<snapdata remixID="11218479"><project name="Pythagorean Theorem Project" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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mediaID="Sprite_cst_Professor Bird"></ref></item></list></costumes><sounds><list struct="atomic" id="19"></list></sounds><blocks><block-definition s="=" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables></variables><scripts><script x="206" y="11"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doSetVar"><l>a</l><l></l></block><block s="doSetVar"><l>b</l><l></l></block><block s="doSetVar"><l>c</l><l></l></block><block s="doSayFor"><l>Make your own variables to use Pythagorean Theroem</l><l>4</l></block><block s="doSayFor"><l>The correct answer will pop up regardless in the c place so you can see if you&apos;re right or wrong</l><l>5</l></block><block s="doSayFor"><l>Maybe some scratch paper would help along the way ;)</l><l>3</l></block><block s="doAsk"><l>what is the value of a</l></block><block s="doSetVar"><l>a</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what is the value of b</l></block><block s="doSetVar"><l>b</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>Sqaure both a &amp; b</l><l>6</l></block><block s="doSayFor"><l>Add a &amp; b</l><l>6</l></block><block s="doAsk"><l>what is c squared</l></block><block s="doSetVar"><l>c squared</l><block s="reportSum"><block s="reportPower"><block var="a"/><l>2</l></block><block s="reportPower"><block var="b"/><l>2</l></block></block></block><block s="doAsk"><l>what is the square root of c squared</l></block><block s="doSetVar"><l>c</l><block s="reportMonadic"><l><option>sqrt</option></l><block var="c squared"/></block></block><block s="doAsk"><l>was your answer correct? Yes or no?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>Good Job!</l><l>2</l></block><block s="bubble"><l>Press spacebar to try again</l></block></script><script><block s="doSayFor"><l>Oof</l><l>2</l></block><block s="bubble"><l>You should try again. You got it this time!</l></block></script></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-131" y="126" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="178.5,85.67999999999999,0,1" pen="tip" id="108"><costumes><list id="109"><item><ref mediaID="Sprite(2)_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="110"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite></sprites></stage><variables><variable name="a"><l>3</l></variable><variable name="b"><l>4</l></variable><variable name="c"><l>5</l></variable><variable name="c squared"><l>25</l></variable><variable name="a squared"><l>0</l></variable></variables></scene></scenes></project><media name="Pythagorean Theorem Project" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="176" center-y="180" 