyyprVJVd/kYz9HtINR2o5aFf5YNbPIdP9k5R/VLa21RQ7b0hwoXjyELMO2hGuzWbDptXwNCHfaFoCV10oNbmQgbf0vN4uVyewkxVjYzJqZeW0VXHgEQG+mqtnzdAt2uXiDXW/PpjDGvtbsPDPN7fEqvRSUtQcUOri92f1XEnYGGsub4FS8cwpwNUeznFM+l49nCwGzmDG2rBkbpH+ysks3WAzbggO7+YaQadiWZE02Nx7dYAVlfNrWAKwbvBDA8M3NmVk637RhYbN0vraZ5WXka4jgh1I+rx08sw17HrPCNtssCJqsOSJHnZGCFRXsvAjAwxb4LZESuHY8NWase9dXfeDJzYHPkpFdiHOB7VoY44nMYbqlegBM5hxcvyH7J0c2RwH+iVkG21K9zn0uMgXbSsFPmxWrXsN/hIaP7Q7A36W5F+ZmtUhxJrtBsbCbwwJUsFMdwdtSarTgx5Cx357N6Uzo6bYkBNS1H3X+Z921upXzdwzBMTtZCU35GvPqHIR3u5GaVb/TtA4GaE4BUsF3LUrnZoGBOtV7uKwJ661DWh0TR3ipwR+wELalep373JQUtrUh5rWx6tQDvCUYC2wNwB6DvyBgr43VKRvc7izHwm5w/2TAgAp2vg/gIJtUrTxsUNCdm6HcCGK8F3ZgbHkQcxLZb7aUptQHDJ44gRq9Un6zfJUFkYIsGdt1m7WLGe/BxDqYlWcHnSfATxKLK3nd5nNRXNiWHfZtbjKGL+TeoT5YZWsA1mt5Jgj7bW7ONDHfTQILa2KeGzXJBC68m0C2dLghgBk42UvBF2cXoJHSnBtBwKTRTbjB7AJMYOdTBJxhlt46HX3spYb9rfOZ55hTgG8Y2M08R/op1X1yuYV1SL9FUQ2eWp5EJINtgTHF56aYsK1M2b8p6tENXmZvADb4PACPbYrOijunzQQLu6mvaQUXjgHoSbvmycAjEyio7l1RWQDVzm2kXbK7ymkZTMFeS/kvo5sx3ar8iey8hoE7rfKZpSfAN56CacOQVhZAXH/e7Bws0P0WZozdTbAOFnSIST0GX0YQwraA930u6gbbEhvSw4jtmfNWBFASBt6zNQAr3+oGq4yTvpuAn3uwsJvAIpqZwjh2bpkH/KruFc3QJ6Nh0CcTqKHzJKiyAPMBbJuMz+r7tcfn4tfren941Y5N4iPzm3jAvrkIq/vBdGUBrwwjOKiCYDsWq7IQD6j7Sat+s52e8HwbYeweQagk1Kwcnho+gTQhbIsx3+emdNbCzkqfSYwqqeZBlLtOG1sNxd267gFDOmTb8oXT1VCPwR8RkNajJ4ljuvEQGjqLSoRR062SUzhawakHC5uylzcaARXsVJ1+BthhMAELx1Nwi66yKgsgbtUZzybVRKEd2zvXS8HRqdpewc60IRjaj+Mv8lLQ1oSkuQW4IQzclurcU+BnRBOt7khBRkZYPQbvQYAItgWg0eeiCGxrcx1lszl3eQlKwu1tbEEo5miHvWh/ePWKyI+lGq+2B2C1QLrBGyY5ghCOBNZ1W9GpFnRh+JEDf1sI/oCLNgguZHP98GbzvCvY+QXsSxxs9lJwPRx8ZUGk8464mlZX/wV3dUQKayzbv7MsdbWX/p+9KwFvo7rW/xnJdhZLMgnEjm05oexQllgmgbLTAqUs7WPf0gKlFMorWwOYtsRxgLIXKC1roVAbCIFSeFDKUrYWKCSWSdhKIUASW7ackEWWncSWNOd9dyTbsuNl5mpmJNtzv4/PxD7bPVejM/fec/4TkYLJHLgutex7GoCVzRb+UkORk8z6PDR48CMCHjZLnkE5Wo11ZafWFCLnR1kzlysZlG1tUeBZO43kmlvnuHfKm3gK8lBGhNL0gMoioKYCLAGWQK9aEoDLmnlnxYVlIJjZuLp9IO5wOjSiAoQctJYc/6TnmHm17HvIRIAKNQ7MvpYiWqPt9NHgxSXEuCPT6a8+J18LvrGifo9ttIYi3kxl9/DXsnchQNeYJW8QOV/WUGQHM+QvmYzvuBS8YoYsgzL61Vgb5M0OOTP52+TLthIu7NqyHf03O8ZLan2d3dP3Rml+DGXablXsXgll3Ldb7dm1mhmnDBlrSQAWFpS181TahKd0Hkf36/Ha0zFHtKKLuRCKMUJj9e0rfbWCXtSwih8QYY9U550tzFirMB6t7MQvDa2sQzysB2q46FIFGh6rWeOGGooMukYN4n61EO1Exo6negwTAVcEXhGABxnxGoqYen9by57jAEXshg13f9LjTAKi8014aQgWYjeQffjzw9VY65l3tmkyOZlUgG+vKqGsIXkN9N3MDVykbkEZKwPuW9OPhU2q5bdy3SwLwD1Ga5BbhEoCpjMwjRmfEOENuBDizWhp9pMIvuN+BD34AMCewzhiDTHu8nTglp0ASxrOj5dFWMhT9mckxNGzWeOVGoocOZywYCFeAeE7RhV+fZhbC76RfYbGw6+hiOnP8e8Y3g3wfSwqWIzarJNeVYGjayki26UH706BN9dqrHXOPStk/jBL5yIQ4Yeri6nOcsOZldL1KKMYyih139ovgUkE2GTt92TLbbFBgekPrg02jykVyz3YJQ58aACLdgUYD5Mb9ZUbsWpMOcOmydSyTx4Xd2sbP6+hyM4jmb5kMkpcCsQRnu7j4i9/XoBPrh85p4OR2HOBRehTtex7EcBRI81P/u/0hxraKN2BKBdrrOV9YS2nP8zSZVsEXL26hARmtvQQTSHiXSiDgjJOHQf33rmKoJrcvU6XVjAKGZ0AnOVFy6BGNAJCHQP1Ve14L8vTGDXqa9n3PoB9TDI4UkORIr2ylnpwgML4B0Y4io5PJnx8ywQ0nTXokfNW6hh85gJqf0yvHUbpzAQoGUK3dCZ3Bs+PHjd8QYxqmRprPcLtpvG3cSZlW79vKqGfD2ozM5WFUEbu1HGwOBYW96xbl98U2j3nXNfnBOAsrlCjB9UMiObfGQ0CnkoA9ftGtWxbZwzhgYXs+wsDJ5jkoEQBIlOryVgLzuAkBOCCAPzYqq5SLQDWf8uN9x+YhK5pRh5NuraGNs43aV6DilnI3rMY9IgZDSqGsHNjDUUMl4JZVWMNwmI3oXrvHK7tNbreFWG+mmXLtghvkYo/9iu/SZbd9BwJGzXHoYdJwAOOJ+U8EPTgU0C6Q8lgSt8Co569qKtqwSY5q8Yml9nZvSqUi2ppgzRAfbAQhzPhdOLkkfSntQXHfXHxhIkskfbEwGMLKCJaDlo6fs2+7fPAbwNk1TFhQgXvWkvtK/ROxIoaa9HMoiqKm/TaMFroKlr5R0xZK9saLW6y1U4jr9m2GjYelAW96ARbghom7onr81yo2yuCL8eDL4eb47VcdLwKNvF0gJ6toY0/MNOvmQFh0L9qaOPBZtoznKwFXPQmgS3TR8Cv5lNEF8CGmTXWYAQTjOrZnRANOcbcqAjxd9iVlbKtMedLsybkBGCzPCkhJ5hsp2blGnQwod7FqJsVhZlZvxKzzQ5LNfu2mQhuAWjkbCYdJjLokwW0UZSJmTpq2Sfu8WdLCv2shiK7SPJKsS1g3wMEnCfFrI/p1RqKjJg1blaNNYD7NymoPiiCDfrMG31UM1p4N1Wxr2xr9HnIfout/PK3fzajTGOjBwk2oem7nmkz8Awx6gIdEPWd42bUsk9kHo+YpazHIQSsm0+RbfXQGqXJEIXq6xqK9OLLGtUtS1/L21wEqHdZ9xLJ4RpqH/a4O9MaawAbwKgOdOB+WT+MFr4d17G3y6bWmKPFJ9m20wnAWVwBO0ooBpneu8yoi+ejfr/1aM/i9C1XXcs+UWNqShcXAmLzKaIvLVliZrXsuxXALyRYAfCWGmrPCprPQi6axWBRqmQVVN+IfpetsQZpGenVgQi2Qi+TW4fc56oIcztb3Boz972QOxY6ATiLa9HowWdsUZu6kaYlmgaAUB9j1M+Jau3yxtRYwN67CCRdXzrQGSrU42op+rxVTqph3/kKcJ+kfK6hiCLJawpbLfukQR70GMDgHy2g9kHbRcrUWDPw26qo7AuPHotzk8YfZsuabuTmjHPaKnP7Aef0VHPQuKAXi8A4NcumbQZQT4z6yg78M8u2mKJ+IRedy2DT+lKn9/Y1xcBBhGSKzsWYvN0CavnaKvv0yK1ln6hFPl0PrQwNA4sWUGRQ+XprrAGIhgIXB6L4k4wNo53HH+blAPYa7fPIcftjgNYUqO8/QkjrXaAgRCpC+cUIrSDqcnbAWVzJBg9uI+DyLJowUPVzIns60IHFOWSTIVN+w55dY1AErKdZ+MjLaigyy5AREsS/YxRsgE+6Z64CHHENRbKevVvLvqsJuN6s3sqDuHLIhLPhaqwh4FsZ/0ow5s7uRFhiicYES3mY3yHzun+NCZ8YmgRjfb/2tSKoEkKibwG5ENoyEaGwh9bqlekEYL2esoCuwYPLCbjNAtGZilwqsqfzSStjGlVZobXsE/CcFZk6IMW/poYixSbJGlFMLfsSskAXKuiyWtqYccelEY3UQbCAfYcrwGIGpuoglyAZ/s57YI01CA0cxR1VgNiZjOvhb+U3QDhkXDth8MnHOW3H2tMQqGfXyl1oETvaZj+JE0PThhOATXOlcUHBQpwKwiLjnDZxEJrAqEvtiv9jk1ZpNSb39u2uoUiBtDESjLXsE32qJ0mwilq2u+dT5CIZXit4mKEshG/ZCA1GMlLtAh3ya9o4Jq5NMnKEAWZ/mM8FYNr1jAHV2SMlLdNd26n2/NQCLKOFEggpboS+Kqa2bBjoBOBseD2ls8GDAwn4VxZN0Ks6RkCdyqiv6sDrepnspKvloj8DPNcsnSoSe9RSxydmydMjp5a9YYCkdtwMvLCAIsfo0WMnzQIuepbAx1ulk8F3LKD2y6ySPxbl+sMs/aKXY/4QJ0YhEUzVnuDKaEnvE6/GEWoppZxFBXQCcBY/Uct92D6uji6kKgJeENnTle14PIuu66d6IfvmMXCLefZwbQ21LzBPnj5JC7joYwJvhRGtjxu23FXrtKUfWS37BKrV1TK8OnmW1FBkjk7acU9WHubXdfZpz56vCBt7A6mKln67VzW5a105jUb9Xb4TgLP3EcNHQH6XZ5T29mU0QkE9qVr2tO6kA7PdfR0XHayCX2Ng6Ia5BpQy8MYCihxmgMU00lr2iSSqb0sKbK6hiF+S13K2a7noBDWZma67e5RBo6SaORjUMWbI/WEWGbqir669g6BqgRXJnSqldq6qghCrCMGNUDyBUFsJiV36mB9OAM7yEgc9WAPAdhQjE6ctkhPq3Yy6vTvEO4W9o5Z94u7GJBAIbqmhdtHdJStjAfseJEDc0RkeBETnU0R3r2HDCkxgWMCl2xI63zYLmWygSQSwArf/17ROfME7YxgPlDXzzooLy0AwE8ClfeBda/pxsAKEVm1Hrc7C9HnACcBZ/jQ0evE+s3R/WgGzaCsG8FDuIkBVgXpFRV2lTWD2tewzraaRgM3zKSKVAGXWR0iU8EC2XRwQr6GIWaVXZk1pUDkL2PcKASPiPMsaQcAV8ykikMWcMVwQbueptAlP6TmOnhSNRDd5fCIRU6tt7ckSFuU3MRdCMUZo7TQSNdbOMOABJwAbcJYVpEEPBLqSVPIMA/NcwAoVEMlHJ1phn5RMxstQUBdoR70Uvw6mWi56BuDv6yAdkUTsnHZFZMIphO4RiS0kqOWi7wP8jKyKGoqMmufZbKSygT5j4MUFFDla1pfjic8f5tNBqJz98jPndU2aXORf8Qn2fO8NTGkLYWpbi/YzNdYQ4y5PB27ZSdRVOyNjD4yaBzbjmeaogKBHgx88X9K82wPRJJBH0Iv9IAIx4ywg2WM2B8YHClAXU1FvJviBBUk959VQJOulGddx0YwEeKXsuqmI711LnQKEZFSMWi46B2DRzGGyRQaHaihSbpHsMSN2uQe7xIEPDYDXiHanD5Mb9ZUbIerunSHpAScASzrOLLZgIWpAkMu4JSwOtPeHsnzPh+3zEjiLSdsV72SWnRnKWSPKmETC1qxOiNpQ6ZFK5nnKxA48T9ZQ5BRpg0xmrGUfy4ok8Nz51G7ZqYOsXcPx1bBnZ4IijqTNAk/ppy6bSXVW+MsKmUGPhgUv810RAaGOgfqqdoh2ms4w6AEnABt0mNnkDR6cR8ADMnIZeLsqigMH430HmFhQiLkgbUd8kIx8S3gYj4rs6UA7RAcdQ+N6nlYcR5e49/YZYhya+IsaiuxokixTxNSyTxyDS93lMnD9Aor82hRDbBZSy0VvAXyARWrvq6HIBRbJHtViGz2oZuCGTCdBwFMJoH7fKJ7NVNZ44ncCcJZXe6kXRyuMFyTNWBmIYvuReBs9OF7cExNw0ki0tv2d8KpA2KqMoo4AUVA/4qhl3+cAzAqYnTUUKRxRqc0EtewT0J9SpTrDNSuweRpS6mrZ9xCAc6SYh2caNQlqFsx9WJFBDz41OZHzLfFcsxd1VS3IWQAMu/08lD4nAGd5JYKTsRcUiGxemRELRKG7R22DF3Oo757YrF2kjN29PAR8bNkAxgAAIABJREFULLKn3XHU7bNZy7AcdCxg36sEHJ6Rsj7mrLfvG2oeC9n3JWPkl6rB+entGto46ImISX6zXEwtF10CqDcCNMFcZXx7DbXnUuMTc6cnKS3oRSdYDv50BJXinrg+z6XhyX8pad6YZ3MCcJaX+D0PproB6TZyxJhmFAijsQgzEMdclbRd8c5ZdkGP+nXigYULdQMbpNey724AF5plZ650DhpsPrXsexeAFKoTAysWUETmLs8s15oiZyF75zDwDEAlpghMCslpoBIT52lIVNAD1cR8isF0d4jGLi5G3awo3jFk3DggdgJwDixy0APRYUPqjV9RMUs2sel1YILXoyVriXvig3PAFUkTCE+I7OlZ7fhbLft+CuBes2xj8O8XUPvPzZJntpxa9okEM9mSsnU1FNnWbJuyJa+WfUEAlWboJ3DrfGq3H/nJDOMtlNHoQYIBxUIVvaLFSxUx6gIdeNoOfaNBhxOAc2CVgh6sALCDjCkK4VgRqGR403mCHhynlTEBJ2cqyyz+uAcN/7l+4l5NZ+Tnq7oP2ofV3lhDkYBZ9lkhZwH7biFgnpxs7qqhdqkXOTl91nMtZN8TDJiQpU6f1NDGPay3eHRpaPCgnQCPzVa/y4y6eD7q91uPdpt155Q6JwDnwHIEPXhTegfK+GmgA/ebNY2lXsx2qb1lTFLJQGbZ0iOnYycFodPy0XxaHjb75V7WCYjMp0hOzGc4/9Sw7zxFMiteAIrMp4icg8xeNBPl1bL3GgJdw5LZ4cIUpxxp8AVp9OAzlitByniFCfhKNHaJMernRLVSqHE3nACcA0veWIjHmHC6jClEWFjZjhoZ3uF4GrZBBcUwV9QTU47AXcZ8hNCpeWg+LR8bqwz1XlBrKGKIwWx/6pWXvP8kcQ8sNRgTihdQm8AXH1Ojlr1HAfQogKkSE4spwG7XUOQLCd4xzRL0YhG4P5ZAFiYsruDqSVRFdGBc9Xd2AnAWPm0DVQY9Wis9qWNHBh6siuI8q6bxOVAQ9eAsTh5PH2KVHqNyW3+Qh+ZT89B2zMglsyqwQy1FRkUmZg3DrcAXM+qPHnoVOKqWIi/L8ucyXw1jAqEoKNGy8S81FMmdErwccnKDB7cRkmh6OTKeE8mYgQ4szhF7LDXDCcCWulef8KAXl4Jxuz7qraheDERhC+Zt0INjIRC22Iw7OcnZDmBbv78bodOSwTgxadCP8y9rKJIx0IA51uqTUss+URcteZRMl9fQRtnPkj4Ds0xVy0XPA6wXP/2zGorkRMOSLLttUPUNHlxOwG05aNtSkT2dT1oZk6iNH5PDCcA5sKzBQpwiMn8lTfkwEMVekrxSbEu82Nfdd0+8jZQQk5k6v9F3T7xpZm/seqWGIkearMpycQvZ18GS+MgE3DufIqaVbFk+WUkFC7joWgL/DMCUoUQQ6Pn5tFEkFzpjCA8EC3EqCIty1kGEJjDqUrti0Y1pTA0nAOfAci714AAFeEvGFAbWV0Wl7sVk1PXjWTIRfpe7t4xpt4wFmiAgPpm0HXHohLx1Pz+4c1SW5NSytzWDGti/11Dkeya4clSIqGHfH13ASQyI8w83Qyvp+zuAe2oo8uqomEQWjWzw4EAC/pVFE/Sqjgk8eZVRX9WB1/Uy5TqdE4BzYIX+XYSZ+Ql8JWtKVxSTvpX84snK+AjI7/ZotcRzGTg0K0YMonS01h3WctFHAMuWzCyvocg+ubIGjh257YHlPmwfV0cXUhUBL4js6cp2PJ7b3h3ZOicAj+wjyykagDzyZNCLlrBToF2rJc76aPDimBTc5alZN6bPgFFVd5hJw3oGtyyg9rIc8r1jSg57QLw8d3lGaW9fRqNo7CK6rBlFA8yVJXECcI6sRNCDNgDTZMwhxiG5lr4f9CGARG8Z05D3dDLzleUZLXWH4lhVAX4sOc+OGorYDawgaarDlgseCHogyta2ywVbJG1oEWVMbkbd3h34SFJGVticAJwVt2+tNOhFIxizZMwhwhm5ehyzfCLKY26tllgcUe8uMz8LeHK67rCWfVcBuFFy3okairgleR22ceiBRi/eZ4bstYVoD5oTWeYEqKKxi6KirrIT/xgNS+kE4BxZpaAHzwE4VsYcBq6oiuJWGV67eFLH7No9MYDD7NKrQ0/O1R3Wsuc4QPk/HbYPSlJDEee5lnXeOOQLevA8AL1lXf08xMA8F7BCtDvNAMPcfK8zXoaCukA76s0Xbp5E50E1z5cZSQp6tIYDovGA8cG4I9CBy4wzZodjqRffS8FdSqF/WWT1JwzU5Su4L9t1h9fxFH8CidWy83QjPutX1LlMlt/hG18eCHpwH4DzJWd9eyCaBPIIerGf9oLN2mmXV1Ke2WwfiMYuMRX1szsRNlt4pvKcAJypB03ibyzENUxYKCnuyUA0d8Ax9M7hd0smryr9S7yibFE38tezXjZr6QibwHg6ENXe6LM2FrJPZdEXSmIw+EcLqP3PEqwOyzj0QLAQNSAskJo6YXGgvT+U5Xs+bJ+X6MWTz5X2mGtEGZNI2JLtHiflnxGYpB5wKwwZ7zIbPThXwEpK+uGdQBQHSPJmja2WfVri2YQWFeVPxFC2KAbPfwQIlHWjwzcFLdvvjK923RvFzV+huOlLTF81aAL5ikAUWfvyqGVfFwDZHlA31FDkl9Z50ZE8ljzQ4MF5JNkAhIG3q6I4cDB/vANMLCjEXJC2Iz4oZ3zGeFRkTwfa8WK2bXICcLZXIKU/6MVRYOkPxKpAFDNzZCq6zahl3ycAegE8KAGUL+rWAvG2b8Z1yxGEXRMnYf20UqwvLkv9LMW6nn8Xl2q/W1s2AwnX1vlJBZs3Yf+Xn8al87ba9H4aiPbZZ8igDIkXsk+cCciijD1RQ5HTMjTBYR8nHljqxdEK4wXJ6a4MRLH9SLyNHhwv7okJyB1MbsKrAmGrMoo6Aqx98x/CQU4AHumTY9PfGyZjT1LwgaS6eCCKkbsSSAq3iq2Wvb8FaNC762mvxCGOpqf/JdEvqKYH2XUisKYCbqc3806DIhDfcexemL66r2kOE+6qasfFVvlgKLm17BNGfENGL4PeWUAbR92JiMxcHZ7MPRCcjL2gYLmkpFggqv+kpsGLOSmcALEr9knqNJWNgI9F9rQ7jrp9NiNkqvARhDkB2E5vD6PrHS+mFDDWyZoTU1GyX6dWSzxqxrlbTj2y0NX80qbEdGxSk/91JkrS/n86NqtSpdHSPpgWWoX7D+13mNDFUUypAjZJC5VgrGXfvwEtqUVmfFFDkR1lGB2e8eeB9zyY6ga+lp05MaYZBcJoLMIMxDFXTbY73VlWt8l868SOGC7UBSIImix7UHFOALbDyzp1BD3al/xEneT9yFhBoCqCRhles3l2WcueaAxlpKCUCKUASsEoA6MUhFIS/wYEWlNO7tq/+d4buO6svkqpBHD+7CgeMNtPw8lbyL4nWf64bn0NRWT65to5RUdXDnkg6NGgbCfImKSomCWb2PQ6MMHr6cWTP1hGvyU8hCdE9vSsdvzNEvkpoU4AttK7BmUHPfgcgOzO5fhAVKsltmzs/hHnb5qKUlZQyiKwqigTAVULrD1BllDKwKhGYsrr7sKTe/R9FzHj2qoOzLfMsYMIXsC+mwi4UkYnAV3zKSL1ZSqjz+EZ/R4IejQo2x1kZqIQjjUjUAU9EJ2rRCLGyTJ2WMTzpsie9kRRvxPMh+x0ArBFqyYjNujBG9JN7xkXBDq0ej6pMXMNl4igyolUUEXa//fsYkc3XJ0hv/z4+stw3MN3aDwMPFIVxdmGBGRIvJCLzmWwVFY8ATyfIpL9hDM03GEflR4IevAmALkdKOOngQ7cb9bEl3oxO4UTIIJx5skdJhjGwH+JUUdu1FduxCoTRGoinABslidNkNNYiEeZcIaMKCJcW9m+9S5t5gYuUregDEry+JeH2LXKN4CXsTb3efZY8iauPzPZ2ElVcdm+nUhGY5vGQvbuy6AlsupU5E+vpbU5BzwgOx+Hz1oPNBbiMSZIAeMQYWFlO2rMtrBhG1RQrBdPPifgLgFEQKhjoL6qHe9lOmcnAGfqQRP5gx7cDOAKPSK7J0zsLbdZP60Mn87af8nzZ1/8L+04WNy39u1aJ+mR59D098Auy97FTSfvL36ZCERhP7YyQ6mFT7o0QgEffQ21Z73O0flcjQ4PBD24BcA8GWsFfkFVFOfJ8Orh+RwoiHpwFiePpw/Rw2MHDQFPJYD6faN4VlafE4BlPWcBX4MXlwB0x3qtbrUMyZ+i1EbUtKb/uwwdPtkSUQsMH4MiZ/z3Q9x57F7i+HlJVRRzsjHFheyLM+CS0a2A5l1DG2+T4XV4xp8Hgl5cCsbtkjN/MRDF0ZK8htiCHhwL0uAuTzHEaC3xWyJ7mr2oq2oxVi3hBGBrF6af9NIW3lZxJY+CRQKTliGspv7NKMvv3vyN7oKJTmS1cU2GUjWteSXuP2z7LcQIVHZAAIbYPmrZ1wFgsqTi+2oocoEkr8M2zjwQLMQpIDwhOe0PA1HsJckrxbbEi33dai/cZa58Z64QgTjPhbq9IvhSz8ScAKzHSxnQ+Fv5QhDOARBw7lkzcKTNrBM7o3hsb+/hVR143WbVvepq2dsC0HRJ/S/VUOS7krwO2zjzwFIPDlCAt2SmzcD6qiiyUva2ZCL8LndvGVMvqp7MPEzk6WBCvYtRNyuKd4aT6wRgE70+UJQ/zALZak8LVTiiLfRAQR58K6ZSu4UqhhVdy75MPj8f1FBk72zZ7ugdXR74dxFm5ifwlazVXVFM+ha0WuKsjI+A/G6Phjk9l4Fk9mQODAaeEdnTgQ48PZg5TgC2YJH8bSxwncVxTk5ArVkwxXEhUlGx+6pS+k+2JruAfS8RcKScfm6poXYBduIMxwMjeiDVr7t7RMKhCAg7Bdq1WuKsjwYvjknBXZ6adWP6DHiXGXXxfNTvtx69L/VOALZghfxhzgRQwwKLHJEyHqAEjlhdRv+Q4TWDp5Z9orbyJ5KyOmsoUijJ67CNQw8EPRqUrRT2KzEOqezAP3PJbUEfAkj0ljFNyQXbCPgKhPoYo35OFJ85AdjkValo4yuZcZPJYh1xWfAAMc5ePZ0eyYJqTWUN+65UIPdZEt1d5lPE/vKpbDnL0ZuxB4JeNIIxS0YQEc6obMfjMrxW8yyfiPKYW8OcFkfUu1utT6d8cVxf7wRgnd7SS+YPswA/KNZL79CZ44Epa1owpS2EqeEQpraFkv/f1oK/n3khPttbroqIgF+uLqEbzLHQuJRa9h4D0PPGOZMcNRRxnm9Z541DvqBHg7I9VmbqDFxRFcWtMrx28aSO2bV7YgB9YO92GTCIHucBNdn5/jBLg5qbbMqYEDdhU0dfQA2LwNqi/bsvyCaDLTEPOt+7r7sPL596vpwvCH9oKqb/lWPOnOs6nlqWQLxZVlIcqLqWIrZ0dZG10eHLHQ8EPbgXwE+lLGLcEejAoK1FpeRZzLTUi++l4C6l0L/MMs8JwGZ5MiXHH2bVgfjU6VRCK1jrv9kifk7qbP/6uIfvPGC3hn8d3hNkJ0UjOoUNTvbE/87H45fUysp4pqmE/keW2Qy+hexTWRoyls6uoY1ZO0I3Y/6ODPs80FiIa5iwUFLjk4FoToFj6JpGgw+V1HdPbHsplROAdS2TfiInAGu+6uwJqkQIieCqip8qQqwgxHkItUxBCETiZUUbDYU4DIQbCZit39sjU/7j5B/j97/548iEg1MsbSohU+0xakgt+7oA/Q3P0+UTcON8ilxtVKdDPz490OjBuQJWUnL27wSiOECSN+tsyyaiTHX3ljHtYZdBTgA22dP+MG8c4+VHbdquNRVYe38qCJGKkDIBoZXbkPCB7hH0aPjX4q5VCnZxOEWNB38XCx/8u25bBhC2NJVQVkt5atm3DoBUBicBi+dTJJdKMWTXweGzwQNBL0T5pCx++KpAFDNtMNNSFQL6tTHZn1j8d7ilypyjUvPd62/jD8CjEnxD3F2L42Dtv56dK0RgZYS68xBqXY4WHEZxs7z2fhFmqipuBMOyILFqlz1xyfMCz0JuNBVDAdHgF8xyIg1xLWTfCpbs00rAy/MpcpQhhQ7xuPVAw2TsSQpkH5Z4IIq8seS8pV4cnbonlupQp8cXzg5Yj5cM0PhbeRHIuoBiwJReUgbW9OxaSQTYtN0rM1oQQ6jZT+tlZMvyLC3ESQppu94dZWXo4Pt85e6zrr302cY/66AdlESNwx8qJ+lEKFm9PXy17BNQdlpbJuODH6mhdlv7GBu30eHIFQ+848WUAoY4cZEaMRUl+3VqtcRjaiwrwqxEohfucjszJ+cEYDO9CcDfyreBcLnJYgcVl9+1JVVu01N2E8JHcw797Rd7VL0n7lsVBaGpIYSCVRSzwx69Oho9uIGBar30UnSMReRGtWie7Q/zJgATZeQwsF9zCWXc91NGt+BZyEXnMljqXs65A5b1+vjlC3q0bj5yz4qCQFUEjWPVe42TUMqu5D0xgG+aMU8nAJvhxTQZ/ha+HAoybgPnXb92QLlNX51rssY1BM/GrV9WCfh+ZRT/Z/K0TBEnkGmIcQMzjjBF4CBCGBA9dKvTaxL9bfw5WG6nzSpObC6lQXFcrZrDQLm17BNJbRJ9nfmMGmrPSXAEu3zn6DHmgaAHmaD4HR+IarXEY3owoAQ9mEvJtojfzmSyTgDOxHuD8PrDLO4zF0mK/UIBjnj8mxMfLujacrCMDGb8rKoD98jwWskTLMT5IssZgGWtw0TvXjCqB3Yw8of5DdlG3gxc3FxCd1npm5FkL2Df62QQYJ6BNxZQJCfABkaan/P33PFA0APpZwWMCwIduC93ZmO9JVrimoq5IJwpo80JwDJeG4anYg0fyCr+JSn266YS2i5YiHrZBQXh+kA7fi2p33S21L2SuOuVRMPQZxIT7om7UZ0OdN7D6Q/zowCkEikErGjzdLL2uFzHFGvZGwKoVAepINmch0L/LykkfZ+nU49DNsY80FiIR5nknhUiXFvZjvljzCW6pvP+ZOyTUDS4SwFkoruHtxOAdblXP9GMMG+vQl8z5sGkFhRjwhNeEsXwV+rX2kfJwMNVUa3/cNbH+z4coSZwIwiVFhrztQpU7xsdun6xoo1vZtZKnQwPJtQ1F9MPDTOazFDDnp3dyPtIRWKkTNNVCvDtayjyhckmOOLGgQeCHtwMyD0rAB4KRPHjceCmraa4pBB7uJJJpccZmb8TgI14Swft7sz50TYI8ASpQcAOT+9MxxLjTikBjJcDHch66UmDB1cT8BupOehlYrykMKpndWLZcCwVYb6EgTv0ik2nI+C11SWU0T2PjN6BPMw8qYNDy56m83daibcHEcldDPq3c+xshrfHr4wGLy4hlntWwHgp0IHvjjfvNXrxQ2btem260bk7Adiox3TQ+8O8BoBcurqCg5/9Bk1jwlM6VG1FQsDHlVFzMvRk9Ae92BHJD+OJMvwGeH4TiOJXeugr1vBJrOJJPbQDaYjw39XFtKsMr5k8zN2XgfFbIbMBf/rv3+jK5wg0HeBpKuiFWtoo9YJhpo2OrNHvgcZCnMQk96wA+CgQHZUYCFIL1wBMUgpxAxMulhLgAHHIum14voo2fp8Z+0hKP/2ZnWklGP+W5N8YiFqX6DScTUsLcZo4hmFYiogjMpqrAx3QnZk8o433VxminlZmdDSVkEeG0SweZvaAY0sB7KLJVHkuuQvqzZLvyHE80OOBRg/2Z0g/KxsCUTnUttG2AkEPDgK0jca3MrHd2QFn4r0heCvC/DwDx0iJJsz7y0xa7HJjtRQ/APckFO7dpuEx2zJS8G3iwzjPUoWERaQka3uN6JnewjPcClYa4UmnzctH0ZdTqLcrRHkTT+E87Owi7M1xfMV5+LJ5Gq2QlT8SH3NsHphvSdG9SUr+oSPxOH93PCDjgYZtUEFxY89Xuh72YHJVi1ZLPGZH0ItLiXEjAwWZTtIJwJl6cBD+8ja+j1g66/f21SU0r9Gj1bNKDRewyz5RfCbFbJCpwYs5orbX4v6aCQHcId1v9HV2+3eDPBgJ4e9QUQiCyEKeId5xBnHTJiI8vbqYRJG+aYN5QxF4stj9JhHDVD6D3AVOba9pHnYEpXvgdcDt9cg/Kwph51ntWi3xmBvLJ6I87tKSSqVKjgZziBOALfiYlLdyDREWSIpe3FRCpwY9aJG51Bc6mXH4wFpYSVuGZWsoxM9SHYwsO6IlYIk6SG2vofkwK+VhtBFhW0N8csSbQNirqZhMyULmRNdVIBKnC2K8Rkp+1hPC5NzicI0WDzR4ECagWMZelXHYvh1aLfGYGg0e/ICSDWNMzQdxArAFH5PyMJ9HwAOSot9uKqEDGz1YykCVlAzC3EA7LLsjXF6IafEkqIal5U5EuMfjRvVO69E+lB9KWnk7l4JSUlGm7VAJpQSUsooy8TO1ay2R8qMkEwOrmkso484wzDwF3N0A0PaaKcSnEhUsljTLYXM8oMsDwUIEpUsHCWcF2iHq7sfMaPDiWmJrsBWcAGzBx6S8lY8mwguSolc2ldD2QQ+eBXC8jAwCqiujuEmGdySeRi+OTqXc7zUSbQZ//3pt+YwF57668lUSwTV59FsKRhm4L8gCEK0CR6qLzcAMeVaBRNVcQhkhUTHHrgZzspSL6BWivCPlLXI4HQ/o80DQo0HZGqpnTZN8VSCq1RKP+vHeZOydp2hJpUdbNRknAFvg2fI23osYyyVFx5pKKL/Bi7uJcaGMDGbcVdUhnxo/lM6GQlxDBAESIj3ieflYP60U64tLUz/LsK73/0vROmOnzvXFZVAVRTeajLQxVjIyupqm0wRZFcy8HRBbCtbunAFSTiJy/0VWnsPneECvBxq8uIcYF+il70fHuDPQgUuleHOIqdGDczmZ5SxXTqpvLu85AVifowxRlTXzVMWNrw0xpRHHJmPa36aTwE6+TlLG04GoeXW4DR7t3uNG0ehhOHs2bFfSG1R7g2xxmfa7niDbPsXKz7OktyxiU1VcFiolqfpc5tivwXxt0jR+iZSCcQdwYNGyOGJH8EBjIX7NhNRnz5i7CHiqMoqTjXHlDvW7U+DNi+MGMH5mqVWEuyfno9oJwBZ52R9m0eBeagfkUjDrLzuQqCP+k4x5DLxXFcV+MrwDeYJenNXhm3LT+u2ml/btXMuSO9j0Xey0UrCimKFyLMl4s6mEDJcMMXeUgAuWAlyuOUPlE8hd8Nex5BhnLrnrgaBHy+14SNLCfweimdXGSurNmK2hEIelkkpnZyxsaAFrU1eEmn+dAGyRp/1hFnWhO8iIVxjHPrUrdSsqXpbhB6Ep0I6KkXjLm3gi5acSlXqSmJJ3raWkcrl3w9d7bpk8uahrgkQnvJGUj4+/v9tUQvsbnSonumpAlMqipxdIyZOrKTeq2KF3PCCQ1nw4klS8JOUMxupAR+raREpAdpiCHg3/WmQ5uyy04EVSUV3Z2Xc96QRgi7ztb+M3wZBqKSg6ajyzI73FhI+lzCNSv/+lWoEYykQSk5bAJBKZEqlM4Z6EJsoOYpbUnEYn04dNJWQoWY2ZS1OZz0lcWVK/TzQhJ/s7j84lcaweyQPLCrFHgvDRSHRD/D0RiA5aJy8pzlq294swU1VxIxiijax1Y4gudU4Atsjl/jA/BuB0GfHEWPj07vRbimPjQP72bbbtS2JK3a/2HAWvS/17wzTDmOAyZjo8I3tAy2gfmayPghNdC0F0TTL40nNEeVKZ8EZ0OrSOB9I98H4RitQENsh6JaFi+uxOhGX57eJbWoiTlGQHoyTIjTXjcxdw1T5RDHqF5ARga5wOfxvfApaGZnywqYTOC3oQBVD49zMuxGsnnoMV3ww496wWrZcVYgmIri4hr17ZzOwHxxoATEsGYOVYIvff9PI7dI4HzPJA0IMOI31t++lVUBWIIGiWLVbIafRo5UXW9vlmLCL38NC5TgC2YnUBVIT5UgZulxLPeLFpOh0d9ODTS57/YJdVu+wpJcZhyr4HCvLgWzGVhgQSSbeQOXYdmFMdnvhZUgp+kP0ZOBaMRw8EPRqU7U4ycxfVEpVRrZY450bQh4CAzmXGEVYZx9BghHVB5zoB2KJVqGjlU5jwhKT4D0G4YkJn5/NbJk0eDHdYUqzDZrcHFBW7ryql/4ykl3nzTLBbZD4n4TJV9XvknvD3kficvzsesMIDDR68ToDhDH5hCzN+VtWBe6ywKxOZwUKI0k5R27tNJnKG42VgiejWphcK2AnAFq1ERYgPYBfekhLPWA/CeovvJqRMc5iMeYASOGJ1Gf1jJC5OdN0AotSRGD1NSp7V/ZRHMsn5+zj2QLAQ9dJNB4ZIOMqWO9/xYkpBsmHM+VbawIR74m5U7zcMdO5A/U4AtmhFZrbyzAThK4vEO2JHiQeIcfbq6fTIsG/NW7bsgHxFdDxKvpmTehTRBLkStFHil/Fspt3tLGV8HfRoULZXyvAy8HBV1FqceL12ve/DEWpC62BUqZdHgu5rFajeN4oHjfI6Adiox3TSBxo4b005unWSO2Rj1AME/HJ1CYm37yEHJ7puBpGoQxSV+U8S5Z8yRt0xpqdV2sKTFHey3E/DLx8Ew9zudpayDm/w4mJi3CnFz3g50IGjpHhNZGrw4GoCkljqVg3GSwqjelYnlsmocAKwjNd08pSHuY16Mlp18jhklniggwghBrrBsDejjfCHpmL636Fmxcw7pTKfk9nSRN8hynvVEi84QuU8wKyUtqBMcaUagYjA2gNcI5qDiCYhyWBbJKegH5ep7Sxl7WksxIlMeEqGn4CPK6P4pgyvGTxBL3YEa3e9Vl/j/CYQRSppUs5yJwDL+U0XV3krNxJhli5ih0jOA4RWMEIAWrSfhJD4SQpCUBFyFyD05RSKCOHlYZ5DwLtyiqS5nmkqof8ZOgDHbgXzL7S/Mz9BroLTpDU5jIY9MJbbWRp2RhpD0Iv9wPi3pIyNgah1iU7D2bQn8SZAAAAgAElEQVS0EKe5SCsxyrgd6DB6PheJVoEOPC3pn142JwBn6sFh+MvD/BwBx1qoYiyL7uwJqmL3KoKqKn6qCLGCEOch1DJFBFxS9TqhrJnLFTea9NKbRLe0qYQGxZZl7toVUJaCuVDTRXQYUd6Ya2Zukh8NidllLXuiKSS48drO0pDDBhAvmQi/y43VsjLck1C4dxvEM2zLYMDV6NF2vfMsVUhYRMrwtb1G9DsB2Ii3DNL6w3wvgJ8aZBsP5G3pu9WeXSsUhEhFSJmA0MptaCsUsIwdw0z+NugO2BnrSwpoaSoh0bd4q8HcfTs41bqN8Ri58s80SeeYFbP7R5y/aSpKWUEpDzwK7oNYLWXAM6qdkGE7y0znzoDS6NHqWaWGC9hln6hWS2z5aPBijqjtBZBR/+0RDE0I4I6qKG41c0JOADbTmwNk+dv4GnBm/XMtNM8K0aIDlDgO1v7r2blqgZUR6s5DqHU5WnAYxa1QrkemP8zCNnFfZ9toKoYCIk5XyNy1B5hE5vNE7fcJOoTy8v5pm1E5qGjmGi4RQZXTMMt7/78nocna/qw55ZVM2lmaMZGgBy0ApHBtmXG43lrYTGxtKMTPUh2MLHvhImCJaqC218h8nABsxFsGaf1hPhcwnppuUI0t5L51azC1LYQpbSF0F0xY9sEB33m6ZxfLjBbEEGr2k6hdzunhD/MSAPvaaaQahz9UTs39AnCi+3cg/Fz7HaOOXPk/tNMmO3XN3MBF6haUQTQGEQE2PYEpbdcKwOln2X9hpNpZmrW2jR4sZaBKSh5hbqAd9VK8OpiWF2JaPAmqIVonWjaIcI/HjeqdDNT2GjHGCcBGvGWQ1t/GR4HxokE2W8nzu7ZoQbUnuPb+DLf0+50rHhN2fSHeBPftkMuOtHViQyjzh1mAotsK8cjAfs0l9F6PScy8ZyrzOV/7HdGBRHlv54J/jNgwXDvLtMxgcdrg9LM04tg+Wql2lnKqtuYKevAsAKlmIKmet6KW2PTR6MXRnMxyNtRpzKAhX6fmYLi214geJwAb8ZZB2vIw70nABwbZTCP3rl+rBdG+4NqSDLbh5E5W/N6zcZ0+fYTFcUL1nMjoBhfxt/HvwbhI36TNoWIVJzaXUm/GJCe6/wDCz5LBFw8T5Vv6Fm94FsxUvg6lTjtLw54zm8FwO0szDWjw4m5iXCgjkxl3VXXgYhne4XgaCnENkbXXesx42cW4Sra218icnQBsxFsGaQXiDeVBZ4QzKHwI8pJVX6D27CO04OqOmYIDIu4uqwNR3GyOhdmVUhHmq9nq4vwBU2Tg4uYSukv8mrl7HzBEx6Nk42/C/kT5tpVGlbbwtj31rKKWVcsQVlOgEX31rFL3ftld2TGp3XA7SzO9ECzEr0C4TlLm04GoeXW4DR7sCuBG0ehB0h5dbAzcUBXFL3URm0DkBGATnDicCH+YN/Um2lisS4j3bPgadbO3M0tTA6moruzEmAGGqGjjHzJjWGhIs5zXI4cZNzVPT+I8M3ffA8YF2t8YD5Er/8dm6xsoz9/KF4K0u7KAc89qtbfNk2+0naV5mpOSgh6cDeBPMnIZeK8qiv1keAfyBL04S+tgBJSbIW8IGStS12t/sVDHVqKdAGyxt/1h/tzupgpP7jEBed1dmc7sPsWF6lkbYX45UKaWZcBfEeZvMzBic4QMVGzFyoS65mL6IXN3AAyR+Zx87uKYQ/n5IinMsuEPs7gCsRf9y7LZjD/BRtpZmu2dpT4coaiQwyQnNAXaUZGJTZ8DBe2FGo7zpZnIGZGX8ES3gur9N2LliLQmEzgB2GSHDhTnD7MAVjjEYjX9xN97+A4oafpSSiUB60W9WyCKB6QE5DjTzK9510QcI7YHNHMaBLy2uoS+zYnu+0H4iSab8QC58i3rzpJKABTtMH1mzsWRZa8Hjn34ju/dU31ZVtpSNhZidyZ8LDNjAtTKaOqaRULAUg8OUKDV9h4kwa6XRWACiO+6W/QymE3nBGCzPTpAnj/MjwI4w2I1/cT/5oyDsfvSfxlWSYxXVBeqqyJoNMw8Shi2XcueiQm022kuEf67apvYD+FGTyY0g7AvUX7QKjuycfJi1VzGs9wF5xzVtc9bL/+ZGPWVHbC1TrxhG/goLn8CxgmUVm1Cq9H1a/Ti4lSWc7JG3pqxNAUn+Zo14vVJdQKwPj9JU1W08c3MSHa6sWn84rLTcdDziwxpI+DGyiiuNsQ0Son9YRbY0MnmB/aMjtXbxRaDIOrCxQH0vUT5UtmlesytaOMrxb2zHlqHJrc9cMmVZ+Owv/amLDwHRn2gA4vtsjroQRRAEirV4CAF+1ZGtIRDXaNxEkrZpZUXzdXFIEnEhHshNhoboGHEZ3M4Adhi71eE+RIG7rBYTT/x59w4D99/8Da9Kr8gRnXlKK7t1TvRHjp/mD8BsJtRvkzoP94uBk/yaUuAUEWUL9W+TI8N/jCHARTroXVozPPAlDV9ZX7ppX9/P/NCfLb3HClFZ932S5x071bdLJcyoT6fULdXBBukBOtkCnrwKYBddJL3I1OAH8yKarXEI46gB8eJLGcAu49ILE+wLgUn+Ud5EeZyOgHYXH9uJa1iDZ/EKp60WE0/8cf/6Xac+5vLR1ZJWOwmVO89ymt7R55ofwp/mF8B8B2jfJnQvzoljp3cLO5+7yZXvqV1yP4wC0jQCZnY6/D2eWDCpo6+Wnqthj4JUjMQvIa4H9por4C7r7sPL58qd93/vfo/4PzaIbpZEpoEilpqV2xJXkPQo1VAHC7zeWDGRVUduHsk3gYvaokxfyS6jP7OeFl1o3rfjXg/IzkmMzsB2GSHDhQ3o433VxnvWKymn/gDXliMKy45dViVqTfBcXlM6W/jh8H4kZ1r8mhRHAflczcor4qIPrRStz/MIrnEebb1OHmYdpY/uumK4iMXPVA3KZrZSeUT/zsfj19Sq8earWjmvPIMrv7ZkN0se+hjBNSpjHqz8ZcbPfgzyx8JD9svd3khvpmCkzxGyjk6mQi4odLG2l6dZmlkzkNqxFsStNPXc4W7G6skWKVZdgu+jRtOO3BwfkYwwaie3WlvKY70ZCxg9If5esC+Ynsxhdu8CZxcoN5FrnzT0YEGusgJwJpHMm5nudyH7eMq5MoJ0hblHyf/GL//jdyp544fLsWtJwzazXLQJ4OAF0Cor2zH42Y8Og0eDfziKhlZBDxSGdVqibcaqRpjcbZeIiNbJ8+K1PWarbW9Om1zArARR0nTvs5u/27QgJTtGtOaV+L+w7YfTN39mxRUH2TxvZFd85TV42/jn4HxB1l+Gb55hWrs4snxWUQFUmUdRnT6wyxqt8dy+ZEt7Sw/AvK7PMi4oL7x4O9i4YNylUTiXvmhAwbtZjn8R4LRCAX1pGrZ02uNfH7SaRu8+DkxfifFT/hHoB1HpPMuL8bk+GbcCMYQ5+pSmrZmIjyhKBqOge21vUZm4OyAjXhLktbupBh3LIandk/i/KfGhlTK/f2SUxhTbP4wCzi7Z+yc1KH56gd1U1x726HT38YfgEcl+EbOtbMMerAGGbZAXLXLnrjkeXlI+L/urGCo+2UdnyfRUrDezajbuwMf6aDvRxIsxAkgyO4g/xOI9iVVLSnEIa5kByNTELIGm4uoP07hGGSttteIj50AbMRbkrT+Vg6CUCnJLsX2yJxp8K1fKy4Z/gFCdSACy2pOpQzMIpN/LVchoSFS2Ta8hNc+LqZv26HQ38qLQBg+CcAOQ9J0MLCmp30liX7RhNBoaGfZ6MX7zNhH0l3/FRnE0aIpmLtUHhL+wYP8mBru183SsDkiMKlAvaKirtLA9VOq2b0UVjkD7VXR5ElMoweXczLLOc+w8ToZCFjKjOpAB7Ja26vTXI3MCcBGvCVJ6w/z/wFamr1t4/bvz8LMT5b9tiqKX9imdJQomrGWp6sJrdm4naOhqYRs6UPsb+XbQNCRBm/K9LdgQEAl1oJrC1SEFAWhqSGEglVk6zWMKTNL4iE/D0AqSYiBeS5ghQrMPeWjTSd2F8jhStx80n7YeXlvN8vMp8Z4GQrq9PTrfXciyvPcaJJVmgfs1s2YT4TTZWXo5LuP3bgqF2p7ddrrBGAjjsqE1t/K94BSAPyZCDLAe9I9v7nz9tpfWYuhasCeXCP1t3ECbGMDeEJrUzGJ3riWD38LXw4FugvBhzFoLaV2qqr4qaKld+eqIMQxhELlJL+1s9wTmSsIenAfALkaIuD2QDT5IrTDqk1N3QUTpZoJVF90IvZ7ubebZeaT6pPwgQLUxVTUz+6EqB3fajBAjR6IrHrZIe5gZ8oyj8THwHrRt3e0Quc6O+CRVtiEv/vD/GsA15ogSrcIAn66uoScO98hPOYP82oAft0ONYGwqRguEGXyZabLCn+YxfGzMSi0PslfKMARk4sR+oTIlH6WuozOUaJgIWpAWCBlHmFxoD15FZAJJvxPFl6MY+q0bpZWjTWijEkkbA3WAzfoQQiALS+PRibIjFc0RKtRDJ3rBGAjKy5J62/lc0B4SJJdio0YC1dPpxop5nHA5A/zv61MBhnMhYk8VLRMJenjPL3LUrGGD2QVxsHAkwq+bioh0/pZ6rU5V+kaPDiPINeYhIG3q6LQ6gEzwYQ/4b6b8MNbtW6W1g/GoyJ7OtCOF3uUNXqwhAFbrk/0TlDcJ1eNAehcJwDrXfEM6PxtfCQYL2UgQob1waYSOk+GcTzwVLTxU8zmNQzX4zMV2D9UQlIJLXrk99DMCPP2KuTrVwuKMWEFUcblN0ZszlXapV4crTBekLRvZSAKrR4wE0z4Q5+pw6VX/FDSBEk2wqsCYasyirpGD54C8ANJSWazfZHq2ytsGvXDCcA2LGFFK+/BZLwEICPTGC82TaejM5IxhpkrwnwnA5aDYqS7kFWc1FxKsiUduldjd+b8aJt8/SoBO6wuoYwBKHQbnMOEwcnYCwqWS5oYC0Sh1QNmggm/57uv4dq5tiTQbzVNAj5WgShZWDqk27eExXFC9ZwxBJ3rBGDdqy9POHMDFyW6rAVNH8S6D5tKaC95q8c2Z3krX0XJmkTbBgOXNJeQHKiBQSv9YZavX1VwcNM0kj3CNmhpbpO/58FUN/C1rJXEmCaAMDLBhC/76r/4w5G7ypowFvgEyLZItLp5LEwmfQ5OALZpRf1h7gAw2SZ1AvR/fdN0mmqbvlGmqLyFzyIFdXaaTYybV08nKVg/o3ZWtHEm9aunN5WQbBKXUVNznj7ogXRzC0XFLJHYlAkmfH7X5sTib05y5byjrDGwgVRUV3ZqTSHG3HACsE1L6g/zZwB2skmdpoZjmNTsJ/Hl4YwBHihr5cMUsrdgn4BHV5fQWXYsRkWYn2fJ+lUQ5jUVkxllTHZM1XIdQQ9WiEoiGUUK4dhZ7fjb9Bae4VbkYRHvPPqbp89Y8fEJAE6WsWOU8tynuDQ4SQGtOiaHE4BtWlZ/K78OwqE2qesJwDs1+0l8eThjYABu5p0VNwRSkX2D8UbTdDrMDoXlbXwfsXz9alMJ2QXkYYc7MtIR9OBNAAdLCWH8NNCB+5EhJjwx9lg9nT5Z6sVsl4qzmLSm9UVSNuU4EwHrU3CSD+S4qRmb5wTgjF2oT0BFmOsZOFMftUlUCg5pmkb/NEnamBJTHObJ+YC4FrBzfN5UQjvbobC8lWtItn4VWNxUQjkFZWmHz4bS0ViIx1gSyYkICyvboZUDZoIJT4QjVxeT6GOtjYZtUEExzBWBmIBdsukfM3UT4xV1lNf2GvGHE4CNeCsD2opWvokJV2YgQob1jKYSMqUtmYzyXOfxh3mDzbuIzqYSKrTDL+Vhlq5fBfB2UwkN0c/SDutzS0fQAwHsP0/GKgYerIpCKwfMBBP+/luw+DtL4VIVrMgHHqY36FMh83OgIOrBWaJnb5n/94cUTTkLLleyEVYiEcHG9fUINW3deGjChF2xzdSzkZ+/IzZtehdr226VmZ6pPATcWDkGanuNOMUJwEa8lQFteZgvJuDODEQYZyVc0VRM2X+yjFtuC4c/zKI7zB62KEspcRVgm5XbkOV3WuWtfDSRfP1qUwkN2s/STl/liq6gF5eCcbukPS8GotDKAWUw4ee+BFz1GDBJIG73jRgxnnb/k07r+VXsEBbNRaoGs3HzpgZ8/mkfjkbF9ovgKzoBRH19EVS1E62hK7Fu7d2S08yI7YtU394xUdtrxBNOADbirQxoy1v4RFK0gnY7xx1NJXSZnQpHky5/mAU4ypF22kyMb66eTpb3BC5v472I5etXm0qoXz9LO32Ua7qChTgFhCck7fowEIVWDpiOCT8lChy5BDj+raTU5TsCL80Blu3Yp+UXi4CL/jq0Vgbq89+kud0H8++JcNFw9q1b+wdtJ+yfWYdtpgydB7gmfD3CLQI5NzmmTD0XU7Y9HwUTkqfc7ZHnIGi6tpiUPkFY7CZU7z2GanuNfE6cAGzEWxnQloV5PwUQ8Ie2DQaebC6hU2xTOMoU+Vv5IRDOsdVswlFNxfSy1TrLmnmq4pavX41NxrSwh6QbuVs9PzvlL/XgAAVIhUpjmkWzgKootHJAfwv/Ggqu3akZ+P3tgPg5cNx5MnDnScnfLjsX8HYOry9GOCiPtY5NyXNnAMoPknDj6jNKL7M4jl654ljssMvw5d2JxEZ8vHwbje8bO72OQs/WeaPMXVj15claMM5kiESrqihuykTGaOd1ArBNK1i6jv2uGEQDANsGA+80l9ABtikcZYr8YRYNMvpe9+2wn3Fu03T6kx2q/GGWrl91KZi1chots8POXNfx7yLMzE/gK1k7u6KY9C1gs8CE3y6Ch+qvHTz49sifdxGwfUv/3a/yowSUs1WoDytQH+krCWbCg8T4cXrwVS5JJAPwna5+QTiy8elWX9EJ03tph5Apdrhu93bazneoIYLw55/OxpbNH8i6BQw8Q4y6QAcsafUkbZiNjE4AtsvZzIq/Dcknw6bBwKrmErKsFZhN07BMjb+FL4CCeyxTMLjga5pK6Do7dPrDLF+/yjh21XT6mx125rqOBiCPPNDVGapoyhko2uYM7ci2oGBHRDY8ifwJO13lXTLrZn+Ij7zgebx05WP9Z0ylDG7p+yp+OXVde6S41U0N91MxaPvodUD89Dygp7syIwhCYGBQ1QLwgGCNdNo8wP14msyT+u6DIxufwaTJs5GX19cAaaCNQn60/UV8tSKJdls+44/weI5CXn45mGNIJDZocx8sAWyQ9X6XGXXxfNTvtx7tuf55MNM+JwCb6c0RZPnbuAWM3jdQG1THm0rSMi1sUDiaVFSE+TgG/s9Wmxn3Nk2nC+3Q6W/jN8Fy9atOO8v+KxT0oA3AtOHWbXrZLdiuePBkaQLu/8Yi/O7Rhfhov09SUooA91+TkXRgsPzXXsBBaZtL9zOx3kPm+OluIJz86ibGaiZU6AnA/WhLGO7H40m2CBD/QV8A7oi+iULPIb1T7dl9i1/E/ycPPbAYPcfVu+z+CQom7DaoazZtWooVn87W9XEn4CsQ6mOM+jlRCOCiMT+cAGzjEvvDQ2cqWmWGm1DyVTGJLw9nDPDAjBBXqi4EbXbMc00ldLwdOv1hFnut02V0Oe0sBwRgLxrBmDWUL72+YzBzB3EVO/RY58Vln5fj9p4ATPswXLcngyC3EhJnuHuZ/1EFfKehT5brj3HQDgISGUj8rxv8ceqrm9EOgreHMj1YDrID7qWlPRiu36d0f0FInNene1Pne5g0eU6vctdjcdD0lO7L3OBlSd0iALdHnh82qUvQtbXWoq3VUEtlcXVST6IbUwfGNI6BE4Blvp0kefxhfhaALV++vQ9kAoFVZdQoafKYZtu+jYvjjLCtk2Q0Nk2n3iNDK3X72/gWsFz9KgCnnWXa4gQ9eE5xeY7NyyuDS/Ggu3sV4nHR7yI5KmY+CnH83PvcfVcFirnffS0Y771WiarD30fyErcAcL/Yc5YMJH7kBq9OfiW/VgkcnvbUum6Ig/ZLBcEFLvCbvQlWIor2Rs9hAzDQS0uHqHAtSN6I8buExNV9AVhkOPdkPVMFw/VIaqcsdsDfzUNPn614rA2KazIUpa+0XehHG0F9sS8BrLt7JT79qK+qbcKEPTBxUhXiibXYvGkZ4rGW4R6D50RbxEAHFlv5rGRLthOAbfS8v5XvBsGW48eeaRFw/OoSyixd0UYf2a3KH2bxDdj37WO9AW1NJVRivRqtBd6lDMn6VaedZb8latnt1n9tN+0X/cBJxB3n2jW3Y1Pnv7FXZTI4ipG+sx24C336YERO+GdfxrLrwTjoG6nAep0L/GoycC3ZDZj9nz4TlF8koBybym6+ywX16b4Al27oCAG47wXhBBXKz1PJWs8rUG9LS+zi7naifG1XTd9W4fp1KlB/SUj8uO9R2bL5Y0yY2FdGn647kbZTFnI+aCRM2fYnKC6Zr90Tp4+NGxZj9VcjAq99wkBdvoL79orY3lnOssfVCcCWuXZrwf4w/wqALQk4vV8GhAtWF9N9Nk5zVKkqD/NKAmbYaXTTf5CHw6hvW2GR8opWPoUzqF912lkmF6b7UL6UhgHi+PKzw1A+80/Iz0/mO9JMhutPqePdTwiJi/qC1itVCB/RgN4XMOWKBJTvpQLrIgXqfclA2LItUJrWBFH5kQrl7FTAfEyB+sDgzZF0B+CfJKCckdL7sAvqI/0Ceu9OWflpAsppKboXFKi39Ont7lqB/IK+wmXXH+Kg3VMvE+e4oT1ZYofNcYSbr8B0/9BYJiLxa9WX/zPyk0DYBMbTgaiGhT3qhxOAbVxCfyufDYItJSi90yJc21RM822c5qhSVR7mtwn4lp1Gx/Mxo3UKWV6SVhHiA9glV7/qtLPsDb77EOP14SBLu7Z8hnjia0ye3PcxEse24vhWjMQFbvB/k1+1X5bi62+0YNuez5vY1YrdrRaogoTEvL5gzaQlWWlDOUaFMi9F95KCxI2ZBWBXdQJ0VCqw3uqC+rfeACw09sYF161xUCBphNglq8/3BWpV7eg9fqZdGK57Uy8dq0k7Tu8ZiUQUilIAGhbbhbH6q9OxcYNuvJMVgai93eWs+I5wArAVXh1CZkUbH8EMy0EYBqh/qKmEeusEbZzuqFBVHubFZHOLN4XwrVXFZDkoy8xWnpkg+fpVp50lEDuUq8G4oTdg/iihHTGr9S4tYPaM9o3PwFv0g95/K+cloJyZCnAPuqDW9wWu5u2A8hTEiUisEglW2mgH4ifkoadYMeYG8lJ/ojkM142pANdASFwx+K2J3h2w65Y4qCr1glDtBr/XO5e+O2UX4H46hp4UL5GoxV/07WqJ+mxQzlKh/Di1Q39UgfrHvheEWKwVeXl9xR8ioCtnJbRkrvSa5vSyJp1fHp8Gohg8/VqngGyTOQHYxhWoaOXdmWA5DGG/KRFeaiqm79o4zVGlyh9mcS52qZ1Gk4KTV08jy2FJAw2ct6ZcX/3qYPPnGMZFO0uew954PvZXCfsLP7iAJvc/6UHx/7FD+idOul9PJU2tIcRF5nA06bmuLaIUZ/deN9LODNd9qYD5ISFxcV+w+nh7YI80WA/3yzEgVQWU+Jkb/J/k1/KWfGBCqvpY3BOL+2IxxNFu4pwMA/Cf4tpRuRjiXpe/3DoA024M192pN4AYED+yr1QJSHQBroKeCbt+FwftmZL3Uzf4s77QIkA7iFKkHsAtXjimJWnjh/XJjMfC+OTDZKD2z3gYefnJm6GO6CvYsP4RxLpDW31MmXBXVTsutvP5NVOXE4DN9OYIsr6xnn2xbtubS3/UVEJ72jjNUaXK38rzQFq3G9sGAZeuLiFbGnOUh7mNRqhfHXLi46CdZeww/jaruJeANBRmEeXwUlzBBQrjQgV9Xczci+PAdqkj2QHJUF1dn6GgoK/bpOvxOKgkFZR+4gavSH7driwBZqbl3rvujIP2Ssn8rQvqc8nd8uYCYGJXanW8gPvZVPCPAvHj04Nh3wrq3QG7/y8GeJJ88e/nabtvbTBUEDQDlONUKJenjr0/ICQu6Rf0hTGaEbQjw/VA6uUgTEiIOuUecdzd7+hZSUv+wlpC/JT+5U+tzfMwY4e/wu3uPaVPmsUxhFt+OVjXpi6OYkoVsMm2B9hERU4ANtGZekT5wyzemW1pSafZQ9jQVExT9Ng2Hmn8YRZ1sgOwiaz1BBFuWV1MtrSmLG/lRqKh61dHmOmYbmfZdTDvqRCGw1J8hQgPMmNRj5+Uk1QoF6WC0qeExIXp5TufomDCrr0uVS5MQDkldQx9vwvq40NkLqfTPadA/W3y+DbhAlxp2Hnul2JAqkVGOiBG+hrqCsBpACDifCR+1BDB/PKEFoTFUBcrUO8Z4t75dBXK+anj5wF0PCAAu+6Jg3ZNvWz8wQX1qT6ffL32d9hmmzPhcmvQ2YOOVV+eiMjG/siVCeD82VE8YO1Ta410JwBb49chpVa08afM9jbQTqiY3FJKo/IN0erl8bfwwVDwptV6Bsh/rKmEzrRDZ3mYnyPgWCldY7ydZexgvgGE6hF8I05HhP967xrdr8V605QStS7wG4MH1n5gF8sIojSnZ6QnWNGhKlw1gwf1dNtcj8YhICG14Jx2H2s0AKffOwsIzMSZgx9npwfL4eYpwETEvbhmVzpIyADHps9TAEHHD+8L/OKYevPm5Zg0aXjUrE2d72LFf7Wbgj5fMq6t6sCoTDR1ArDUN5M8U0WYX2XgcHkJxjlZwc7N0+hz45xjn8PfxjuAITCT7RxvNpXQ1m1mLLDAH+Z7AfxUUvSYbmcZO5gbenCUe0qHxP2qKoJqqoRGXAMT4X7mvnZ/ygUJKKcmd4b8joLEr/p2hvH41/2OT91/iQGp86fEuW7wV8mv3OgkwNPzSlzMcC9K3bXGgfiJaUfCaQuXflSduMoNXrL117eeHTDNZrhuSh0Zb320nNQojryF7anYHD/NrQFspEZvpjRtz3A9lLJ9fcr2tNjYL6P6+gToWxEYIVkAACAASURBVKkd9RMK1Hv7/LZl84eYMLHvpkysh1KT0O6pxX13z3qo6iZ8tGxy/wAMPFIVxdmSn/GssjkB2Gb3l7fxn4ntrWFjxmHN0+kNm6c6KtTN/IonJCZCQN/ZOVY0ldBOdij0t/E1YCyU0TXW21nGDuH1ALTee8rRKpQrU7vQfyhIXJ923Mp4lggHcrIdghZQteCUGuJulD/ogYZUAerbEYvORL3tAe9xaUe5gw0t2zjZBVArRUrPsO6hF4AYAhhDDFGPq76wtSw9AVjUHYv6YzEE8Efiuq2PlkWmsihB0saGVHb2IIaLI3Zx1K7Z9IyidWAabIg7bvEC0TO0lwzh/aQVEKha7rw+fBrXrxKg76TmerML6t975sr4oLH/vFUVl+3biTtkPuPZ5nECsM0rUN7KNxLhKjvVsoqzmkvpUTt1jiZd/jALyIOhL57Mn8zmphKaZL7YrSX6w3yugJWU0TUW2lnyobxrt4rTFILWXYCBTxTgDfeb9GTsYH4XBA30mHZKYSOn7lgT17jAb6XVvDL+phCOGTQYDkCSSvc1zWK4fpvabQ6o802nc6XvDu9zQV00SHBN23mrD7mg1kkG4LkqlHNTQXPATrTHJgG+IUA4NJ8N2OX3szutTjhxuRv8/uAhJR3Ja2DQj8fWwJ3X1+eCDlThujZ1+d2dOtb+PClX1B5/tMyD6eW/hcdzhIaq5XIVbRTtk4lxi/uf9ILMZz1bPE4Attnz5WH+OQG/s1MtM65qnk4326lzNOjanTm/sw1lKvAKgB3stJljmNrsp949gFW6/W18FBgvysgf7e0sY4fyoUiCaGw1VEatm7BOTXsW02t3eUDpEAjLwdi7R1B6mZFIZNJKeZp7amRjoLQmZOkZx+l4z+lGpdfR8msKEtduvZNMTwD7//a+A06Pqlz/OfN9G4oEaUk22WzgggULxYKKShJUUK8NC4hcC17rRSzYwYIVG1ZAr6jXcilKs/dCNqBU6xXF9hey2WRDB4GQ7Dfz/n/PO+fMd+Z887XZbzebMOdnfiv7zTlz5p1v55m3PU/y7QjJpwqOsRq/ClahHKE9YfSGGNGzrHcZFEJlLxjvimGeUNzHnNnA54nuUJltltoWKvdyE7YpJRthoh0yc/gtTUnQU3z7rRdqkdZO84szOGJwwrxVZqvxhisALvNkmsacpevkOSbChdNYou+pAnx67bCZ1V7Xvjc54Akja2V3M4QRJBiBwQgEI4iwJOJPgxHhT2DBgE/b83IC7L922PxfzxNKHrh0UvYz6Fjp22nlrVbOUlbK8JRgzADNvqDWKz1ZgBdlLUg7QxWCzKit0j29huTCppfZaNz0z3p9j0xVoPapBswB9tivRUi+3KZK+M2xMlkpKAZrZmD2SAHJMTgoyOAzSWXH+MVal0aglx6OXkLQ9C7pZXK0K67KMXm9pQ65uiDf/NwE0fHWk/5+hOTUNtf/0hjRi23O/PcG8RuaRV/M6UZRMxgUeWvKuNGiLtcixVaku+68FDvNP7TTd3ZzkuCg7S4xnarbS/41DX5aBcCDt2nHFZdOyqMNcPlsnlYMLli7yBw5m+ecqXORXOLmEYwkBNZIwXSJOIB1P6Hguv1M7WEg6xo8ZXyR+fFA1uqwyNJx2c0MUca93Nha5SxDBiszIppT9JmX2AIL4DQAJzjr+NSQINnG8TWwX1WBEY3bDer3zQDxsQkYOtbP2P9KoYKCXoNc0dOVBiygahkkqGBvrh2UJqREoT/MQwW10yxI/9mApB2lAPizDZBkQwH4tXXIH4PzLBZQgtAN7Tm2hCP++VjIxWvTddoUhWFHKIFI1g/9jpqGtJvDY75cIKifHmckHSH15ca7f4Mddnx47pL5wiE/iyATuWv40dCYeWq5b/zszqoAeHbtjZG1sjSqY3w2T2uAy9YMm1nlOy5zfQQLDGHEGCxRj9UCqhBQ7X+XJpUos6GZnfOy8WHzPzN7inT10UkhLDRjfH2cNNpK5SynVghDz2mccnegfkEKbqRcjN/uAZfgChgtwstimj5NY3J+hOSzHq3i5nEMzRvNLFg7qwGCOwdDwgwNFw2VHbRkUGz7YftPOHJe58k1yOpgrWFB/VwLjAGJhVurFw/YJxNpkDRjMgDg5Qlq77UvFu288SUCtkXp2GRlCgsunKFuhrzV9hMG8Qt928eAado2Oi5GdKT1lAO6TWoPk/rSlz4kNScpOjkazxuC95p529CYsSVtfXzZt8ChFQDPttFFzOgGpN+y2RtrxofNrCr+5C7tYqkvPgBL5k1hRL1VGxa2YWB6q+5fKZCYPTMO8EwG7x5fZN4/wBXbLjU6KWxByzM99XjirVXOMgfACwX1bzQ9OoZKPfEBurbfh1dgZQ4S1D7aPL7IS8wA75kJohMswATKR76JayfFMIfZMPSna1ox3ALAJ8Ywh9tjzoqQfCkI6Q4BSlvJkQCNpw4hJBrtCsDzgPoPp5ByXVl6yabjrb8jpzNz0gqaP4kQf6gg1H1EAlZ46zE/jRCfUhx+9hWSkk/WkHynTc+0591zzfitdchVTXgKC7V8cQq9jufXwYiFHRUA9/j3fa88bHRSSGq6ZBYvPh4f9pjTB3jivW6VXZJ7MCIMB/v5Vj8sDCwa4Cm3laU+Pz5sXj0bFzM6KWxB0yrgfofZCuQs5amyHe7Css2CHVzub/MKOcMAx2VA6enp6gPbp19Mq6MvNUCm90vlIZe3lUsixO9uAkwS34GopnK5OnLebZHnyiprr7JXLjOITyoIH/ugdrlBfGLrMbl2pQJPuhsAk8gj81zbtBfVPtSAeYz16tu9LJzSgDnYhp+DinFnF+N50q1eck50CbX3xTCH2JePIJ8c2lt7lB0tJ99FQj1j4I/zxlL63cYh8lyJcEd9R1xhfmgc4Wa/fwYzdnzlAc+YadsvPDopVwI4aDZPXYuw+LqFxmOg7XJ2kWjJLRgxUxgxNt+aK2AiwKYvEfmu+Nm8qK34XAJ8b+2wecZsXMLopLAF7ZhS55rjcpbxCjkhAd4IwKm8T0Bwfh34WsOAOfa00G4+tK+V1cs6WsHnVsttrDSxlBJkQZbjS2avLNtnigZbeqIXWY+xTXEUFR7Ue+USMdA4Juex6bK+pB/DqRpWDUbtzIa2THHk+o/tcV0B2OvHlb8ZxK8sAHmG621Tni+lmG2FEQXmiPlOQk+cIg0eZaY7zi/2YssUW6eKBnub2eOs41+27WiNgybhyxFMUyExVWiyAWaKPqiEYzNHnSTACyPgLQD2T7U1UnMZg+/VV5mmZFWpP4jBTqoAeLD27Gm10Un5JoBZ/SKYBI9cs8T8mhukKERjU1rEJKHXSlBNvdemflhPV1Ud1I8FRPDbtYtNvqKknwX6OHbZBvmoiD6Qyow5K2e5eYV8yQDscy4avwNA0uCMhITye67SmBMYDmVY1A0BKJeQheoJqq5fVh/0r6mnZVtWZD6T47svUP+WV0BVUNjEOaSbJB2jntsTXcg2QJD+qUdzWUA3WTslhjnYVjC/rwa5OP9S0BWAD01Qe7cNHV8WIT4pD4o5eUTSRR7WCq45kYZVkVZSh8MvGONnjSOGgNsLblMd0DC1fTFq7W9OYiDKTsBwf/TMZgaPsox+hbYR/FyM6nu3S2f9dWjMPLDMH8JMzKkAeCas2mXN0Q1yOjxqu1nawh+MwXY27zp7YhCzdHFb22kEuGHtsJmV0PyySXm9oCRT0ByVs9y0XN4TGZzc8b4LfinAdcYg492OjkkQvaLproUPcAA3wKlHbWfbku5nw7FfqCE5p40X/NZY2bSKgN3t0fjg18ZTzuVMcwxQ6So+ACUFPbzdADjXSxy8gOj6PiNYm5x2ro2p4CWgZZ8/jJB8tE2Lknc/qBalbUdOAQoigMkwquUFKrgfInqvSfzZzA8Uf0FWDY2Zjr1Ms/U8qQB4tiztnWfZpJwowClb4NTVKeeQBRauxbxfP9IEJTCD3+CyG+R5kuD8kivPSTnLXJEVgeN1rKgF5FsR5HrvsWbwY750GuCh7vpZ4cv8pBu+Jm2LJ3d4gtqJFrBvt+FRS7jhH5vjRN5oxRLCSuftbQEUJ1KF6OghDYX7g3217IVVIL8oQnJaHrh8rzwpYLHqCsBd2LSi18agZKCe/8JI+5ZzY1eg/nVPlYmFYPfkD9E8MzV/rQ/qc2DnbEaCDob5bWMXi71Y9NVuZFrMjECsjhCfnNsbd3EngEzH0OwpMEckmuBPPpM7ds4UaVUAXPKpNJ1py9bLS8TgK9NZo5q79VugJvi36xab62b6SvbcIAcngl+VOs8clbOcWkHvKB0+6GiomG1GeWD7GYAnueOVmenUGFiULiGBrCCAu/zahtoHYpjHdfZuuQ4rp1lBreD1lRqSrxZUOvuUkwV8zuxVJg+y7itk4+rGWR3YoogJqz3Hcmodn4WKfNjssfVHjke6DUVl9JIE0bH2Gq4yWtFcNHxvXn4ZIX5nsZes+/JkDCkKEb+5ljGPpcbCLUi933TsCmibkgttB6xgQ2NNz7rU38WAJlUAPCBD9rPMsgl5ktSU/rAaW7MFBGtgNNy1S5nLMDEev2bE/LLM3H7mLL5FltU34/p+5vjHzkU5y6kV8kcAD+E+2YfLflw3KGSgZBf5wiC+gGS98KRZrL2reUDSIbwcCgm0E0vw25e05/Xl9Vbv8MkJam+34DQWIX5PkIMdFdS+Zq9lo82dbm7ejdw5fmtA/uUcQHahoiQvNfmpOcJWH2oNay7bea4vroNsVP6ovSeGWWFz0B+uQX4cvGRsD/V+XW90yznsYjmxhzYFZe68LWmD99dAuk5vsARrfvbf1FEmScgjsnc07T/2yDo2DY2ZOUHUUwFw2afSNObtuU4elET40zSWqKZueQvcHQmOSgw+4oCg3y0ZwfPXLDbn9Tuv7+Mvlvrog1A61D0X5Sxb2oyekiB6WxNQWZwUvy8PbgL8xaCpxU0VH6r5uBEXAE4GAl5otoXMw7shlOZjOJqjsNDKb6EhwD6/lWUqxx3tKy3xZcOT/yuirOwWgs6RfXjyiPoi4ysWFXE7k63rG02ADlu5uEauQOufBgw/Fw2fRKMo1O7mkBY0eyGhTc+LkHwup1S1GYavDs3BIjPm291IPlJD8qMmYIvXptT339KAJ1QAPGCD9rLc/W6WnTdNFdYE9jK9OmYLW0CAGxuCQycXm2tGJ4WtLoeX2ZIBTlgzPDvE8aOTwha0UkVfW1rO0hZcsY+ZbFXXCDBmBBfC4Os+nzdZlMimlD14iwUL2AuaFukYqFKRE5MPReJz95SavWfEwO4WXNvJAfpFTAUhZK7ph6rjAi/Sp3hs4Y72AfxuoPG0fKtSNwCuf38KpIfkCAE0x8NcQJlpfO+9TWg5J6RQUESmIO3JIeJmg8Zrar7WcM7s9V80q8Lld9bjbzq2+WZiru0JTehL0GdrIJuZNxIYvFUExxrBAyx438jv1ZYozKoAuMyTcwBzlk3KHeKHTQawZrXEjFpADEPOES6JFuIV1xmjpSej6+V/YPDSUmc2OHV8kSnbHtTXKUfXy69hUKrtaUvKWXZoNbqRICwGOTITvydXH8Ad+k8Vgx9sdW9t2LWguCezs699y0IvbUtitjgYOQ/2nTUwv+mPnJdYoHzE/CnzqBwM8RKk/aFMVjaA2nhOvpCrIwCzgIo9tBz3WCYtb2GGxgmyarevRprH9gdD9plCUkEbFfPkzJfraKeOdB/bdrSnfZHpoJGcK5ZjYRt1kv/UHrJ6ufci+JMx2JdYHd43Y/CP+ipTijGurz9G7+AKgMtabprzRiflnwD2muYy1fTBWIB6wOsgmDAGJHKYSOxPiTAhMSbWLTE8pmWMTgrpJN9Zchvnjg+bcgQZfZ5wdFK+A6AU8ceWkrO0JBuf6HKp7PV9Tg7gXh8jYvWrHS3tOgYxJCNoQPTsJK2itqOo+Mh9pmpJD+msgJSTFizI82IPQf18m+e9E2gcma8kJgsV2ag45B82l+xdYO1/G2AhGQeJNEio4UYnAFbN4zPtumsN4hflw8Oau93HrntiHXK5Bw+s4D5/CrANjI0j68BN7fPDpNFMzirQK/aVka6xbUcFN9gvRuPHrGJOvtm+Qtpvr9LjvxUh+XRLURcZCEkg1HYYg2/PJllHBcB9PsgGdfjopPzeMrUMaslqnVYL8HWff3TNfxZYEWHCJJiYtwgTfzcm6zzs14ij6+TViPC5fufp8QarxxeZUhSR/Z5vdL18DoG32OsaW0LOkvSSjbvxd4/hSqudC5RvaMcxSJ5qk8xKZFjKQLW1xYXfjSx+y/xx9BSvNenZQwBl3oPBAiQWIum4B+oFy/8LHqMBVSJVi+TPAVh5UoYtgO+JR/A0jacP5Tzt2iebYXNSWpLasicAPlhQO8UCMMO5J3gAvAtQ/2azTCAQN1Alqaw6O5AU1K/ygwS1z3oKSgHVpx6ztyjphvPeWYAmYwWgGuyF+VvmcdsN8mdnrWJ8afl5BDKXBYN3M1csafYSLSgLFLLiusEeZpUpuPu9/sX0flwFwL3baqBHLp2UXxng4IEuem9aLG07UG+VP43309Qwcc8OmJicb5jbmdGxbFKeIQC9yzLjH+PDsxPyGp0UeumlxB+2hJylLJf7Nwz+mgHL62L1VDnCohp7DF9oD8huwhBQ+0BTLo+/D8Eqd8N2sflgW0BFhSBVCioYfii2KETMKTnR+29GYR+q9tqy55ajSMyAfM3sp9V9v6EO+X3zUZ0Tdvh4TbmQMzt1qIL2pRbDc5LXOQPndQZUbPJH7pyn1bRH2R+MIGT3pzj3rtXfLsTNKub4/cWgqopPw7ZFjIVcrPRuA4f+vtWWzF2/s46g5JBqVzlmLL5suaK95AcRko819xILnrb9avODMn/Q/c6pALhfiw3o+NH1sgqmHEH+gLYwV5dpiOexGv5/z2uVTVhHj3btqOEf1RYfe07Iw5MalOKzxLhnfNjMigLU6Hp5KQxKyR9uCTnLTYfI/lEEgqoOKu/kwsqtxTWsqfqnAP+W3YfdLAhb7VvSNLBHWK4pfuz5oV+uEUoRunXNvpZAwj6z4xaNW4AkELWveGFmtiRtaJ7X+Jq7twON5+YpH3P51v+ugaQbmS1eGSN6gX0ZCfpbcyHoL0VIzvLk/nxwPjdCcqb32YsTRC+1LwQhONatnKMjzHhBXfWPs8ECNRJv2PB0fGw9T4ZC79fTTmZ7GBmv2H8dDl+SkJ9RkCIXCvcmMBXAamp3XkYZFHxvya2ai3Todyko1gs95kTwH9utNueU+Hvue0oFwH2bbDATRieFHLZfGsxqW8kqBrc6jzXzXAmwgnUmxkRUx8Q/F5kNW8nV6Db/bYMsagh6F7kILi5pYI+Jpebmmb7m0Q1yOETFCcqMLSJnObVC1rqcHQEtoqSfE1NoX2DFqEcqwMAHP+eRSMPmTKnDm7y91tLfmoGbRyKhAPC6uhJitACFB4JaneuHc+3BOQKPgpyoTztJTma5zAPZ5yWIXmMBMVBj8r3nUAkoB8CnRUgu8kDWU4RKPlBD4olL5NSIAorLHIVmAT1lLufdhlDDD5snAfhn92o/USIQN9qRmeh9HRVEH46zKIGsNUhY8OazoAlY8Zxz1cNCLRK3JKd48wTJ0GpPpLjMX0sfcyoA7sNYgz50dFJYQ2mbAga9+qyuxyfFBL1VV7xEUM3AtoaJpKGFTBSG3+bG6KTwLbs4XtnlasXggLWLzB9m2ijL1stDxIDkFWXGjMlZdtrM1HL5JAzekB1DdqN35AkW2hTbkJIw4ztXYYD3N7IMoPzFEnUUiQOwTchjq+K5Ve0n7KJmyJoiAjZMXFQkxPYmAg8HCS20J7aJL4iOThC9KgXZMM9pfDAKwuG+zF8obZgD4KD/lSHmTELwVXUQfNzww77xS+uQ67y8spcfTz5fQ/J1D9MY6v9SQwGRgy8ifCHxh1/kxhcgrR4PQ8q+1jHt1YZlS9e9ryXaeKDtR7oNiN9Vh/wxd97WFqUgiqKELR9sYU377dDY7Iik6ItEmb/Gas5gLLB0Ui42aW/j3B0Gt2VAmmBdLu+apF5rXzKHc/dKS+9s6aQ+rvYss4AI/n3tYvPDMnP7mUPd5nhTyDzc+wp9y1n2vnQKUCtluAEcC8GT9b+BP0HwRZOGzQ/MliPL0TvyRAsaQmSRTh4kyR+VETRorpAgbB1Cir0rZWWz7io7hYaPP97IJPnkD0al/8IRPSvRXK/ud72t6M2HP1H774bKDHIwz8h8oxu5MPUtNgztPtwBqP/AK4p6ylAmUqChV3Io87yk3nxVc28+AJMrmW1VbtQ+36Rm1JC33WvIJKYKSN6LQv3CKTiSx/ioOuRGD5y9nl59sXl1YCemAVg5vtja4FM1JN8uoOj8dEOJQHTcDMRvag1j62eRpZi0lJ8azib4eoVoLTeKLwlvjbWQzA0lavlgLWRL22iAlyXAScbKWwrw3STCB7e/2Pylz690T4dXANyTmWbuoNFJYYUudXVndxgkCqxh+w3bbhJMoI6JRoyJDcOmoNNxdrc618+2dFJ+aTyaw372K8Ar1g6bL/Yzp+yxo5NCz7CUfrMvZ1n2/O3mTa2UlSL4vAEeEBzDcPJpCsoGj/M/CwkXtPjmIy35Pz5xs6d9j9WyehqfdIL/3UKIYTfjUzsWiSP4WrcspGJBlT9qX2jAWLWlULQgB5gsCHN512GBeqwWrHzd4BwAv6UGuboJdnVP59f36nN7DADdHJKA4WkOVSt6RbB/v5q7QDM58sQfpIA6UzH1uQkoQuFGETmJ+6yH6vb8V4hRk7c1YB7dZO/gC0DyqYACFLgDBleRdKagR3gqMjiptsqcOujvfgXAg7Zon+uNrJUHRDX8DqatfmWfK3Y8/CbU8NQImLh+gVk/yIXvzWstnZTzDHBkGRuI4D1rF5v3lpnb75zRSWFV8f37nWePf9b4sClb7d32lLJS9m0I/txpTyI420TYw3nH7tiWfN6fjVZI5/KAwcJ+/lSBtaBCOVvfo5/k78LQLH+XK9wS25YUtBz5wBf/V774yFc3ij9Xg5zn5YE9VqdcaDcI1/pqTjkAZouUI67YDqj/yHrUm4AGPWo7fJCMP1ODeP220ZtjRE8rrj7PXfvNgP8ioLZhaxLbjizKFBVUsRWo9mUv71ugAJXt06u01ntXUI3t326zTLTSmWQrbhQRsxiAPf4kRtq70/cwMTh6u1XmGyX/fgqnVQA8SGuWXGvkDtnd3I0LegxHs0ipFKUgDJLxRbNXYFDSHFvdtNFJ+STg5Sr7uAIxOHPtIvOqPqaUPnR0vVwMUzLlIThufLEp1+/cYcctur67MwlLteT8o4n8vQZa7JapGnHZkIBBi3EIwvl8YG4HvlqPPsgLWJ90AsPdDI1a4o0i9ijdg6cFLAUC9dHzExDkOML2G3q/9IJ1XGfQeKkXTvZbZYLQbf0ChshTYGkLwF4u1w8zh2xfDLebh9scblDBXD+vASyw5zliCD6Brs+5nASV2mq+k2OYlRa822gC+6xerE7XUH9eREOv0WcH03vWRm3K3WjeMwVfm5vWOQWV8zC4GaJ1OPluBLZBbTKhqtbA88MVAJd+nA1+4uikvIB0gQZgxmShpU1bhRomZCPWrR01E3vfIved2tyuK677nqIallTeb3c79XPE6Hp5Mww+1s+c7EEBfH/NsHl6mbn9zlk2KWcJmuL0fc7/4PiwKcv41fZUvq6vDxJa3cs2Gerc5EdO1YgfhaFl/nXEH+2cF/R1d/Xh3MabUoGCUxsZZUdRz64KJDAna8sp43fVIJd6eU6KGHzHy+cGJBVsV2I+WMGU3M62VJGsVKqrS+D+kc1zW1v4ueV2ANw4qg7YfK05QFD7VLpWeK0+dWYuNO33Bl8dIX5LM2zLanSGyN1oBLrABF4CsI67ASUj8SuUCdCsaj/M5mWnLNXkHwoqzr2ead1/kU6x9x1Rz/xtzaI7flQY1hYNO6e84G7MByJWuD/dKj7lC9IGriNcAXCfT6G5cPjopPCxlFV59rWnGg4aX2Cu7mtOdXBHC+iLE1Cqb9AY/G7NIvOw2TDxsvXyETF4a6lzCb4yvtiU47zucEIfgP3wqYIOW0S+wDxmizecUzXisVpkdVKzJ1SLcz7aWeCd7EkEbzfaUVCGfaPxu2uQSwIiCl8Dl/2orPRtRj61pYjeuoLBqTXI971Q88tisJVHP3ttvprXiSeod3h80zv2W5zaArDHoOXneellsrBM7eYBaajy5Ov1xm+qQX7j7fn4WHO3CoihQhELpVh4Zfuvi7xVP7esaxR5p9yfx8Cl34mfRIg/1IEV67AENapiuUPughZb+S1e9n6T/W47/6tJ+UKCb67VLd9nXQFwqYfHNjZp2Qa5VqQpq9bn5R0xPmy+3eec6vAOFhhdJ8sRYaykkW4cHzYLS87ta9rSSXmdAT7d1yR3sMFPxhcZrVAe5AhlBX2ZOneeQq3eAu9Fw470qmxrkD7YO+UJqYb0wWZrjgIgiTquaPVLfCF7HtfChbyjBR0nRXhqDYkHssxHUgpQB/Ol5H+2AK2CEMyVcr/n1JB8watcduHhDQaNo73wtNdS0xaAn9A8hx8G9wUcomcmINDqtQfUkLVzGzAaigUazxwCnC7xAku8YX3H+Nl1yG1eZbTXXiVksmJltKdpzJC2hrbtIL2oViQHg4VTSrThjrvMIH5H/sXGnxJyerMyXXt8W9MRrS1KxySIXpGPfYcvJAb4e33MlK2hKPyzqTzgQT5NZmmtZZPycwGeUOp0gteMLzafLTW3mlRogdENsg9EeYtLjfmLsN2fjPEfUaXW6TZp6Tp5rolwQbfj2nx+zfiweWjJuW2nNVbIkQLkNJFZ9MPiH38wb0lgYo7XHwaIpenvpAQNbFNyPaLd