<snapdata remixID="13826048"><project name="U2L4-dotmaker" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U2L4-dotmaker"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="is %&apos;num1&apos; divisible by %&apos;num2&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="num1"/><block var="num2"/></block><l>0</l></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="%&apos;number&apos; even?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><custom-block s="is %s divisible by %s ?"><block var="number"/><l>2</l></custom-block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="%&apos;number&apos; integer?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportRound"><block var="number"/></block><block var="number"/></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="make a point" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="changeXPosition"><l>0.00001</l></block><block s="up"></block></script></block-definition><block-definition s="%&apos;in1&apos; ≤ %&apos;in2&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><block var="in1"/><block var="in2"/></list></block><block s="reportVariadicEquals"><list><block var="in1"/><block var="in2"/></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="%&apos;in1&apos; ≥ %&apos;in2&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block var="in1"/><block var="in2"/></list></block><block s="reportVariadicEquals"><list><block var="in1"/><block var="in2"/></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="%&apos;in1&apos; ≠ %&apos;in2&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="in1"/><block var="in2"/></list></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="is %&apos;in1&apos; between %&apos;in2&apos; and %&apos;in3&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block var="in2"/><block var="in1"/></list></block><block s="reportVariadicGreaterThan"><list><block var="in3"/><block var="in1"/></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="%&apos;number&apos; odd?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportNot"><custom-block s="is %s divisible by %s ?"><block var="number"/><l>2</l></custom-block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="divisors of %&apos;number&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportKeep"><block s="reifyPredicate"><autolambda><custom-block s="is %s divisible by %s ?"><block var="number"/><l></l></custom-block></autolambda><list></list></block><block s="reportNumbers"><l>1</l><block var="number"/></block></block></block></script></block-definition><block-definition s="number of divisors of %&apos;number1&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportListAttribute"><l><option>length</option></l><custom-block s="divisors of %s"><block var="number1"/></custom-block></block></block></script></block-definition><block-definition s="maximum of %&apos;num1&apos; and %&apos;num2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="num1"/><block var="num2"/></list></block><script><block s="doReport"><block var="num1"/></block></script><script><block s="doReport"><block var="num2"/></block></script></block></script></block-definition><block-definition s="minimum of %&apos;num1&apos; and %&apos;num2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="num1"/><block var="num2"/></list></block><script><block s="doReport"><block var="num1"/></block></script><script><block s="doReport"><block var="num2"/></block></script></block></script></block-definition><block-definition s="maximum of list %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doReport"><block s="reportCombine"><block var="list"/><block s="reifyReporter"><autolambda><custom-block s="maximum of %s and %s"><l></l><l></l></custom-block></autolambda><list></list></block></block></block></script></block-definition><block-definition s="minimum of list %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doReport"><block s="reportCombine"><block var="list"/><block s="reifyReporter"><autolambda><custom-block s="minimum of %s and %s"><l></l><l></l></custom-block></autolambda><list></list></block></block></block></script></block-definition><block-definition s="sum of list %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doReport"><block s="reportCombine"><block var="list"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script></block-definition><block-definition s="average of list %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>sum</l></list></block><block s="doSetVar"><l>sum</l><block s="reportCombine"><block var="list"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block><block s="doReport"><block s="reportQuotient"><block var="sum"/><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block></block></block></script></block-definition><block-definition s="greatest common divisor of %&apos;num1&apos; and %&apos;num2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><custom-block s="maximum of list %l"><custom-block s="intersection of %l %l"><custom-block s="divisors of %s"><block var="num1"/></custom-block><custom-block s="divisors of %s"><block var="num2"/></custom-block></custom-block></custom-block></block></script></block-definition><block-definition s="intersection of %&apos;list&apos; %&apos;list2&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l" initial="1"></input><input type="%l" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>newlist</l></list></block><block s="doSetVar"><l>newlist</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="list"/><script><block s="doIf"><block s="reportListContainsItem"><block var="list2"/><block var="item"/></block><script><block s="doAddToList"><block var="item"/><block var="newlist"/></block></script><list></list></block></script></block><block s="doReport"><block var="newlist"/></block></script><scripts><script x="336.5" y="215.36666666666662"><block s="reportVariadicEquals"><list><l></l><l></l></list></block></script><script x="352.0830078125" y="187.86666666666696"><block var="list"/></script><script x="276.0830078125" y="135.2"><block s="reportKeep"><block s="reifyPredicate"><script></script><list></list></block><l/></block></script></scripts></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="30,30,30,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="409"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7svQe4JVWVNvyuOqdzonMTuoGmaaIjiCAIKjoCJkwzjlnnU8fRUT8dE2YQdRQUdb7BMcyo85v5HEcdTAifoAMiYMDUdKDpQOfcfW9331Cn1v+8dU5dzj23zqldVbvCufdsn35s+uyw9tq79tp7hXfJPtyvyKD8P2ch/ss5rlPPHFcyGPoAgGMa/R4FMC2DMWx2uQrAme06VOAuAS4EULE5aEtfwwAmhfX/fG8b/tLbneHQ2XetkGsE+mYAc81HEw9QJ6o+9zj3elmKAncIcGkYParYLYLExHIfcD9MhCKQ2xUqgJ4FyCieCVDTNt/j/zjz8S3nhPHMIs9zcbZTxTMAfCLBRNueNQn6Cmtys+fiKqeKu+J97/Wu8j7vpEABbInfpe3GAxB5gEdRr/BPgSwuKlFDF7IhjYiKV+mAQj4t0GviNQuv3byo+zAZ11dPRR+qNrq20ocCrgB7ACyx0mFTJ8v1CF5b24BZcG13nWN/6gKS2YINoIJrqqeXak9kwNxbANyaUABnQM6YLvcnEb7zMIR3uuty3d+ZCWAeSjyceEixTIPnPdbb79zvzBnvmzOPDZbLGFUoPuSuwuzuPXCPKvRGwDlsSwCT8YNw8JDMwE2V47EbU3JZiziDKHAQwO/avYTj9NVadxpqeLv7IJZgIE031toKMKyh2htp3F2bhxIV6H4F5lkjIKSj7zrH4bZwrYix1q+hraDqqa12LMs5dOpbgbU1F5dUJ+E+KE6MqFvoAyKKR2doH5brYUyBhwu8/bkKX9KWmQBm5xTC9zp1rV8wuUJeDYqjkNKroqP2SiG/v8jbgid4e/MYe8zhJJBBhSaQcLpegeMEEpgfaJagFmGOrYlwb1PdeI/MxR5JQKItQtr0o8A1IvhfUQdkEjKmo4YPuKuzOKyMBVRAtwL3CvAYoDxqiARmiTHzpiYDii0iOCnJGgGoZWW2UoBqZJrGBgHMAHBJAhrXNGjcCeDJCdpbaZK3yrmVaCMBrNC9AplvZcaAbxvO0W62BcACAFNt0T+R+uEN8ZW1zVkctq1sTGEb0kOAzK53qDVAsrSX+xfLZu1OGfeDAj8V4PcA3pTF3i/64GrheWbCJu7atntgUGjJ2Je6KvDzFJqKUDOXAoOC3FQzSUxtnir+VQRHFDgHwKWChqo0LsPr9TuuP+2Ap2g/Fukg5mAY/+Ms8L/hpTiKf3Qf9F+/RRUjAdxezZOM7BwF8CEAnwfwjmSU9lqRA1Q7vs9dg2P8i28Zi97lK3OgswAJdUCySbWBg6HN4UrZ1+Xe7jXP8badVkriCiCKZok7nAW43VkY18TGl2BsPgpwQB9xNi1gxqOGTHF5Tki64rAKpoiB5oM+C9e4qzHVl9NULQi2ylQs1aPpnXQSkh80MxLAKccY1XwQjnt19YxqXo4rqlgvglNszqFb+mo45IQ5nMRW9Z2rB/Ga2sayTz2Xl9BEF8BzMYyr3HWHZ2F4ekaRDGXfZyP0rZOZvuDdKNNxIDyQwPZcGDVBE8usFC9n2zSVur8ye+/nLoD7Ub33DmfBuUNwJq13ZoA6mE3C73jCFeo9aJfM28M5icrIV0HT7kf730QvWamgO1yYCmc5N2kQr0hNyLvctXmYJQqfdycC9mMSrquujPvitTUnOtpZ82mwRVRZ+mner1d6O/A0j6bm8hUjAazAgIzYUO268Wd1mLVjtQJDKe0Nea1iLq85k8nQhvJOd61vM+mVOgd2YCpuqK7AETvh2YkuRSZroUBNMoghL5kN2IQVVuvc7czD951jixK+VucyHjt7srenfy6GZnJuj/P2Y6a1SA4dBiQUMyEJH40EcKPj2GpLU4L6UcU9zlz8UWaDKh3TkiRGlippCJaFOESYDptLvQYAx3lZONAAaAYraZ4PQzqk1a5CL2h6Q5en2P0IWuelQL8AHTfifzvH4hZnUXlY0oaSJN+IyaS6QABzK38TwF8DWo+FtFi+WDkRv5UA78dixxO4K5t79ZnejoFneDtzcryV9QJdqgkcyeII4My3RkznrD4FppkY4TMnvMsGUAWNuTVT23jZbCgC2aXw5mfn7SyDiAh/+lzlZP/COBFLMsACeqfj8CPe6rlwjoghVnwgWqk9iEn4aHHq51yY162D0KuZ5rIWp1E+IPknNTjSWL441wO11yXZ26URwFTlXVs9HUNwfKADg5LZi9xg7AlVhfZfIsTw4GVhqAU9CRf5YYDZFgX+CChjeq2FwVmgWLdi6v6PVVfO83I34VugPkEXVOE92juIBRjCRd6+2PbfukanehXg3hyOUiRHAO0qZ5AfOkvwI2dxAm62b2LzFWiVsC7pjBEbL6ltwWOUSr7UxQTK+CAgvwL0iiSjlUYAr5WZPrLQq9zN+Fz1pBEELYrikCgtwvDkpF5Iwtbx14ZCmGAqLARXWaZH8A+1DZlPlCFwXh1KsmyhZH2fqyz/wx9l1sWZM6HgASpQfNh9ALPTh6HtrwGvqAD/FYI9frgB6tBptoOA82+Ad8SDPteBrCySNdSAUBPSK8VxgPLhKd5unKZ92CuTcY53MPblMAX1RwE5CGhi2NfSCGAyga8qwh82I2gdwqQxsG69W2KKLWOpKQE63lh7yFJvkd3Q45MlB69PrSmcowKNdEb4j8qJN98nx1wZSX2XVyAQywVav3xZKIljRvmK5vgCXNAmecgt9aCCZK+RuHPL4gUcl4ai6pflDCawxru72CO/VAI4bDMNw8HHqqf6Xqe9kooD7exhiTq9zNuF53rbE7VN0mi0J36SHuK00b0wUHkfQPWuD1fPPPsoJIeLQRz6jesamXFeV9uARxFsLFYxyyYVq8sOlRXYAsi/C5SOi5lfigoOQbLFtlT9lEUIJ3UIFIinBhnPUjEponHpBTDpD+zDeYF3ZMnwgvu2Fu6SdNO3mf/uutNTObya4iC/0QbIl1CbYiTgCt4TkcMz8cL73DUJQPV1PSA5gODILQp9lACN/KfZwpFS9fz1ytIxIUhljuOOXOTsKlg7c9qRmPQsEuBBBVZkMHV+K/d5wIlSP9fausuHCuBO+S7bESvAUCMrSSbAEjE9pDPg6SNdxrj5mRzAJnXszUfRD+kcYhM1mAPFP7kPeLMwbOQtF9Uff6+/YHz84leZ1E9WJ1ogxH1pTxRUrFd4Dz/4OG9fzMNKBgDNWnU1LJA7FZoE0D/RtxdyFtEnhR6KXecWH+MsS/TJqeKICKw61zX7o6x1ZuIN7kMJ7b6yBtDYMKAmjFDo0aZkMG2bhAhgPQg4U6PCMEyIsFnnNmeR913nWGsHfiraGMYjPnh448Zd7y3rzZyK5kZjW7f02ah5Z3gHneMxgIdlxvCLaluOToWb6gBS6CqBmKRf42EXO7aznjmHKkp7yRryBpKxsQeS9LFIB2+8urb6ZSgP/rA/jeQZs8y54MJBteEKGpJsgdCQhWb0CWaSBHTFA444sCsgzTk7cijthMDInbw1IiPN85rx/gxTewRkKjblqRuMEsBxVG+pR47ZQQ2C250FuMVZbAt9KCYFY6p7UOyHoEzhMWnnlLj9aejHm1xinKQpsh7QjFWWadST4fTllJowzVmTZlH8tsdhYMd73TXMLVq+3IupZ9e5A6adDPI+MwKgZwqzynDPc/EKp4qvdoDlHdn7ZcMkSMuJrrABN0+SccLEjr7NWYQ/yay08w/aJ/bMtEVAkn4IqwngDgEuT9LeVht6rj/V24VLvT1xVUEjKkCF9AuUuUXTyXBbkxrbj5/knqnTWn+K9QpW8C4ZK10iNStQfFcEz89ueu175qvjQ+4DmFRg2rYi5h2MyfUlRoEl2NEip1LWsRlv+0emjQ8jsFmN3RPA6ZbQ2i3+EKr45+opOMvr8ymaiDfTRt7P/1OWdIvJEJLSbagytM7RDmzt+zHlG29DV7ursTAH0BVTmoqoF+FsVwRJ+Yyp2APBvGwQpMZMoV1+46GZqA0dRmUmL4NXuWvBjFwlLLEjTfJ+AVs9QHgjDbLzPIxp+FR1hSmKVgnXLhlJOSffjiQyqUdiZMfJK3DP8U8YJGHyXpta3uScgF8449MSsVIP4w219X58/ngunZxmAhMDzV/EKuiVbDkwAy6m+cil1IcJLvH24EJvv97rzPWZbze5QrZzieo9bwEcRU+i3+OoAD2gzwGs6a4TETyOG1EAE5mm3TEV18vYgFV0pGgHmtH2wpfE078dLbc5C/FdZ5Q/ngHZ3VHlcm+3PsfbNq6lTn0vyE0K73mtnqtxzpbuWNFyU9lqziLUK6MuLJREHu9pxhVgA+DUFF7b6IFxIYBjqAB5raK9IRLlKA3jTdp2g8e0yTya60xBDRd4B3A2DuFsrxW4wQdnvd+D/NkBXhKOBxx3xJH6YaqfToIZHnS9YylGldjl762eiaPxTLuJJxvV0KZW5ApvJ57t7Wg7ZB5eyFHzzep3Ct9vV47Hb3pZj7JicVvfmxjmrMMKeFKyRxXDKidjxmPIuGEcvg/AiWFMnGgCOPFGYgYhEZyUuIPyN7RmHnhfbQ2OVYZGdizM5MBQoiJeV9bmGszwAZmF/6gsA1NrRhXTy5cqvgHB3yTI+GVtfp2cXhppG3nTGnfP/y55+ZYmZ3jUng/7vTkk0gcQbalkZs7yEdf+FcAbk9CQYZsbFX7WOSgqPxJ4fyPQt7SG8Y0LAdz6sbRJ4JCW1yaZMdKOUXR7K2qal3kP+xlzJlrZiml+iroECrN2fN+mwAYBCkv40Bp32bKmsZ1OYu4JHq4b8kHTGk1ZDK1azClZrX47gCQAJFaJsNlZM8gGHf+YizyqUNWrQNmyYjS/7jdNwozzBzGwwIH3KUAZSeGH8+UkgLNHxGlO4LDS68dnqssndLyeLcCNqM0f9nvJPRWTTMmoTZcc2kZzaa7E9XySt7f2dG8HLwrRT/zYI7RvoJBrBPreNskXLI5kTQDn+Sq9GoJXQUfUm9RGTMubV7YWgelN3+Q+NJL21FyNIw2lki1K7PfT2Mf/q1UVLXtx/y1Zx5Eq9JAAu/O8yRKfN8grnFGIkvn+sL+ekT0qMCzApMiKGVUIbrIE8T9VaY4d/2W8CuBg5d5SW1/EWt4swBkZYfZyaqHahxAVtKl26N528awdvgDTvpu7qHkuHuUBeypV/IMAb7bsV5HpB9v6QIhh8zWlKwlPTftOUo95sMckCZE9+N0aB0IbTtaOSbT5haHo3KGQ+wT6GpsbiA4xTM7MEgIfl4SBvTYJOPBMbwee4RGpz37ROgTgDwVYDuijTDIY2afikR5p/6UzVllDVUxtz+149ETdgxfWtmbJwta+szxEO16guZa3OotAFKzgIm8ycVVsFsEyk7oW6rz9m67c8OKqvg3AJ8L6E8BToBwQvqMJ9FW0vJzzks5c47y02yop1NLW91wjxO1fALyzdX45qaDbsrVfIZ8V6OkKXQ3gBQLJxNHpZmcJfuIYwY3a2gMTsZ8xXo0r0Y//nRqisiMrs7ZDGq/jEJw/vrt69rKB7k1P2HGuzP/MPNDjsTRL45QXdusHeAd+3+u6eFbjBXxNynVJo9HjnPnaiWWeECie4u0Bna3aFKU3sQDHxuvbTzN4RJoelUWnHlTIDoGSx6McFjsKYGJD8wGpMAPKTrABcrOX8FVynzMX33aOH3OjTfsySDDv8dpklDDkjfYD7uoRsJTxOulgXjyFqIb+k8w5uh7Td3qSzWVyFB8Vw5DsTA2BKYHaJHpETx6ncJRdjPccSK+u80S/3NvVNw9Ds+iwGQ/oJQmeuw4DUphJrvHN0it61AOz6BdwjDPZjiMXEbOur65sPkZK84KKwYyuqDrecFtNmB6kqqvCG3D9rGLZFlF8QwUvBOwHIU8kZzpL9vs8X7+ZbCxVbBABE1zTmSuzMhtu7T3umopNtXNmxJp1nGjtbQngNOoLs+nVa8URlgR+CE2EfKfMu+u2ysKF+zFlmQuJf0gqBiCI3y7OTG3XVdRBZRIUAjs4in0qvirIuEQI4JsV+LnUwyieadxpySt+yznBtxvGKWk81hsCmMAm1stEukAx2xETLvAgS1niHMQ1KA5B/HOqiHj4sKnSueuVUsV/JIg/78i6mXB9fIBjdRDP8HZYtfmmXLPCmjcL4DgbpzCCowfW9Qrnv1hPoH/XRggP/8hZPOkXzgLf+M+Skad0NLnjuMbY3J11WDnadYYh5ylqC6bAYRaURBeD/Fin9OBfGDXeFkzDx5LFAZMnQ5Isx7FKRoc3nefoRDfeC52sbqiuAOO4u7DsaTivxsqwFTFP67IgIp7cmO0N5DXek7pysVonGvYC9iEDw9KuGXMpv4ptErNH2whuqhyPZ9d2jHhK78ckXFddOaFjh7NYNn54DKZ/srd7xBaswCEPeGkF+iUTwZYFXQn6bNa+hB5QDH1j1pyEJY52J+EQ5s1KoH62LgTazd6S+tmcuXZr5qV9jEV14DswBR7WOTPwl7XdvrezhUIvwC7B8qfdGVsBWQRgetjc26mgQ2OWLDDPahcKXSuQlUk6deGg2qJwSnmAJiFjQrRZrofx2tpGqyons2QKujfP0CTDg5wYnaU3X5RE/Zz0UhKrneG6TYhv1cYkbb12bdBiqY8UKIidH4OhAtgDPuMAz2oHIG1pUra6sXZTJp7vjZXltuhK0w8Tv5OQOU2dlPKmGzbJsGQAx2AY73bXgnagnIu1/RFF9w5MxUd8B7+O5ryOSSKixsjjd4PwkDzIoFr+SwK8Il4Iik+aUXTFMBx8sXKiHxWxSaZ7g3BKbgrJhe2pB8nq8saoHC0AXEggGxSaCdRlmxcwPY69XwFYmid6VeqVT9nBABxcUz2jDGroj4tiuge8WARzS+SgYcRhVRwRGatyKQhJyYhmG5XofEUnrJIX6gFnR9FY9CtGAeZApD6/o21TgCGtx58aCk8/RtQJrkgHMMm32/eh2jUX3Ki1S/K7AoybDVWTxumP++aVtc0W48VlB6C09zY/RuKQVOq6trygQyapLiCxArPLwKlbnYX4XoG5XRvOOGQFMwWFlm6NW36JtwUXG4CrG+6D3F62hvRgnczEpyunmFbPvV5j39C/41yTwQP7/eN0PxYogeyyL3zl1KAbKpBJMQH2aW+j/0qks1zrLG5yTsAvYnquZ88J6yPQ9PFAu7VXxT6pe2MbXmTG0mf50rYGwEaBTFZo3IQTbdMcWudqyg6zEsBuA8EkE1SrlHPu2NyD6I+dxcLXDPFge8UeByx+oKV8rVCVebuzEEdQ8b3qCWeYIDOSPYbH6CnsUkcHmve5a0bA8WN0Z1KVmY68MlzSr6+cShW0Cc1dW8cD+ogMlZXHPBljoHqmYCRWdlR2ryK+bxXIkELD4JIzWXcBHsxKAGdCcJ6dpoSjy5PUrhoreFWdrIexVybjHO+gVeessjBjABX82FmM25zYD7KipjDGOYw4vTQbdCi8XxxOiSOfqyaDlyReLJrLtZXTsVMSnburoDgFEopxX9Q65jouNSNnaD/ud+bgcd5+PK89rGRA110GAjhqDrGc7KI6a/n9kECmtBPECvyU9S0lMNrfE8AdVidANYq5gGOqd6vKOO28TdrPxTDeVYxzlgl5qer8UWbjc5VMfDdS0RXSeIxduArVV9c2yV/owaixxsDrRTUo6ndqtJim9O/dDeC+Y2H4IXM4H46v7SrilVYU6zqOy0xGf+9uxBTUsBCMDG1fUjpS7aZgFEikD0MaRrWjkX4JkzHjHBdHX6/wPphmjKBtTwB34OL3nWPxU4chXET1dv0sN3zZ9Io9DvBFfI27GlMbmavs9Vx8T2FhbXFQr3K8uI15/U5qqJ8XRByogP+cpDRL9ISMXiWhqjqxXbK5/yDcKEBk4m/bZapvKuiVdBxgQgWqoCNK2perjddzFI2hv1NdXEPl2VMwdc8QjvxBoITrTF2KFMBGoQKpZ5iiA36YdM7YLVPwnNp2VKA+zODPnIVgusNeSc8BA7tRxCC6EXCWAFqq2Fruj2uqp7ce7kdVsVNkNCB7yASZQo42u8DzkwKSTnlWBJHpqk1HDde6qzEt/9AxUxJj1Usa7xuCUmbl7Ip5wSrcsYgXF6qZN8t0XSczRsXaGQrgWOs1trIMIrGNVlRAlESsSEHEgMLbLXCWmvfRMQ7YLVIA00FlQCJBCWRAoH9Q4ALzSWdbk6osxg8+JDNQKw2Ea7Zzzqr3J3p78EIv1xyzcaaS2D75A2eJbwNOUlSxXgSFulPTTvp0bwee6u0eNzuc3+37q2eA8b8xC+FSCfl4CXPYxmw7bqo/xduNv/K2+c6p11VPxf5GoAZV0Fe564qI8U/C27SvcNMxmUrxywCeJi0pCJs7KFQAm86kjPVoH6aa7q6et3Sq5eFBzw/7NO0HnX4KLFZtegR0IbBLkqLAWgGSILxZm8PTvJ24cpzhQN/uLMB/OsfHXpKYL9XY/ZeggdFFk1CSr6tt8MmlEL7HmecJ1CGefpqsRg1851YTRhuYYRvcyitEVtYAelonilsEsPcwYj2vbTCj+/qg48afndm40Nvnx37ytbNZpkUhIHXfRHOkOL0qOkdiDYZiPDD3RoJiTYgmGNs/SBmrfbm3a4y3cJL+ytTmECbph6srpY3DVaF8z4hPUXOiKv0GBS6W6NAgPzEHE3T0ij0OtL6A+Tynfia2jqaVJIGogolaxldh6Mxsdf3Xb1DonLVWZuL/qyyL5dDRDjFqvHAszsvBYoxw4exrY//Nky6jF00rQeNpDdoxO0m6yDwXLouxIr5DgpesRYSJj/4vH3RXY260U14WUxi3fXalClpQh5Mr26owdpi2kYnuVdn44O8jbquMRV1q68BCAfDq2iZTVXQiIZPHnuH6f7S60juASXH3aArQ9/QzG29aiIAjjP2905nvYz7f5izy/79XHuFA1EV5ng7hsXoQz4mO8e2xNSYHulIAN+aYoY0glItR6hy/0c+dBfi2c3xSBCSjMWKucVj1fY30WFl6DvNmTWi75kLcXgrlUM0InTne6a4ztieVWcvCV/BDMqN2u7OgYmoLLtr5qrMA9u1Z31fgZZ2cSizszeYuUl+y+EFdX12Jh8dH+ljL7I3ujklUGKfPEtfOK3C+DnhXKLAgeqRMa6TeR1lRl5cADrxrEhnFwiev6/NMFFEDrnQg5wn0vZ08IS3gAWf+ClLFwyJMtFGOcqIewXl6AGmdOVqFfSc87TxmTkeVBGFreV3CxrCgroJei3kNkIrWCgrZIdCvKHCOA1yqHfDK8+CvyRh87V6dTYKV0h7qJnyJqjNTXVyuu1J9kwq8XepZ9S6NGm+i/p6XAM6Cv5Hu5GY5Y81I42ZiTQE+0anFr5y5+KqzzKzTkFoKXAPg8Ragztof5Or7i5VGD0dCePAvBe8eRHWo52pO6UCQtyAbBWZB4Xt99VTQLNHYN0m1Ion3UpKGSzCA59a2Y6X2Rzhh5eVJmmQWo9vYQrRLT0n39HCZtwvP9ba3I9jw8iG3ePBOdhLmbG8zuOHY3cHrbhbAeXP4DoUOCeTyTgPTIesnzmLf5pQgmcN+AP+uwHMShqHkzRNr4zEc6ZJGpqQ/OLPxdvfBbokr9HnAHNoCPSKQv2VGnqSgD9YYmqCjVies8XLS9QRwvM0QqJ3DVM70v3FR+0gFzvtbew2DcGwTYhSPIKu1pR9Qi5rYdMT1BHAL/8zAQaKZzlClG6vLcap3GPc5x5hAWOb9YoueRIE18kHWsTlBIt44u9GAqOtGATzenLB4Ab7DWeBnqOo5XoXv9SA5yjI9gm0yDRV4PtpVZ3uv3ALoFSE9EovSRvaRzO5+AjBTX2mwR3sC2OYZ3NJXkHmFBwGds251Fvl40hmWtBs3Uq2fIe2juu4+ATyaM60q6Lz4lmac8SCAeYsNUkJS+Bpit68CQMdEIl2N29Lq7UwhSwcrvniDYnaAtHtFyjcAfUlKBkY9RKJ+jzeVlMSmbd4TwGk5GKP9d53jSpueLioUIcY0U1d1oPiI+wBmt3EGSj1ATh1QCDMvMD2ib3EWpbdqZ0w3D+Sr3LUjmYIyHi6z7nNUOVvBhDZkhJlsNOyM1TK4cPX5ztLjtkjjmLQ3wZ4AtsfLyJ5KnJ5uTDacyMlkWOFCbz9e7m3OcATjrqkRYNYNE7UFk8vvClTQwQi8rl9XXYktXRAGQzv8Fd5OXOrtSYiCZf+AMl6ppop5CeBuB9LJQAAnWa4yt7F+6WmdbCECOMP4zSQMy+0Wy/R0DEthuA0LX0cJHLWsblhVbBQBU2tlGRMci+a8DgYP+F0Fcma75NtxiG44m9zdiHO+KECTowqUWZE6rrPiKCR3Cd320hU3HjsOn5LXNfO6PoIKro3id3IixkXL5XoEM+Bihfb7r2CT2+W4mHgJJ5G7AFZgoyAyHVsOrNK9CpksOalMhoDaDZWVD7+utuGk5mTgfB0VLISTXFoyXR+mPWN2FQoCliE4mNwE/Znp4Bl0HvUia1yCTspg6MRdmtvgZS+g8xMPBDPBatI/he8N1RXYUZ67pAnZudd5prcTzxhniTYSMrHwsy93AQz44ZDtLl25vUYTLliaZoMDcFZNhXducyffc47TW52FRpfQMtlp0zDCpG2Qe5Rq0cu8Xd5keKWJWzahv7lOlACO218e9c0FcB7UdB7jICbhh85i/NqZO5G8nY3yA/PMmIGaMHHMNNQayTb2gX4WE7QcAJwvAN4ZAK5sw4PcBHMRAniCrnv4tP8ks/WzlZONBPBEZByzrzALS7cWAnEQkKNgLUcs9lFDQ2esuNCDsQaxVJl8/Vh1JQ5M3DS9kZy8wtuFZ7cH1YhsP04qHFGgzwNeMxUz7nFx+CYFnlz03HoCuOAVIE4wc8eWpOR28zOdL/OPMg9pNxYy8+PVldiUu3k3Hbe6Ke1cN8Zbp1ud+K3fWnsQp+jh+A3HaQsBiElfh6gruPQEcMELQMesHzmLx1KhGILY2yQK1KTElYKxAAAgAElEQVTu0dtVJewFXLpbQgeOWrhg5W6W6Sb18zgQwJlu5zkYxkfcVV3jaOVA7vGgFxhGHhR+lin0qMBxAR0TfqXANqJuCWR2O0ItCGA9AAg9aEvjRVv4qhgS4EGO/MRZNHUAFYce0SyBh/SvnHl9h1EZxzF1ZkyiGvRqd7Vvv2ouBDSpdoEdi2AsV1XP8vGtExUF3VRtoAu1HZ72wAB5m45vdICjDb7YIoMC/ZoCr+p0GHcj4EkIX60KYa7nUh1An1TwotpWnNUlGqQ6lKXzecB7Y7F7z8roBzxUHs+eHNR+3y6BDwUwY2Ja08ZZoaCknZgiqWRMPqELhbZf/2Q+hEnKQFKi0vDQ/pmz0IfRm+i5hcmbsFfwsDh1jo2UImJQZb1Cj5eIy+cGTPdhSQ1RmTLed2O750WGCdcJR8gkDLQZ8r+LLvXXhUyLooNCmPjrRJsrnuooats6odZEsVUFiTO58DAJ5s+L1P92H/IjCcqwlpFceaSC1ctIjHGtVxU4V1cx7bPDOPoBwHtD2EWyzQtY9wKSIrTA+lwsdlguMO5OE4vrwNMFXtKJPq7WsCSLmyFNV7HmEqQmXC8z8KBwRuX1u7u29gDmaz0ErBsKecuUgz2859Gr1U2mhGbKQ3AiYn1r5dmzMgAo4+0bD1x1BcKXwogpsJ0A3ghInnGJJXmVtl86W0ka4m6ObgxhiTtHk/pBWNLFuheLddCkSWn3VIGQpEahKx+qPYB55RHAkYdvwXZgI56abFjbdUokgCPXsM3c+aFTQzipA29K+52brKcFG3C7YfQgIHMMiAhbnDIy9ZBCPw/gmQI502BeVqqECOAy8sbKXE06+UBttakANukuaZ1Ua3C/zMG/VfK83/qqyZrj4pVaxVcCs0eYxmQuhnCNu7pM9vVIXn/HOc432WRSFAcg3WGio6q51tCslMeWn8mqjOpUgD1af2WWJsuR6awzE8CE+XOAUaATLUQNNCRvO+etyA/PdJJBPeayVPiGw0QLVX8F++r549uPLR6gCT1uRvdKm+Fdzjz81Fk07mzBSdXlb66t9+2UJSj0nah7zsUo3POEpiTacp5FAVeAXQCOazcuHd7e667pivjfYA6/lWPw5cqJXYyT1nYXGL8aHdX+Z+mOqY/2DlX/7NT9NunM2Q1x3Hl+A42xjPkaQZuVfiIFsNaTjFNIxhUqbcMnFLoKcH4o0HcUsABZD/k7BXYLcLmtgXpq6Ec4WRZgDg/4jAPfYaYdmk7o8q+VmfjnyimJtoYqDorARKuUqP+nervwvC4DbPiasxR3O/MSzbegRsYPi8alqeNjgUL2hbWH156rh1aGzMeKkCiIT6UeVoANCpyclshIAZx2gHbtFXpQzFTUWZGQVb98Ad8NyMW2BviJs1hvdpYIYRltOpqYvkKVcMzAfQJYm1NS3oTlME3aV5p2CtwF4LDU0XQ62ahGhiFWMVGb9iYP784sJnihDuFttXVFv5q4z2IBJHy6cgrWycw0S5l329sbAz4p8lGj2AtBW2fYevrIdd5cDMV9HOU953E3ngJrBQi79MSaa2ECOBaV2VY2vpFaJqPd7fRhAEubx6LHbJ9UsRtT8SeZlXsWJVU8LALm+szN9t2J1zx4nuDtxZO93ZjeEh9seY06dWf6ujjiQqZskBmVL1ZOLC0kJWNH3+uuxRLQaTPfUjcNeRvq3q9YYTp6DdL/9uqZq4ZQJXDDhCt5ZQ1rYSz3Pf9McKEv3wDworTmxiwF8Ih3YCOe7x4Al064ryTehA8A+DMiXppxw5PikdA9tSmIX1p7uCugKqm5YKaerSWGpSTkJ6E/u6FQm/Av1RV3bsbUs5LY4i3O0boXdCfNFLVgtO8yOxgjAy73aNY3KzT9CeRngL4CHdCZzHqb8LWIVJPIl6iZc1kK4GCcox7wJf6HAK9+BLTAB6JIC414FCjxiZbhHu1Cu3AmmoaCXgGJVpbPBuaD/oEswWFJ/e0moqFTo4u9vXiJtyVpvyqQOxTeMkCSGbkjRt4rkzFTXdCO/vXKUmoT1gA4rbmZAoNSf6FljczHB8WjcxhnZHq8cL6zKU0nnTSnxtcAWb8wJN0wttrRHusBx0YB4tgaz2Y/eQhgm/T2+mpwoFUAL9JB9EsFR9JfyrqKx62HUiZS3hJHiGr2K2cebnUWls6rnQhs70qRAUmAO+finCfsxe+vFug1llg20g0lKsE2DqPiIzsdrgdK3VWQXwLd8LnV2mL82p4/+yuLA2IWc8uwT1NTUYYktO+6mwVwkpucodqgCFhD8/Xnl399dSUebjz+GfPHm/GtziIQlGCiFQrhAEN7IQZ9+3AZC1Pm0QkrbmrCVm9YE+/YOPM/Vfvx6tqmVgesWHcZAW6fi3Oe0od1C4dxeB1g11v7x85i/MBZ0jotpsnKVQj6BCj6IcjV84v7mhjdrZjocdY567oK3CuQx6a1i2ZMZ6x9nTEt6FoBXA8D0ZcZgn3E4qMA9ypQascOHuLNCRwohIiwRPzoomAOBTiswIxYzI5fuaMncInQf0JnViLTAb2t6L1dsaHGF8igB/25A+cuBZNHpAbUH3m5bME0fLK6YlQEgKkHf/ztlaqF9cOddnlekC7x9oL23155hAMKbBWgAyZDKLdK9SLuSgHcSPP0dYEwa0YkWHv8Tevbp3d2Ai2I32e2LZhth6/fm8e+ErIdOOhdsVeBAyLIxP7XNIl7iTMQNqluQP8xFcCqOCKC6XksXqsav+HlmgKsmul32qdgM5yTf1D+oYEa1g2ih+F60iGMqqG5+C2Ax5p4EXcjMIrh2vaqNTjQbQKY2KC/BvRRFj7wjptAgH0e9NcKrHMgrzf5YDp0mOmtK+i8YEzcXD6qBprTNAVGUjXyhbBc61bBwEuUh1emTE8w2/2YhOsSqKATDGXcJFDfk29naJ/Px0YZMdcIUFPfhzL/0JOjqOCD1dNjq+2NGWBecazmJVmqSCMENYbXvc19sJCwMHOW9Gqm5UC3CeC0843dXqGHOiVUjt2hvQZj1F3jJDdqHA7VBFg1Xd0VKjKNoSksgU28bFB8tzkLfTNBWUq3OLCZag1y4GvzN+cpcHdWTmBcG2JyJ/ByTswGmhEUmi9GamJqrTYs7K5uXQBP4EW0uiOSdhbYhh+UGSC6EQttxR0cfzJDV0o6BxvtsrMFJw+foxc0caD5qitDsWH7jTGPZuEV68ArkQC+vhF69MRsTF+PcDNnj2cVgC/zmRoTiSzG+qepOt7AP0a+BesCOA2Xe22z4QCBO66rnjom9IWOLI6Ll2sV/2EjqDwb6pP1SgH8FG+39ay7AgylOaQohGmnv8uZX3jy+DwFsAJ9DuT3HrzzBNLRb6NZOpcGdEawyR3G+dUqaI76YLJdadaKr9+r3dWl9ng2m0mvVhQHegI4ikNtf+8YqmR6w28KpWKyZsfRlkxKtjQKDFH6nnPsmNmoYrcIvVbHT5kNF29312G+D2HdXJK/Xm1zhyFkn2rx7LU9Rqf+ZsDFM70deFL5QrYO/o8zf87uRraoCO1NXizji4X+ID8S4CIAV9gemN7OK7Qfx+sAFmIIC8xyXtsmI05/pmdcnD7LWjezufYEcFmXvEGXAMNqCPbfaSoMTbrNWeSHKcWNQy05i0aRR0esi7x9eLQe9J2KylwiVauK/ZD4KQ9N5lwk9nNn+vTQb2Terq9XTlhhM/GICU8M6zB8yyrKFkFQ3u2u9aElu6hsB7C4yTHPipBqpIydMDjTPQHcRTveBqll9MSNmheTyQuMDKcjnrt5qlej6G/3e5QAtg240UoHLyhvrD2UlHy2s3LoNhMwERwJ6U7+OG8/9sokbJbpYBrIC3W/N08nelYjdYE4GK1x66fZ6tm0nVACWABXLQBoZ7MU+fV6i7MI/x2ijs6PgngjKXBEEB0T2xyH2erhW4P4EIZlKWW4CE2Chw+5DyRNQWhd+HJtJkIoHecZOAnSxr3WmYELvQNMYzphXn4h32ESZEPrwCd5nw9GAlgg+xRK6LVYuTrznsw4GS/JRow1db4y3lM9E17DRUnqD5m+5tjaWB2WtHJz5pj7nGPwZveh0sRV/sxZiO+UICQpO2/xZJsiQgCPG4/9Zr7TPOQjW0/swvzahecbz3sJjARwE1EHAca2SFmddpjO75i8mWh5vI2AzgFkruV+R3W3A1P9jDJTUMNf17b5tmFm6slCrZjlPOL0PTrdnpi8ODLLtkX75ucqJ/uZfYosZRHAfMrQM5yXwzud+Tjoo2QWUjJ/VYXEqWeiTSiEe8kG3QbgawDemax597aKK4A505sBXFnOKesPAXl6EYg95eSHOVVR9kjznspb04LN0+rkqIZmcgaGJhVRUqqgrZMc7EE6iAXamTSDNPCiKVALD7ymoxXTPXJe/P+5oKKrVxo3/i0CMMF9TwAbbIk7AH2ChVy+BkP1quTBgZBYS+uennnMI2oMHoIfcFfHBbWP8zppoCP5GWGMEIWKuPhQNU/IyRfXtoSEakVxMbvfM+DFnQAuyY5is56peXlp7eERW7sL2VqFxk0iYDZY+lqJAVNSDk0M1KwTuaQkMX1zmhvoixIArSd5AYdRMW5sM+lZ3F09UAX6pcqJraFJHwfAZBSvAnBmd82oM7Vvqa33s8vELHGEcKyuf+Ysqt3sLPrNMCpn5GGDp3Ma8/7yMlKmkgHgBgXJJ7J+VZlkZQpR868BcFqZ+B/QUs8yh5cA2YS/lXHOedBE08rdzjzQ94Pf4F/VttYWYLhiSwDnMYfeGBlwgOpP2tzoJcxSgep53oF/vQ/H/OsPqks+JcDlGQxbWJcv9zbjQo+oe8UX3obfXz0Th3JUQZcwPGtojcysfLNyQiUA37C1Mgr8VICzi8xqFmLv9Tzgsw7wBlvztNjPAUDuAdQ60IhFGruuq06hdT0B3HXLmQ/BA6jo/3MWCh2zUgJ3ZPZ6jMuJhRg68AH3gWPKFOuRgdq1oxc9X/+vrm1KGnoUl+Um9e/4HJa974/Vue+H4uKwRPcmr8x2AynQD8V+EZxAV38TgpLWabVdU9X/HnctFoBJ3Bg0rUc94O8qkBvNnEWJ3MYihduwk/Kk165zaJ2swmq9pbIIL6ptiWsb6/G26zkgg1G2ygxUg/lzTTGogk2vczf+erczmeo1XODtL4UQ+pZzQuB9nhtfqH6mGroM2aKoBbimeoa7H5OK8USzwPUgpSOhJH9UWQLCjLLMQM33OSDClQB7APm+B32pGCNpSR+gI2k3LZDa66IADvzIWYwftsnTLi+tevpkb48fGF58iRYIxdM48SjI4JVWCBOZ2m2gRCkLaaR8X/XMsJCbzENhnuNtx+XeLpvr4AkYUR4PTGKTTMf1lVNt0pGmr9h8D0vpyHCqITg4zztQOlt7GuaUqa1AVMEkTlbLERgA/oSNyFSozOHMQk93akNYoiId5MVV1XZ2IR5WBDA4xzuY9W15BELQKjvDOyNCfw9QJAajx4sAbp3y87ztPgxgFsWDrncgp3Tqm6p9OsAVEQucTfyvDABqjJNM/4OfOItwu1NWWIFRqxdqSimhTT2L7TxR+twI4KSoyVLADkNGNMYUsjdWl+Msr8+/eN3vzMESHcASHfT/3smE5wvg1ltcMwE8fH/nzMFV7rpuAwtvw0ddj4iDMWoBLPxeGrto1FzonPXJygpslOlRVbvu96xyrtLuKNCdnfYZP8rrqiv9G3LehWEQH3ZXgVmj8i7c+BtkOh6SGbjDWThm/mnsvTnMZQzQT8ECuGvOkRzWpnUIPkeZjSUGMJNZtrSfOovwsEzDXK1HEqTJ2OULYHZChwHagS/QuodokNj9jzIb62QmEoZvFMD3qCFlB6CLemAdUXx65PdmeEBe1qgRoWYkUOea91SemlRHX+OuzkqzE6nKLBLzeL4O4R21dVnN3WiRI3wLIvlnNIj9SgPEkpcmPPklGMB73bUjKkf7Q/Z6TMoBhVzjAO9Ww5j8duM0Q4U2Y7hT/50WQHREAHNwdnhVI0bw+uqp4EcSlBd4W3GptycpL0rWTr4B6Iuz9orMdtK8fkkuz6fmUCWi+NCJhxe0nzsL/Li2kLRx3Jf8Y8PheFgVXxDB82yGkzzB24sXeVusLxE9XaMSznPQIgUwxw8Jj7HOi6gOO5o2FDshfrq7XIoCw2KQ9pMOVZPoVt3QXDzd24lneTtyobGYQZShSTFekWFUdsydbjKtQwBmm1RsqXM9gL8HMCdB25EmdKCi1ohq5W9VTkgbFTKKlFECmL/wJbxMj/iv3uZyih7Gm2vrRzLKHMAkX2DPyTegn9mMfivABWkYanpIphljorT9rnMcbsvQhqfAoYqLi7wqbgH8UBIrhQcpzSoURJbKwwDuB0Cv1Uuj+oyjglZgUPhpWi7Z2IHNiSyZb4GROpfC9hJvr692ZOHfeWb2SjYcUGBA4Hs3JUHJipsbwOtH1eGLNwCqadbUTIbn23htljECuF3ndWE7hPO8g36VYAMypjAMWeiwVDGD6Rrtl54TlX2eJuqRL+MPV0+zeSMMPQQVWCvAykREdmhEdTohAgkVaKsoZIcYmjgohG91FvmaBD9QJbwYqWObUzGazsW+ADaPYui28DZe2Chs6TmelcAVYFgNXuGm69urF8UB0SGI0BN/i0wZWOQNveD3lTlv/YPMeTLDFAM51+REZfQtRo3a/LuxAG7X6enah7+tbfbtSSSUXl+P9Q5gWsMlO0dP6jjznih1M8V05tpeUz3dpgDOfV24b692V4/s17wJ4CWGGgQK4lRFcQjSWU3HzFeToX4MNEMmKFAoWPIs9Cn5s8z2L/Ahpos8SYk1Vkax080Xzv2A82+AN+ESEoxeCGngxPrpb22U5lfwSLQNs239n+py7MFkuI+8avugGILATwuXR0ktgEnkFNT0Qm+/3OfM9WPfWm1rgSf1O91iHT/yYGi5xqAKQpICHBiFhrWqEakNWaZHU3kG5sTDkcMvK29o03n82FmMH7QJ1Dftw6TeU73doM2SDmhFlAJevUZqZVNe2NcY+CPfrMDPJ2PGV/gfwzh8H4ATTWnq1evMAQX2fKdywm/6URmSmnvTwcrUzw5DZm2QGakdqGzw3ooAbiYkzLs0OKQz2sA2+NDrYywHjA6vnzhLajc7i32ovGMwrO9y1wpflQUctonXkPS+yV2PBRjKTL3Yjji+AonFzW8k61LkRYPzvKG6AlsbKFFZz7XRf0dYzjg0cI+0M7cZ9NP2WxI4V8/FX1zbh3ULh3D4FQJQFfJoD7oiKo7cYNxeFcD/tuj0WMZiXQBzkk/xdo8YsVd6/fhMdbmvpmQ+Vv55nLc/d9VXGZk/HmiiCvWXztyjA6hue7K3+5RmeMMyb/xW3vN1+LyC0OA6gbXb3CNFxqzGcTqzOec0fdHzlXHwWWaQopORA7nbg54mQPa3sDQMKXHbTq+FMp9DmQjg5vgo+oy1+gjSm+xp3k4QApN/DwpvybQNnesdJDhIjTF3JV7zHmkRHKC978uVE7vC1pehcPI99wH8RScM4Na4+yw2VyfAnSzGa+6z6LCruPOjJu8d7oP4szPLN6kkSGEZd8iS1g8PQ6JnsjJ5WgnKDkzFzyoL8De1rahCfXyCwMxSdk1cJgLYdE3o0k+bVHPhbWUSPFw5rmPrTDnU/fW+4xznxwrbKlkhJbUKp6aP2AWYQLh9LKQAFLIdLoujEHZGXdYHUaEPhc+ehIfFiGemCW+CxAH0/M5aqNTgqMATXsK7TQA/09sBquxLVozMQnnQrJCPC/Q1eecNpqe4C+m7y5k3b5XM9mNzacI5ioqvqaCXOjUXexsYFmlQqkz5WEe+8y8j9SwcMYqRABZgl9ZtE1ZL2KsjsIWVIzlE6HSNnJOsMqoOamEbeNwyiWO7o3r6YwXBLSaZXCCc6MFPoI48PIS5sKtllg/NyNSP/ah6ChDZITN1pC0QDgV2CtqDZRCy7y5nHh7tHfLjJ5mkIGXE7NEkh5zpXihi/U1pK1k9IoL9QoF1DmQFQI9luQgxE3E0wHpinWs7MPnjn6ie/tqjkLbgGjRzEjqXQjmn0rwvY4UqGQlghR+rUBHLQqD11cE0Xp+qrvB59o/ug1gKzqtchTc/AIcFSrCFc9OirHSaHQFDAPyPQC4vFxfMqKFJ4erqGb79n8KMsa7dAF/J1w9NJHZD7jvz7BCq+ET1VP/mXlVvvQunAokGhjdbiUdq8XB6ZSNsMG7b1voCuV2h57R7Ba2Rmb4JImU+aQ7LA/83ojgNggUtdMQ68NrNuUj1fBNNXXnRTruP4rT/WmXZnXfL3EtM2lBuNV6msYS8Sd+26hgJYFuDhfUT3Dpbb8g8/Ah7eByO4one3jFNh+H4qur8i96lkEkCnJ/Dq/SOBqD4lfnP086I1GhQDcQQNK4X/87UXVQb8YVcxjJNPe9i3eM8Wg9huR62TWLbQ5bocu+vnpnprubrnnHPNnIBK/SQQDpCBCZUqxvxXIFa44A1qt+pUoY+AKlp68IOrHmfB3Nv8pHw1snMPO/GmbK/cAEcNbsAMjA4vFn/dK8fN1WPx5vdR6Axo/rp8t+t3PJt8qABEReZeu4nzmJf4LaaFIpIRB93/q+pbcK59EGxUyJfN4R//XSlYwZDK5RYsm8a78mCvFDb0hdc+snMe5y5vmbmYm9fSXKij1liYz5b2RztO7m58VPujwHDKIGy8CnWMtgQwJEHSyyKQiq3qi8Dz2o6kvCQrHZ4MzQcZNhk3Nya0vKzQ/vITWwqeIMxDqOKbTJ1jMPPjZXleEAImxxZImmK7CFhhZd6D+Px3r42rYlf6cxMYPdqS80dzgJ82zk+IbXmzfjdvK62wbxBypoFCeAxVNNJbTZcoTYmwADnC/2Xzjwf0/5870BhICVhLBbgTgArs/C/SbCk1wucwx5qb5UO9tcE/YY2CTIQMQyM30UecfK2aI/TT2oBrMAdYgA+H4co07rzdRiP033gjX4ClMIEURNvE1+2WolnhpEfOdHJbhoOgHxpJ8mGkmpbvMTb4ptBxpZUCGOhNPGW/xG7uNpt536ZtxvPzSnmmQLuuuqppTE3PNXb7T3P2zbqMk5fhazwnVNtQIAmqMjEHo1Iz4wfGKM8+VM7wzUfJOQ/NZzNE6BT4nSt4Z+ry7FYB8ckB0rJ19I0TyWAmzLV8KZWTw+SY5mmNa8i6ljOapPjDOIOJX2AGj0b4/acd/2GwBnsQzUyy48qPgPByyRlWrG4c8wTnCPPMB2+6vm6z7IwXR8dsOiNyldMkaVZ5TwLw+AFpBuKAEOKppywVoiWzYAus9JVwk4ocL9dOQ7zdNh3yqRfCON2X1jb6vtc0Hv5a5WloFNuf2IkXZ84xvfl5gqdhB2xBHBrnKH/34p9CvRJBh6bphOaARcXevv9z/wKb6cPNN8r5ecAX8B8CRsU604dBmP6ntvX5JSoIU8B/GxvO67wdoWxgKnOUuVODTqNsbYmS5G4Tqt3sweBUwoU4KRTEg9QKpSSejDeRf/WpKOnbceL90erK8FkCGGFgphxvDRdlbRY1UTGEsAlZcgosgiDycMl+xjOUSqZbmBN6WjMU+gknfwSDOBt7oOZX+raOZqYgGvEmVuEFzRTffLkS63O/IUzHzc51tI3x5niqLr2vJt1twIzBRIbbCEx8e0b8gmfCN2GPhyAHBCo0c3XJu3c4x+qno7DFh6lMb6LxGazNnO3mg43TACnkfBp2lpb69mN3J0UxkFaRIZ4UNVxkbfPD8FohitLMnCZoNiS0F9Qm35Afw9gCSCntAqdZgjTgugLHZb7hWpborZlGfp2CJPwT9WVtJeqWo65DyZmyQM6cnk+XzkJf2iPlRDZ3lKF2qtqm7aepwdSqlz9y/YNCvyNwH5sdvy5OjcC3hvjtwtayC0CnaGAUTxt0nGC0CG2ZwpMnr/j1ZkqKY/kRVW9xQFmeMpDEZNFsDRpZ2Vr1xxjHOQfJezfBd4BPFoP+okhmgvDQDbLNH+z2IiTLBs/ykGPf5gxuNZ3quJH+q3KCThWB/w80r915vjQlTmi2Biz5QQcxVvc9ZnmDqZn+CqZ5aNG2c6XGyBgzYQ7IADzrraCWhjzorVi4LXKf+dll2rGNnHeXPvpOcTQ+yTOxfDAte6qqamf9Ik5Y7uheB6cswW1twvwquS9ywCgkWGEcfpvFrhneX34TPVkH16VhWbCv/D6cLeTu6tQnCnkXrdoFXQhtj1ymUhHrXjTQbjEXAzj1e5GbHGm+UIheEXnvjr5DFi4owJBWIKkHGVXS9O0Qeesp3q7MnEtYtz0zWZ28Vi7Y6EO4m21BzO7WNJr9f7GizcP/F2TyXOtmHntHD2YBaCKCQmmdWKpST3gMw5AHOZIB0ZTAuLWa33dsv311VNHBC7PzDJeouPOM+v6hQpgBdYKsDLrSYb1zxfue9w1oLqapRWxh+pQqrBbASS634ljhBsbGw43pbqSll0Ak3sv9LaEorOl3ccuHNziLPIxoS3AN44ih84tH3JXY3pjv6eltbk97U7UWvzAWQIi1JWlhF2yy0JbSjpiCeyUYw0AoN1zJAyQe5MY79R0sByDYT9cz9Ch0pwcxTCkjbeWeS+lrlmkAI5jL85kw1H4nusd8IEiNsv0MSq/dg4crbe/LlVXJ3bkSLujO4VXtNqF6bHKlwzto2UpWYcnZQHfSGey97prMhGPvJR+pLoSTAtXpsLLM7/hXknNAcLB3cMgE/b0PedY3OqMzs1DDctuKexBHneCkfKkgSOduSt2ewHMtIpSsi8qLptT1g8DaKddi8ACgW3DVmaZJJlBIqY3WKSKqgNtkZufiQluqtQ9aJ9f2wZXHHzbOc4UOSvlqkc3P0sP4fW1DUlV0EYXzw7oUbHNNnyTfshd5b9UsirM/fy5yslZdd+2XzrFzdFhX5O1S6aM2J357fLCkdHlOHIP584IywPyIkxNDB8my/QIs840VSIAACAASURBVFkdqEDnnO8dkI9VTzXRdPQr8OuiQJrSskMVm0XQ0XlPgANKBUCK0ukFbHRQpBg7z6acC0+f2Fe0wJGLAeK0JYWpSHs37eyXkgfCtdXTfVzpMpQXe1twSShKVkCdH6+ZWB/bBilsi7j4J63iX+Py4C219Znm/y1KAPNS8S53rS9oqRKlEKb5iE592YYi6kHUE1EUizISdyNE1N8k0zBZgRurJ4+omNmESGF0CmTCezrcGRa+mh8DdFZf5fXaNKTZryaKzRotgPt4yQDw5Dh9N9ctUgWdlObY7RS4S2IEn3NDMF7OAWYGgwVJIX7nzBnjSk8BHLjZs37Pizr2Ehk1KAu4A4klljIxldsVBbYKkBjYOUQAe3DxJFTxeQBnGjEM3MBmjkgCAurobCA+9BCfgx+unhamgk4NWWgyzxJcgFUgdzFtd9ahPSb8SFOHjlNX+7G6mWtf05CZR1sjTVPay8N4FcB0HAgMUkT34cs3tYGKh9m53kH82jlmxMOPKuhXu5vwxeqJcdTS23lJz2MXjacxWu3DDCkbLOhF/AxvZ6YY5G1U0MxIw3RJxgK4+YWYxV7ggf3Z6slYjxlZdB/aJ19jgfaBHteXebsKt/UqdJUD2akpXkO5MbDDQHzlfrhyGvZJPXxogpfMTQ0UwEcAlAHdxeZak3GMNxx5wdrsnH3xEKBtZIkO4jfOMWNUowQ8CADe+SJm4WHReyGnWwna4JlCLuDjFysnFgLUfgb68Eb3oXSTadOam/crlWW4V1oc1BU7IdhEJUucgW2/ECl0mc85cEa07bEdNbdm72aqnSdB/TjT8VYE2KCANcN6c7hfwKvmRBT0a/lC9SQQBWZLKQC/xtuKjp0PBTBdzJO4mMa5HVBX/ps4BvkYUGO5rVIcmohHHdgr+Qqh1YQA9SwWHbdym3tZB6LnLdWf3Ix5llfWNuMCrV+sbJfAAYYhSQxNSls6oF/F9oQnWA0vPXkL3YAHDKciPndGzlVpWW25vW4E5CRbnd7mLMRjvIOjUjH+2ZmFJ3h7QRv+1ytL/XWNaee1Rd746kcxBIlOpJGPClrxJRWcIMDl44vLyWcTvEpWy0x3qQ5Ux+MNPjl34rXcjGm4oXpqHOeQeAOE1Cak6csyyCgUhgkd5+IXNjHmun13w1Fp9O96FyCxgPl54WHIEUOPiigUFi/ythQxdNeP+aHK6TgsFd9HhSVQ39OsRhCNJJcq3waqfsKr2A6uXc9QCxPIRwADRxX4bRxHqMbcsvLEjvN6t8DmsV0EApjONsxROgW19E+dTCjtjk5vdxbgP3NIZh9wgy+wf3JXjcmsk3bDZgVEEqaGVuCncS/FWdEXtcsu83YdnQV3Gi+qRLfKV/x3b+KVPqnCVcFvnWPwc1mAvU22XWoTzvcO4H5nTiLh21gzeiLmnqs7ar90y+95CWCqCAtDvSrbYgQqaKIG3e3MC3XmoaqPIQE8bCaGui3dKq2VmfjnCv2T6kWgBz2VPSK+01L7Ur+9J4ptIrjFc2vbfZUdbWZ8QRyHo35qzKQlKwH3fG+7/qW3q1luHVTgnm4QwE/zdnlXetvH6wU11WNgr0zCPkxpG3bFCz4vpwXBQqa9j3b+dBUMxl8qyVMzJv1MY7XrpMHqKIAVGGbWHxsexElu27FmmWNlBQalnig79kWchzWdt47XAf/mSXVQK9wlpxJ4wY4He7FAPE0RE2uytExicGNluY/bTQjRc7xD266rnrrWhVxq0t5GHV6UaJ/kyyJpoRC/rrpyxF8gaT/N7WzsIdJFuEliPq+XGbnZ3Bl58NEQTYMNvnR7H3RAIyQk14Z+JvQMv9DbxwQU/tSyQFRr4RkRsjoCUajiQRGs6HZeZ0W/6Qs41S0NAOMBbwTw8noquvCSNqYqKya19muTTh7aV7lrRz4ajtX8YfG/bXuxZoC6lRfr246zQaZvVOCkE/WoLxx+4SzwcZXbZOTJhF4m96CHbtpiI96Zz8XzvANYiiOp49JbsX9TzM8otrK5/2jAk7HUKHSjQvY7wLkpaC1V08DjnElLeGnfKlPxhcrJY1THAXAQic8hKcaORmartipoSwI405d0kQuddxhS5I2pSGYUNTY/GjqX8GVM6LdWMP52Aphq6iU6MF5V1HEvfWM+Unqd84WQtRCmGuRkPYLX1jZYWQtbamgbFwKGqXy1sgy/S5/bN1T4drrMrtR+vLm2vqjPsjTj8kNgesetjWhRvnZfWNsK5lzule7mgOkLmK8KlQQq1xzZE/fAzpG05EN1Uh9STU1krne66yIOft0LyPzRVKibBPUo+Uzit1ToTwHnlwJ9LYDj4vfwiCo/Sdu4bZK81sLGsAW7mVYlzrhRqp1/6iyykZv4TsRIAM8kHHRy6/k/1HdIKzDLk73duNuZjwELYWpx93nK+rmgoxnS2AzYZNjEbjVjAWx32K7sLbb6zGSWUepsHn1X1nbgkFR9557Avths37nC23Hk2d5OJjn3X3u0MzfZIemB/kcZC95Q+gsLHfcA+b7Aez4gnZ2p2jD7584C5qkdWCszUyOhRa1nUnQsD7pWwP89kpqT6vP/dpKDpREEhqpKxioTx9ywEBNgBAKJIUffqxyLflSwQdIhXaniiyJ4PoCO6S9J9xna5yfhmO9nwcuyyCCgdMALcBcLV3Xy8jUgFTC7UHNpFcABNnNW3Ik6l5KOK8AuBRYm8Z9JOmZYu4YfT+GhUz0BbL6q9ypwfpFaAL4G6GTBGMxm+84keIPP8nZMoTqaWYToXU2VNp2R6JQ0TovpBUJ3YYp8qHpa5rGr7dJXmvDfBx+qI7f5Ti1h8cAm/TTXSeh8RejWOXnF+zbbLDc60/F6d0NRe5au67QmpMpuE3eNwur/yFmCy72d/kWahYA+TESSJE7XBj22+xDFdpUeFC/5mo8AVjBwr1SJ321vqjb9mQoJ6+SkEQbWiSm4Q9rKP90UopQVOVPgDbzVfbC2wZk+4wztx4KWV0zLuGP2BlXuAhkBqwkcb4hSxDk0FV9IRs2Dwu3VtU2xsiAx6kGBClMLctwsy7EYwFvdB0HUuHIUPQCIgQD2M10R+zI1YDLXuFXNztcuIyReUNvqs4VaiEJzLSsOQKxeTLjgiUL/yrFPwqlIYqbNRwCXmWvjlLYwAdysX8tZ1xbywfngBnTWbQ7lyuTC8pBMx/1yjK9G5d8zLv4cEiI23QHgicBow16gfqTaDIp/h+DUqPjdsFzWceadtQCmevmD7gPx4/jiTCLTukyFle6GQnPRDdUVeJP70Ch4yKSoVBlONxPzWyb0KvohbXMAxBb8FKoOwNzGs7KgtyeAs+BqCfpsPYB3Ygq+XD0RK71+n7q1zky8sfYQZvoX+fFdAqnOGNYvVE4ao8rjDcCj+VwxJIJ5NrjBm8U73bVY6kfgGZXQO9EAKvhqZSnt2FRIHhLSaeCQZq4BCc9bnKUKmry51n0AczO38RrxvbBKgWYm59ChwubbGDjnu//IdG1E4Fh/IPQEcNHbMcPxmz9sZhBqDcchktN73bVj4BQzJClx14FqNHEHjYaHMAn/1AAvaO5LgYNioNaNMz5jNv+htgEn6RGfx5X28BVtXxitMeGm40cJYAH2MOS84RATqs5eg5n4THW5DxVms8TTDvgvTXqAjTuVZSfTCC+EzfnIbfK/Y1+dX5BZk9GaxY5Ck554i5IOzBcsgJ9DsV4Er07aT1btyiqAi7olZcXnvPs1vqlRCL+i9jCW6tGyC2K+/JoNocZzbGX+DpmCT1dW5OLU8kRvL57tbe/kWBQ6Dx7OtMEmBVNYiEF8wF2dKEhlm0zF/3WO92PSGQdsq/yFdxArcBjL9KipXTrxGtui2aQfXlBudo7FfAziYm9vW441p/6jY9UamYWvV07oBBNZhvkT65nnsYFt3IRbkXWoJr6B6WSZWzlOBr2QnvPiX+LQqrIK4MhV6lWwywGqSqkytXfc2qXPdm/NL8uZqA33o5IkJWckWadqP96SAEwiLRgHIRyvcR/ANP/sjFeIH0w0Lgtl5CKdUxpBXtJo5M9lG1Og8pJCvwLGS1PDxO/oH90HR3KBBzzcgmm+NuH8pkxEDa/mYQWk7HjGOaPnMWb8USaOhhb2aNouhlWxVQTtUFE6XgJ6Ajgt+8dR+2d5O3C69mGBDvkvLxbGkk6Fh0mxD3LpA7TVcaFUmo09MsXHXKa38lery9CnVfD1Z7Oc7R1a9Xpvw5kx+vQdRVrDkOLGfcZT8z5CHW3O11gMeaHq/SQ9ilfUNoOv8vFSWteHFwzyjoXIdU/xdtcOobrnAWf2wl2Y4tzhLLCqTSghH22+NmM7S5WQH0Yk9QSwEZuMK3V1ai5a+pjujfGHfCGyENidWNXNoRK8+d/pzAdtnG1UbjWFfFKg7zDkXCkE8xqZiS/bTTY/MAn6mze7688+GYcjw4YAMBZ1JFwvCEPiWtzhLIx1BYqyAbdbl69VluJuseKHNjLEeXoAr6ptMtwK5a3GFy59KahCXyczQE1BWKHWY4dMpYmjFPu6vBzNnDKbl4IsiK31BLAttip2OjW8xqviu03IOrZ6L7Qf3uj5Eg5exUTh4o2e5XgcxdvGqtzuUMgdgL5WDDx26zGVEqARFTpXCrt/qS7HWV6f/+pnPKaNGMy/9raB8IGtRSGHAb1LgEEP2OwAb2iuQ1vwZysnx349zceQd437gOsYxqoGwp5ZpfjHRgkwzi/zdvmXtW4ufN1+pLrSzzBE9T7tvgWl+OvERlOBw4dCKR3byoJQlXSvxo0Fzk0AdztjDRckuepEsRV1dJhc7Fct89HGlxvq7so0Z6ucWf7hE1Z4wPKwHfsiLo9gNVw/v9owBJMaHstEHaNKdm9KzAXyh05REaATo15MCgz8Sub95uuVpRfXMZGiC1W+dPx6urfTFxQmxQbqVjAOPb05VwooYpQTjatbS7M0u81ZiO86ieDISzN9BYYa6WWnlYaoJkJU8Q0RbGEEXxnpy4KmzAWw1t2/qdOaiEhYcdbM9PYap08rdSmVOwkAvhQJf5lU7WmFyEc66YPloHnG4P6bhcwz9Dh/j7u2UzjSKFYwh/a11dN/vwtTTFX5oB2fwjdOSevw1TzWiXoEr69t8FWwVMUWWQQYUkMNQBiddKyi0xQvE0HeXYP5lPY7NqC96Cq3NBzSLor9DSuGVbrCmW0Uj/MSwImA9IveDb3x43EgTACrn2TA9P0Wa7wwbcPNCj1NICtj9RRRmV6uN1ROTd0lX4Yfch+I5dA2DGfgx87iqb+ROaDTWKeS1NPYpgBO6vWdmrkWOqCauTXZCVMirpWZRiFrjRdmmJqoOc57wtqFG4+xrwC42rKmj/CprgCFJ1eIuw0TCWBOFsCdJjFacXXicScw0eoXyM/Qg6P5ddyKvkWV9X9WjsOzazvwW2eOH7LBnMf00GVdgQwqNO5HQxYQxrLVZjzsAV8Q6GW2BTAdzr7pnJB6qyXREMRRDyf1fOYYH6meZiRkOjEhcOK7qotUzy4c3O3MxTneQd/BikAtLEnjr9vw53oAuxq/EVRiwqhYm/nB7GYCfAHASwGcm/qDYgfqKyhaIW2tdB2jk8Smx0QC2J+34jMieBXQyBIdg9pe1e7iAC9cTh01qe551VJahTAdtpoPMdolaUsNSphntUWOHGnEglrrkt6vv3Dm+3lxqWpPWpII4DivU4YqcYwneXuM7b+cCy9K11VPHYOUFneezL51nzPX96R/bW0jFndORhG3eyv1Aw9+dvZo7xA+Wz3Jd7JjknvqaQ42BLCVweqdbHNdnPNtiO+B9wLowmoVdAnP0w6rqnhYBEuLTgPY4GurwMpHba8YgqR05mjZGKp40KvhbytVXAXgSoN9swMAtQCPV8VpiQVwzoHZBvPqVUnAAev2UlMa6FlNYZFRYQJcHnBxpWXbg4CC8FZnke8N3ny5iEM/BeS73dXuQgwbe3zHEcABLVd6O/A0AzvwEBx/Tv/jzE/9+uXYXFOqcRmaRoFWtkLaPlU9BQTFYOHmyME3e4vr4jEOsMCp4jp/YMUhiP8K7JU6BxggHlcTVibe8VD4tzaajVsahE5WYFiA+6E4Plj/NAK4TAwoIy353OrKOHMDmh6lh3wnHQq01nRsBs1zr0IhxdCkwKuXr8amrDXGa12Beu9z1ziLDEEpqB6+rrrSBwwxLVEvbZshR9RrTIfrIz/R63lYHMzT8ng+U5XMRCTUXFhWK5suB+vdDuBJCS6EccYoTd1G1q4tIphIvj/ErR4A0BwcTlPtJwmrCeDvAIyxY/UEcGm27cQhpFklnTBpfO7MosU6SJAeDH6vzLv3l87cx6yTmWEv2rb4sBRWj/f2oQoPZ2lfpLcwYSHbgT6EMYIXmqvd1aH400kEeusYCzCERTroe3M/t7bdf+2SP6ZhT1ktXnCxYP/Bxe5bzgn+C79XcuKAYk8jHaBdSLmcyE85DF+7V8TpoyeA43CrVzcTDjzTh8Ds9x20KOQKzFsca37DkKO/cBZMY77ekPJxAM8E0BGGksLyXe7ajirbJGro53nb8FRvd+B+PmKAjyvMW+fVSbjHYp7lyq3OarzY/a27GZ+urkiqZjbWalieSq+7cnLAxNFqVdT33jq17hfAiu0NAItyLluPqkgO8CVFV0Ye7hd5+/BnZxZOb+Qt5uuKzj3lK/WE7O28lJneEMCfBLg4inbO+7W1DViu9B8bW5J4Kbezsd/knOA7lCUtUertpP2mbXeLswj/7RDH5pHCyxxf5jZKI8zF2HZvY8xeH13JgVhhZnkK4FiEdSXr60RPlHnmskRlPfABXQ+Ib+MKVJ9MH0joyCSFGZM6AVew769Xlho5S/H1x1CgMJXwJpmOT1ROTfoqLApspTYIZ9UU6NmACvnNS8TDjbC2R3mHmGlI+1C1I21DFlCBfhmdDjPJMvfamHOgjyAq3Rjb2zTFSFmQpwA2Z32vZo8DDQ60xhbTmeYPzmyc7R0ak/ItYFoRukO+tG5xFoPq4rg5dIkkdp3757bzCebV4vjl/7MAngccoXCgAKdz2+O8/W3tsRReDKcilndzaFjEhhth6WwM+2AirfbwvDYsQ4Y+Xl0xknmowYNsoF4emZSJ+jEvFkykcei89mRLEz4kgKhllLy0tLUKYMaLbRISKUiup0pLVb7tvYZ6KRzouIWWAoEw8uVK+tEI+E6epnbGoBBuDf+hIHiH+2Ao1jCTCSzXw5ECLf0Ux/awSmb56nSCjpiG9xBr+8UeIXCjS+tLOMBYp/B9prez4ys6DqgHKSG2N6EliS09E8PuJMiBfjhrHqWHzm+sbTTB9Rqp70SknfxMG4ttSnAX1UvN2yRzzekcpB8FvYePSUJj04XcheIrIjgLwOPS9GW7bbsX8DbAx29OfXjaJjikv8hnvlUaFF+C4OVAjLgQqwR0TWd0yc90/wTZdphliEkOeEjzZXe7s9AHo3iOt71QZjF0iCFEjcTrbWkhcMWF3n7/MkFhRy/xTiWsX9vOXBS+73fXtEumkOuhH/fiUOii2x2cSVIOZ6z6ju04lGSKDRjKWGFJxEL3XFxbqeLWnIFLkkwxUZu2Kugm5JREHVtsFClg6fBC9QKA2RbHDe1KANom7ORry5rYCdI/hQ+hBO9zjhlRTXIz8FXIPwH0ZRHsoIc01dKmhZeGy70AtbB9K4Yl0aO5uQQXksfrXszVUUAY1PI4TC7QxmN7zEAMlfqg+0DmMdpBjl1K9Md6B0a8wZkWkmpu2rGTeIGb8rvs9RS4i682Aew7gAk21Ybx0koVN2edLCfFGU0Evj8L8JiMhfCwr/0VrMhzTxRuA27gg1Jwhme3NuQGb0uiOC9j1TnVqpkLecMp96oZcoCe1Az1KQLwI64ANnU6oyr6c5WTQznQ6gHtAZ/5j8oynO31veE7leOMISczRivzaaegDTINtZoajtUBrNDD2CDTreUoNtwy470az7EbPBffdibhx1Cc2CUTPtRQvdg+g4/WXFxWqeLZeeN0Fy6AufAN5JRdIji+xGgxh1RxsIGn2iX7tUdmwAHGxV7s7fPBKZoBG4huxbAnljSoXGGJJejkxCTuAdZwRYG90hnRikLo/e7a2gwMVzqtXtgLmPXbeEDv/x4WX3JrdQlVecZJbZ/jbXcv93bZf3m1TCzuJSXJrs7JZjlCWt7jmfBEFH0q+JzrgrZVVKv4oiF+sUn3o+soDkMwI37DyBZrFNgjitMg4dj0kT2EVyBG8/S8H1hFCODu9ShUDEK6GrM04d7Mr1nj4CI2rJH92PSgm4WaHq9H5EneXvzfyvEj0I7NqFxzMYR/dNdjvsUk8gxL2izTfOH+lcoy0EkrqlAI/21tM05XQnWPLc2vxpZf9c3u+r0r0T8maYYCb39D9dEzBbgmrE+q7CejBuJbsTjQ2rXumoG5GMziEB1Fgk0BrMAhqR/+o4OCo5hert8zOSMb2sY1AB4A8JIwaMRysaE9NYHzYRx6G/Z0Yk5nfqk0pasIAWxKm1G9JAth1HGv0rjkAG2bncKE+DttsHTs4t9tlu86x+E2Q3swhfA17uqR/LQBHaSdmMY/lUXYJ2Md98/zDmx8lbeJQtM3PAev/bWYueqPzuwtAlzebk5EJOOcB+AMXuLtq83BMF8EmZZ9mITrG45qNsAuxlG8bhJz1+2qOAmCkxo+MZmunc3OfeGoqE60B07mAtjGR2VzoSdCX214HunM1sW8aU54bmUab6w9hDPavECTDkC1MQEkaNtk2SZTcbjDZfwybzee6zEg4ZESCFQK4P4xKZHrGYmCLFNUfd9QXYEjjVdtFN1Jbb6tGMz06m6koTo6iMrQFNTmcGyq5AMPb77ib3cW4B5nXmcv8Xomy7hZraKm2g2/x/1ehz0Xj74J8sALoWc0Mi/5qDAKHC/Aym6YdAiNcfnQVdPMXAB3FTdGEzuy8EkvEUnbdTHPiiTdE+CwLQ/107QfZ+mhULuwAgMyoiInJKUzGdBIlTm9kOmt3ZxRqV0eXgJsMGvSEj/BSr3w9fvh6ml+/t6wQvs2kzDw9UyheG31dGPhmzQpRitNHHs2XLzJXU9F9vX/XD35yJlen6/2pq2dNneWO535poAlYQfwuD6UU3xEfurDIPdw0M+Lqnq7AJem6LeoptbX2dRkFXPCicPyOglggnJsazhGxaTHXnVVHBWePdI2GLtt1hl7VPR6mmAcGPmgAsHEuNitMg1ztHZwCyY9azkG/nKnTH7GKXr0fAFl/9gikF0KXRT8chSVMRmKQu2fip2n1I685u+w8fP3Osf4TlO0IVOAfdVZFroUU1HzgUkCgW0aupMmLSSF/M3OEtwVgi3N8K9NmL53UJzVAlwIjH6GZ3QQTrBtGjrdt3/TlRuCX14AXVitYrOpT0XGDIwjqHKJT854vpHdR72AoxjG2KnNOeR9tH4TiuRMr0LeHMh0jcMO/EZMN59kgWfwQAO/fxSgM4XJDpnqvyobSdy3HYcB5z3umiWdwYf1DkCIvFPPAB9SKIBp021F+gJwsAKdWoP4icp5EXiz+xA+UV0RqrJtZD8aGSFMAM/xs+JixAEt6as3QKXii56Xil4pFQd8AdwQvK9Q4PJOdv8Wynne8zssdFH5rULxZRG8qgjO5ulXFCWAi5h/b8weBzLhQIgQ3ua4uKxWxQsEeGucEIS/q23EOcqER2MLcaEHUInMj0s76L9Ul+MN7oZRaunrq6eGClnaaClC+epsLnScere7FkShZuEp+qMWoI4FOojX1zaC9lkKfJYkYVfjEZVqHL3GD7luHUiiOgn3dVF8b/hnVJC3cgjYUj8ME3HENTv2BHD9wNIOXoNJXmYH0uKXZiKBep2O4QABXPiPMV4Jfh9P83biSo+hg6MLHZ7o+DQHLv63bwdtX4gCtV2mjsFvbheWQwFM3Og1Mgtfq5wwyoGr9TUb9MEXOtGkiAbGtI60E8cp9IC6y2Hvji+wicdMZ7ICSpLvsAAyixuSqFk1F8/rFN87ji4beTK61uCb9fClLARw0hg2tvukKqZD8JqypKFSYEjqSQWMiyq+JIIXZwydZkxPCSt2/WFKZ6Or3LWYizrkI1+zv3Tm+17OfCW+rrbBz0yUpIQJYGJdf6DhYMU+b6wsH0GHChCk6LW9Ryb7wpJBVHzp0nb9TnddO0znUeS1W5SAHqqw6XTF132vlJIDsRLLlHIGE4yoLARwwMLYoSGN18gv24EFxFibQg/4JEI7xtx6VUvCgbAsTQFpF3n7cCwGxqh5W0N2WuEx+ftHqqeNUUFf4e3Es5te3IShJBxla7rGIGUhw5vO1EP+iznqIhDYdPm6fV5tOy7Q/aM4bBMooyRL1yOjx4FScCBLAcwJJsmIE1twt+HkzQpMiataLMWqZEdElFNd55EVNG9aV8NkN93ie+YL+bHeft+Ja54O+a/SwHGJ6mAKSCrA/9Lb5QtTCsFvOSeMIpxJCT7srvJVzt+r1AGeHlM7gK9Vl+JSb48f+9tcKDDpMf0Odx2mtgET4Q2V3ssUvny5M8MSC5203umuxVIwuAB+yFM7m3Tx3J0wFNA58DsQH72qs9/f+GYJ8wOfFgdOtezsyFQAF4lK03hNT26EQETGaCZZKFXsEwFBBkqnk1PF1qJDyJLwtMA2SU0nVkgmQMV73bW+kxQFXhDrOwmer0Z+tbsJN1aX+6gUzeUKbxee3ZJ2kTbaIEVjGHFUUX+yugIPt3HOplNX/WIA/8IQlU7RCgMSdJKDPdMtEWxhoVq9BMuTRZNbFCCc6sVZdJ5Hn60e1pkJ4JzVsK0vu0IP06iFzOHg4LunzylH2sR0r+4oZlr6XRX/JYLnW+ouUTeEwKTAfUjq8MvL9TAe4x3E/c4c3CtzsbMekTSqhKmgf+PMAVG02hXTGOFEk4jZKM23oIoNIghPCRWTjg7Vb1fgCZmkA7RH43joKfk5odieEPs7+ZjJ0apPlwAAIABJREFUOT5qzCwFcCfP4uTkR7TMM4YrxSSYU3ha76NOzsE0B3ebUWkuoSajc7qi5CRHtqRKujmulmkUL/b2+vjMD8istin5mm3RVD2/zX0QdNpqV77hnBAKnhFFYCPmPxwJJKqx/d9zOTxVsVEEJ9knv9dj0RxQxQ9F8JQinWUzE8BFMzfO+Bkc5kbDZzjueFdX2fITMFqn0EqKnRAsTt7B6JZVeI8gKId0OgU1DKHix/g2Fwpnhhgxmu4eZ64wVKjVJtwsqajabgd/GTUXhrkIcFGJU4ZGTWFc/05fATpp2Ci8DHK3MVQuaenkpGjaJzOTvaC21a9O/wfim7cr7cajCYffCE0vNKkEyViIHneOd4j/5nl194cx31anxC2mcwjqBfQFSV7YNwUw0QRsJziOS9tErj/eheV4XVvmVH0NgDqqRaeiYFw4M72MQthqFaRJPvZneTvwdG+n3xWF693OPDCrUXNZLzP8FzFDpb5TOb5vO6ZE50QMmc8SDK660t1x9zerx7/yWB2oLtFBXz3ebCNuth/f48zteIA3H5hrZSa2yLQxF4xmMlifB+mJegSbZLrvsBZmn7Zx8LeOGyCVNeNZB/bxqAxb7KsVoIGH//negTH8C9tGRGJjvDid8FovYEF9So9Lvd0gOllzoTgOa0Oal+kRMF1mc2EKzDO1z/fenwTFz535+K0cg5P1iE/rcANkptHGvwiH8Zv/9j53NWY2NDEHMQkfbWS9CsZrRpgLmzdH+5D7wMi1szm/dmv9dtEA3B+c05tqD/lNGKd/u7NwZO/wsvoo7xC+4xy3eaNMX9ovVf8Gw/6O16NYHZI+lHH1TKjSyju247rOUXeMuYj8fp+7Zkw4YPe9gNXfA4WpCaPO2m7+3eQgsT2/5o+XHziTFbBEOf90OmQbcJEjpAZgFCFwj22no8BBqaukQ4Sm0ru4bwCVQJAlfpEzdpeHW90beR5qMV4w/NiZsrA5lOmXzlxc5O1v20sNsuOj1ZWf246p/dO0dsZRqbya607e8KXQju8CxfvctT7WdPONsdlLOsyDOnhts28eWvQGDxC4Hu/tHYmj5kuLiSbaOXy1HrBcuLC8yJ0O4iR7t7W/5oxOnPsXqifh5e7DPqIZaW+3L8lj2veX6lGcood9JzfWpZi7rkUwNdNJCJSr3HW+EKIA/kz1ZOxqpCQPhCvF8otqW3C2HhrlwEcP/PO9/fipMwJH7ndNhz/Ghq91ZoIe880lLCMWL4akn/zmK/LHzuK9KvLLE7wj8+6szL/4Le560FwSrAl58dza9jHhb63hbBzrXO8gPl491ceepIM3v3/Gsk+FN/yy2sOTuMebC0PvGILXWpgBLCwagP4OvJA+o3FJDdoF+5a/NTRI/voFDpDsj2O3gs5Q+HI9uJbNzpLkz2O8g8PP9bZN4kzucBaMRBmwn8d7+/BXLdEKpCVXAdy8OXk75m2k1avT5CNpUh2MCbKIggLj7ZkL3I/qYFKwj7Q37KA9NzNDQYKss/yQyA96wnIj3ucc4995A2hDE96E1eFNlreWYNwNMgMPyehUrxd6+7AYg/i+kzyPOdWoCtEqVLipV2g/Nst00Cmonl13tHqs9XBrTlbQfLBzs9dRjOul0yHLUd7qPog/OLP9sZfowMAemVJ9fm1bNchCxH3HbDx8LbQe+IHwpqDhIbJfJvmwjs312qj6jDUZzfuH8JHBAUCvZHonc1+YFDppva324Kiqu2UKFmodkrJDYYjez79eWXbZn2TWFc1AHeQ7BWHra/wybxee2+JtHfRP5zC24+rytdFcCExyk3OCfwA+ydvj7+XgsG6lr/WAptAJLiRhByzbs03zSzus3p9lFr5fOQ5bG+rLdt8v/50HJfcQUyVyzduNG9Bej8tT/6Dmi7yVlzykWeiVzhdvsAeb5/4TZ/EIvOjxGBh6ubv5/v+/vS8Bt6Qoz36rT88+MPvGMgOzAomKOyIJoIhBxfyaGHdN1BgImIj7n2BARcOi0agYTdRocIsm4i9xQxMQwQUXJAgyw+wbM3NnX+4yt09///P2PX3pe26f01Xd1cs599Tz8Awzp5avvqqur+pb3u/Xzuwzp8M74en+gTGQpmH4GPfICjl2fJuaNvkJ/qEgAxULaeZFlq+3ZTIQnLFRQcE5vsnbiJMxMEbgsG00m1a7zTMI5U2FBLppXgp4XkVLXNIR/r5HTcGnaqcFauQochtpDk8HfuvtyiE1CdfVVqM/ohpn29fUt46DhuXeWOvMDHwieAFsLvz+qTWIfm1hnP5SGeDZgevd1cHFg4X79or6RpzUSCeaFNNPwBqe4bxkUGbF6S8SBTCJoyNIu9txOLFmdUc4KG+3zYcmieMm/68YXFsdVRxvO6v9o/iwu5KHBR1oPgZg9xTxLx9SzopWi0hQgj+p78B17up7hlAb587O22G7S0GaG3b0g9/sTMfrvC3BYsZ5o17k78El/p5gwbi5yffBhu2CHxM/8nY5ZOPmzVseaXiKfzD4yOLGJT95SHzcXYFT/JEY0IedmcHmi47H9tPFx0IcH96tJk0Kw2V4277S2wjaKmfA9yejPrqvyc8+TMYH3VWj6fHI5wtjYlij9BPzOLR6Rm+irW67VC29ur51HJDEWjUTTC/YXPgBfal2Ci6q94HrwjKEWnC75TqE14XoS4sHBy9H/Hij6/q/6sSbPaVWne/vO2UHpg793JnzxOh4oXZhDo7jLd6G0YO4WWrz0CDfV/j94Gt2NLNuo7Po98iDlq+PaHpDCkPdPMZDcAY2qRnTmoUmVY5fr500GhvMmOCrvPXBIWlaSM9P1Dw8Tg7JCjnW1kAZFUQEMXmDtyV48XGPtRKEvEhS5Uf4T6o5W9Uj5VyzXzuzcbm3ETMaLyv2/Sn3NGoN5Bx/nwrjpsM1j7Opx/GAQof9N6v/qcJdJMeDy2grBTLPO14IKcie7h+w7rzaTlBEf3ucf6Q+F0O11oruEXV2Fisz2/PCxLSUUc2Nyb4KgWN4waYanRfY5r7I011qCihIW9HLy914r4qxlCQJWRO64+qOE8C8+V9c3xPYkqguusLbOBqUT3XJV2u8O9XGJBPn5AkIsEYOb761dvKBM/0jZ0+GHziE8OVCwIA/qu8MbmXR0gzszoOEC0Mhw8J+W6mkQlXJiApF1j3f3/EihdrenZj+9c+4S5/JceNUjhTAhAn8z9rJ9/yPmj9OABPfl0KPrwgu8E+cOaByLnwZxX3gvEj8h3PyOP4SrJ+H27n+fr8GCQRSdAO3EoRhQvW4BeN843KpnilHB5fIwI6lMrCCzgrhrS0u400c33lzJ7+j9PH/aQP5fG1p8BKhgOZm71NT66dI/4+G4FxgAuwf3cyr/KN40DnRu8Tf3dLLI1R9NdNLmydtn9GyWU0PgC7Cl0D0t7AfnY8lqmKM1qe9Z6uaNrqnGJP7F97miCBVuxwIsx7NarWvaT+kwKRjSauyX02GLwofdleMrmF4saUApCAMQTL4PZIOfjOhcOSruJ0A1j1Aw7Xit8ALuN6bvDWHfWDAaZMVii0pong4R8fUpYMvUWp2yOM/rDMqJb7Ezb/V/uCa71BTh873901Sje+33R7aq6aASS86uFB9kco/IP2cxQNUek+v9ANXouUYAcwDmHizYQgDX1ytwhn4Gw/n/WoSzvP3By+2Rhmnimv30TffMOhscJ+ajbkYooeafNRdrpoTkEeFCm+djVANX6D2KMhifsi8xYU0PQbPVwvADkbsWGrwBnfV1O0RMAJeLd7lrRtz2FDw8DJymt8fqDN4o6LzQLTQeeTva6tHhTR/00n11k4QttodFPY8cGlnCfnSPJbOrU2nTkgDtRXkQ5Oq6T4AY155pju6eZ3atechSWFP1VuzWs50XBv1Q9Vjq76a+cvLLFVaOrf+bzuLYhMexF3++A1+rXbSmIxKrS4RpJV0/9CZH5CdJhuSDd51WB8DPvy3OnBuzvj467Bp98gtggPq9a4nFKYsSfaOIgiKjBEI8vAgC9XSkyByjr9f8SBjWMYkTbeVXzizscY/OuYA5GFOb0reuNk/7cNp1Gx8bVPVRKEf2qx0D7cjcI/9zJk7VUFqOm1CtYmJAC143XrDGXDAh6o7kDFIap+onY4H1djABO73V9a3xeI6c/8128728SUNYIE89trm3vlIbeWo/V/nkmgwlZRVO+IFlNrJLiVT2jVjTM54dZveQLoKkGhvfNKPR4DRG6/Ta2n7daSdqNqC30gYG7VKjo173SXd9NMOnK2d8qGhEso2RiGt03wQhRDWGyRfDhzApHvvcOY/aQrEbbYbfsE5NdC6hIUamyRwjVbUhq9hXtg+4K7G4aYAgjiv13xnPtK7QB4C1GcFtW8r1G9XwFgA7CKI6LwxxId82YEiJnRS0TlbEusIMKgYXTMxy1AD0TE3tbzaj1+3Ci2bmCzvzbrHgRw5QEH4HWcR7nLmB/Z2vmyZ1pDak9CeTvs9HcrC36NmoVakUZsT5+lJNT/NFr9Qs0EbZXMpTwDj9smY8aoTsKpvLx4400H9hob98XxDVW+iEMlxOcvo2tKrTPoEapMCntZqEgIZUFD0a5iwRSCHFGqfAuQvAWkZx5+WQSUIYDkgUAMKCAPQLG2otCzonHYKYGLoyiV+6AwOyj5AjXj3lVTozHedu3pcPl3GFlI9HMJQUhi/0duEz7nLwLSGzfGNJD/qn0FfgM+5S3GZt2mcz0Y73GeqrQl0wPGzeLZmYOdOgfqigvx5EOXRK5XigAP1Mx/y9JyJqpJ6v9VUmZ8zGXAnBaNKEMABldsF6suA/3wFdVYKuidkEwUcF2DyhJx85knLPYB6vKaXZy52L5MkCBS69Amg81az0x+FL8NuGLKyVAYUka74Aj6xAYYQ9SVoN+aT/YNBONx2Zxqu9DaMOh+GqQkZkvX12pLgdb5IhsBkEQxD65WJwQEFNSSQPO2/VRO+hWtTrAtgBXhC2L3kYuNWUTjDkqc1UWrIMKCaEck6ZT0S6JTDPtQtDuQvbIZImArguHA0Ct9PuqcH8HnP8vtG4xj5ev6guzIW5CAKxNBqd54iAzhDjgZqb6rC6djF+PNoCeOeGRlBJCe+nHulx4EeB9JzIA8BPOQDXwTk5RH7QZ5q5kqnHky/NL2WZXJAILcrqIvb0RCiDvF12MqDPhoSRKSrG93VbeEs6IVP1CkK12aPfMLwfb+2EJd7m2JfohTO73XPCGLnGc8eIqpxDj9z5uL7zoJM4PpRXrzI34mL2qQ8LHPtemMXwoHomZ7mfO+Uy3quzKQAJvNsm4DSqPB6C5LrUnd25wLsVggCsE8DVAF28NgX/igTk2K4KSwJ5BAH3h92Eoe9/Qf+7kB4xhWigREMpV2qwRDOkX3TKYsAOWzDvzd7V2fZEVRd0zksTdhelnEttmWCjJ7d2SJDe12Zc8D6C9iAhIjAlXodeG0N6t96qc4MONjhVTs5xCFOnRyCvkdxrNstEVHFfunMHoXnjEuuELanSpig+s0hS839hwI4LnkBEea+4tiL9iEiGenaqabidDk2CglogjxW9BZWwBcFOFlBPSNn+2bRU+uN14EcKFMAj2GXQF17HPWvTYb6sAPn/Op+HKqRxrcDV7tSJKtdQ6g/ezJqLwHkXAWZDCjmms3T6cMaB+IEMPGtn+YfDF69rSBUgZFkQhSQr61vxUIZChIwMPSIAvll/vZYGqk+PoJJsR7RYQMilv1H7ST8RM0N+mKiB5bQKYuC8X3uGaMYz/wtmjmqVeq6VkxrTkoR4oHTI/uNEZhOa0y301Eadamdke30QsM7NUC2tZZ2qMupFwXlS8WwHxQwLDDPzBeNZqmMAAZw21yc/cJduH/hZMiG+DRwOa1usd3y5U/vv6p7M+dqEhDIYQX1KwBnP6YKlHox6uVsC06HJwJaXO+urh83VIfTcYl5Ti8bgyONICsWGU7npmbc5dC2S5vu2731UdjXcRNhchPGGfM1TYHM0px5hk5WFNJE/X+Vtw2fcJdHkmSM3BDSltVyFMztGzps0YOb+OvRUk1wn7QzttaOglXHeVV84NdORhhYa1QX19E9zAtU3HDFjGQogPNDoBLgdkDuV1AvGbHzpS9Vj5dVUCLB8dcrncCBqCNVGAI0S4b9RzBzwFdqhskcmCiBL18dTOiwX9p+iQ9Nofosf29LNXRc0nP2wbFeV98CCsew/MBZEKTeI+JWc05Yk/k012XeYIk8zppV4Qxxmga/7SVibJ9qCPmGwiRNt5BQmaqfWUlMyvt3Ae5RADVkWfOC5E2qUf+GAtio79IqC2SdQH3fAf7SQFXDi/+jGXBWTecbfWF6gGwBVMs0iuM774zXoilTqlCfApeLE6Yq+29nweFDmBSAM7dKWG9CN52s6GyVVPhSvMNZID9wFqgwpWcrPGjmWP1obTmYLzVa4mzB/D2005qERiXR2+r3aNpGOm0l2bGb+slVE5N2Tr12xXJAw1+kE/bJOPNHVwrgxtZI4+VY2iJSA6CAtmEvMVveRix1kV9SafyNmySTet/r0J9X4VQZDBIaMLsQnZUo/J7mH/D2YtLGDWrm3QOq9hqlpyIMhhLAY30KH2ZBokd0WPhv13oPx74Cm5Ns8PV7lzNPpsJXzPq1EEPj0gPuwRS8z10Tm8c6KcEKBTFzajNEioXPCy5SiE8btRHb2CjN9ETTDdJW3cFe1TbY0+sjlgNqEJCuxKPuZgHcUZtZoG5KAcl3p0AWGqKJpQkRa8fLJKF6HyArgKb0Pu1Xp5DY7v9Vs/CpWiZrR8tZUGW2CEM/vspb/6afO3OmNqt56WxFR6loaQ5tolNTPxwQkYolfEnyytBIwRn8+ydrp4NhT3ElSQCzDa/ltEH/phE6FWYei14Y2jiVGX1nnANzjA+qWnAxiYKEVCM7k9F0Or3ynUyCIcDKvCZiCU1rc1azZF7zy9pvTwBn5aC19plsXUlCMEIlHdxMVN1ZJqh2CfxbFNTbs/Rioy0dkn7uzMbZ/qFR+2s7wWVhzMM3eg99agaG354UMxyO9X1nIb7hLIkdulmVzPmE+a7bzaM5x3e7eW1U0/FzNZcv7jHVXuDvCnII2xLCfFXToYyXiO86i8aM1ZwcYh8m49fOrKCOTrpOC+s2Ubo4ALiXAsM/rL7jY6azsdLrOSEF8EgqNGxPQjrKY+UMHbAMBGse1Gbrs/GqPwPApdl6stOar1CqnP/WWxeE/fD1RXtvHoXeztd5Dw1MggS6XZ38zXS0oso5rrR7ydL+e527ZlRt3Ny+OZ1huzjdVpcFXg5oL05bRLBZqbHOlXFAJBT2jC9moVr8g+6q0VQRvRdyW+4bnRUM+xwJ/zM2e6XdAkW2o0f5gCbue5F0jRsrqwBmtu+qh9PEMFj6fKivOsAbOiXuNL9dIncC6hyMz/mpGxbRjrQ7BepOBbk2P/r1ew5BKhbKMPrUpJYCS7/H1jXbgWq0apVWAAfCSk3DJjUdP3AWgq/G5hKqryn0Hi+HcKrwfIotcgSuClMjhq/OkHdpeRMngOP64sXl6T5dG4C7nXmBs1i0hC9kagCYQYov6V4x5sCggvqiQF6DFHGsxqONaxDEpU23ibMeQ9OAAA+0S7eYfR7Ze8gqgLNT0OshDQdagQkY3YI5MLUBhjZkbXrpuegDL6kB/6/I8AEezKEHc0isLjqV9uQ0Kurm2g1tsA+qE1vaclt5MzeTwRf9+93VQVKGOCHM3MO0Lbcpg82XscNw8QF3TRYV9F4B5ikL4BGMK14qA4E3Op3m3uxtwDzwHdArJXLA6NzR8Gi2NJXqq667TQAbbQRLq9zrpg0HLCf1Hqdx8eDgHmdukGSAQvdx/iF81l2G3/GPBC+kUBAnhQ814M2s6qN1EhaM90KWlmrx8BV7gd+HuW2EKB2yaBduLskOWfHepkx1SPVzsx1Y10NaBIeUwogh13JZLsfw1vp6y72W3Z1aC6jvC/w3qPGaKRpNKpUXvDvSpAbY7wRCsXoGJO2kbhPASfOtwu9HOsE2UQVGNdNAtSPDg8I0eAzt+Uxt2ZiX2VT4/iCcUoL1+eVOh4djcEFYyvd4v20rKDm/NPjMf1HfHKiRW5WUAjjx8spwrY1qBupwgtfngDj4Z/f0XFX5Ovvwvd7DMg9DLQ/OQThDU+Fbgzg1SLmqQ/64OgLZrKC+KpDLVOvogU6H1EzFm25r1GkCOPGQqPoCKci9AvXUom9aJfHF6nrRQejfaksD4P81cmTD3c78bfeqOReUNLfYYcM0gI/3DweQk0llr5qCD9ZWaql3ab8lVOUKOYYntBDASSrod3iPBNCULET1+qkzN/AuNs3ty7Vg6kP2UXYhutiV9Y0tybjdWeRd5O9xnMpgCcsOQJ1cNt9645fPgU4SwDzMGTg534RtI2nsMDbWodEBYzUBLFDAapM+s9UVL2fng2zkVaB1nMcw/+16d3XgvcwyBXXGx+5skHtSGWQ3wy6SBl27b5RewjPe4K5OFMLtUhVS8D6kTsCttSWx9t9wvCgqVaiWT0NzEQhaumvKi8m7vYdHbdvE6p4GhpIDtP0TbrMV+lYUZlR3vNb1qMJn6RrQiN4rO/umaNtDBwlguQ9QTzTkR9sNJMDbALVIQUqPUzWcl4XqarCB2kvVXKF2j3bEx4FR0HGIqtq4EJ0GRmwpIO0LZCgAlAjjY7OEydzmLB4XExvlU5JXNW3g17hnjCZgMNkgtgSwaTYlExqT6vJiwRjvXWoK+tQUPNknEN4IdChf+JxjtIT5mvn7EhnES+s7wHCtXnmMA3mr2jV5zUXhbcoIc12z79KrdZAADvR5Y4Fu27KvfUJ1Nq0Dl9aAW3qJua3sQyvq5riXFT1f+UqkujamWBk3DQdeU9+Gs+RwcMizZAGK+G9nwY7/dE7arIAnAQ1cyAhR7VIVhtUIScmLCkOStqrp40J44uY4E179am9tzSQ5BPtpvigZCV/BsCi4Nryiddat2YM8ziOeNnvGh/eEsA5HU9dJ+63eCaBSpqbUHGhq2CkCOI0qRCeOtY8qaFvMtNBPPyB7AJwyUdXUVVJttltPHYGoux8iAsEX4Cdq5KL5lGjolgmiFccliAXV2iGmcytaZsK/8QbvgZcCWNaoo/2thaYCOsO1gsLU5UHe9eJU781jMm3iZfVNeZPS69+QAwLwYpoPZqwhLbard4oAtj3vqvZ3XAA/LvSgqgRnoYtezXc7DKgZ8aoNARii+MBZ+s+r7TT4Q9d4v51i+mpspufXalaQ/IEv6GbAiTjaL/L7wNAmndIO1CPS/oDnYc1nsR7Hcew1gJrpQN4tIwnftUunXJqSJkQB/OL6Tvxn7SQsl/4AKtPUOS1pjN7v4ziQ+CpWwH5hWusuLD0B3IWLWpUpCXBUBYg3I3BG/NIeVVMxWXz83JmDO535QfxuWHjY/VF9J75TWwSqU6tWBFi3QIa+//b6+stnwhsT6mQKLkDnH9ps+frVLcTueq/3EE7UQH/SxLm+EQA1LvA8/NsncT8zPn1Ql56wXrM6mvZqXq7CIoL1SmF5kWAspnOgCv0s/zAeck4c1RoQFpNe5zZMDKb0WK6fKOQsj2e7u/4R5KzuK6YCuEOhJ7tv4TphRnGYw4Q0/B9n/pik7Z0wF9L4Mm/bzedh36o4DHGB2gXI/5pg697qLAmgI03KWIep1h7133IW4dstcKUb421v/HlK+PdX17c9eI7sf24LetqqpnmR4uWKscJ8QTYhcd0WhweeB/hJhPa7ARwD0Go+iWw/xz+Adc6M0UtSFie7xMHiK9QBkQRzlLbJICUNvWY5csBQAKsNI6nleqXHgbEcoB1wq5qG1XIUc2Q4eNn+wpkNviKiJSumcJl8b9gI26VzjBU0rWhOwwtdj2W+SvnCDlMZhjQwTzGA6/h3BYzB6GY4z1u89TglwLEfLUT8+KmJINuPSbjZXR6gkU2CHLhXzfrSfjXlioLXjpMg3RemHdeFjCaCCPtgOBMRxYhTzUKzSU5qatIfJPIQ4Iga+f/H1EVpJ9VrVykOGArgStHeI6Y8DoxRaTE2lzG6PPSpl52JYTAWcyp8RIEfysBjtsmip8kBvLa+tV2XjCs/Ny6si88UQjqSJyxH4Q5e566ZmpTij/Gs5CWL6QvsK84pgVd0tAgwVPPwJN/FJYhRNxO686+9DVgRPB5Hy/dMBDBbhTCgjfjt+kFMMrIrN0amepyJjiuTjJ3rQa+FHQ2S2sVmp997PayA9LzrrJY9AdxZ61U5auPgIKNE6nifVm1StGHy9RO1TzNM5QPeQ6O5hE1oDvGeeVFhqBIBPIhhTRt4UqEa9KTGi9QkzCl6KYoZY1AEn1YKrwbGYzSTvqvHhuSMS9CQRHf4e1oHLSXYKorRAE3pkHQHLqheMr52QYT0hukYDkRT0k4AAUzMPpULELzFFe9IJwm+bt7nnoFjZk6zFtlmryteFOj1Oh31QEjSM5ve2JwjgRreUN+SOkY0TghRTX9AJYe1p41P1UXXasVBjde+FvPTYF1rdVyRSs0xxrxYuQ0tRzOJxNE+TY5V+0ZREb52MRlUgdGMFZgXJoIA3gCoiWi3zl2op33dVO3jmgwfjOttRkuijfY+Z1agRs8ScvQDZwFudcaiZcbBWLbiCy8Ff+c9bExDGhtzSMOr/G14hr8/81LxtLnRXR3EJXdriWp55mMIxAGf3cABpyaC2hTaiRkrTT+CXulxIORAgQJYRsBZodLYglKvmILyBcJzYEI5MCjgXgkAPdCMk2xFMPNl+Lna0iCOtdNLmGO2WQBTvb5YBo0FX5QfVD9/una6PKRmZoL71HW+io5N6E7GA5sWXg6u9x5q61ykgLt9YJUDTEqK0SQP6LTETFa/dOaM2k9N6ap6feKTL5OBwBucWhQWhjA9x9+DJ/qHAkzq3/f3jglrok2ZArpXJiYHChTAE5PBJc+aHqyp1O8eauKWzJf6AAAgAElEQVSiPkZohJL7f9UsfL52airc4ZL5MW54ZtK5xN+Nr9VOxhu9zaOZgmzEdpBfdzgLcLuzcEyiBXoiq9YXwljI1TQCmILv+85CfM9Z1EIpGr8ak+HL8/1d6jx/P2gPjymHR6K6FR2kjApb/dKZja2YHgiio0HG5kx3E6Pxy6g8v4EZzrEpbMOEInwln+/vxcV+EIrdK+k5YOVRYTC8tfEogPmFlZI/1WDCvao5cYCORj+LwTL+aQBifzDIa8tCm+g/uitwij+AHWoaNqrOj4uPehWTD3vUZJyIOk6UYVAtbatk9f6miHpH/RGcImPCg7TJ+1BtVar1Ii7yK+vbwaT3eRRqUd7vrknMApXH2Db6TLhIaQ2xSIZwjuwPriEmTnZanfcqVZ4DFMA7YtSUlSe8gwncBoC5QCtx6Yl6y0YFEu27P3bm4tL6rgDc/x5nXscelM17ZZYM49nSV+iBl8Yey7jcpdKPxTIEpSTI2JOm3FhbjS3KzAbLl9rz/F3B6yzP9+k6NTNQ8XMf/kftJPQFiSaNRrShrEjDVuM208QbHlDuGM87Ct5wvqZhZsYEdF6D0ZdmA2mOsHGVODdtsbKngjbmpNCpi0K0a7JzRIUDVZ28if+XszgQuqVbpwSM2xlJN2SpvNB/FM8tWO1nKoCbvWtDNS3tsyaF0ukt7uMCDYZpKTrEhjRy39FzWgcb23Q+ZdcXwSalcHo7OtKYGsqeV57jM2THh/wrgPOKzdue56we67sngA35LMDtgNyvoDo6h/AxuKCamYWvjhCwgQ5JRLRqRlAyZJOV6oGKj+G4CrOtdNhAyLjaW5s6pEiXDmIhh/bTNCroLNmWoknm+bK8xj1zHKKTzjyKFsDNmNI6NHZQHZr6qMtvaze/1N8FgnuEheAtvIyECTsmA/Xf8/fWqCeYQMWazbVqPCtdAAvwAIBVnZUBqCNii2P32m/VCYGN85Pu6aMYt3wb2bN4Vm2Lj6eniFfG950FIBAjCw/PJMSrZip5EXpzfUMqZtKe/SNnnj+AmqM7dpw9s/kVzksF1aUzNJJBpCE8CdQlTZ8VahOnKqdgoSQdjdBguNLv+/sC08NONRX7MAU/ceaAl6qwsA41OPSozupBrYBhMcqzXiGOtiWlM9DEchLADDnSDjeK9frslGXuNDqpCmVISDeq+OLWgnbU5rmmFcAK8HwmdEqw4R+B23+Ne1ZtCCp1SifSzZc67YJpSuhc9xt1ImhnTSx0zo3RNDCu9YX1XYHjHX0CeOg/L/JCS+zXsEIabUFkiI6xBxuyJbY6PfgpgOkjQK/0XWpq4FXNf7dQOvnVqUO7Th0LbGzfhakAPghoqwMJ+m4r9rYSzMp9NSwMEFV90qY2AGc0fV3Gw80CdcV3QVXug84J1jLa0ASRlPHoG85J4As4ayEe85u8jUGu5DSFGYmuc9cYWo3bj5QWFMSEfl4S+XKPxtJqahCoTXucyVjdVrdAs0HTmayGAEl94Yysw4Q665sFcJvJy2EP6vku8E3ArlOMxkdwNMD4b1EUgsV3TROJa4zbMVV4QH26tiywchI6kYWHGMNpUhxkHTPvJEJ5IBEIwVZOV4E8pKDOajXuiNBbHRvbapJ+j+pfol9R4KUtX3RODV6tbQo7NwbGSatB0J0HQ9yWyBAIUsGie3EU4LiCQYLlkUxDzPc36DSgAXVprGo97pt3eetGkbhIJzVAhMjMy3Rglxeda95LwwejF/CIA5K6X0GsOSBp2CBMbkQmddPwq7Q2fAPRK5lOGUzzxlcdyxr/KH7ozP/tz505pw9DlZY1pkm4tATvF+BOBfx+EeEEPIz+0N8JJjQwCmxpvco8rH+j2ryyPl5bDtrZs5TZMowLpQ8X+X1ZusE/1U4HVdC2S94COI5eUy9yozkLBqGqk3HJiPaYyjQRMG1itISIaDRtVDzeeELlnI8RwMoHpF3Mws6Gz06YyDvrfum11+RAeAhRmITBKBV1oBpi2js13uNz5GleQHo5HjR8QYaYvJoszlRtJAfvmZnt6wTzv9jvG3eIGhI3dGNt9RTT+N+kMcqKVX1InYjP1paOpmZMojPv3020GXnT0tx/nBo6eoEpaw11+aCA42KoydDtu2r1xglgAb6ugOcDaKPPl82AsxiQ0l5cuoxUQL1bVNO5vgJ0GWpW76AIvq4UXlGE0I2Sdq6/H6/0Ga5dXOErg/jLWQtf7u/01mFOA9A/ZX/e/3OWuITBtFVOk4Ghy+obp2RJTJGWFvo2XOueYexNnnY8jXb2tW2C3QoYEoWlGuO3rML1+RtvbVvfDyaFoKCmt30FC73KNO3J6iggGl6Gxc6yARySKB/jVND2N1axc28aTW0ApOOzIenawUpldfzgxE80g2HKOAkKLgqwIgUFX7/vcc+w8kKj49iCIGMZ0qoLAzUeabrBXQ2mJmQhrGg0nMWUzX9V37B+jRxdqdNOIIfUY2lAreyBDryA6rAqWudGAE8A8FzThs31dfJwF+iwlXU6LdsrqLsFcl7WAehHJHacyBqkqEGdB6qRDTjrJHvt9TnAw/PXzizMk+NgHlHafw9bcyrXp6PTavJm/8r6tkKFL3n0DWdJkPjARiGAB198LFQXvtN7pG1monZj7sEU3OSuQr+5r1Vzt/5KOfK5q+ob/1THfi/APQJZ0Ajd+kAN6t902rWby3edRbitoWHQETA21qJFH3k9UlI5xZHGNLjUGR398uKB6bJZoUOAexXw1AZWjykNqesXLIAT7cupJxJpaGVBbBCSto82IPWdFjOd+kBJwzsz25bsE0i/gnNqmrEA2SDASQpqGtfr3e6ZqeAedcYmIEezqlD3xm5bdbsKx3a93ts870fOvEkEGiFetIamwco3GcY207OfJgbiKLPsx6Qg57BmqJIOyzutDpMMp/K2Y8KNt3rrM3nbR5jVkQ5UjZS1d5UBL1yIAG5M0ByMttM+gxb0Mgxgq5qOXWoKVvnHcESNhEczXIioNs2Ft3ze9mNKS+/iLmFV6mmU9fIFcOBrtZN+fqdacHFq4hMaxgnghh+elnO3bdWtAznqYwTdowx1fxy7bM8xr7XMqd/UApj0hNqEVXLsZ6vk6NOmNqUhZR7nfWoymLmpV1JzIBYkphABnJrkajTMdHtnXOiH3JWjKsCoHS58sW1W0wMBzTIEx7/bmefkjVRVZS/ONMtuNzSG3lv6L+PvOQvWfdM5aXUauuPaMP51wJIKmv1/x1kUJDnIq5D3RGDKCouYhb42l9Ys3ZbetpHAgQH+eT9gqK0aPgHeVIYpzcIwLvT7QMz4693VeLJ/EFznaNmrpoC5jnulmQP6mt4yBXAmwdYJi06V2HvdM9ra35gMntCQEfVZW9CRTph30TSaqZ51qJM+QMVCWTE7i0DGvDxtvr5miIeX+TtwQI04TmWN2eS1+1r3TOwzw6fQYdJoHcacWoCnJFO/LsALYYhNbFvNbjT5Lq5MDd10+N4GNd1txgWnY9+PnXlZQ+W6mHtjptbSCbFMAUwLzmBnJWEw2y/MqcvDuV2Jwyo2G2Vi1Z6OutePWqDDJ0oUb+n0GtawQxowKhbIPRZalc5NvGTZsj/yFckX8Du8R1LjQEcnygQHD6gTUyWE0GUYY62JvpR1DZo8p3WHDzJ5fcUZC0uQ03e1ltg32oR1WcVmxzdOL7pPJxQQt6W1LVUAN+ZwCMAszfkIEMR9ZYMa0hzMtFr0SX8Ik/CF2ql4KCMqkikN3VqfjjfP93fL7/n7ZKua5tCefrZ/KPOhr8mvlnGJjPsNUYY0+0qsxoOOlwpmxCF84HLpT2yTVIFhbDe4q0BHpjwKNTmr5WjwX9GlOY0hNSJv9DbjZne5tYsRsxYJsKEbc9JmWa+oUF7nzMQV3saivsksZFembWECeARyUrYCakxMrkBdK/AXOFCXJ9k5BPgsoPbZhMK0uRLha4N96qaBszl+m758AXxlLzlGQWQ/NgwP+Bc0wesVR0R8ajPm2qV9zNbrl/OhUx7DjsIsSNHkGlnn+5HaCnCP5lH44uQl6Vrv4dE8yHmM06pPrkEz3rdN04Ag8Ewyxs0ukgdVGIvOkPTYD00n3L8/d2YHkLmOQs9m3LRIhQngxrh3YiwOsOcBF7rAbXpZlqQuUJ9XwOuqsNmaaaCjCx1eciqdouHJJVTqyvpGW2nWrC0PX5NMgDEq1ARHoVonDdEZOEse4KT+bQnghgMfhxtjC3cA73x/r/9cf/fkrOropLno/P49Z2GATMYcxk2l0PA4HVp16gR8F+wHcJw5V3TaGNSpM6MhFE42aNOyKr3jn+ofwE+cucEFlc6nkyCByegCf2/4SraZMc8G2eyjUJqKFsDjmCTAOkO1TuGCKDogbX50mmJ2kWf4+0bhAkOkqmOoaaMNKeAgPFwpLv7V1PHE1m7LoZ97ATw5TZaddrRURQBHzQxRdLIGEAIvH5lQv/J66fMlcrczF3c6C0aRsXJY+6BLAon8jbcOTB1SdonzjnYEO3wFOmdohXGVPYduG5/745X17ViG/gBoaGIWNSjA9aUL4CoyfxgKR9QkzG1sDjp59DWgSaOq5axoPMwuNcnDq4ddXK6AJ4tgKxTeoLRxUCvHvdxeFq/2twZZjcou/+MsAFXPLLbNDHTA+r/eOhAcIa/C18jna0szZ2xKou/EBh5x2S/hZjjOkO6KJjFJYmupv4tgg1JYbuPiwhzXvKC93VtfismiVEY2BldwrilIAOvHRZXJGMZe8oClwF0sg6A9g7YMHrRJ3sxp6G6k5iO2bujCWfjrXpduaioadZfnYUuO87AM8xhvd6bhSm9D7oGQSbzgYf6ZqMo5qUGK3+2HVI0nIg/Hsbip2o3NTsHMRhOu20drK7CzKVsnLzwEmUgqHRwzn9uFOIlnOr93Axa1zjxb1fEh6woSwFnITNXWOMaYScAfVifgbjUPhxoxmByZB+IV3iZ81F0OejZP0DIADxfDxdMBfNA2D5pjDPnC5AJmzAZklcxWLymrgzQ6y1twpRDAqS6Gec/DhPffcE7C953Y0G6TbnTrGp8/uh3r1uuES0M7ARznVKc7906qpyuAhwB1AJAscDom4UYWeCiHgdFs5IkfRDuPyeVyDJvUjNEcvBmJS6SlRf/0ZB4uUT1N54QPA3h7xvmPa94JN2GdmG5bfMlbcBFEgVmSbHpvN8+9iJd805htX3vMAvVxdzlO8QewVU2z7w0uGIQK0E7yRqyytc1K76f54n0Yk3C/cyJmiYev1U4CfSxYGO9PvOrQNEOnR2oo25k3dLHSE5iQ9qzW5m0ogBMH8oGbHeD14/O6ykFAzW43ogA768BLXeAH+nketefQquKYOXlwZJearE4WfidjSxEHUobZpHp9ZBivZVNmuFHAM233PcEFMPcpg2eD2PaiBJfNEJ3m/UAYQwJz0A48tog3ggtvF5ZLAffSnIOR6Ij5SQdCkZepVpdpSODJnJgv1va3VrX+4vxo4kBUKIT/zns4ELrcu/Sufq6/O8hpHGdEYBYu6YCwS90XMLHfY+H5BPKQgjorYWF3CtQ/K8i1ZWyAUJ1BRKD9asqhv/Ie+c/9asor6lBTmeqPNl8LrwER4JhiKGe3FsFuKFiLs2I2G4aILMIgrvI2jN5oh1DD5LjgkRL5uhnT5SZ3VbLBMAONq+XowOvqW6YV4biUpwCu+oWqGbgjw5L1mhbIAWqGnugfwo3uquC8rvo+02GNgQCO7U77dUaDswNlDbBeZ3Ksw6QG17lrRtUZ/Dd6Hysgt+w1urRZrJdL7G0TfVzrXxCe2BbdBPBfgkE81T9YRU/IQIPCD/2Hzjz/B85CZzhn7SJVbFd763wF0VFjJmqtWq0T1bHvd1eDiULyKJ1wMHJdf+rMxc/VbG+HmpYPPFgezG3dZ+r9UCyZ6UebJ8M4qmrBmc7SAfsscU0yCOB4dKD07M2nJe0FBCCIFsPY4ygTExmazyzK71UJvi4KzxtvgkhPW962zvSUIbhY8kP/B3cltmcL7dUmo8gDJc8XMF/whCQkNCGLWUIJmrSoVVS68LTa/I2r6AM7r3bPmncIk6ZEf3fhB7H+ZRYR9CuFkTRpvTKOA9xn7/TW6ThrVvbcziCAq78j6LVMGLRbmxIipLRlVtqlvwqr0eDrM+IcURQEkyGjt1cC+L/Z24AFqHY6s22Yhg+7K0fp1uRzqg/eQACn6j9K+/edhfiGEw+mZOPgj8bZzkAdb4k40WjwMPP8NMYYrdKHyds+6q44NXT6oR3+8f7hI3c680vFnBfBZqVwmslcJlpdCuFz/P1B3MQz/X3gudJceJGmXbmKpSsEMON3mUEmLNF43qf6B/w7nAUOv+hG2dVAKyrkhl2pRRcchEJbh7ks9IqgTym0jPU4GYN4sn8gyBtr9irKQlVzWzmk+7oi1CQTGIQHswEVqQRIs1eowXiJVQVqjGqbaugPuKvxaE5q6GaC+H1e03CiSSS28Apq6ChqUx5txAkzDR/jg23jfJtOS4AhNeKw1sr3INU+M6VDs762OVKzP+NqoUMX4VyJ4cBCUwOTcjA5R4ivXjqhkZl1rAAOHatol+Mr90n+oSB7DBPbR52qYjzqCJVozY5pvEvKbVDa3uM6XO2ttZJirygWco+9311jw0FPm+TwEDlbDuF0OWYzXee4w5pOiZ+sna5NG2NLHeCoNDy2tRs2KlrKG2w6bOr65A9NWLYRz1IT1L0NrV4kohfZ0OM96m19thy0kmHMxnJ0pABmcvGPuCtGXya8HkZeuJkWk2pUjHgznxskp+mVTBwIN/4iDAUqok4redpKW/GCN3VeVvJWm5kK4Kxrx1fJZfVNWbspvD0v+Xc688HD3EK0ROH0d8iAVh8H4bmzTU09uk6dMOYcf3N9Q5CxKWsR4IhKeRkNx85BABN2EsdS5uwNhCdDUxiiEhbacvl3pmpjubm2vF2e3fsE6Mvg5TyQFVA/68Jmbd/AbB3reZa10xTt81SpJpCT6RIW7bsoAVyDHH2Ov2fqdNTdhnqewNdzUrBdqwkZxOiAvDyh44h4jr8H/8d/VIu+KlbKI/1kFefZbTQxExNNLiy83F7mbQrAPUKkPV6qUob+HQMwIwu/LAtguWcI8sZJcP7SAa7QJWwEZ1h9aS8mLzioJl3RfDshdN42NQ3/p/4o7nNm4bvOopYYrg3hM08vvaEuhR1XjwYQXvGY8aW0YuBUZJvG1Lfp43CCvLYs0WxHtgkM++N+XaKGvn6Vt/6qmfDCcBgB1JcB+aOUwDWJF5B2TlgZ5zoswL1MLtLsMd9pKug4PhR1Icu4BnHNE/dEizGZGSSfeLUcJtmqS2qTaKJcLEP4tTPi/hNizfPvf+5tTum1n20SVgWwAG8bhrplMnwK1EQnp9COu1NNvf3e+tyrHFduPt/fewHDU6Il3PQ6GUyq8vrLtiyPtW6kuUsTp1j4S74Z1eb3/H3godtp5QfOAhAWz5Ltr+1lgAhO/+g9cHwS/MLi0gtCfht3cBPS9WJ/z6iDTKftC9Ib2oV/5swBnfSUoJ8L3K3hQgogclm58VgFbJSobOHL+Hy/D8/29wZ5jPMslgWwuhaQo0oDsP8wXNzoro7mJg3CfJrVlsavkJw9fVtcLemtOCaOMM9Fq2LfzetGswFvncz9mbIcVMAMQfEZMGzZRnUvT1fWNw6cKUcy5RHW5fF2NaP+8dpptbJsmdRuXV7flLt9W5cfaesx0uKD7spCVfhpae21S8eBhRjCaX4/jqkaTpN+8EGRUlXdkoAcBDB95ttDTvKA+3LtVBxC/MNON89uUthLOrabtxKgroCaecvuaVGiutk6E20JYF3CTkM/3uY9IkSf0G2Tth5fa+91zxjNb522nyztTsZAgBWd7VmlGgl/slCSrS3zht/pLACdQqktCRCaBIehcGK2nnutIxxIbU6yzUU+Jv6svhW/2whxstG/VQFMOy7gvyCShWgcjRZzqvoi2KQUSnc2srEQndwHX7qvqW8FQ2c6veQN0xjHHyYnv8pbj2Wg1SD/8lt1Aj5eY1517ZLWfthygMfLIZzr78cpGDg4R4Zzi01vRcBIUggtyM+2TIqDutXmaq+iDgfuAHC84ZBYevhoO0/+QdQC36TQWVhncpYFcKAwb3mLp83k793VoDdhhlJvDDKhX5wZ+Ge1aaitoLrmvOLDjKwKBgIxfLq2rBS1Ij+aa72HMb8AZDAKjb9xzwIPjMQiOAaVzdOz3Rivq2/93pPlwHMT6bBfwcrLKg7q1j6pE7bH6Pet49OSCq3QJHdyVNPHxyQxJ5iqdp4cD5y7eJn+K2+jJsKfWmtbAI/bKVTn7VJTsFCO4w5nftY8nFY+mgm7nS1PvMQwI8szGemubA/XS/zdeEEBTmt85a9XM3BL7dQ0KF82eV9/nHfg/Muw9b86NWqBB/BXnFNs8qR1X4IdUDi5mMGMR0nrLd1RZzpft0/3D6ABACUDqI17cD5JDuL19S06DDxoVQDzNjhfhoL4Kt4OGLx+h0O032zWHp2Z9OoUz4FusvsW5BncdpF4obnOeyiA6rRRBOCheJcPfMwBPqGAU6P90lGOGqmyHLJIy3Spf/ym+m9WATB5BZd9aI++zIpMbVhlj2Rdh0Mb+7rqfTzX34MXasa7txHAMgwofsDjAMnD8CEy4gn+4cDTlWplZo5hDOXZ/qEAHlJDxcWYQX+iexDrbCjiwkLwLaXwYp36RdRpL4CVKAiTYqe2NwjkgIKid3nuGWEYa/5tRyvV8REBfqlGaHpqO5OLzhpEHQ4fdE7Am+obMZufnqUiUNcqyJ8BWBbXpaVX/91AgAG+xpTslXKsflV9vYYu3LTn4uqH5+EeTMHdDiEIemUic+C5/u5DL/R3JYbhkkehAG51oxz377vU1MCBgy8GFr5tw9Rd1cw30RVbYcDx8Cd1Fx9SQHNO5bSqn8yMYf7av/XWjtFvKKghgXArFBJWk3USvCTy8viV2skm5hEde1Qiac342FQNp4w7bEfPnQAuaEUM1adUo5ZVzpQjuLK+sazhU4/b2OdjQg83qhn4tZoVCOGe1i81azu5IW/OH1njHbnrTOfIf/6ev39yGIbJM4ZqkxB9i38/hhrUPtx/jQP/eQI1zsPsGFzQ1T5M8cS8qP9aWwoKYePCTHRqYsfKGvNspIEoD1eIi48xTjplH9aaERKUUKF8ub2hvgUrM2GqErY0uyeq6eT4IdA0wo+AgAr9qI1C1Zn2laU+4wpf5m/P0gXb0vWckHitUM9aOqpx/gxJaiEsiPuaBgDGaD4nySD+qr7BenylERGWK9/mLA7Q+gxL2Wp1Q3J71VtwgMl+As0Yz0ji3/ORGl5yQ/Qthq0RdU/tw339Cir2tUKb7mdqywLILla+x5lX0ayKY1nRiMulcbwrjM9VsK/wpcL/nuwfxMPOTDzRP4wp6UE2Sv16iXTVnCO6DILCtGkZUzPeB+CJJvQfUy7uVPNxlzMvQHMqsyyXfjA7TUYelDmFcWNTJX2te4aOCc4K3SZevFYG7HVijQOxNuDQprEbUwKhm6F00q3OxIXdavhLBv4W1pTwoLT5dnrh3n6PewaIZFSVQoD4d3iPYDKkkEsNL9NEcTrDH8kIYwlyMxM7Qx4YIg3xm+UlO3cAE9PJEWt7sQzigJqEbzuLc3V0E4DogzxrAwCQnkA2Xa3y6o8RwJQqvBHfmC4JeTiLqgpdEwGbvCKCPrRJPp/cQefUoAmCyEWGh2MlJ0hHKzpcVaFEHbD61GRcUt+NpQWBcdD2HdqnRuFexd0HhUw37ix85SXvPJ/U0MjRPYX+Mu9rreq3NdFDIrhFKby+U/wvbE28k/sZI4BvdxYGaf6oeq5wSWubom7eHpKKoNTDKu/1OU0Ghk7A8BRmEEmJgVqglkA8QGnpUpmAnrHpZZc4zPPbaovx2vrWUkgLvaEtvZ5SrT3V0TvUVMxqXPjyzodcJKP/wzk5wEEIC6NFGEtqJ+BstFs6AaWOOrDBDybDgcIi1culrsVOtQW/EaqgqJKjobhsm1AC1fT4pd7ssZ2sNc1ALXN7hhzB40epdlC8Fld42AL4NXV40mRHPM/ft+Pl/vaqBv035qeOAL6vk3krZMgXnKX4iZNbmt1YvjOErDnULi6E6x5nrvdMf7/WRUJrgQ0qpXQcMhjBrOrp6MdbvUfKfgnvVVAnCCRzopV+1Ly/d9fUFsugOl2OBZfaMHSTJoGKF1OtJs/oXF5xcd9SgbxLdbFsR596tesL8SsnQLkJwJUW1TNmm1JwQIBDSuG0CvJ6NBNV6KV3RLmlvcby5M8tzlL8zJkNKXbPjwsVe56/e1yqRg/qkAvhR14oNjLV0f/jLMC3zD13c1kqagfe6a0bDdnIZRC9Tq0euHGdGcSf61Fsr9ZaAbYo4B4RLFAqODvLLgcbL/wZJRJiJQQxpF+93A0++G4vhxubv3zdY0U53RyTSo3ItMp5OcsGQKVOvrED03C9uzpPT35t8wgxn//a2wg6H7GY3ebsb6IqCYKL/D68qCknuP0ZF9KjAGobIEtbjcYQuL91zwqiTCpYtvseLnZc3A7AFG8zKqii29vYF0cB/QLcIIJlSuF1ZfJJBB9XCn9pK8JmogjgMtesI8ZmSMyb6xuqTOthgXxKQb19LJHJscQMu9mKafh8bWmu3qimzIs6YRGwlWrJsoolRCwr5JMvBHjRdPrTvvRYIS6HTm6srcaW+EjQHEYz7pLZiC40bgXcKEC/At4Semen6GO0iQg+oxT+tGQsBBHBJ5TCFVnmEm3bE8C2ONnh/WiCQpT5UPMEslFBNSOBaXO+