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nJjmqt1gdAQIEKgUEcI2mAK5xXKbL7RcvYvj+ZW4+wD2vTHKjzlplBAgQKBMQwDWUArjGcdkul0ryloHjK9+/ODlr2fHcR4AAgXIBAVxDKoBrHKd2+USSC08tWtzfjq9sZ0h/obNeGQECBIYEBPAQ38nFArjGsafLm5NctacwSTu+8pbJ996q5CJAgMCeCgjgGm4BXOPY2+VZSe7QWdzW7oFJHt1Zr4wAAQJdAgK4i+00RQK4xnGky30XIXrGzibPTdI+4OUiQIDAnggI4BpmAVzjONrlOkmOHzi+sr2X+Cqjk1BPgACBZQQE8DJKO98jgHc22qs7zp7kw0nO2zmg4ys74ZQRIDBNQABP8zrY3QK4xrGySzt68nKdDb+8OL7ybzvrlREgQGBHAQG8I9FSNwjgpZj2/KaXJblx56jt+Mq7JGkf8HIRIECgXEAA15AK4BrH3ejyuCT3Hmh8bJJ7DdQrJUCAwAEFBHDNxhDANY671aV9RenpSXqPr3zFwF/Su/VM+hIgsOYCArhmAQVwjeNudrlMknZox491DuL4yk44ZQQIHFhAANfsDAFc47gXXT6Z5EKdA30uSQvyL3bWKyNAgMDJAgK4ZjMI4BrHverSXuTQ+33frye5eZK/2qvJGocAgc0UEMA16yqAaxz3ssuzB06++m6SByR5zF5O2FgECGyWgACuWU8BXOO4113ul+RRSXqPr3xOkl/f60kbjwCBzRAQwDXrKIBrHOfoct0kL05y1s7B3zrwNqbOIZURILAJAgK4ZhUFcI3jXF3OkeRDSc7TOYG/G3gvceeQyggQWHcBAVyzggK4xnHuLu3oyct2TqIdX3m1JB/orFdGgMCWCQjgmgUXwDWOq9Dl5Ulu1DmRdnzlkUn+pLNeGQECWyQggGsWWwDXOK5KlyckOWpgMo9PcvRAvVICBLZAQADXLLIArnFcpS53TPK0geMr21/SN1mlBzIXAgRWS0AA16yHAK5xXLUu7XWGbxw4vrL9N+VDVu2hzIcAgdUQEMA16yCAaxxXtUv7lPMFOyf32SSXTPKVznplBAhsqIAArllYAVzjuMpd2vd9D++c4H8lOSLJazvrlREgsIECArhmUQVwjeOqd2knX92uc5Lt+Mr7Jzmms14ZAQIbJiCAaxZUANc4rkOXFqKPTNL7s9O+otQ+4OUiQGDLBXp/iWw522keXwBv1464QZLjkvxg52O3tzG1QztcBAhssYAArll8AVzjuE5dfiLJ+5Ocu3PS7b3EF+msVUaAwAYICOCaRRTANY7r2GXk+Mp/X7zIoZ1D7SJAYMsEBHDNggvgGsd17fKKJDfsnHw7vvI3krQPeLkIENgiAQFcs9gCuMZxnbscm+SeAw/wuCT3GahXSoDAmgkI4JoFE8A1juve5c5JnjpwfOXLktx03RHMnwCB5QQE8HJOO90lgHcS2p7/vx092Y6vPHvnI783yeU7a5URILBGAgK4ZrEEcI3jJnUZOb7yM0kukeSrmwTiWQgQOLWAAK7ZEQK4xnHTurwtyWGdD9WOr7xZktd11isjQGDFBQRwzQIJ4BrHTezy3CS37Xywdnzl/ZK0D2i5CBDYMAEBXLOgArjGcVO7PCjJwwaOr3xWkjttKo7nIrCtAgK4ZuUFcI3jJne5UZIXDhxf+eYkV99kIM9GYNsEBHDNigvgGsdN7/KTSdrJWb3HV34iyUU3HcnzEdgWAQFcs9ICuMZxW7q0M6Qv0/mw7fjK9l7ij3TWKyNAYEUEBHDNQgjgGsdt6vLKJO2tSj3Xt5K0Qz+e11OshgCB1RAQwDXrIIBrHLetyxOT/NbAQz82yX0H6pUSIDCjgACuwRfANY7b2KW9iKEdX3mmzod/SZIjOmuVESAwo4AArsEXwDWO29qlHT35+oHjK9+T5NBtxfPcBNZVQADXrJwArnHc9i6fSnKBToR/SXLxJP/ZWa+MAIE9FhDANeACuMZRl+TEJFfuhGjHV94kyRs665URILCHAgK4BlsA1zjqcpLAnya5TSdGO76yfTDr8Z31yggQ2CMBAVwDLYBrHHX5f4EHJ3nowPGVz1x8VYkpAQIrKiCAaxZGANc46nJqgfbPyc8fOL7yTUmuAZUAgdUUEMA16yKAaxx1Oa3AeZK8L0k7xrLncnxlj5oaAnsgIIBrkAVwjaMuBxf4QJJLdwJ9afFe4o911isjQGAXBARwDaoArnHU5fQFXpXk+p1I7fjK9krD9gEvFwECKyAggGsWQQDXOOqys8CTktx959sOesfvJbn/QL1SAgSKBARwDaQArnHUZTmBI5M8ZeD4yuOT3Hy5odxFgMBuCQjgGlkBXOOoy/ICV0jyuiQ/unzJqe58d5LWw0WAwEwCArgGXgDXOOoyXeDTSX5uetn3KtrxlRdN8vXOemUECAwICOABvFOUCuAaR136BN6e5Ep9pd87O/rGSdp3hl0ECOyhgACuwRbANY669Av8eZJbd5a34yuPTnJsZ70yAgQ6BARwB9oBSgRwjaMuYwIPSdL+1/tz/Ywk7f3ELgIE9kCg9wd1D6a2VkMI4LVaro2e7E0Xx1eepfMp35jkmp21yggQmCAggCdgnc6tArjGUZcagfMlec/A8ZUfT3KxmqnoQoDAwQQEcM3eEMA1jrrUCnwwyaU6W7bjK9t7idtZ0i4CBHZBQADXoArgGkdd6gVeneR6nW2/meQOi3/S7myhjAABfwHv7h4QwLvrq/uYwJOT3G2gxaOTPGCgXikBAgcQ8BdwzbYQwDWOuuyewF2StCA+U+cQ30jy5STtBK1jkpzY2UcZAQILAQFcsxUEcI2jLrsrcMUkr01ytoJhDk9yQkEfLQhsrYAArln6ZQO4/dJyEZhb4Lgk5x6cRPsL+LDBHsoJbLWAAK5Z/mUDuGY0XQjML/DFJOeafxpmQGB9BQRwzdoJ4BpHXdZLwO+P9Vovs10xAT9ANQsigGscdVkvAb8/1mu9zHbFBPwA1SyIAK5x1GW9BPz+WK/1MtsVE/ADVLMgArjGUZf1EvD7Y73Wy2xXTMAPUM2CCOAaR13WS8Dvj/VaL7NdMQE/QDULIoBrHHVZLwG/P9Zrvcx2xQT8ANUsiACucdRlvQT8/liv9TLbFRPwA1SzIAK4xlGX9RH4bJL22kMXAQKdAgK4E26/sm8v0aadwfudJe5zC4FVENjpzOiXJDliFSZqDgTWVUAAr+vKmTeB3RU4PsnNDjLEOxbh+/ndnYLuBDZbQABv9vp6OgK9Au2s6PYu4UP2a/C+JFdN8rXexuoIEDhJQADbCQQIHEzgrEnuk+SWixtetHgV4deRESAwLiCAxw11IECAAAECkwUE8GQyBQQIECBAYFxAAI8b6kCAAAECBCYLCODJZAoIECBAgMC4gAAeN9SBAAECBAhMFhDAk8kUECBAgACBcQEBPG6oAwECBAgQmCwggCeTKSBAgAABAuMCAnjcUAcCBAgQIDBZQABPJlNAgAABAgTGBQTwuKEOBAgQIEBgsoAAnkymgAABAgQIjAsI4HFDHQgQIECAwGQBATyZTAEBAgQIEBgXEMDjhjoQIECAAIHJAgJ4MpkCAgQIECAwLiCAxw11IECAAAECkwUE8GQyBQQIECBAYFxAAI8b6kCAAAECBCYLCODJZAoIECBAgMC4gAAeN9SBAAECBAhMFhDAk8kUECBAgACBcQEBPG6oAwECBAgQmCwggCeTKSBAgAABAuMCAnjcUAcCBAgQIDBZQABPJlNAgAABAgTGBQTwuKEOBAgQIEBgsoAAnkymgAABAgQIjAsI4HFDHQgQIECAwGQBATyZTAEBAgQIEBgXEMDjhjoQIECAAIHJAgJ4MpkCAgQIECAwLiCAxw11IECAAAECkwUE8GQyBQQIECBAYFxAAI8b6kCAAAECBCYLCODJZAoIECBAgMC4gAAeN9SBAAECBAhMFhDAk8kUECBAgACBcQEBPG6oAwECBAgQmCwggCeTKSBAgAABAuMCAnjcUAcCBAgQIDBZQABPJlNAgAABAgTGBQTwuKEOBAgQIEBgsoAAnkymgAABAgQIjAsI4HFDHQgQIECAwGQBATyZTAEBAgQIEBgXEMDjhjoQIECAAIHJAgJ4MpkCAgQIECAwLiCAxw11IECAAAECkwUE8GQyBQQIECBAYFxAAI8b6kCAAAECBCYLCODJZAoIECBAgMC4gAAeN9SBAAECBAhMFhDAk8kUECBAgACBcQEBPG6oAwECBAgQmCwggCeTKSBAgAABAuMCAnjcUAcCBAgQIDBZQABPJlNAgAABAgTGBQTwuKEOBAgQIEBgsoAAnkymgAABAgQIjAsI4HFDHQgQIECAwGQBATyZTAEBAgQIEBgXEMDjhjoQIECAAIHJAgJ4MpkCAgQIECAwLiCAxw11IECAAAECkwUE8GQyBQQIECBAYFxAAI8b6kCAAAECBCYLCODJZAoIECBAgMC4gAAeN9SBAAECBAhMFhDAk8kUECBAgACBcQEBPG6oAwECBAgQmCwggCeTKSBAgAABAuMCAnjcUAcCBAgQIDBZQABPJlNAgAABAgTGBQTwuKEOBAgQIEBgsoAAnkymgAABAgQIjAsI4HFDHQgQIECAwGQBATyZTAEBAgQIEBgXEMDjhjoQIECAAIHJAgJ4MpkCAgQIECAwLiCAxw11IECAAAECkwUE8GQyBQQIECBAYFxAAI8b6kCAAAECBCYLCODJZAoIECBAgMC4gAAeN9SBAAECBAhMFhDAk8kUECBAgACBcQEBPG6oAwECBAgQmCwggCeTKSBAgAABAuMCAnjcUAcCBAgQIDBZQABPJlNAgAABAgTGBQTwuKEOBAgQIEBgsoAAnkymgAABAgQIjAsI4HFDHQgQIECAwGQBATyZTAEBAgQIEBgXEMDjhjoQIECAAIHJAgJ4MpkCAgQIECAwLiCAxw11IECAAAECkwUE8GQyBQQIECBAYFzg/wCr0R2IwuNy2wAAAABJRU5ErkJggg==" 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Bg4H9YvwmliY59YvAF4Fdco/fL7zpt4kEppjEll/8JpYoOdVNYJrJazF+3YjTX9MITHfSmmP8a5o2ouQTAhMQkK+30mvLiSarjRl/zUkQXgisE8wh0BUC/we8uN/5WIesswAAAABJRU5ErkJggg==" mediaID="Sprite_cst_Untitled"/><costume name="Professor Bird" center-x="68" center-y="72" 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I7kMAIuD4Y5r7AA+iGp4iEW4q6eBFPrk5wUSoQErT9RkqpRWAiBq8kMFbWKLbOcbRxin2NIfoqM1TV2HEZjKSShlJJExcGbPyy3Me7s+YsKdjOIoJZXkEFDmjjYzJRcbqJWsrI2/1qLu/aHGj2b0YXRVoTj9ZDczRRZqTk7QaQ2QSYVI5KPeXU+4wqdhhNWtkpuBlyVJHwlZOUXj0bBxSYQyxNVibwJNc4vCuHtrbWhUQbDY7Xq+H6upqamtr1UN+Fh5EgFMCyh+DVFF5FovE4wlGx8Z5/8wF3r8sfEeKaN5MQdoTrBvgkOwFDXMuTkVhmh2eUXbXztPoTVDr12ipNmK3GEmmDASiFs6P2PnoupnQahZbMavS1YzJTsbkJGPRgZFzVFBw+CnYPBQtTuW+TFY7FqtTBYnFVBh3aIIeFmlzFchm0krHWub1YrOYiKWzzEbzTGSdLBkrSGKlmIpjiK9hSAQwJoPq4dAy1NVU4XI6lFuTxiqHzaYAUVNTTXNzM52dnXR0dNDY2Ijf71dWZmugKlZWqeOVVvq/OyvzdDGIfGnphpudneezC5d559wg12fDrG/EHZLKIoGgPEtKKQKbXAJvfpEmyxQNtiV8pih1viwdteCwGcjkzMxH3FyZdDM6kSUfiSu+JGvxKHBkjTYVVxQkXrB50exuVRdRn2G2KuW53WTARgFzKkhFeoHtrhRNXutGc5RRb34yGoins8xHMkzENBZSRmKpLMVkCHM6jK2YwWkx4LLbcDrFYviw2qwU8kUy6RS5bIZCPqe4EinvNzU20Nvby86dO+np6aGmpka5HgFDSWIpMktxP/L3AqD/XoCiaZpWLBYTxWJR+mLeslgsj9cXI3UWiTsuXb3B7z67yPn7yyymIFs0KZLK4PDp7QoqldSFw1IxteQiOPNrOApBHMUolY4ktb4cDovELFZW0n6mg06iK2GIrqpANGdyqCJZQXXPgSaAk3hBhDwiB7A6VWZiNoDbDGVWA15jjhpLlhafhSqvbvqzuRzxpL5QhaLGajTJ5FqEufUYsURSSQ68TjvVVRXU1tdTXVuP31+Bx+fDarWQzxdIxOPEImHW11YJrCwRDgVUQCuN5n2921Uf8cDAgLIm4pJisRhzs7OsLC+rc6hvaKCuvn4zHf4uxywb4NZisVgik8kMGQyGt8xm86n6+vqvbpzaLOHfGebtT87y0Y0JJiMayeJGTcQurkUKcZI6brCWwjNkUxgzEWVJpFlc7mSbuYjDklOsaMFgIZWzkEjkyAcWITyHlk1tvIdQ3fLYaEFQSjKTou5LFV0BiNdupsbnotbvoc7nosbvxetyqI64ZCrNejhMKpMhm80RCEeZX1tnPZpU51pdU0tr5zY6urbT3N5BdW0dfq8Pt9uhLE8uXySRyhCPxRQPsjg/w/TYfWYnRwmvr+F22unr7eXkyZPs3r1bWYvpqSnu3BxibWUZh91OS1s7fQMDtLW1qyD3u5r1lDzEwsKCNj4+nggGg0NWq/Utr9d76tVXX/1qgEhKOz0zy/ufnuM3p69xazlFpGjRu1wtLnDqVdpNjYYsbDaFORnAkVrDnE+TlZhCYgi7T7VSSp1DyyXR4mGKoRWK4XkM8QCmYg6Lxax6XZ0OBza7HZPoPaXtoCgV47wSPKdTuum3GjV8Lie1FeU011bTWFNFmVcnr8SCROIJAqEQS6vrzK+sEYonVBdfQ2s7vbv20rtrDy0d26isqsHndVNmt+Cy6z02ubxGNFMgmcmRSKWIhIIszk5z/85NRm5dZ2F6CpvZyK5d/ezfv19JD2fGx1men1W1HY/Tibu8gu7+AfYdPERdXZ0uMPoOFvik2Cr64Zs3BrXLly8nAsHQkMfjfauuru5UVVXVlwNExkKI2bw+dJNfvvMxH9yYZDFtVmVwg8QCzjKdpVRU9sZRyCnf7kssUFsM4jQWlBBn1egn7qzVOYhMAi28AOszGCIrGHNRbCYDZb4yKmtqqK6pp7KmFm+ZH5sS5hgpFPKkkkm1UGLu15YX1Z2cTaWwW0zUVpazraWJxtpaZUVkIZLpNIurAe5NTjOztKrcYXP7NgYOHmHX/sO0dnZT5q/A7bThs5vwWU0qgJYjV9SIZYtE0kVS+aKyQvFYhKW5WYaHBrlx+RxToyMqhW5qaqDM7cKQz+G2mqnyl+H1eEgXNfx1jRw8dpye7b1qIsB3DSAlXmt2epJL585oN28OJYoG41BDQ9NbjS1tp/7yL//yywFSLBYNwVCIM2cv8A+//YAz95eJFK1ownO4yvXA9At9LLrG0yGtiYUVtnuLlNmMrMZSTEU1ljQvMWzkYkHFOxiiK1jJ4PP5aGxpo7O7l7au7TQ0NeOvrMbp8mBWjdwGBOXZTIZELEJgdYX5mQkm7t9jeuwea0sLkM9SV1lOT1sLLQ11uBwO5WbGZ+e5Oz5JOJmhtrmNPYeOs//oSdq7t+Pzl2O1WHBbTfjtRrxWI+YNrOc1SGQ1guki8ZxGoVBU55BMxJUlGbpygUtnPmby/jBaLqM+u6OpjsaaauqqqvG4nESSaYo2BwMHDzOwZy/l5eXfOWq+KA314RAjt29y4+oFLRwOJarrW4baurrfam/fdqqjo+OrASKm59PTZ/m7f36Hi/cXiZl9aN4acJfrRbGt8j9hGvNJfKkVeqwRBmrslDnMrIdjTK1GGA+lWYqmSUcCaPEANkOR2ro6tu/aw659B+nq3UlNXSMeXxlWq02NX9gqENKKRZVRpNMpIsF15memuHd7iNvXLzN5b4RMIqoWqq+jlYbaGhLJNHfGJphYXMJVVsHAgaMcefFVtu/cTVllFRaLZEMG3FYD5TaTejZvqBkLGiRzKICIJcmrpnEUSBLxGNPj97n42Ydc/OQDFmYmqfK52dXVQWdrM421NbgcTsKJJImCRvfO3ew/eIjq2trvXIuEuOzFuVkF+OmJe5rXX5Xo6ts51NKx7a2qqppTDofjqwEiRaqz587z1q/+lTO3JgnbatD8DSBldrEeG03NqlAmrYn5FFW5VXa5k/TXuFQqGo5EWQoEGV1YYWpplXg8psiy+sZm9hw6yuEXXqKnbwfllTVYbAK6UpfcH6rHxCTKo5DPk0rEWF5c4N6tG1w59yl3blwhFQlSX1VJZ3OTYn1HpmaIZvJ09u7k+CtvsP/ICeoam7HZdTckRVy7EXw2o3pY1DAZVOYTy0I4UyQhFmTL/DT57HBonduDl/n43d9w49I5yKTY0dXGvr7ttDU14XTYiSVThNNZmrb1cODwUZqam9Voi++Km5EEJBoOM3r3FrcGL5JOJ7WOnl2J7v5dQ7V1DW85nc6vTnMlBpGK7fXrN/jn37zNmcE7rBUc5G1+8mYbec1MUaWhUi6X/liDAkh1Mcye8iK91W4l+FkLhlhaCzAxt6CCRbk7axtaOHDsBCdffo1duwaorKxQ7iRflPRZjwFKvdcPZSo3gCJ3wPraCndvXOXMh+9y6/IF0okY1f4yNRxmNRTBVVbFgRMv8uIPf8z2/gHl0ixm0ZTq0ySk0uMwGXHbDdilZCwxSKFIPKsRy+nn8uB8PXF3s1NjfPbe23x66m2W56Zoqq3ixN4B+rq24XY5SaUzBJNpqppb2X/4GB2dnd+pYTOSgCzOzXB78BIz4/cpq6zR+vcdSrR2bBvyen1vGY3GRwNE3mRmZoaLl68wdHuY1UiCeKZAIpMjmS2QzsskDaMKXDP5Ivl0Ep+WpL/aTk+dX2Ub0/NLTM0vMLO0TDyZxl9dy97DJ3jp9R+zb+9emmsrcdklwodMAWJZjUSuSG7rqI8v4bNVfSiXUyCRO/nDt/8btwevkEsnVVopUsXWbdv5wet/yrGXf0hza5sixSxSCNRk8VGglEzJZjZg3aByCgWNTF4jK4XCh3RlymiJcHCdy6c/5t1//kfuDl3DZTVxaKCfPTt6qfB5ldAoFE/hrW3gwJFjilhzulzfiXRX0RfhEGPDt7h7/RKZVJL23gFtx+4Diaqq6iGLzfZ4xTrlcxMJVtfWWF1dVW0NQkDF4gniySTJVIZMLk8ykyUaSxAIrJEKrVHrstBaU66at++OTjA8McVqMITN6WbHngO8/Cc/5fCxk3Q21VHhsqnF0bMHiGaKhDJFBb4N1/+V5Q5dNJ1lbXGe0x+8y+//9ZdM3B9WLkbiGfm8V3/yCxWc+iuqVJU/o0BeUJ9ntpgUQF0OkyLgNseHbOnIfNgJpFNJZbne/qd/4NLpjzHksxzcvYOdPV04hYI3GElm85TVNXDo2Al6+/pwfyfGROgVebEeAo75yVF85ZX07T2itW3rSbg9XkWUPdYAmZLPl4stjKo85GcZCCNcQ+nv0pmMYhJnZ2cZvXuHVCiA32EnGosxeHdEZRLCKTS2dfDCaz/mxR/+CT3dXdSVufDZTJ9nD0XdggTTBeX7BSBbhjh8KVBUs3g6zdi927z9X/+ez37/O5US+ysq2Xv0JK/99C/oHTigajmr4SwLwTQrkSzpApS7rHTWOWmvceKx667ncQ5JvQWIb//Xv1Ofp2XTvPLiEfbv3kEkFCMaipDJFalpaeXYCz9gR3//5hyRbzMOKRYLhENBFXuM3rqiqILWnn62DxzQamrrE2aLRVHtjwUQxZyX5n495FkVp+RRKChULizMc+3SJSZH7qJlUgTW17l+9x5js/OY7U4GDhzmtZ/+gj2HjlFbVUmFw4JXBYf6kki2EC2ll9miIqwkQBStmGQcEiJIXeRhiyhZjgSPZ95/l3/++/+bydERlcoePPEyr/70L2jsHmA9