8oU7WxB+qEXDOywIB4VUbMNhCNflFFUN6dh8RbBPb8gWn8aLc7T83gAAIABJREFUmuFk7tnPiYYFXbVz0ladsJUnenmM6D8SzYs2nuQVTv1HAn7GUQjAtwIKtHZkDFM3mfTlwf3eI+doPIc9sdYzfqSg9jH7UnB2DckXPe/XAyu5KEJ8mheaJsMXw/G7pSdI3lFD8qt8tMAPuWt/NPO+t+a/IlrARfC1IE8QVfClmGTBiDwmL36s0RN6vms6Qxxf1qJXJsoJ7Y8koPjUNYHPzRszxw3yb6AC4EFac5bWWrpBvmYELyp5ulPGh807Ss6tphVYYK9/yvbxDihNjRkBe18/bKiONaNjZFIeEwGXlTqJwW3ji8yupeZ2mdRSiMXjKWjwlSnAP+MGg/jMSAuZgpGnGyRRAwk7XK9ol7whWbKULcvmYWXCsmWFYO+15Ci4nBWBqj/+oIoRc5D6eRBWzeVhL4hAlSY3skpkAu2Tm7SUPumGr9/rg30RAFMhiUpJbriCKYbOGULPfm/7lFktrWFzO3xu58YxdWC9hQoWplE1aS+bs37ekHr02TzPMyeFJCuf/RF54Xb+viicr/eDLFcjlg/6estyFdyP7JxeeJ+/Y8pCCTa6yCmQ4St6RZL1KOt6lFF8SV7i0Z5n1UzoBVcAPBNPlBlec+l6+bAxeFup0wi+Or7YHFtqbjWprQVGJ4WtDKzh7XuYCIesWWgu7XtinxOW3CyjtSms6XNadvhmYKfp9oVvWi77RQAlGA+Dwd4Q/DUyOBvArgnwrpBRzM9Duo1ozvG/a7kca2tM0Rb5eIpImj+ktq6Xm3Vrqsf1gabnprzCBI+ALasFQF5eV8nAbJ2HCdgb7EYjrBw+rQEyc/F1TQuuXBjaY81iyJaeMIfPGe1LD/LlovbR9DyFABwwSWk19/6iOfXkHPsCQ4nB701p/IAFb6SIdMNJHoaMVDkRg6BlyGf+0n0dPQR4xLLh50UvMMpyxZcYx999C5TfOVSTSo3DHt+mwAN/pVXmDGcXEKw0b5IttDo68HrbqS4JLkaEzVZxi3njuwX4v0jwsfpqQznM0qMC4NKm23ITl07Kaw3wmZI7+Nn4sDms5NxqWmCBB4vMu2sDRhLgpwD2KWmgo8eHB9tfWLgPkWh0Q1GTR2+7Tmp44MQCkykU9TaredTUofJEJPhZ0TwB/m6A70LwWBg82j/GeOFQ93vSHWqBVgeBdh7re3L6gGYe8cPFoUzzKAvCNnKrOUCCcADYBD7fuw6Zo3JKSF+MkJzthWi96uCQttG1FoUtPfVvNNgTAV/0QSuv/6c9ACffiZB80vN0z2qoRxm/tQ6ygCl++aDvtyz5vw/kDv2Wpcbz6sDNTQjJUV1+vAbxVJpYIa4FZXYoE9lbA9YsAirB15FmsDKa4HtlAUwxdUDwfayn+1ysAZz7ulFIg7le13blPozJI/3LlsgKiWv4fd/Pl670FxSDE+atMp/q92/BHV8BcFnLbcF5S9fJc0yEC0ttQfDn8cXmwaXm3ssmjayV3c0QRpBgBAYjEIwgwpKIPw1GhD894v/S5knwpvElppvwfOnl/YmjG4Qc3YvLLJYInjCx2FxcZq48Wnae2h6/NsD9usxfZYA7BWhpzap9rgE+QLOxEalH10GoXUH42Bjs/c0e/n+0vcIFIU2/WlgB+6cR4lMC1iSCHzmerTqQ/DDSiuvsobrE5kFt+LwRaAtn+d5At9a9LIS9wrX3xmAomoBKYNXhaQ4XecDJ/9RA0gk3XL+tvxcqKrHqNwxXu4ptqhWROCS7Lr6gfMTmhb9eQ/J5j1bzyYnKDer4q0GD4WyPzjL30nI7lBdbbsnDT64tieHpAmYtLs8XCe3x3a8zwUb4PdOCM3Jve+z7zBHHLymgcRfcAKNUpjkN4YLv7uZ6DQ8wvzDXl/m7qAC4jNW28Jylk/JoA1xecht3jA8b++goucJWPu0RV8vQzSMYSQiskYLpEnEA635CwXX7WblUwSfGF5s3zca5RiflKgCPLHMuMXjR2kXmrDJzpw6RJyPCj7KHOcXQHyRKb0gACIcAlxrgIQxN+59FBdWqKmTw+VrHnF/IgMUiKiXsCIutCNhHJCp/6EZR32lYKKZ9rt5aOaGFQAkpq9ZlvpHVxXa4sLIWJr3Yy8faquKQxcm1KBUC8EdrSH5oAXI3gHzO8v8M4pe15oVDsHZFUqHARFYJfjfQeMFQsyBqB1sBvrcl83hJPVf8FD0jQfRGj2rSa4Ny197Sl/3pGii0EQ71YAm+NgfNz5lLTy5oPTabe1+o1+sYvbL7WqzKxItgm2e+P5jAf39RUhZ676wTyNYRfHi71ebEMn8XFQCXsdoWnjOyVpZGdYyX3cY9EebfuNAwvLLNjaXjshuGMGIMlqjHagFVCKj2vw0wK20/PRtX8I3xxebono+fxoGjk8IWtGeWWcII3r5msflImblhoVX9YhuO3Gx1d8+rtVS40hNOUgbknNfMSmRt6fGeXmx3YR6znXYs9xz2lLJSmfzRRSFOnyJSH/JfriH5WtD7+8YYBBcdDaDBvlt2l3KwWIm9sPTYme99/lCTVGQnoH7RlJJ7hEVI9W9P6aM/J5ZgQ/AE1MTztGkDtjcVAXAu1Gx7fdkWlZzqhaW/llZ153LOTujhBoMG1ZssE7zP2MXCM+ZvM/D0KpDDti+CVu3Mpiscf6IG+W5gx6CCOXwhcOfRVMTbmyIZ/D17gpnbbzf4UqO9vZZvW48jZSj1iMP0hWAKRlXN8ri4MxAdFauOsJP38G0OoHSBVgXAZZ4mW3qOiBnd0LHMoOMO4xr2XbdgZtQ9Zsw0F0t98QFYMm8KI+qt2rCwDQPTW3X/ZkXgfqDXafCH8UXmgIGu2Wax0fXyWRj8V5lzGeC0NcPmdWXmhgBM/l/fi6HXRx5kMmAVjBtQ8NLkQrP+8V0pCtlbSsIO598wz0hP2NPGzYDlOPvQtb9I3ltDsiqQ4mNRlW15IrAQYDLAODQBq4852ELFHt9sbXpkxySQH9vCMPtBZNuC/HwvQ931b02p5+XnTV0+thCAGeL9p831PjZRicXkEzUkDvx2B8hRTR0vtkRl+7LiCWGBVPRfMaKjktSLZl+vfX9SLme2Hd0HULGFN+Vz5ty3C9Xz3NyDP1qiDedHWj0eDtUkZojb6Vv9C4hPqXd84WL7lmvVcusVCWK421sgwqCMWOaoJEdpGdqsAuAyT4StfM50VJQi4InXD5tfzBUTUCovuQcjwnCwn2/1w8Jl+a/nykV23sespQVGJ4UtaB8oZRbBReOLzXPLzG0sl5eJQab6xAc3H5C+RBzXZQtJcl4tKxQKzkV/LKfm1OLVWi3ZhO1KAfVhBowPsr3Cts1FAbJNyJPhTlb+ukE1IIbNs7W8giX+zq9U5n/X3hNrj6nq4BLobLe3evFfa2j/q9+vax6XgCxXIQBSc5d+mWoK2+GYvIoAuPGMIcDGuBzZhi8EkZ3na5F699ma1PZdJhqqznpoGcL+YtoSxrA9Q/4ZYDsebDJOUWPYC826lwm9r/+w+WRPMjLMt4eayNk5PLIQXWudJdi4pth/1DYm9vYeElQ5F7NttRTQ8xzqOR8Vg163P0gakpwd5fSSRfDVeavLdZZUHnCZp8kcmDM6KVcCOKjMVozBi9csMv9bZm5fc0SiJbdgxExhxNh8a66AiQCbSjGWksjray9z+2AZHzYdkliD2/zoejkWBl8uueIV48PmMSXnYmq5/Agm1fvNAOzxiXpWfkENP2O4lB5xNyIFXWcXoP65BkDWJjeoKcsq6R8Xm1Uf0mTNcu0uPGdQuJSB0vtjmMfbh3liWaw83V9XzKTgQMKI13qFS2S5oodooBJ4vhauA9D4JI8qcR7AMDSrvP0eWlUlWpFAgdUOR9LRAsBHJ1BuZnfcf6beq7Y92VSsa6fSUKwFMnry5JimZjG1i7P5VkxCK8hP8q7NY6rKFYgRwHwuaIazqVns9eVqvptEG/b2kDubHNrhCL1YFoYpu9V4G/B9QoLaq5NMQELXY9EXVahcL3OHLzBfPujxhvli+T++GEZ5ju80Vn1TfcwsKPs3UQFwWctt4Xmjk/JNAEeU2YYBTlwzbD5cZq6bQ1GIxqa0iElCr5Wgmnqvpaptp7OvrXTurAHwsg1ymAh+UtJO4+PDZlnJudi4UvaqC87UHuBgqCbsUYm222TjX8wP1/TBl+VWO5w8Y3vyjknYq8qQZoHCjvacnhhoxRaFQO9j2bIOsHu73YKw5805T5enDgk4svBtQHahQg+fbgU8BeZHJDl5P+fF+qIHrpgrBGDzJEH8Ii+s/JaUnpNtT24o+C0F4hd6x9mweNgepcQb+wjiN9Y1zJytYWkyw9wyz1U72+Z977FCDDYczrnMi+v5XRU5tZwJ7ME98mUSOU9D8CTYCHqzdT8129vL75A3itSpCr9C2zHPmyA6Mgbme0fckAIvC/EKxm1IcMTQJaYsDW2QbC77l1XNm3ULjG6Q0yF4TckTnz4+bF5bOFfEjExgxNRtOJhh4eL2m3JiECU3vE1PE2weX2xyxPAzdb3L1suDxeCaUuuXkLPcvFIONMBTIDg4Aa6tCX4TGzwiSuUbm24aN7RAtNBFi138h+jfDZLzo47FNu5wetK1z3j9L3xwX2MLtAqUdpTMgYDnVHkIoEWEDMOieVRjK33DPlvswfPGKavSjQYN5kmdl7y7oH56rB56fHINpNXMgdgooMpFdjjvke0xLgKgRCGfbSiwOjpOx5LVAsAHBmD7kYaGgFVdyg5WRSc/topT9ndaLMXIgcdeRbuwPYgVyQzTu+FeCLSFiXlfT7WKKklO0CB+W77ITVuIPtSUCVTWKoKv9zLDc/g6xPxv5uiVYKMNiYoWWh2Y/7BdG1P43acgB79zuUItfg/4MnZ+lClK5b+UYHfybxKDxxtgNwP8Mja4sF+94MoDLvUk2vKTlk3KiQKcUmonBpeaBF/Mtd80i5gYEq7GbFrA4PbxRaZbv+FAdjSbcpabV8objODkgl7KPxuDX0iCpTB4VssD8aHMv7Xm8EiUoGHAIiD1FxmCSgjSw8zGlO0Z5gO1YIRtMBoSPTnPqKQVvR+Ms/BmqJ7EXC89YY6wdcm1QfEaSPqQga2dkwMqVkl/awrxx7wQ+lDKWqXH/c4WV9mK5RYApmfriRvQg2VOmd4ghxOGyKki7S1gnjl+fy1H9an9u/cTpanMQri72ArvgNhDgfOFCRjeVhuEfMokzzilqa8sv44Qv72W6xdmj64SbCz3CDa+GYEtUYX3jS1jx8W5Vzlt4yIN5z2d/2T4/dDv2eOCF75L7PesQFPaAOsFuMkAD5BATSmtr8a3h8bMs3v9Y60AuFdLzbHjlq2Xl4jBV+bYtqrtlLDAdKqLS5wOsyFnGa+U1ySC0zvtz6QswpcJMAqgpQqcRTr6gOSjzhsaVmZYekPnx5eGtY8PRB2ovMOQdED+r+AREvoz5/mufGiUDEpUUHId4lqs9P+a+/DDpvHr6mDu0A0VczhAVHzAf4lgO5Eye/nMVe+OIbemak7ZfIarvxuBhUA6hgX1cxstbUjcm/ZF21H/5lTadmMLpFQ/+WUJGs/3ws/HxirpyEKq7OXgEakWMtdKvu4VXtlQdfLFmhYkZcd79JhFClY+U5Z6vm8JCDAWsc0o78my9csvEstOtosNOT81KLTqANbZ3EUp8PKlyB8q4MAXvIKKeANsFMG/YMB8b8cvngBnzRszPXH1VwBc5gk2B+Ysm5AnSU3pD6uxNVtAsGZ8sdlzNi9hpuUs5XEyv1Fvp1vT9kp/A4B2yPNp121u7qg4yxnqCjfb3ByBuMPQNhkWaHmUKvSQVFkp0PTlMi1tMfSG3hN4wn6B0W22x9fTsiIXtHmYaMGOX1hE2kRtB/pepN6hGzwnC39iih7YoWHRpycgiGfHvToGbjNNMKRX/OMpNCg7aAc1lXGnaeYsyff8v428AtLrKJacEli4QRsReHxCC2372TP1fl3ToxZqnd6AckQzQuCGbZXifybfsFzd3n1RYH1yCnhhFIC/o5cd8Zh9PHaroOI6s82jBXzR8dvYGMJWKcnfdHkpI/AyT7y791J3OzWNba1BPntBn1aMwUbJ8Wd1/2utb8ZSc5mZ6HZkBcDdLDRHP99znTwoifCnObq9alu9WeDuSHDU9YvN93s7fDBHzbScpayUfRuCP/ugEB2baC5NC1o6sBYJwPpWesS5waplw/zwMwOvhfld5ofHOgNxSHOoQFGgZqRg8MQ075lV6AaUkTzGZ3cKAZUgonnoHa0YvPNYWSvEfPPKBDFFHFwlL3mSz59SbzsDkF2B+tlTKbmHvWS2XLGAKTnd827Pa+TyxwRg9v+6PLNryckpIJ3WUK/SnUtD0h+P0Xh5s8BJuaZdSPpiL2f9zhh4iCB5cy3XclSzleJhBbXayuunDvue1d4UsCDYuwI8qi+y4Ov3rfAUEqQooAeV50V/JUwPaJ73IUE05TsRhN+fYqUlhk+KY9+8LlevsECQfCVC8lXvvgDPNGPmu93+YisA7mahOfr5/W6WnTdNFdYDztEdV9vyLcBSnYbg0MnFplxB1DTMOdNylptXyEEGYJucDvIm5wpkhB4Hw8i1ZqFS6/VQ+bWVDvARLNSKm4T9dh75kxWIr23/SGNfaO19QUj6KoPkw7UWXmJtk3mHV6n7vQix57UqsHi0mC39sbZ3VYuUjvf6fwnOZzTSAh9PyjB6aQzsFISc2Q98TpQxNlEuMfrPJOd5amHWcZ6XTAC+yptzYEr56Ssd1c+ZQuMYz2t+YQLsKLkiLXImm2Egfq+Xr16egOQn8ftqEA+UXdQglDpUG/k54Quj3MuDgi/XPDFuRihYYX7cELAueAFbZnt7g3xtu9YxN1upKwm8Twhe3K7gi1sNQnby1lHYG6yH7WHD189L8kxsbBvzqszF4BXzVpms773dn2sFwNN4kG3pqcsm5Q7JF81v6S1V5+9sATGCNYhwSbQQr7jOmC5lIjNjzpmWs5TDZWFjU1OIzjCX+FbPw/EuS8OezLv9te2jiEHBFrb86N8tQ5HV8NUlGVZ1wN5OC3YBheab2r86j32i787nZRUc+PBmr/Co1fctCK0SqMj7rKf32KcUfCxJRZgrjdiXe7ikHqcly3DVwTkO6KcnWubjt8BQLcivUuYLhe/d0gNWDugbbKHWkxLgFtP0dvcVmKck2pPsRo0eMSkiXasQw8lfbKQV2x5do4ae2Q/r5ZcN+5zPSHPYWs3sqWJHz0pAZSiOIoYy3sPoLR7nNovsWDwWKGsr2cpr4rwsws2svq61JVthb7jSRzLc7PmwJGdRxrUf9Nd2z5cYBfJDC3QObzApJaYtjtPrTXDAdpeYP3T7C64AuJuF5vDno5NCEfe95vAW701box4wlYYmjMEEfyb2p0SYkBgT65YYHrPFx2zIWW5eIecZ4MjsYucD0WGJtvvkFI3sAQw3KhD/qo8H4328h6yf411nH7Lfbr9WqOurAFrAU6zAyLCxDV2GYKpAS5KMpyUp2xNB1Y3toOBkFkhaBOVCzjulVcRCycCLvOKmN8VaYJWFXlksdGyi7FMZWL4l1upoN6ig5FcIKwD/bzNnTZIQpfe0bULsHWa4NZMkXCyqFKU6yXZoG9jukmoue78zj0kQv9mjmmQO+qwG5E62LtUy0OcUepy1d1nw9VWc3HqW3MOtX2RXNqmpiELYlhZoHYd/UAR+pY9c4oWb7/Feziy/dS9/iPTQFXip4RwMRluolpX8tGlfe8jaoTHTkkYpOl8FwL3chTl6zOik/B7A/nN0e9vKttihyGKK5j8LrIgwYRJMzFuEib8b42j45/x1z4ac5dQKORjArwofOisTRIdJTsvVHcdKXfVQnOxeD9Zkb65WS9sin2yt31pay8vbsCYFNJKcp3zFrDz2+1LZPvP2hlYJ6zEFgJJJBn41Um/PDa2a/nijtfDqaQnMM5KUV9kOPuQZJk8+5wHfG+Kct8ocqC8zSKYovxKZXp+G9h3QHZNoGNuN2gkxYq/aOnp+kipSeaHY2ilxGm5njTrHQkH9Y3Hq5Xkhfm3dWi5QJi+fnpPh+w9Z6sx31VpeqhyDl659N9KQ9hX5lyW+8JDAJMzZ0vtvJ7hhHmPpIx8W0Eey35kvd161erevlVbQE/gXFQDvrwi6JmvrCtcS4JXzxswXup2Dn1cA3IuV5ugxSyflVwbgg64aZSwguAUOTA0mjGCC/82fpoaJe3bAxOR8c2OZpefynNmSs5xaKStF8Hn2TBbZg32Y9Iijw5sqM9lxm6zHcmGtmPmoYEFWGau3EhAyMCQr32jDDc2+0/c0lPvXDfVk6ekFYWy/kjfMgzJUrGLyDyMg1UHaxgwEbR6UbTdsv8nA8CMNJf3I5VNDwH12goRtMcyI84H92ARybZTlzslTneNmfrr1eO1JWLTmv8yoR/0Vz+v+rzgH+CxAMzsjp7GsrVxrTG4dJeh4Y4z4HfnKY62SJviSfIzXG6QWohPirJBOw9bvqCsI+yOTa/R+KZdFaT664DWXBWNaoBe0JGlrF+sCeo2q7M7Cqhg8fyb64PZA1a6fROrxduhDn4oMTqqtMqf2+vdfAXCvlpqDx42ul1UwWDEHt7alt9QQz2M1/P+e1yqbtMRjYu2oCbJNW3rbs3P+mZSzbBwqT0sSHGOg/64TwToYUM3o/kj1fVuGVjgzNH24wPh8zvZIBVA+SD06w06W4gOUD2RlpXLjbttqcm6UCSLkHvqBZi1zqCSJCM/pV/QSpHNFPGTDIsvT/SQnJ8jzUGAB8ySnZkSi/+i5cZ55igQUN5smP/NSUbb0TDJxgcDsigzY+OLgwskK0E9IckQaCtgOgO4DJSfJXg641oGioJK9LLwyzhVj6UvS4UlOxlBbu77cUEB05B567iWC6JSUFEMLz/xea76gsM1oZZpD1Vy95+nrL3cDaiz+4guZGw2k5CAee1j22Y62Epktajs2p5AwhN+X5Ju9pTPaFWpxRZk0kJ+koeY2ldI8jK8F5D0jOyDV2BjWYHTywqEx8/5O39UKgGfnmTcjZxmdlP8E8KUZWXyuLmpwK/OrOc+VACtYZ2JMRHVM/HOR2TBXtz8n9jVDcpZTy+VjMHhz22sU/BVGm2r2LTyGD1QF4gQs7gkHgUYrV6/q4bG1m5cf9g7XFp0vRkgKvCJluvpYs/KZTErxya16wX5lryoAeV4ew+Hs9ZXr077UbDCMe0actqt83wO8N8bqAfscyySI8HPDfDnxQVJ7jC0nM70//yWBeVq53CPH2Esy5R6dRxYxJ8jwpASJ1yLFz7GD5DzG6Lgk1f61Hri+TJzWSHOffppgfsqXTc/RD6vr9fPFhOD7CNE8sTJ8eZEABW+Gj4+PwZy7G/JDS5pSoFxOz1/zvP/mfU96q67P1me4XyMm+xV81/5E4LX53cBDb24Qm2E0ipynVM1/ca8ZGjMPbfc30cM3eU48MqpNtLHA6KSwpMB7/9tqTcXHArl6suIlgmoGtjVMJA0tZGr357DVXviW2Pig5Swby+UYMTi7j2thQRpJNwqfQVr8wjyxUyHyFlYQpYfDat8uQ6tX+aC2nlf2cL/cIP5UHc1a7eZCvowef9tCqcjCK1fhy57VF+aVdsh2RTDSwqJveWB4aKJFVeod2qIo9f4JuB7VYrQyyekOm8cJ5JdNMzGvnPULs1HLA0f1cNtQdZrHEly9dVYmeQ/23xOIVx2s/Ni3mhxYRsfGwJTJ5Z0VlOnhby9p6N4bKjvJIrYHtBKTuMNYBKbr2sG+XjJpFV0HXxJUJvAxQZ53lc3z/rk7pPEFhzb3wT4796U2v1vkcTevq32bUsH30QjOqK82xxd9Vbvvtts3vPp8i1pg6aRcbICVW3QT3U5ucFsGpImGJLVKWPOtSeq1XrfQTHZbpvp8cBYYtJzl1HL5Hgye5naoedjbkNNN7bB7ljwVehFamMQ8McGAwT1/UC2JDEb0xDwQKnzQsfCLQOzJD/I4FhsJ9W0DBqScnB5B+Au1XDET52qlLwk7bjFoUOvXq67liwPJKdijKx4oRGyn2ZhKH2YAdAzDxKZpqx2g4OAKm0iU4csysjDJSQiG18rwd1YQRVUfTySB157thUpEfDewYWKeg4HTrFBpXkpIQi80u6ePTTSE7VdH8zO2W5kd8j3Dap/9bBvXcNpj7Pci6+fsaz4uhnmUBVMStTgBhODCGN5WmcBnBf28fzZpr/SlXV7GdrX5XRK5hOKnvB8MMfNfAf9zP391ys61C3ItSRDcMLTaLKoAuB9LbkXHTsebmdZlMpxIIA3bb9h2k2ACdUw0YkxsGDZ9FP5Pa0fV5B4tMGg5y80rSDmB++kD+SkJKGTPQeCQS1Jmpg69vl13rQ9gesQMUXthSjeROrvyzTaFVhnSeZJzu3mn/Ctl7mot2sOa0zw59d44iigWlbDjxAZkgxWc95ZlURApExvPbrJZ8WOtiv6cVznMdptnBGHnhyWQ33qgsoeVALBiCu10krlnCtYrwC0QyI2ejzUPWf47BHHKH1IcIQPb5QJZ7c2lUhUrsD+RJ4ZipTLjbz61pp6btJsnxZpDJZVnmD9VPmpSYlowVPGKc73Ka7cRygyywIp53l09495i9ZvpsRcoJGXX8QDbv8t+6GBoxb0Cr8ls1vWLWHAAC88YzjbLJesZ94U6DDBVHzO0fsuoPOAyFp9jc0bWygOiGn4H0+IjTGend4S5Vj8cHAET1y8w66dzgmrulrPAoOUsp1ZI9hhkL6pST4YPPBa0rLZgbEXg+7bA9l4/cVHujmQOF0R5DyQ4CYuz1Js6IiDyP62WFu4ED/Qcm1MgVq9g88A0zIq1Jqd0xM/Y5oNlkhO4Z66ZhWLxR712pUMSyB+irOLb7CEQau7YQc9KrrP/zZ7ndhQu1NRy1dvkO77ZztlZgDu89TygVhDkNdvkjite8wXsCYIqzecN2gVD0iKWwHbmjOuyAAAczklEQVQw5nyZIki8a9Sp86AvJVppzNMy5MsWIU+0IrtmhuwZtdg3oI/8bC3No3dIRlHhKHpea0W8nvP/vP7dklQ49O41TXKIFLYqhdSUQ2OmONXS9x9ANWFOWmDkDtnd3I0LegxH5/paXZUw22+mapiYEkzcuNAUlD7MyUuvNlXCAoOWs/zyh7B8xe9Yx5oOgjBDi0XFVHoAPRh6xfznibz3cyn6kKVXvKIA7P9iW1AKlG2yB/yBNp9o+3v14czeYYalrXJQdqyn9KOUix/KMzapt/z2lIfZVzVSW7w8TnttrRyg/u6IBHJjKkyQnSPI0VIfmfzZHGahQCy7VUcbeV6uVoY4kPLWUmEKD3hy4G5fKOQvXhsVc9JX5gFPObn5P5J8eIOgR6YvLbTy6Cr1GhiSZqEV88F/s8QrXhFYZocH27x9cF8TFs99r3NbmgpbkIiDoeBgkC9c+3c9m/f1fXtk6ulGrFRvIx5K5jBWrPu80ABuHBozC4vOVXnA/dyBreDY0Ul5AQwebgA2YSwUwZ+MwSrUMCEbsW7taHeFjq3gMqstTtMCg5azfO4Y8LHPtm5Kw3MHCcyjiqtNdQZzuQ6MKXPe52BuM8sTsxHEHzdTWL0GhqjbeY302NTT2ts+tO9CmrMMyUDuC9TeHGthmPawEoR9UGQl8NtiDbVTRi8HTCfEkK9HTU1dy5OsFcZ25PK3/B2F7wbVhc4MuyUXaQlNextlUZgfLub9k9sBTHreM+kYN5oWQgzyWavc4pvyEo5cPpOGvMPm7elNewpSuoXdLc8yCTDc6ZifPaeWAn07elHSTrJ/92lJXjGLa97p5Xd7KNAKv3raW87QMosBw9yxPZjFYsq/faUpTLOIwefnrTKvrgC4zz/s6vDKAtuqBWZCzvKDXwBe8LP2FiPAZGAckGVkszZBveKEoerLoqxlpqf7QOpGesRsY7L8zf48DXWeG0FuKwD5Hbxco8tLfj9KeY+9QiYFE4rAvz7WgqWE7FAeC5R+Tt5rFgd9NwDhVydI/tv7HYutCOZeH656h+15sZuXw+h1XleiJxO1HLSraKVz8y3AhqP5C+5vkRf6phf7cNEwOclKci8YzOeS7vHMQDyILUjHpRzKBFGynGWUnN4CrExW5inbB848tnyfNmy1f/bCwlA+24hYoBcMniNtIzJddaNzU2upQARDy4ywtBByOND9jQe6nRm2fj80Zg5sd3P6f90sd5urWZUFKgvMIQvMlJwlAfjIi4ED/975YpW9yHnG7A8tGkkAxr3m61jU5PqJDygIRV4UIT6noOCHALOXzQ9bViUNlbIlJug9VhGCk2P11MijHOrQsjhJw5G+TCILith7+2PP62XbEBNCLle7C6vHvceyH0ZmFbijjvFDzf18rzoBt58/Lij2YoRA89J+xXkNqB0f6zWFSlRaiPX6RHuiWa0e9v5y2+phMvpg75PajMDJ6uvQQ7bXqXMYavbYy5wJyKOt82njXl9QdoQNLQvYR+1kKFtAnR6u83TXdIXOOwX41rwx86JOt6frKv3c2+rYygKVBbYOCwxSznLBbQBD0Mt/l177XTsAk7sB228G9l4HPOxvXcB4mQfGriWlYAoZnTLPuEvbUeYlkeCBHnGBig3JLpQn2YGfd05D0Xf2m9LjYwU0e3rPDlpdCPRUQ3pagvgjeVYozmGRkgKKLxK/q83nejlWMmL54KRe54YBPpq5beckcln3TrKd5XDiZr0QtQLjYsmFywvD1gz9PisO851qL4pdsCpYeb094pHsvuxj87yW9Yp52YSMUx36b5l3Jn82Iykt4Eg5Sob4WYvfy+Delydp9fIj25dR8zvHly/9F9QFhKcxwL+S1N8mM9YeUC0rNfd3kwgf3P5i85eCOb3stjqmskBlgW3NAoOQs7z/WuD0TwL82W6sXQDcthOw0z3AXl3q5rXdiMVbzBkTjNvIoesD8ZIICTmXvWrhdntgaJehae0nDlSGk6/bHtUCUNeHPj009uUyNH5m1FqgRV7kk+JCkQbOZ++tDwza18vcsV8Itae0l9ab7S8ee4SZ93XD97zt7zTEzz0H/beMbPClRPPg5xeEj3fKM5R15Vfe2eZ3nyLKqJUbNwHxmbU0VdFLyShTFAwtE3gLKuh17QZ0PS2kYtSj+4vQZgOQ+pYxiRbZTG+/m+rAkWbMfNe/hh5fF2b7G1Cdr7JAZYGZtsB05Sx3+xdw7ns6g2/RNYgB7twBmN+N02yhIHp0E5Db5uMYdmQRF8ksvGKhQvuxn9X1E/uVsuSKPremvb45JSQu4op8jko0BKsgHFb4kvGJcoKXRy2eMr1v1dX1HuYkoaA2bTbC0DPz0K573vdaB/Wl8NfsM59s9rEvEEFunDrD0X6irVxhXpzbZqRAObq3Z2FUGiouygfzWJ6DbFUq1OHDGgvkLqql/Mz0SDv0AOs6owTcNJ8bkrBkpmTdAT1dBV1GRLoauS8mLB+EkwSP8nWCKwDuauvqgMoC26YFpitnefTPgVPO9GyzS5pDVbalQYszksno4NQrpnfcruNdQ76XRJCfmzwJRXgLmY91+sQ2zMxDWFilNJdkxwqG9vsSQJ6YaLhTC47CnmFSKhJgPC1dBQLyMFPKz5f/IDeSz1pO6bvuHtcW/TKG3NO6GfZm09OfyLdVuY2q6MSRsVYoa372J+09VuWEfmacST/qGrcDyVikjGVqw26gy2I/hpYfK4Xhal3zrhR0E5vXzXn8g7DwdlDAV55uP5oA/GhozDw1s80gzlWtUVmgssDWZ4Hpylme817gMX9qXnf94qaIrgIZH5YMv/JfUDU7LWvNt8U7DozD1iO7uPbekmGJIcr8QzB3eoK6grHHlkTFIBV+KOhR1irZoxJ9ydACLU8jV8GWlI2PkRbWqLDfVjfBvfvhUz9fS88voMiclt2mO9kn9rBrqVdJUo+CfmvluWb4foGkUn5B1MDfDpnAzFM9L5WRBlsJX1S81fJy9GAbWn6MKMVl4WAL1C9tuxA93QHy85FcRQlD9hUFXl8konFojmX1tqEx6lmlo/KAp/ulrOZXFthKLTBdOUsfgJm7rZ3dAS2mkALxtRaQ6SUPwtvbPm3liRwYM39ZMORqUh0ayB87VNfSc3K80/YRSTEFbZ1Z3/qoVIpE6u8S5MOeYYa6V0oLY5PZXSAFRV9b41dIpQzHvQpudxEsTmNLEdm8GI1oR7Qyn/3BlB+UtOiLTGljBnJFb+QsjCqop8s0xZI2oEvCF4IuawZIJjKAyIwyhRFkHdg+UDrqIcUvrvuh9gqAt8Yve7XnygKDtsB05Szfdjbwqu80d6XsV09OH6Y9jVsJylETmFkZHOQVe1rHHVRP20nUo2WY2ud7dsfQa72AVIYGKABVPYxShi48vQ/7ZC15xHlRs5rYrcc8Nb1hhp0Zkg4KuVTZiB6yn5vuRCXJdYOK5L5sMBsH31dgdkZh/lbtvwBa+Z1RZwZ7YjsT2aqY3yVXtdKTXtlR6D5bQcGWbFRsQVrY5ntGUYdLbSri96b1nvVjo53TULKC7b6WFrMNC1a4rOoS/zjPiiXAH+eNmf3csZUH3M/NqI6tLLCNWWA6cpbs9b3oHa0GUWUdhuToUfLn/aWl8ridGVVkwPOStZin137O8EFvvSN6x0rrGAzNAZIcgpXUbYbziFX4/lpLn1gQSlXh+sdLyoYUat3SQ2Khj+Ny3pq/Qz6lpXcd2hq0EKlKU5twv74Yka1qlJ6xBd0eOME15P84tqoleUEG7/zar80oxG9ZpV7SwCThcF6tCycXCH8Urk5ykr+ZlHKUrVD8WdArLAYnzFtlPlUBcMl7VE2rLLAtWWC6cpavvwB4/fldLMIHG9uA+JC2gKz/v1PThltSbOjahq/xF9O2crbTLszBKcmCFnFZtqXsFAR8VxzUJi9IMXlH7qGcwudHaWVzCPpsc6KsX6hVTFYpqhN1J3CYu18vPz/tdrmLgCzHndi7FHSZK74h5UkOc+YtF8wCJnq5LKIi6IY5/hhpKoPtQleYlDqzV5IW/6WBpCvcl3q39kWxF5eUrUp/9YDWAm8PL4qrhsbMof719nK6ufuFqHZWWaCywLQtMF05y+esBg6/Ejj8qj62wtCeA2N6yPSW6Tn3Mv7lg7IlX+jeOpKtzKpcLZQiE9dS75w3mJQMghJ1bYBSGbzYT/wkQfJz2+sanptauhSM/xtacschwUUvl7vFj2kTEu9IGHIfIKLCE+cSLLsRZDAfzP5cFlERdJXCIh2MHGhlPde5xoa2+42KLPBytg5s2xTvhfbWyIXn3WpUpo9UiaFcK/C9+ph5VcsL2xa/udUGKgtUFtiiFpiunOWTrgZGbwB2vgvYfgrY5V/A0hvR2GcCMnyLZjR7Gpo79jxkDV3v3tPUVM/Vha6vtl5RDxXELCTSHlGCsauebSCt2iUQ/66Nj3JfpAxbbC+6yqQyhsHQ62Gu1GO90kNCooveLnHuHOX3KIfXzOjCklTtqmvIfQ9LjOFIV2hC5oQZ7WCkg6BH4G4nwtDOIqSW9ELJ+j1ii1cvg+e33q38PQ0r5wQ3uq/RgMFtENwkgtsjg40QbJAI1w6tMu+pALi7AasjKgvc6yxQRs7y6J8j+c8fYPR+azHSzmAGuCUR3BkZxKKlSloa5fk3nU2thAwPsB6yzSv3qnqtbEzs52VBEAG62SVVeFKK1GsREcHYKiPJ5QYJgfgXrQDrFmFfsJJT/NFob2nLQ5YKQz2QRsz5L12ntqhh2zJ1U5f7SaYzslEdlLYcaSjZecgE3C50j0Wrq+KWBVx9gXOqVt0MutFGUvy8bf95evriDt1JadIpqkxgPmNotXln9t3ptsfq88oClQXuPRboVc5yaqU8HoKfpJo5szgY3rUhRPVsGLpmpXIPg/lCkvxTPi6nAFQwVx/qDIkSjO+fKhTRIyYYty0yepikIqAElCKFnEDsoIctz/1DfLGINrvVsP3jrBdKuLKerXqXvd26bGVNGTjvtsQLmeaq/WKpLi9lM3EDRPCqeauNUthUOeCZsHC1ZmWBbdwCUyvkCgCPmhOXSQYutop4lddO1q7d/pQx69K0ArpbqFTbZgjGbIHZw9Io0ismy1EReDOXzYKrP+dF7PXQud5i1MsN7YEaU4koyBdNhuSb0+rgfvKmug0KV7j2Hy3io8RBb4itnjRfhHif+ZO0nwMk3ujFTG2PEdw9tNqo6GUFwNOyZDW5ssC9zwJTh8oTkSBT/mX/L5mMtPqXwgg32p/8/zcFv+tRxWi6VqV4gnpKfqHX/OJVNddIwghW6Ib52mAKC8WUW/jRCTBhw9O/bvMYvY+tfC4Ka/bJvzxde8zGfBZlMR4i/zK98CnntzTk9dsyssH71o7RijPpSd9kIAx5r7F5438aCKk9bzdtpQwHbof7AoYvBXu4n3z5Cn63kamQfD9wIvjwdqvNiRUAD/yOVAtWFti2LRCvkNcmwGfcVfoUlF2vfLMDZ1twwweoe5C6n2SKmoHQoLZCsb/Tb4UK1Ja04tYRQ3TpUWWRFcEYu0na/8nwdLsRCt93NdRWckCBUlIvO9fcvn8vCLquXO9OpDze7uXN/46wSIqkJn1UIfeyn5Zj+EJggZVeNyMfjGroTwe4pOakh9/j8CkpjcG366vMERUA92i86rDKApUFUgtsWiHPjoCLnD0yD7jHiuWe7EiWLPWgKaqQgrT/QFY6x+l606Sx9PKJmk9m2NQOhjEVjC/vgaWJ1JMHCIQ9or+PlD2rcPgavD0ZYhs4aJHlR6Z9yV5FOchNzfuqXqx/f0v09PZlpW5eK4G1R7arns5LBScKfHw197b3yaEx88YKgHuyYHVQZYHKAhkwHSILpiKQP2qfzCr0XnYXGIIwPQb+dP/NBxpDdPzZJgxcyrr3FHjT/0iJOhS86SX160nvTlBOKQczFi/WbbNH2IkD/KbLY5MPeBYL8SWC1ddFo4c8aimbbOlJJBxhKxJBlt+JJBWb0PtxywxvrpPXyu8e7y1/shZ/UOMOpNze7AVnrps/+dLo/3drRGeqbrC/WWUCGY9Bbapap7JAZYFt2gLxCjkuAc7o+yJZMOUehgzlBUCtIT5+3iGa29c5SQFJcn9qBjNMPM4K6L5WSAlCPLYk7j8hd7El+e+4Gr3s+dJZGrG/7cytoxmCJcj20HM9rY0Xea0u7+qAtYj7u+xJeU1eSsQBK4HWAa7+7KCy1e7URvCN+mpzND+vPOCyN6iaV1ngXm6Bzcvllcbg8wM3A1uNXP6twKtWT4afswWmzOCD1SkzlSR7yELX1D++1RJHXNmFt5oRSD7YeyvkLXNlW9+cIq/Vi6Bk93qQzW7UArYhb/VaGQJ33qv1ZhVcNw/enAY4rz5mnu9WrgB48DauVqwscK+xwMaVslcNWGkE+4lgxBiw/njECEZg+ilRKWEytqn4BTF+qNt5RT3mpVW/mHSHPgNTP3SHrHgmYQiBgqFn6h/PwAO8hJW23JTQa22XnhgkChUV9IVea7/MWuUs2IDgbvJ4CfsCDFbXgXPNmMkRtg7y0stts5pVWaCywFZpgU3L5ZjIgPy2j+6H3WpWL5bE/mE1K71qF+pulxdk6JpeMv858oZ+WZp2lpTz67aZqeqeVTtWJxuEBW4XwVnzVpvjKw94EOas1qgscC+1wNRKORWCN20zl79bs48zazVxoW4H0g0LyB5Xcd/tMEWKQtuMEasL6dECVw+NmYN4bOUB92ix6rDKApUFUgtYz/fse509WFDle9ML7BNUq3wBrOvOqnWvs1l1wYUWEMEZ9IQrAK6+IJUFKgv0ZYGpFTIGYLmbFB2RAPedA5VFzNnezX8Goj/T/8+fQhpC+/9nvAhqPmC2FwgLrjam55/NYVYmyiIlq9vTZc7IflgRTSWiHW2BHIvk7P837v8PsphqRi5ihha93SD5Vq60//ahMbNLBcAzZO9q2coC26oFplYIqRJU0YjgG72+n2qlOWAVR/JBVqWQBILsS2RhunMO7LPEFpQU5Vgifzq0J3qMhCJWN7nEmgOdQgxyzFL8ySiC998ZpeMge3UHegHlF0s+XcuB8NCYMRUAl7dnNbOywL3SAls9APdy13ySD7+y1rJyZcDdxLpeVp3xY8zBgtopxU25JAVRZq+xSAUK5vTYKeXRbnIse0CtlJCiYg1b06gAeGu6W9VeKwvMUQvM2RD0lrDXxuKQt4a9Xch7ltuR6AWbRwnMgzukBcjs5TzjPw4IjKnvQyYsI5BNA6AK7XY/uW0b2lZtoaKQN38X8H13W3ZGPq9C0DNi1mrRygL3Ogvca4uwtrI7reIT1DM+KIE5oAMY3wwkDFHTM/79gMDY2srcT4Allpp0OwHiJvFFxio109zPc/C+VUVYc/CmVFuqLLC1WGCba0PaWgxfcp/U583A+JEdwPh2ICEQE5DbySy6PZRpqSI5B7WbH5TAPDDl22YvjmOmSuUsU27lHOVjn/ShJc00W9OqNqTZsnR1nsoC26oFtgoijm3V+NO4LgpFZGD8KGkfor3T84xJs9lpsAKaCkIbBaAecB9DFagenMoTZgIYocxfkfBGEX3kpj5OPPuHVkQcs2/z6oyVBbZdC2wrVJQ93SE6jgVUh075RuUSByGT2NNmBnTQIkHEMDVzxgcl7ZWCCIBjUaoIdXmUclq3G2Qfe6AAO0ElI0nz2VcrVs15yZLSe1K/ec8e29wqKsoBfTGqZSoLVBaY0xbYasUYiqzKoilH0O80iD0PKwPZfuUN5/QdDDZHbu1HJykgE4zbSUdOQUPUWsR1RdSZ87oOmOUJNBdMeUJyblMA4+/9eckgUxnD1qFMZBn7VmIMZaxWzaksUFlgrlhgq5EjpMGc4o0DVk+vdda8Vlbi8t8sV0SX/r6QUONgD4zbSf2J5xkTjLuQjhCMo0MEZv8EMuFxbVMqsl+ubXJ6M7d9f8Dsl8A8QjAw+Y9KjrD0V6eaWFmgssAMWkAOkQVTES4zwD7ZaejdFEgHGqv3q/2cVCtq51WV2W9RXjDUcG0VQy9zps5zHI80W2Ho2DEP+S9AbjDAtlDhSy/2sYnmjSPmjBe2DwfLpdYzvjLS8HOnoWsewhB4kupC+zKRBOS/9a/drAC8M2AWCjS3vE8PwhvT+UYwxG4lDDNJQ+8Fr03kZKpusL9ZZeZ6N/Z0LFPNrSxQWWAmLLBphTw7Ai5yayv70jPsQ3RQJ3RsVZ7Xqt6qDRPPSq415H6mgpJjb5onwC0GMmkg/0AKFqzevRcMesZpzlhgKD7ZZshlKQNXQjC+pQsYc73HJynAL2quKdeZlDSEMpEOlKdbaBXKJJLUY0EgbcmCskGNu4Dk/AjJV3MNyZ8cGjNvvHd8YwZlyGqdygKVBRCvkNcmwGecKeoX95EY3ezlWj0qSMcs5cTR0ceSpW4JvSQ+6JVVKQVWn3VJWZhYRMTBPV9rw6XMXTKHeX2JRyd5kEncsQ0N80gWcKXesdmrAxhflTJwJVcZgJGBDsM8PAVjXXNpsGZsZSJ5P9y9YJHXoMdQgYxl+F1hRCes1u6wj8ahDBOlwxh8u77KHDEDOx+0Jar1KgtUFphLFpg6VJ6IBD9ze8o84LoF1xsdyBpkXqv7XZew5MCuk0zVuwrMMLSClsU7GPXAtgM7Eqt2qQOMv3oFQ/2+ENBTJoCzuKsL4AzsmrfwQmZ/0SIuBU7297YZ8hvLTU1QXtcFjLmmA+N2AH+7fUGyXrK+IE3OErR186b5YrfRIPmRyXnAieDD2602J87SLrfwN6M6fWWBygIDtcDUCrkCwKMGumjZxe4DrbLVCtmH2If/cI9tKzekIU4CbhbivL3PjdCbJsBTEYr0k+OArOnyaOXHPW6xz93MicOVZMOFqh/UAYz/4IFxF5tpjzCVnhiuZlV1h6EFXdZLzqqu+72vM2VJwd1Dq5U8s9IDnikbV+tWFtiWLTC1Uh4PwU9S9t9ZHPNSsMsIGwi8+/SIZPRGHdj+1YaS1/fpg0T2/AQVggDzkdcbCL25tV3WIi/xLEsTzvid6YENSyuVH2cpMffvAMbXGMglEeRKA/lnF1suFEQMfx+WwBzY2/0XRjTcfXf55H4jGwMwqAheNW+1ObMC4AEYs1qissC91QKN5fJMMTgBwMoONriV3EhQFmBQZI4NLSpl2MsguCoZA4GWHhBBr0fI1wcuQ8kEXYYl/9En2NJDWSYAqRPJq2zPL7+JIJebNJ+5ocuazCXTz6GKUtGoAygWL+rFPHPjGJqA/lwPEo6GvNBsQyI/NduG2gxhONmBMQvcOg0SfzDNQM/40ARm794Amfn4XOSDoHxd398RanGyaYkTmdjotMBtEJwxtNq8011O32ebG3e82kVlgcoCc8UCBOIkwt4mUTLC7SXC7iJYVgPIh7Rnr/s0iy3rkQU6zSOyPaWHoblE5926XGC/BU9sJ9o3SbmKLeDr+Vn4w2rey+npRkAXXmJ9SZgvALV4WbVdNAhYd/VwYXP1kEUANuQ3p+xXjg2sl33vIWlPMIu4WP2c06tvLqCpgUutZ8wXqm6DBVR7WUC20RK/srrjdBYGZrl/W93eXw6fr1O3salKDG5HgnsiYFIiXDu0yrwnPHcPV9PtaqvPKwtUFrg3W2DzcnlxZHCEAM/u2Q7MmxJo7T/1cOlt9jLYY8ucLf9da4Xmb+5loncM6Q55zgM9ukP2jbrBHmOCLltpro66eneaeyYA3QIkJKRoA/6svJYir5kFslsgHNqn1XKHE+RCjzF9iYJGCPoiHZkPRGTMeoxl4WoTI9G2pEsN5MoI8n99wBcrmAnGfLlyoOyq3LsYQa/Rsndl+WTGdHocBlgH4Hv1MfOqcMr/B5rrN5mxdJWgAAAAAElFTkSuQmCC</pentrails><costumes><list 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s="receiveGo"></block></script><script x="194" y="177.83333333333337"><block s="receiveGo"></block></script><script x="310" y="377.0000000000007"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block></script><script x="143" y="668.8333333333339"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block></script><script x="101" y="883.6666666666675"><block s="clear"></block></script><script x="884" y="362.0000000000007"><block s="doWait"><l>.5</l></block></script><script x="1019" y="239.33333333333383"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block></script><script x="956" y="630.833333333334"><block s="doWait"><l>.5</l></block></script><script x="847" y="542.833333333334"><block s="doWait"><l>.5</l></block></script><script x="613" y="195.33333333333394"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333337" collapsed="true">You might (or might not) need this.</comment></block><block s="setSize"><l>15</l></block><block s="setColor"><color>129,255,15,1</color></block><block s="doRepeat"><l>8</l><script><block s="down"></block><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block><block s="forward"><l>-100</l></block></script></block><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="setColor"><color>205,13,0,1</color></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="down"></block></script></block><block s="up"></block><block s="setColor"><color>29,232,255,1</color></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="down"></block></script></block><block s="doRepeat"><l>80</l><script><block s="setColor"><color>251,63,255,1</color></block><block s="setSize"><l>10</l></block><block s="forward"><l>100</l></block><block s="setColor"><color>255,254,250,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script><comment w="358.8333333333333" collapsed="false">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script><script x="975" y="438.0000000000008"><block s="forward"><l>50</l></block></script><script x="1014" y="697.6666666666675"><block s="forward"><l>60</l></block></script><script x="346" y="337.83333333333405"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="859" y="754.0000000000006"><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block></script><script x="822" y="459.00000000000057"><block s="doWait"><l>.5</l></block></script><script x="829" y="906.6666666666674"><block s="doWait"><l>1</l></block></script><script x="855" y="620.5000000000006"><block s="forward"><l>-100</l></block></script><script x="1048" y="1105"><block s="setColor"><color>46,46,46,1</color></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>