anbOKOFlhnlRHc+41b2YrM3LvCvq8kMBhDstxW5uiwefd5YGoWAVLcbfPO204uGJjouXAHhPRefVTJbuy9yqo1tPAHfI7rBNJrN6LBGaJoG9avLwFPiT/jZIkt69FgnGABP5iWq/skv09cJFmVgAACAASURBVLvOmYkrvY1GeURt0k8krHe4vwPPrho008v0DDmCP61v1X0F22RH4X1xX9I0Ypqm1ZLHel7zpc9LXwx0bl7jZepXBDcrhU1AoOI+K1NnBo1DAawr/Q267lWtKgdOhIe3e4+M2h8ZdblFTcdyIaJhpxWGILHohSF91TlF7lLztvkKJ6uSoD2bQ5CsevqM8KIfEKLbaXlXFppSb2SxtKbM+HNC+dE/oZuQsuK+MArhf66djo3KOO/IkbiEOZ32FVeAXjp4fbiBm55G5Z5qCr0XcCq2VbORCAaUSk6C8Cf+Dpzv763mJCxSxZA6YpmHAOijgBMlayyrlsaxKtCc7ZY+JVKWxd2Uf1f3qVn4XG0ZDKNSiAWulXkn/xn0RjDlQBECWOu2q0O4Ao6I4HiZaD06dFa9zmX1TXicHK4EmT7kPgfqdwD7Bkg6Xf1WnRC8nlhyhFw0spOVJIBbfodVUs2325T0jKaHdDeX5ksiIxGe6h/Afc7sOAfCzhC+3ZuIh4dopsiaXAVwFZIIdPPHajI3Jnnnx/zH9Z14gjAVu27ySLUfkLnjx5KDgCo0XtVkvhS8RHYjqlvVrNrNKmiTeeVRlwL4s7VlWGcDAW8EIY56VOvpKKmS/jvv4UAlbaFYexgY0pI4bjTfeqh6bxbMtP86gm2i0DLEyZAuk+pGF86SwTNM5mVaN7P6P1cBbDobm/Ur7qBgc6ot+6JDFe26a+RoEOIyA/VOcbLiM4cJ3lMV5tW92j0TvGZUtazAMfy1twFM71hm4WGfEfu9UPJ1vaMjRBkJi0InYzhYlULFDElPXV3nEdfJAr5rBXDqFbfZULBDFI5Z9gQcFMEOpaAFSNGJtjMBNiuYIIbJPkCNJhEowanIZNf4U+A713gPB5jHZRQFrBdgOcEE/ttZAB7sRZYsl+MUArjIqeU6VhcL4NROwCLYD4VZZTlUAsFHnPqm3xPAuX4yQedWoctE8HWl8DwAU3VJ1zu0VONc1O21MvX4wrmr4b0YEFWGUDHlxqX+LvyBv7u5WaJ6Um+cxLW8B8AzO4VX0Tm/or5txzNlf8UxyvVWyaRWDg6EmcLETGhvU5ff7o9FsLaRxclSt8V1I8CdCrgg7Yg9AZyWcx3UTk8Ad9CExpEq9wDq3DDs5jBcXO2eVURSuyEAqYD6aQe+1nt4NCWgfe6rQUBaXNIeQw9rVkEzbqlcpXh7Tpwqg595V33dn9EEap9n1eyRa/QhdyX6GluN/hyGntLWJpZFe5EgiDtxPXf6Hi5yXPwkrSd6TwBb25rV7KhAFXQVbtR0zxn6oLumvgVTjQMqTVaQtikAP1ONl6RJ27Duy/ztucFPCuQQoEjfxXG0KaIVNS4PUaefef5x/Is7Pl+Iji0uDQ9M2yyX/voMeDWdNJkC3KOAZ9jC7TWlNWX9WC0I14hIbozhp29HipzWlrQrwb7vKOSxnC4NXF5iZV/uuPhajEZSS60+TgCLoF+NeDEWVnJkUGFzqNpA9Hh+lt+XNpdvmulQncT/Sv84P1JbEZfTOpOtpgVDtD6yuLanYgBXeettefTGkieQmxTUVXFrooC6xACRtMqX3FC1nWNi+kiziUzaML6bWZPaYEbfBuBSkz4t1A0VCFogKGnGY3z7De4qUC09pggGofRNU2nG7rVpZjlEaQLexF6EJ0g2pK7eN9TdUPLxIDrP34cVcgynykBZ0Iapb9oKGJbHHBpSe69+tLYCa5tCagRYB+BLCoH9/CllvoqeJgfw6vpWu8CP8TvcWAC1EcB8TQZ24yqVVrHBAmxXcL4E+O+oEr3NtIxchGQboIzSlIZaiwfUiaOXTUfkoK/KDQ0U4LjKIaa/ymuYhbaeCjoL9wps225jMy7yef4unOfvz9GmWOBkA2Ou2uPD/zygnqBGsrFoeRpS+n/VOQV3OaNO0QHhxHqt1fFd3wWFUqnl3d5aLMYIDneOZQCQnwHKyEFkF6bife6aOLJSX4hynCMeL4fxF3VC+EYL01ZOeq3A+7tWKnhLNNniSSrtTLNj1gIZkj41JbeXtw7PWpkqLGs5o/waZDIOVQHNmw5/xl3ADF7AtjZbGjo7v41gABowkWkn+kL/UTzX35O2eVXbEZ81EeyDYBtb1bQA8ernzhzswRQwFCmmVGIP/76/Dy/1t1eV57ixtmpoi5o+zrmsKnbgKOPaZPGyZats52i3GZBTdHHIExbcSHPEyh9zV2AtZgbd0tfjcf5h/NCZ32rfE+j9hLI2nRJszRE05G4A55U1tyzjmryAU9u7shBYUttKHNQmc7/E340X+LtMmnRN3TA+kkhJ9A4dhgNm+KlqeYbsx6vq2ypHHtWaDOH6oZrff1w5hfqBpGUGs3rRm5w+DxOtcI8TXnWxDIFOafx/Omrx32MyW60FEKvaKIJvFl/AcWGdvKhTpbS4iLnYHMNEANsct9dXRg6Edt/w9vsO75EJkbqtmW05xEdmXJn2zenB+gHvocqtFYXv37urK40e1oqzSzAYZPeyBFGZuP4KakgguuFnvMxTaMxI7FgzS1SrfvgqvseZhy87p2gMVW6VtAJZBB9XCm+IcQa8CcBREbxaKawsdHYZnN96ArjQlQq+sExecySXzlYvqj+Ko2okr22FU7Xlqkmg6vkztWVxIPUFr6rWcL4L+cU7vXVLT8Jg5W7qnQBe0o7LVYx1V1C+D/mcAl6lm2ykyRFRa2NFK/HlSxhWXqi6rTRMIP0tEiAMiOAzAC7RRQmsAn96ArgKq6BBA1Vt5/r7A89mClz+mbO3RUYb2lh4SI0pGlfpNBzjBTK44bX+tiWnyOB0/WQYxmxJbKCA49LkqVpxAZx4kauiAE5ciJwqfNdZFKiiWaoOrGLCggwe1qmc3ExoS1u3J4DTcq5FOwGGlabHrunQBYFqJB52mnRvhhGec9CrkSMKG9Dh6np3daVtvqSTF6YL/b1BFqoKaCxogD41uo6MLf1AZ6igjzai7kbTwFHIMKaaCS66v4iX5PRFG/DdzrwgFO9BlSlbXlews6G2viJEyqvSpFoLYMGBIJd5a0GTWZVaJUZYosWH4FEo5IZVm9dNX4Db1YidqnKxnq3WZgA1fNBdCYbOVL3QSYj0shR0kWrHkthLFi8z5Oex8erL47oq1CLWQQSblRqbrIPwjFfV1+M0oYbSesmoDbJOj1aHFddqaM3BQqXDAvw053C01GS2ewHbegmlJq5DG+bqLZ6fAFY3KfhXJd2uq7Im1u2/EmQ1OQyF2PglW/Om/Z4v4MfJYawSPuaqVQhx+G1nUeBVPF187FNB+PW9dDWoFqXjqSEIzcvzCe/qSAEcZ6KZBN8fhlN2iIBRRrdWb0AR3KoULknIPV1pOZaLCtqGo1HVP/Yy6Mv35ZSs2gKCWI+RZ1zJxXbKwQDbWfApKLxBpUywkMQSCl96q3Mdq1qYS/leZzZO8wfwldrJAcpS3IuzivQzDI/heBO8jAnTCTGkN6oZ+F05jHP8A/i4uxwH9HBtrLGykbOXG99mLDIvzb8B8ERrhObUUSuI51wEcE5zaNdtEbecVsInarccR4cA9bS5Knlgn+0fCrL6EDmpArbDEpY2fkgy+v+6vwPaLjulPNvvAzUYVS/c0P/orsAjDZCHKgJwNPNwKupBPHAbXOiqs90afUzEoaBmteqQGo4UyRys0dfr6DEOdJoAjnXS6YAbuvEFgU4776z4a6nsD+knai6+UBvjS1Q2SW3HL0MAt0q6kMSoftTwXveMjglnaYOIlTTVrvtdgHtVG5NBzzacbckbiUmW2AA26TQB3IpzewHEYrBlY3V5rS0f1sYXAIszz2VsqtY+X1uK3yqbGi2Ls47piq+zd3nrQMSu4kq7vMDtqQgRxoqjNf1IvLBe4z2M6RMQESuGa23DbvjtvMc9Y9QpMD3Xx7Q0jmCwNK5uN6P0CXBYAWndw4McwMrFnwC4OgUG9Zi1iQrgytj3dDnaLfWmSx39DVCNcE6v9LfJuf7+nEN98+WgADsAbLadRYcHyA3u6lg7VpX9D+j58i5vLU7OPxFD88LGwfe1XHx6Qf/UmYNopp18d4qd3mmmeau3flQI0875gHNikJKzoz8kO+wZ00tBamg67z21KuE/DVPKjzCSIzpN6MSw7+HFziR8HIJlKZZl3HcYFcC5vFRSEDmhmtATdpkM4MfOXFDtx0InHaqfZ8AbVOk2SlfyMEzBRscgCoem8hCAz4rgdKXAmL/KlbLUpI0Qs4t1GfKwOgEfqy3XrV6peqGXOYkiNjL9JnK0u3fsmclv6R/clUECh5BX/LflcgynN3Cls6JpiWCTUji9UhskOzFZQD3GtS1MBd0JjhyNtaGqgt56ulivqZeUh8Xr61uCcJQDmIxfOSN+Ez1nq/EsbZmEvFFVCW4WhU1CzAvgKgW0dEJJvWAZGnKtL6tvyitOtQ1lapcAtwDyphaXuXGqQ15umBc4p3IAaI0vYHvMLKYcBSUSIMdWrmQR/KMhVXTurAXYNwAx1T/pnlZ/k7exxr3Kv/+9u6q/H27qpBwZtFFZ5le5xWpHUGECuAiuNG7650SwQo82vJCND+MMmydxqgwF4CuXcYuzstsDiTyQ+iNJJLYiFQZRw7XtnYIO4TGhS1fjuSnVTNZNMbRPcq1pnyz5cpVop2OF69w1+YCbKGzxh3GJ4+IGAJcWsbUoTP7WW1uId7QADOy+37bJxTafFLBegBXNqmEiaIUJLfj6vdY9c3AQThpVbWaS8zx/MxNnsYNuEsC8NX0IwNst8ke7KxNPbMtgGu3ylYb0Jx682hMtsaKhUxCzozBrSks0t+hUmK/UVzhVjcDnWi0MkeEFgoUXr6u9tYVl7jGdCO2/17urgheQzaKAg3UP5/471G9f5so1Crg2Tf9pDubHyyE8y98bpOzLO2NS1mQKaXiSRxvrQDd5ENm+z454RXeTAOZy0A54VvFrHYyo/XKyLIBLmm7xwxoK4Lc5Hr7ju/haiXsilklvrm+oJApWSGxoa6eHuWUv8+/xhQjgLyLaClsbKfGSSe9zeqE3xworYC+gTjBIMWiL5ir1cwSQ6cBj3qCdluqzSszUpaXbBLDuvIuqN+5QyBfNqqhpFTLOGN7Ro5Wez5qOIQxL+1eTF3BeM+KLi6q9aPkTf6ec7/cxcwDt1TDML5sXqeP6/aWajc/W0jh7mpFowz+kgbSU6LfxfH8XnldNtKwhBfxYgAcBuTwqCM24mbp2rCYtcuktFQ9cd31Tzz7/hrEXxJ4Azp/xwQir5WgABVeyDbCg2eoNI0AbL285OIDaCRvUzNoWNR2EntQUvnqDF1SLns8POieMqnQjF7Coiizx9VYQuWOGudU5CT9wFuQ+tAC/UsCTch8ICDC46QynW9rvUd1ejOoN+JBbATxdQc0EZIuCKg2Hm6rorWoavaXvuMuZ/5QfO3NPaL5QGs2uyyuLoE8paH80PQFc0Ib48/pmnC30EzItUi/hNmxKZKr6deDSGvDGVg45FLhbMB2fdZdVPt1gKwbQC/c5/p4gJIalUy5gGk5vqdY8rlEjzysvJGkdfgZ125q8gAVqDyCMY38K0KTGsDb7pI6q9f33o3bwfbU1Bw6rSbm5ySdxpJt+HxXAWTCLu4khec3l6bIfr6kzDatxqeTryHgW8Q1ua/xzS4/YW50lYFzqdjXN0pDFdtMJCRjiOFI0XKEItiqFpWlWRwQblAq8etuWORjGO2NswC0uBfcqqKcAUnbmoKRpFf77vzunyF3OPOvOioVPpAID9l7ABSwCD+HX1rfiTDlSwGgdOcSYS0boBMSZ9GFKoH5uUyp/QTkVA0HC+Lw9cG2u/Egqu9XY/1jWnExepWm8lzXno0XXIhkK8gVrJmtgGBtVFp1569NkXJpq3Bfvd9fEmoOia5zjeqchu7JtJqoAJvxLWixQo8V8khzEK+rbg/yqvdKeA5SkuzEVN7unj9pM+fzgCVuhYrR3CLJCsBXNg79C00QQC/whd+UoQlta4gS4Rzz8k3JxSx5hXjp0LZd+vLX+iE5VQlP0EOhacCpnzYh2JInWQnZApYkogIkMND0DGLf2slY95lN7IgVW/KazBN9zFuYx4gMiOFmpAKAjdWnYK7WDZPnqvdDvwwX+3qKEsDWNgMXDdhdRuASYnZrxGRtSX8p1uNjfE6yDNSZlpKvTmlvcE5029VzonYgCONdvjx/3H/qPYr4cxxIZBFGQSii5ztHSfGJpZJ5SAsXnUcoMZTCxP+Yx9zR9UvVPEwALnciavNC1HZ/SjN2yjeA4VHqUkCkBGtlB7HGm4EpvQ1meVVZZUmRnzZCwUZAZAzp0wIMMuktVNQumc6oB4xpNRAFsjXlhR7xdU5owG8vbvPVJ6mbC1RE6sgrOHdTuUu0zyTpTUnaYpwBOSZK1Zp0GwBI1rjaBMhxSgkOS0mkqC0PbxQw37I7sXstB6I/9HcMX+nvDvV/pS2uVELZCH41hOFivZqQBa9Gy22fZJ0ltaRapAmRoFQVwpT+E5oXli/ct3nqsdWbiGf5+uA1w85gNUPqma6Kpknw2RLtK+s4q9btJCEwGwq2s6141BfOFD5XHSgetzQERfFEpXA40MEBjGPoyf3uQqtBCqdq33XJKCsoXy57d19dWY1tnRSnsAUDPzhF82BJLFQVwiewwH/pSfxf+IBlZp2M+UHMO2GvR7dB3z/V344X+LnsMi+1Jfguo0yIevKN7TyADgHpAAYnADsfhYHKT+1sHCWByhiFuLcPbXPi40XvQlmd6Fb7vRAcmhcAe5gvSq/DjtlxBuYWjQ4fhJCcYfExRlXMirwz6zVS16wVwnu7wEwFWUiAPCdQdDvDnsPzhRncuU+B9sXZqFrSrKhyCbT/GJ8tBvK6+JdMHm66xGhTIXYD6sYKaD/hX6vQTfUp34OXoDvpdtZonNVXXeg9jTpB5tFdacGA0dWE7Do2ErD2WwIOY2x4UaC/OoYgIblUKzwFgIoBzICV7l90vgAX9StlN18cUguf7e3Guv78oz9bsK52uB98Dzl+Is+/eh/uvUZBUGWyShs4JdcmKKjaJdt3feVn7a28j5mOsWle3faQe75SHAJXKo5ivYAUzfSEZyeTtGzEjBbmlNaGvRYC13aowPeTfeQ/n8g0LZIeCOrm02Rc8cDR2n2hv33cW4pfO7Ho/av3H4ZQtKCvz4m1eFi0BLIL9WcM30u4H07CPtOPEtYtD2DkRHt7tPRzkdp0IZURt6dxwHPWvTYb6henhrcMjJlq42i0piZVgACofwAXmfT4Nx7BYhgpJhafD67R17nLm4d+dU9I2r2y7TnOMqywjmwgjhvRiGcR3nCWbfujM7cFWtlg4PQEMeAr56BM0NlQ54Q7AsPLwZzNd79NP8w8EGLX3OyfiRfVHdTCdK/X6asFjUxqpOyWK/QUaa6ZdZQDOwM21FTs3qemJUILanRpUzMlEURfgp4tl8IynyMF5dPSpGBCH6drjHmcuvuScasBZ+1XzCCO7xN89+AJ/V1oMavuT7LIef+rMwWbQU3om6NjXK2M5oCWAJyrTmnF8K29k1F8oCojPK+B1+k0YaqVuUvDfYis5xH41pX5DbWUtJ1uRydRyXdpWeWhNCExR11jIthqjDoVr3DNwwK7vjsmUBgX4JUaAVOhgZq3MkvoXL5Q9L3Yg01ImyuC39EsdxzZrRJffkfHeoor6enc1DuYT8ehDcBiqPKCXtEvS7QLYeKNEGclMNlRRdWMRqF0KQsQLrZjJBg/6FLBJNLxok3h2HDV801mMO5z5SVU7/nfCUT7f3w3+WXDJtP9JK1PP8eDc0wDkaKI/14tLQbwa1bC5kPpFfl/tEn9Xu3DCOLKYzH4aoHLxOiqID7kPQyH8mdoyUD2dQ7mXycZy6DfXLrtGADdsxUzEfpItjnWzALbFI9N+6B15lzM/gJuswMvXlPxU9dPbGWUDoEpRzYcTnUjQg4QNfVYDNrQkBLtU+ytDo8IRqRjKRlQ1ahsUID9y5qmJnF+4awQwN6EAdyrgHN3coEkbt+RUcplfL0nzK+N3ejxTndntwpd7h4cMnfXO8/elgSQd9iH/7MD5I0AWl7FWHLOEGE+TqebyAqfH+ju9R9KsmQntE67uAGqjwjdMTnObsxjfzQl6thMYnFkAB04sgoNQYKBzLij6ZTKScYKvrG/HcjlmK2i/xXTUMUAS4jyU3+n5SSl4b6ytxj5VGfRL69uLwpd5Z4n/bKEYZV+yMN6YLooSwKbOcKzvCI6KyicWNL3WotUKqAhSpu1V6tz+eB5c1yK9YefOSp/yzAK4aai0N9JKvvZqEFztrcXC7LGbOitSSR7oEG5S5zvOIvyXU9qDzoTU1HU70HTR8rul5+onaqcFaSLjSh6eyakZb7GhfQFskbgu64q24Tud+bjDWRD4HFSo5H4mmwpgfqj0JMmSSzf3SdlawBf4u0GHjF6xx4Ei4QxF4ClVfPjc8/zdIO5ztxQfCrQFh2ALkaxIhwVwVALgRafxgbH+f+OtrVroWKex0ZjeIs8GY+JyamAqgEMyqBajujQtmHWpajUdXhLt6hrv4ZzVzjqUdE8dAm7c4K7OAjdpxowR00gqxKi4gdQIji4vkG33fbcJYPIiFL79qOFuZx6OitsHFTyLy0Y5MtsTCbUZEkCbPRM1VKTk+WBJ03daLWciO291TsIPnAVBPb6D6wXhTzS0OHRIS/uwTI20lVYAJzKzXYWGs5RVQIdMBAGYj+N4nbcF650RM2ybmMA0mzYreRVun2zb4uFN9RLVTO1UTKZ2wCSmiGCz7bhRJbhZFF7fztEvgwDO7XBL4lW735uxflPmgI0doooq7JKdL5v5RMHAB8uIZCq5OFA/8yFPz0CGCPxbAXVJFFWP5wLxpHdFTB3E62bURM6FiR3+qTHGZWmFcGMf07HFSIceFcCFffwC3K6Ai3NmbGL3y6QfvyuHg1cub738s1dScWAgkn2HHYzeCJsP7xS9PwBgZVP/Wt3kIYB19m4GAaw1r6Ir5RKKJNgNhU805vKeoueUNF7oxT4VPv7A32V2qiZ1Hv/7cR940AHONozNTzdaqlZqEJAfAnhuqubBxNSvfMhiFRMuSpAOxpyz8AHEjFwMWcrBLswLzU8IbgjgFQACjNUyLoMUwA8C+JYSnCwqIEa3ZIGIvEmAv1KIj+7XJaBVPRFQPTanHXwm4/ye7fd5F/p7vUnwW0DRSR+gKnHzzMqTfNvLnYBq0mjIZqon16sT5vyvOtHhhxSxHZqRI9gBhdKB7RsfKG+4bV24CT1ZIRWmGa9jaucigIEbv+ypd74Ucqbj4jemL4fMkzLowGLe4KRRC3sEJRES97sCdgvAy7ZVNLLoWEzi8GSfotgfk2EpDb0Jbd7W+P2DOfQ9rstGXoFHATwjasIKX8A7BVioi/dsQVVIAwshpkpDLkl+pUjdg7rABb4AYFkRi2R3DKnbgoxMoGuLQNYqqLYajQ5MZ5d6OahJYZYdQlB2Q7GgxYhjw0EAHxZAKcB2li2rZqLHyWG8sr6t55TVfjNb4fmAqmGa1AOnPzpl5ViYrvJOAEVoX+oi+Cc1YrqaFp2TiQ2YDijDFl+tDwEoPAVOqFriR5UADXhkCP45CrW9k4C3Kchbq3xLjy6qAOsU1Il5AzgI5HbA+TEgz1HAM5M+Fn5QP3TmF2HXSSIl99+5z17i7whu891QKISZr5l5my0XU4fM0YNegP7GeZTWGVR7KozpZmx3xZJqaNPfaRXjBLBN34MGP/gIpNYhrzRfwwLcqwBmg4q9TWgLYAuv3uY9QDX025QZFrHxPuIHQ5XgUunHLjUVT/EPmAAkHPCAF9Ygn1JQBpcFQggy2DUJWCOYDjOCTzaeWNsGagMgRUAYaiXsDknNKcyAEo7mkGhwcemqPKeR8H1eFyV8z+klzO1R+nrpfH8MLaPmrFeycUABTGDR9tLUvNeITvan3lZ81F1h9QIvwLUKOB/Ahdlm1bJ1s3/MmIraAjglcbxhfBHAnwNjwkF2CfBJAFovJ8OxR23TFL7v8tZlVQWmUa3c5gE3usC30nrVGc658tXzUkGL4EtKYQeAt1eBCdxzz/b3gLmAu/G1FIYj8SWcE6h+FZYxlgZqzS6rMyOn9WJwxgRoeLywdH3ih3Cvkdt0yqIfSYxaOtPlrSGAyf8iVNHjNo56mSvfs+2R3AgzOhKkEBtx6Rtj42l6TRtsPrONXzIi0SEAs8wo7r7aR5WL/1EL8GNnbnonrAS2CHBIVYDXFQtfyXUz5aTNyJXmrJ0bvoBNz7VMgiTr3HTaKyiGEPlmviV0xlSMxc8cj5+HXVgEm6CwRVnOc67Dz0A2vtwNbJu2PcFGn90KOCimzLfk9VqyANZdg1b1+EEyCC73QLishLZr/wNnodzqLOnoOejyp9u8n1vNm9qMm9xVOJzvI6xSAon2x5fWdwRajTOFoaO2ixwCVJUv7KKAPjrrms1cPIHzYQU8HpDm8CUPEPrhaQHD52gCMZtS8oNgSNdXii/gawBcVYUXRDgvg3iscQgkM+CBWTcIn2dJBW11ccw6k0cBtcSsTbVqf8tZzIw6lTpM8+IQD+kPeA91dTw5v6tv1BbjbtUeVCUvHpfd72IM4m+9daCNfyIVgRwecexMXaykPmTyhgecE/EopgYq6dShjamnkdiQZx3T4mpdVEIbMIFr6R5d5RvYuJk3YqvGOBsx9ONl3nZ8yj09+ET4wbzNW48w/VUi+zq/gqnqK5cZ0z64VU3DYUwahZfLZaCKdXpFfSPOyuWFVJ2JEo7yve4ZVTz8cmfSRNFy5M5ICwPk5VdigTTtLkadsOJQgxq4t3Xd+GDtUW1VFHwWI+AhY4A0mMnkd/wj+EZtCZ4gh/AMf7/GiOoo4O8FVNsg8wYSEvEqE8NuNAbt2iqhjTCH0IFK84xez+/21gZAAt1cJqINmOs5X4ZwdBygwwAACZ9JREFUeX0zHnRGILDbQNbqLH8lLss6hMbUqQTtnb4Pdb2g27pSp1zAzM0EOKxiALQzpBJLUpUePA61ZjLk0wAuzTyBLu2gG26mWZZmIqgpWx18dIiD4BalcHlS0goRbFMqiMG06SOQu2Cg+pmqeBaGx7zDe6RKHu/HGolysmzhjmkb7kOuRo5GgSS5kJpfugI49QBFNCQ2IDlEm+8F/j650N+jcsJ13nkc6omTgMsVxDZ6TxGsynUMqp0ZnlJR24z23AMoU+CYUgECmrFwOBUDAWiDccNxFEqfD3zVgXpVlcxD7S5YjQgI4hkneb22yiBzhwDn6jqxaC9qDhVDUB9q2VYI5V4lik1hYcVumxdXeAm6x+EVyMFpfj8+5i7HcBGo3RYn1PECmB/BFd5GbHam46n+QVDl2aJYuRkTPGQY6pZJkF+q/BBULC5xMV0No4ZvOEvkTmdedrlTDMlWR3EAf6UcdXjxswxbSDfRnQrlY2ErqL2H4D7wj+6KyY/KlNVKxWboubcFxOygCD6tFM6G4GwozGyxAGsBrLG6ODl0xk3OSxYvW9UrQaywUVae6s3BnKJvO4tAp89oIdohAZgq4qw1TgbpCmCC2mq5ipuzLVOLI8/2+06gyrmoIpCbALUbkEUKqhlgpCUZPmSDA2UDnarVRYK3VaLLlBag38jnafMGTrXScWUdKcz+bgnVkrwQ/ml9K87oQkcsAQbvx8yLNjiz/mubmjp7q5oel6kmdv1F8HGl8MdNiGXNC2F179hf5bE9JscFiweowr9HBXW3BOkLpfIXGZtrFIeeRfMAX8VMdVgRITxmyi0FMEOBMHJj7c8zc1GWBSDm8V/WN9d+Vw7ZEGy6pBD6MEm9Nq4vHl6qyVlMd8BOqfdrNQv/UrOeKKVjDmUKX76KiBvcreUAJg/+g7tiKtXQLAa2t7YvWyko+brNddFExjL0n8meRGUECx6E7EqdNtAmn1r0xYcE9fatNCGpSGhGzwrR6Bq2Yita0FSEtWg0RgA3EKpIZKi+YNYixn7FxX/lgGHcfmrL5RhOl/7AA5FeznNwvO8Cf+8mVWJWJcPFqNwGMKS/bfXGCzju8sEg/q5XTV/k9+FFbbUxxAhXBGbvWPVgHmhENvdgkX09y+/DH1nUvinguHSAtscijwvTrH7TWYLvOVqhuRanl9yVrgp6XE8KOOIDtIMuFMFPMeLNyFP2fhG8WClYf5WG3s00vk+0QPjkpSy3RphM20DN03WXEYYevct7JIg9jynM+sPXvLH2pNyVHTt6Fwlgo0QicWvAnOJUQxP3e3KXh51VaQ+a0sIz6f3ums5SQZtOEsB218OTb4Hakwe+9HTUgxyr5QDcq4ZyIAVXJkATbvDP1pbtX6dmzp0A0207RQK+XBOzTxWUL13gGNMpcIA57sMxJpGJhP+dI09z7brKl8bUL+AWHLvN8fCuugtif7ZN0G7CcQrft3rrW70smrvqupeVCa+KrssD+QZ3NQ5U0kevaG6MjPcyf3uQArMDi9a3wzX/kTMP33MWWU0N14H8CkimEKbnO23CZkXqArVbtcgVa9ZXr3YrDsQJ4NA7+hjcUnUXtgUweWDNaUZBcJG/N0jvVs7Lt7ep4zjgQ+2oQ80bhDM1pyTtHXup4j691nu4PhX1tEniM6tGc9i14wRzHQrvra3BXjUlh+E6r8u0iV8UnGt8iFKQdzbggKs+ea1LWpUm0co7mtoqCuCPuCuwB+XsYx0BXCrDM6BaVWkPdB0tOzEV/+CuDBJf5FkMEnNkJcPKPk92xMpKJgp3fmxF8f1q9qZ/ri2j23vXO9glrVp6VbTsG0nzh/lJY/R+T8+BVt7R7LFMbPOOEsA956v0G9B2S6JefaSm7WeXRisyKMBPAZzXAovcisCEYEiA7bU63lx38QXDrGBjYP8IwkE/BSYEmQglDvjAYN6tkLAMuqhW1RAZi+v/TH9fV2fFqhbns1NDBD9q8zScSO2cOw2SdQRw9tml7IHxlIyr7KmfUzKwqZlAHlJQZ9nozVAA2xgy7z4YcvdlAG/XHag5djWtGlJ3vCrV40HFjEh8PfTKYxygWpPZ10JP+MZpbfXQrhq/R17wjDTs7NIOYlUJjojCB+se/rvm4gfNCYBazbyhwSNvRgLnm0qlBTBjKqnS6+BSmQ9PAZ6AgLV2kn4zL+fV7pkdh73abi8JcK0C/hrAnDR77uX+NpynlXkrTe/ValNlz1INTuX6XZ4pR3C+vxdECjsRw/g9f/9WQJZq0NWros8Bqu1/o4Df1TSBRH0riBpIZMdx8fgJ2ZV4Sf8XAS5UwAX6pLauWVkBXMEsIzb43VV93OIsxU+dVLKqqnx4SABXAatNCeweFCy9kLsOF8Cmy9uyfhKC14v9nfJsv28LAOsQcdYmMUE7ijNpUgD/0pkdZFY6lGNkhwJ8AZzcBbASfN0HnhAHzDEFdQw1qbAIZnCxvycI4+ipnqv7ZUz0lIPNK9Pp6mcF7BVgnuZrIrCVGaqgc311tvlSCkNbaqZhMuryHL9P/b6/DwTt6JVqc2AQNfzcmY2z/UMBoZ+pLQNNbXmW3AUwgF0iGFRq7A1wufQHsXNMIUUUJZbp8PBWb4NuvG+efMnad1mHTVa6W7aPehHOkWF8tXayjsNCbvRY7jjzejGu8PX1LR17aVRQvxLIk0z4ugtTcb27SssMoYBfCfBEXQFvQkeb5+lRAXYphZVW+kvZCbV57/QeyUMIj9u3AjmkLJmZUk63a5oxs9JQQ0udV4rVIgRw7ILwwHpzfUNwiHNyLE/wD2F+EGXRKxXhQPCBN8fR0dEk7/Cjisxfi4zQ+5V8oeamE187Iz4C5pm0MnpCa/G3GyoV5c8iwO0OnHsYW+wApwrkdVkvPcSoBrBVUO5FpuB9IMdRk8moB3Ziavyuc9fEZf/KRFZpApghG+/21vpzcDyYYJo4lUwz7zWOcmC7QH0akKN14Gcu8A7+6AE3usA3/9tZMIe2kV4Zz4Hm+E+qsdrkpOZZOAjI1G7h5QRAQrMSLvWH/qOBaS2HciDGaXCLj9olDurfAbDMwpi94xnAV5xTAgQ4m6U0AcxJXCB9t7+kvtMaZKVNxuTblxyy5Y2clU6GJg3DuXAxnhB7OjyKX531Q2fRL/6fc9K0mLHoFXgCgFlZ6ahC+0Yat1M1EIlGDyRT269A3TSShk1ekcbZqwp8aqYh1GJtUjPuuE/Nohq7K/YDgAMi+KJSuDIr3y+rb2oDVWmUNziqdg4F7Q0ALm2i8baYf8s6jQndPsFDOhVv/j/W20R6kVBGZQAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="410"></list></costumes><sounds><list struct="atomic" id="411"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="dot guy" idx="2" x="238.00000999999997" y="-108" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="89,4,255,1" pen="tip" id="416"><costumes><list struct="atomic" id="417"></list></costumes><sounds><list struct="atomic" id="418"></list></sounds><blocks></blocks><variables></variables><scripts><script x="76" y="39"><block s="receiveGo"></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l></block><block s="clear"></block><block s="setSize"><l>5</l></block><block s="doRepeat"><l>50000</l><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><l>1</l><block s="reportModulus"><block s="reportRound"><block s="reportQuotient"><block s="reportRelationTo"><l><option>direction</option></l><l><option>center</option></l></block><l>20</l></block></block><l>2</l></block></list></block><script><block s="setColor"><color>89,4,255,1</color></block></script><script><block s="setColor"><color>238,0,208,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>false</bool></l></block><block s="doBroadcast"><l>yo</l><list></list></block></script></scripts></sprite><sprite name="divisor guy" idx="3" x="171" y="-83" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="30,30,30,1" pen="tip" id="472"><costumes><list struct="atomic" id="473"></list></costumes><sounds><list struct="atomic" id="474"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="99.99999999999997"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>now, type an integer and ill tell you the # of divisors it has</l></block><block s="doSetVar"><l>list</l><block s="getLastAnswer"></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>the number has </l><custom-block s="number of divisors of %s"><block var="list"/></custom-block><l> divisors</l></list></block><l>7</l></block></script><script x="488" y="186.33333333333337"><block s="receiveGo"></block><block s="setColor"><color>30,30,30,1</color></block></script></scripts></sprite><sprite name="average guy" idx="1" x="-156.99999000000003" y="-102" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="30,30,30,1" pen="tip" id="500"><costumes><list struct="atomic" id="501"></list></costumes><sounds><list struct="atomic" id="502"></list></sounds><blocks></blocks><variables></variables><scripts><script x="500" y="87.33333333333334"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>give me a list of values formated like this "1 2 3 4" and ill give you the average</l></block><block s="doSetVar"><l>list</l><block s="reportTextSplit"><block s="getLastAnswer"></block><l> </l></block></block><block s="doSayFor"><block s="reportJoinWords"><list><custom-block s="average of list %l"><block var="list"/></custom-block><l> is the average</l></list></block><l>7</l></block></script><script x="63" y="24.33333333333337"><block s="receiveMessage"><l>yo</l><list></list></block><block s="setColor"><color>30,30,30,1</color></block><block s="doAsk"><l>give me a list of values formated like this "1 2 3 4" and ill give you the average</l></block><block s="doSetVar"><l>list</l><block s="reportTextSplit"><block s="getLastAnswer"></block><l> </l></block></block><block s="doSayFor"><block s="reportJoinWords"><list><custom-block s="average of list %l"><block var="list"/></custom-block><l> is the average</l></list></block><l>7</l></block><block s="doSayFor"><l>click on the other sprites for more math operations!</l><l>10</l></block></script></scripts></sprite><sprite name="sum guy" idx="4" x="172" y="90" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="30,30,30,1" pen="tip" id="555"><costumes><list struct="atomic" id="556"></list></costumes><sounds><list struct="atomic" id="557"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="133"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>now, give me a list of values and ill give you the sum of the values</l></block><block s="doSetVar"><l>list</l><block s="reportTextSplit"><block s="getLastAnswer"></block><l> </l></block></block><block s="doSayFor"><block s="reportJoinWords"><list><custom-block s="sum of list %l"><block var="list"/></custom-block><l> is the sum of all values!</l></list></block><l>7</l></block></script><script x="20" y="10"><block s="receiveGo"></block><block s="setColor"><color>30,30,30,1</color></block></script></scripts></sprite><sprite name="GC divisor guy" idx="5" x="-160" y="99" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="30,30,30,1" pen="tip" id="585"><costumes><list struct="atomic" id="586"></list></costumes><sounds><list struct="atomic" id="587"></list></sounds><blocks></blocks><variables></variables><scripts><script x="374" y="31"><block s="receiveGo"></block><block s="setColor"><color>30,30,30,1</color></block></script><script x="22" y="38"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>type one number</l></block><block s="doSetVar"><l>list</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>now, type another number and I&apos;ll give you the greatest common divisor of the numbers!</l></block><block s="doSetVar"><l>list2</l><block s="getLastAnswer"></block></block><block s="doSayFor"><block s="reportJoinWords"><list><custom-block s="greatest common divisor of %s and %s"><block var="list"/><block var="list2"/></custom-block><l> is the greatest common divisor of both numbers!</l></list></block><l>7</l></block></script></scripts></sprite><watcher var="list" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="list2" style="normal" x="10" y="103.000002" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="list"><list struct="atomic" id="622">40,30,20,10,020202020,1,1,1,1,1,1,2,3,4,5</list></variable><variable name="list2"><l>20</l></variable></variables></scene></scenes></project><media name="U2L4-dotmaker" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>