ZWJqJcn8epr5UJZAsqC4j92tHn7Q66elyqE+43EOcTMzE2O8/cu/4+N3fk0+neDPfvIaf/rGKwTWgoyMjLGytk5NYwsvvPQyuwZ2K43Jt12bkSxwfnaa4cFLrMyO4vVX0bP7EO1dvZrb60sYDIbHA4jwICVrIa5GwCDIV6MpNx5q8uDGQ14jEwyvXbnM0OWLBJYXWVhcUtZjdT1MRW09J177Ea/8+Oe0d/fidjrwWI3qYZOMVoZyFoTBLKqFW0/kCSfyJLNFJR5y20z4XBZcNpPKNh4GEgke79++wX/9f/8jlz79EIfLzcGTL/HSn/4FFS07mIvAXCBNOJFjKZJlOpglni2yvc7JXxysZk+7bxOsjwKJXI+ZyTFlQT5+51/JpxL821/8Cf/+zT+nWNQUQO7cG8dotbP/4GH27NlHZVXVt5rqqkGCynoMMXZTj9Watu2gZ/cBausbNavV9njjH4rFoiuVShlkwSX2EPchgY0AQ1HhTqdiBuVnKVQJjSx3Riwa5dbNm1w6d5qJ0fvMLSwwOTdPIp0ThPLqT3/BiVfeoLq+EavFqhhUYbetGxYkm9cIpwvq7p5aSzO3niaYkLljUOm20FbtoKXSjt9twWLe0KBuWUkxn8vzc/z2l3/HO796S4F6/7EXeeHHf05Z804mgzC5miKSyhGI51mM5IikCrRX2vibo7Uc7SnfDFQfBRCxmpNj93j7l3/Pp6d+i7GQ5W/+6mf8+7/+BS6Xk7W1dYbvTbCwuk51XSM7B/YoLatct2+rLpNKJVmYmebu9YusTI/i8pXTvfsQndv78frKNKPR+HgASafTrvn5ecON69e5eeuWAolYEwGCfEFJFUUnISZTHlKMErAIRzA7M82tG9eZnZlkcWmZ6flFsgXo272P1//NX6omJH+53ElGzOI2NlZCNGQCkNVYjuGFBPcXk6xFs6zFc0RTBWVBuuuc7G31sq3Ogc9p+QN3IICIhNYVP/FPf/t/EY2EGThwhJM/+gXV2/YyGTZzcy7BfChDOJknnimqOKe31sFfHalh/7YyNtj2R+FDMbtC1AlALn76AT6Xlf/53/1bfv6T1/G4XWQyMrhvhdHJGaLJHM1tnfT27qC6puZbmUgk1iMYDDB6e4jxm5dJJ+M0dPbSu/cwDY0tUvt6PD1IPp8fWF9fd129etXw3qlTXLl6VbkO+QCxIKJxEJCIFRFgCFh0SZ5eapcyeTCwSjIeYz0YYm5xSfE7EKuyAAAgAElEQVQkuw8dUwAZ2H9EiX4dVoOqZUhoky5oCkSpbFHd4VcmoiyHpSCHAsj4mmRLRZrK7RzZ5uNQp5eGcjs2yVe3HKpHOBHj4umPeOs//R8szkzR1beTk6//jI7dxwkUfAzNpbi/nFQuTFyB12FmX4ub1wcqVbC6wZU9MnOKRcNcv3iWd/7bf+Hu4GXam+v4X/+nv+EHJ4+oaq5Y3EQixdTsPONT85hsLrb39tPZ1bWpd30kCp/hCySjnJ2eYGTwAitT93B4/XQNHGJb3wBlflUGeDRANE17M5FIDIyNjblOnTplePfdd7k3MkIimVRfWGcfdTGOPMSiCGBKWk192o6uCZELnUqnCYWj2F0e9h//gQJI/579+MXy2IxKrCMqdaGzpfYRTRe4PZfg7L2QuutEMhhM5hlZThNOFajyWDnc4eGFXj+dNQ6ctgf7UjQk/Ry8eJZ/+I//O/fvDNHQ3MbRl15n78kfYqtoYTYCE6sZ1oQq1aDaZ2VXs5udzW7luh6dxOi9yEvzs5z76D0++t2/sjQ7yZF9u/gP/+ObDPT3bg7WzUnv0Oo6d++NsRKIUN/croLVhsbGb1QVr9pjg+vcu32diZuXyMSj1LZvZ/vew2q6tV1nlh8NkEwm8+ba2trAhQsXXL/+9a8N586dY2VlRbmXrUcpTdsapJZ+VuOrVcahq6zyhSK+8goOnniJN37+b+nbvZ9yn0cV8qT+IcxqRFjLrEYkWeDWXJxP7gaZDaRVMCp8xUosRyYH1V4Lhzu9vPgVAJGqrwLIf/rfGL5xDX9FBbsPHuPoKz+ivW8vmt1PKIlyWwJmv8tMvd9GhceM5TFSGLnY0kx1784Qn5z6LdfOfaqkCj9942X++s9/qqq7+oRmoez1kRj37o0zMjqF1eVj9779qrorLvqb6Ksp6T3mpicYHrzA6vQ9HC4vHbsOsm3HbvzllaWNCb4aILlc7o1YLPbmvXv3Bk6dOuX6/e9/b5AtO2RCcinVfdz8XQeLzlbKyIey8gr2H32BN37+l+zad4Qyvw+XSP3EgkjlNKeRykMiU2RsOcmnwyFuTMcIJfOKoZXsxmo20lJuUy7maJePpgpxMV/MSZWLiesuRgAyeucmDoeTjp4+Dp58hX3HXqC+pROz3a16eOQcpS5kU5XcPwx6v2jhdb1pOplkYW6aa+dPc/aj95ifGmVbSyNv/vlPePH4EcrKvJv1FqXljcUZG5vk5q17xDN5enYOsG//AaU4e+7TEaVuVSxuxB43mLh5mWwiQnVrNz17DtPY2qGuz8a6fjlAUqlUfTabfWNxcfHNixcvDrzzzjuuS5cuGWRfF7EeJesgLuRB1JdSYH03BJPiLIS6FlMt/5YvFHC6vPTvO6gHqcdepLyiEqvFqFPekt5uUN65gsZKOMPgVIwrk1Fm1tMqkFTbUTgt9NQ6ONDppbfRRYVbgtQ/jEFEGvjxO7/hl//P/8nCzIQqkFVU17F95x4OHP8BO/bsp6a+CZvTqbStX8arPOj+JUMSsVJgZZHhm9e5fOZjhoeuYTUU1Ejuf/OnP6R7Wwd22+cbZag4JJZgYnySW7dGWF4PU9/awcGjx1Rj1vNWminrkUoxNz3J8OB5AjP3sbs9tPUfoGvHHsUsb9nO5MsBEgwG60Oh0BsjIyNvfvLJJwMff/yxa2JiwiCBjXyILLwEpdJVtnWqsDCq8WiUfF5vdpaR1BarvnASAIoSfi0QJJsv0Nq1nVd+8mecePkNahubMJstm4OkNsbfqowimSkwH0xzbzHJ9GqaSCqveJBKj0XFHdvqnNT4bIrgepALEUAuzU/z23/8O979b/9IMhbG6XJgsdrwllfTs3O3Ium6d+yiqrYeh9OldpP4avZUqscCjiSB1WXGRm5z4/J5RbOnoiF2dLfzk9df4vChfVSWl38hhRUdiRQ8p8YmGb47yvzyGi5/BXsPHWH33r2bvMgzjEW/8FYqcwkEuHd7kKnbl8knIlQ2b6Nrz1GVVcn33+IVvhwgd+7cqZ+dnX3j+vXrb549e3bg5s2brmAwqIgyeQNJYVtaWpRIt7VV7xuRf1sPBJiaHCebTNDcWKf8r+yjIlttCBU/N7/EjZt3mZpdUM3PR1/+Ia/86c/p7O7D7pQNJf7wkFK7FAKD8TzBWE4BRhbQ7TBR6bGqmEHaGR4wHuqNpLord/U//e1/ZPDCZ7gdNqoq/ar5OiqFs/JqJQPs33tA5f419Y24vV4sFmmjlHd40CIVVUCaiEdZW1pk4t4wd65f4f7dm8TDAZobanj5+GFePH6Y1hY98Nx6qDHk6yEmRycYG51kYWVVNW2JBubwsWO0tLY+t2B1sxthcoy7184TnLuP3emmtW8/23bup6Kq+sFNmh4OkF/96lemeDxePzY29sbdu3ffHB4eHlhYWHBlMhnZCUIfW1lWxqFDh/jJT35Cf3+/ahySftWRO3e4fvWSEhz37+ihr69bvVZ+R8rdYxNTfPDJGc5fGlQVYAlQpS6y98gJysorv5QwEksid5+4HCXWkeYokwGL2ais08PAIeZcZIifvPc2v/6Hv2V5boL6mnKa66vIphMsraySzoPbX0NDWw+dfQMqNmloblUxksPhwiTiaxU8FZWyPZ1KKHHS0vwM4/eHVf1idnyUTCJGQ10VRw/t5YWjB+nubFM3xoMEmJQfVpZXGb8/ztz0PKvr66pS3dTZzfEXX6SnZ7tyM48b2z2JpVHWYz3AyNBVJm9eJJ+MUt60jZ69x2jp6FLjKx4434cD5Be/+IXJ7XbXr6ysvLGwsPDm4uLiQDgcduXzeb1Z3mRSXWWvv/46f/3Xf82uXbsU8hYXFzn96SfcunoJr9PK/n272NHfi08AYjAoCzI7u8gHn57l3fc/YXJmnooaodv/hBff+AmtnT3KMj3qeJxinSBIrMf9W0P85r/8LVfPvI+1GKOz0UNngweXNa/4kVA8x3rCRLzgweSpo7y+g/qWDuoaW6morsXt9qjBMQWtQCoRVzKCxdkZ5qbHmZ+eIhRYwUyR1qZ6Du4f4OjBfXRva8fn82J+cBSEBN/xBHOzc0zcn2B5WarhMaLpLFVNzRw9+SI7B3R9yrNmVkvWQ0oBw1fOsD4zgsXupHnHQbbvOUxVdc3D5qx9uQUZHR2tD4fDb8zOzr45MzMzMDc354pEIga5A+Tkxb389Kc/VQDp7u5WweftW7f44L13mZ8Yo7Gmgj17d9Lbt50yEesYRWhcIBgKc3XwFr977yMuXLlOKldQccDLP/4zDp34ARVVNUq5/nUOXWGWY2VhltPv/ZqL7/8T1uQU2+uht8lGa7WZMpduFWKpIvPBApPLRSYDRlaSdpKGMszOSlzecuyi0pc+42JeBXdStwgH11ScJT0x5WUeZS0O7N3F3t39tLc2K9JLwPEH8VC+wHowyOTYJDOTM0TCUaWQj6Uy+KrrOHTiBHv27lX9OM863S3xHsM3rjJ96wK5eBBPbRvd+0+yrafvwdijdPm/PAaZmJhQQerKysqbU1NTA8PDw6779+8b5ubmSCTiNDe38POf/5yf/exnqlEoEolw9sxpPn7/92SjIVob69i5s5feHdvxV5Sr9FYC3Eg0ytzCMhcuX+PDz84zPjmL0+1lz5ETvPqnP6dvYB9un/+pLpBUb/OFHJlkiuDqIveHzjF66bc4E3fY3Zihr9FCTZkJj10YWz2+EHVYPF1kLVZkLpBnfLnI6BJMrxlYiBgIJw2qr1d2FZE9Y+TXLGYzPp9HbUHWt30bu3f20tPVQV1ttQrMv2xx5fsvzC4wdn+clcUV1Z2YyeaIJtPYy8rZf/Q4Bw8fpqqq6qm+/5fdVLpSPc3c1AT3rp0hPDuC0Wylpnsf2/cepaau/sumNH51mms0Gt9IpVJvxuPxgeXlZZXFjI7eZ2FhUd0lx48fV3GI/CwdZO+9+w7XLpzHbtRorq+lZ3sX2xVA/EpQJCMiBCBygYPhCGcvXFWPlUCQiup6Dr3wA6UT3da3E6/Xr/fAPIYYQ8rsoiJLxqOE15YJzI8RnLpJZvkataYJtlcnaasyUuaUmEVPt7e+rYQ0Etukc0LMSVpdZGatwPB8jsGJLLdmc8TTJpWaS9Dd2txIW2szXZ3ttLe2UF9bjdfj2ixQPmyhJLCNrEcYHx9nZnKWaCSqK/NzecLxBEanW2UyR4+fUN13z3LnTInFQlJzuXmNhbuXKCRDWMsbad99nI6eHbiUG30oX/xoJlWodk3TBnK5nCuRSBhk+9JQMKi4CulDFbTLCdy5fZu3f/2vTN0bpsxpp7a6krb2Vnr6uvH4vCwsLTM7v4jdbqOlqQGzxcztO/d4/+PTXBm8RTiaoLKunt0HjnLohZfp7t2Fv7ISq82utKRqE6EHFlbfI6hAVlTtgRWWJu+yPnEdbfUOlcVZ2ioitNbkqPSgajRqBu+X3GYlGaFoWfKqBgThZIH7S3k+u5PhzoIFo6eDw4ePsWd3P3W1NWo+qsPpwLox/uHL7mDFtMbizE3PMTE2yXpgnXxO6j6ib8kTSSTVHJWd+w9w7OQLNDY2qazwWR2K95gaZ/T6WRILoxjMFsrbB+hW1qPhq+QGjwYIsLlnnYiW5UuViDC9GdqospfLly7xzm9+TWBhlkqvhwq/j/qGOto727A6HcwuLKn6TWtLMx1tLQooyysrXLoyyIefnmPozj0FEp+/QrUhDBw8RldfP1V19bjdXtX2IBZFyDc51JwXESWlkkRWF1gZv0F84gLe6F3aHAFa/XkqqzQcLhkc82TjVDfBAsqqzK4VOD9uZiqznT1HfsSB/ftUI5TalvUrLJyKhVTvTJLlhSUmx6ZYXlpR6ruSMi8nGywlkhTMNvp271UAaW5p+YP0+GnBIio34T3Gbl9jaeQqxUQIU1ktLTuPsq13l+o9/orv8GQA2UoKlMRC8izbi50/d5YPT71LLLBKuduF1+tSTc21DbWYbFbW1kNqlcQ0t7U2qTkbIgWYX1zm8tXrnD5/mdvDowRDERVd1ze30rF9h+p2q2toUimwCHxLbQI6OFKKe4jN38OwdI367D263SGafAXcTgMm2SxCaIjHVIQ9bBGEsJP23auzdu4n++na87pS3ctIiK/y+armJNrcRJLV5VVmp2ZYWlohlZR+489VeWonjFSavNFC964BBRDRiDxONvco0MjaSB1K1PYTQxdILY2rthR3Uy/de45R39T8KCA+PUBKJycXQkr/Zz77lNMffUAmGsbndKgL6PG49cl/NgtFGV7ncuD3l1FbU01VRbmSAwhxJO5HyLNL124wcm+c5dV1JXx2uD2qN6aqroGKqioRsGCXOoHJRD6XJRWPk4mu4U7N0utY4EBVjHZ/Ebfs4CG94zJmVbLmpwSIXJ1MHmYDBgaXa8n5D9O/9wVFZkkH3maovym9lMRIt7CS7cWiMQJrARbnllhbWftCDav0u8r9pDPkjWa6+nfpAGmTauqj0/1HAUQRl2urjN8ZZGV0kGIiiMlTTX2vFOX2UOb3Pyqd/voAkS8o1d1PPvqQC599QiEZV2MURP+gtiuXUdY2C+WV5dTUVmGyiPLLgr/Mp8Air1PSxMC6Gr57e/g+o2NTzC8sEYxEyeYKymda7TbsNjsWGRRnNFHM58ln01gKCTo9CV5uz3GkxUCDV1oVdLeiwCE3+lNsQCVXJpeHpbDG5Wkbq4YB2nf8gO19fYrj2MpTKB3uRiumNJSnk3q2JuAIrAQIBUNk0hkVc5Qs71aAJAQgJgHIAEdPnHwmANF1MAnmJseYvn2Z5PK4suCu+i7ad+lFucfYAPrZAGRhYYEP3/89l898hjGXwet0YLPJyCaZp27EaDHT0FRPW1uLaoaSiYhygWUAi8/rVYGeRBbxhM5uTk/PMTWzwPziEoFgiEgsru5IYVLljEuBpmzNYTPkaHGnONyQ40CjRqMPnCI8shjU5EuDzL6Vm/0JxpeWwBGIaVydMjC4UEVt5wvsHNhPbW2VGiij75+rqSkDqgCpJg1kSCfTatPGcChMOBhWwenWmONBf79pQUwWunfu4uiJZ+NiJGtaX11haniI1fEbaIkgRncF1V176ejbTXnlY6XSzwYg0tpw6p3fcfXcGWwU8bn14W62jbZCCS5r6qpp62hTd19aahlJKfoVFYjcLhdetxub3abuMrnAAozVtXXVhRcKhYknkiqXlzu0NNJJ+flMEktmnXpLkC6fTBTKU+7UcFs1XA4DNpdBHzhQAskj1D8lcATjGveWDJwddxMsttHbt5empiZcbidm6cLb0HeooD2nt32kUxnF9UjcIQ/hOaSoV5JGPMwlSGU7lkyTN1noHditXExLa9ujYoOv9C5qLGkizvzUOLN3r5JamdS7BWs7aek/SENr5+YGBI9wU18fIOLnZmdm+N1vf8PV82dxGKHM41LgUKoyyXRMJrw+r8pqqmqrsTvtinaPxuJKPFPMFShzu1W7pcsjhT0TEt1Lb43sViVsoyjR5A4VgKienLxshphVouhoYJlibAmvFqbckqLMlqHMllNAqfCA3yvxj0EmVemtw1/ickrgCCU0xlcMDM07mYzU4/S2UFtTo4THSoxtEgGUHtiUsjoFEukLyup9QvIQt/OoI5vPE41LFmNlx559HH/hxa+dxejWY5npkZusT97UMxdnGZWdu2ntHVCTEh5z6/hnAxBpxRQO5PL5M7hMBvxeDzaLZVPdLmoqMcsCkkrpfamqUAGrjGOYnZlncXoBW16jurISb2UZNqdduSUxx9LfK4uQLeTJyzCaDYGoXISUMucxwuvrxIJr5JMRjLkYlmICmzGJz5Kh1p2n3lekyqfhccmcMANCMZR2Tt3KKYsGVoiyqTUDdxYcTEer0axNuN1+BXjVv6IKgxvbs6vxfOJmikrKUNzc1l1vKH/UoXQv2RyhWJyixcbAgYOceOEHqqn7aXkQXfcaZ2FqnPmRQdIb1sNe005T734a2jpVNljilb4ZCzI7y9u/+TUXTn+Gw6hR6fNsuhj5ogIQubDys9vjxl/uV+yqBKxLC8uM3RghtxykzO7C5XNhtNsUQBRBZpKRmkZy0iDltuGtKlPD5cR3pxIpEjGZGxZTwmgZMpfPpMhnk+Rlvns+iceUoNKRptqVo9KVp9KrUeYBjxNkcICa/2GU/huU7HBm3cjoioPZcAVpUx1OlwiZNkgrRbQ93Ec9DiAeXAxVQMtmCUbjGGwO9h45yomTLyp96mPe4X+wvrlsVhUUZ+6J9bhFIR5UM+MqOweU9aioqn2S9/76FkQWamF+nnfe+R2fffgB1mKOyjKfUlHZrLoV0VVlekO0ZDASlHq8HuUHJd6YvTNOemoFb8GkBsbJUA5NKdDkGQpGAxm7GXtjBTVt9bi9LnKZLMl4Uj3E70svrvh7XbGWU9R7TsZa5VJYi0lshiRuUxK/PU2lK0u1t0C5R8O9MRApmjMwHzYxse5iKe4nQw0WRzk2qz4W4nkcalBcJkMwlsDm9XPw+AmOHD2mKuVPQ7WXYo8FqTQr6zGhXJ21slXFHk3t3biebDba1weInJSkuR9+8D7vv/sOhXiM6nKfSl+tFrMyzVv3kS114skdIm4nl8kRmFkiNxugLGPAIYP/NxZEZtuKCU+jkXCasLVWUdlah81hUz0omZQMpNOBUQpcSwylig2KBUXGFfMZivk0Wj6JsRDHRgyvRcCSxWPPK3cTz5tZTbkI5SsomiqxWMuwWB2P4gm+Fm5EGyrBejiRwl/XwNEXfsC+/fufevKQuF1pL5keHiIosUc8QN7iwt+2k47+fVTV6prXJzi+PkBkQdRQmTOn+c2//gvR1WVq/GVq6p8U5QQgpS67rSdWapcQhEfWQuTmgpSnwGewqC74TSIOjbiWJ+QwYGr046utUBJGqcFIEFjiFh72pUtgUeSVgEXimKxkFik0tcVIAqOWAkORotGGZvFhsvmx2txYZLb8RiD6BBf0iV6qvnsiQTSdo6ljGydfeoX+nTu/IOF83DfUWdME89OTzNy5QnZlHK2QxVjWSNOOQ7R09eL2fJG/eYz3fjYAkXEQ165d419+9Stmx+9TVeZWWUkJIMI6PqwErhfbiiSicRLzAXzhHFUGK5Ytc87ymkaMPCGXAUOdD0+FT6WZT3rIN1WA2QBLsZBXmpFCQbYZ0VSsIzJDs9mK0WR+7jtYyneXbVdD0RgZjErZ/sJLL7FtW5dS5z2pW9O1pmtMDA+xNnYdU2KNotmOp6Wf9p0HlSj7Ca2HXOKvDxB5FzHzo6Oj/Ppf/pnrl87jtpip9Ps2rcemm3nIquoq6zThpSD21SQ1BTN2o3mTHZfMJWooEHabMNf5cPrdT+WfvxpQW+m3J4Xe071exQvpDKvhCGaHm4PHj3P85As0NOgB6pMARFeLpZifmWTy1iVyy2OYtRyap5a67Qdo7dmpyhRPYRGfDUBKdLu0Zao4JBmnrtKPUyb3mM0KuWJFHnaC8uWE24iHohTmQ1QmwWu0YtqIQ3KiKzXkiXnNWOrLcPgEIE9uQZ5uGZ/fb0m8INZjPZagsqGZH7z6GgcOHKC8ouKJF7KkFpu4e0PVXKypgBpRbq/vUe0Mso2ryCae4ng2AJFFlpL/4LVrKg6ZGbtPudtBmcetgKHaMUvp7gMZgZyB7mYSxOfW8IazVBls2DbcTE4rEtkAiLnu+wEQ4UxkZutqMKzcS++u3bz0yit09/Q88exUFXukUqrVc+q2xB5jaqtZzVVF5ba9tG3fqSQUT5MVPTMXI8iUO0IY1d///j3FhxRTCcq9bmVFBCQi/xdr8jArIiIdKWZFlgKYluPUFCy4TdIjY1DkWJg8Ue+GiynzPO2XfYob6Pn8ihQgI9LQHk/iq6rh8AlR5h3ZnL78JJ8qgW4osMbUiF5zkYnWsouWpbqDlr4Deqfc02+2+GwsiHwhsQKiS70+OMgH773H1Ng9nGYjZW6n4kRUbWYjWH3Qv8pdIC0FkUCI7GKIigSUm6xYDCYFkMhGkGqqK8NdLj0rX0/U/CQL8KxfqwREmSzhWEKxpz39Ozly/DhdXU/eVad4lGSS+elxZu5eJbMyjrmYpeCsoLx9F229u9VY8acl3Z6pBSkFqyJqPnP6NBfPnSYWWMPjsKo55WJB7Bvu5qFWZKMlMbqwjiOYolqz4pRdtjWNqJZjXcr2NV48VTJU98mCuGe9yE/7fko8nM0RSSZJ54vUNLWw//BRBnbvVtLNJ11IVXNZW0Vij8DEEGaJPUxWTBWtNPXuo6m962lS261f79lZkJIVkVhkeHhY9ccM37yh5pJJ+V8Gydo3gtWtxFnpbOTiZTNZIqtBCksRKrJG/EYrRowktBxr5gK5Khfuaj8OqdWUpIcb5X9FgT8fwvNp8fAHvyfBuAzTjWUyOMsq6B/Yw/6DB5UASVLbJ8kydNY0obSmU3eukFudxKplKNjL8Db30da3h+o6Ica+1kaLzxYgckXU3rmrq8rVXDh7RpWczVpRB4ld6PfPibOtrkaJbqTzPRonuRTEGc5SWbRgM5jIaAUChiwxrwV7ddlGxde4URDTVPFM1W0e2NHpSVLFZ4aCL3kjcS0JSecTSVV36ejZzoGDh+nevl3f2v0Je4F067HCuFiP8SGs6aA+J9/XQF3PHlq2ScPa07WPbPkKzx4gpaha2iCuXL7E4OXLBFeWsJsNeJwOtaWXBK0P2whQ79/IkAhEZYwQvmQRD9LVphEsZghZi1DuxOF16fM2pIlctkhVW6BZ1ENmaYshEYmBkho8pzrKkwBKKPW0TFmOJ5CN5WX7kb37DyjWtKa29olHPijrkUwwMzHK9O0rFNenZEsEtTuXo66L1r69KrV9GsLtge/17AEiH6CEuLEYY2NjXLpwgbs3b5CKhHBZzbjE1ZQmEEkRb2NBSycmv5uOp8iuRTEHU7izGsaiRqKQJW7KYXBbMDtFliQMeRGH/L7JRNpqJmezUpT9Z2RKstWq3JpkTt/moW6YTFZxHolcnqqGJjUwZmBjqlBp+7InOUex0murK4zeusr6xE1c+bCSYebdtVR1DtDStUON03hSq/SQc3g+ACmlvbIzxPDdu1y+eIHxkWHyqThuu00JmhVIZLaIpL5b7nKV0WTzpKMJcqsRTJE0lkwes6Gg9rZzOMwYzSbSUrUtFrAajGSMBgImI3HZW84qmxuB3WalXKrK3+KwfGURNwixaDKDr6qaXfv2sXfvfiUKkrluD1vEkrsVIJQ0rKUxX3JthfeYGrvPxM3zGEMzuE15tRuopWYbzb17qW9uU0NgniSm+RKAPj+AlNyF7NcmYzCvXrrA1PgYBtGsuhy4JbPZiEf0PtbPI0zVUJTOkgrFSK9FMcQSVBiKNDvtVDpkU0AD8XyOWD5PGogYDKxbTKQcNooWCxkpcZtNVJQLm2v/VtyMCrqluhqNEY4n8VRWs2v3XvYe2P+FbdwfjJPku4tUUSiDaDSiFGqlUaMytlvcRjQS4d7QVYLjg5QZ4urf0/ZK1QwlxJgMgXnSjOgbB0gpqxG0Ly4scOP6IFcuXVRbd5m1Aj63Sw3OVQPvhB95IMBUbYmpDIlQjGwogjebod5sxi9WR/QhGsTRiJmMJK0WMg4bmmhaN3aWUiMqfF4V83zTyU1JCLQejigq3VdRxd6Dh9SYKclYZOCO0sg8yCqLEl14jfk5xkdHWV5aUrIG+S7S7lFRVUlVVTWpZJy5ketYorOU2yFjsGOoaKN1x0G1pZq0Uj4D6yFL+PwsyNaYQr703NysymwkaJWh8TIyQUg04UjE3ajtzbdctJKZzaSzZOIJSKaw5XJYippepzGbKFotFKxWNJsVo82CwWxWAa0EuhLbCDi+6RhEFwFlWQ0GCUSilFXVcvDIMQ4fOaKkhDL748uauyUzkREa169d4+6tIWLBdSU21lfKgMXhwOn2qH2Ak4E5KswZNWU6bXThaXOCe0QAACAASURBVOiiZ+AAnV3dauqTEJPPACTPHyCloFW/M+a5NTTE4LUraraGuBuPy4HX6VQCI1nMrRyJKtGLcl0EQdkcxXwOrSCjN/UsxSgjq0RhroTRuoakBCx50YNW6UkCwSd9rXyuZCvS0iE1lvVYkvKaGo4cP8Hhw0dUzPFVXIeu5o9x9/ZtLp8/q+a5mouFjRhF+oULamxXKptTIzQSsaCa0SY3mGa2Y/dVUt/SzrbuHlXTEdmixDhfc4zENwOQre5GOJJ7I8PqLrk/fIdULILXYVcuR+1suaFA+2LgKguvNx2VGmP0Dn0RD8vzN+1EvggfJapW6nTZVTNCMl+kobWNw0ePKYVYfX39I5uUxHqIS5GA/ta1K+TiURxWCeBldGhB3+VCg2w+p1pCFldW1HyT6ooKfUMAkcWZLLjL/Gzr7WPPvn2qAetpsqTnyoN81Z2nl/ZzyISAifExrly6xNCN64TXVnFYzEpkJBbF7rDrGc53eCvzTesm4mmprcTjhGIJNLOFjq4ejh0/wc5duzYp9Ec1eUusNj42xvkznzFzfwSrVlC1KwGetHyI+xWiUdJZ6QZYWFkmEApTUVZGQ0216i8SC5POF/BUVLF7/0H2HjioJjB8jYD1m7MgW4GjWMVEQu1cJRKBwWtXWZiZ0bcRdVjxSgCrrIllU0fybVuJL5y/cnt5pUhXmy2n02psp8dfTlfPdhWMipn3+3Um81HnLjeOZC03h25w8cxnhBbncVr1G0TmqsQSKVxOOz6PLpaSzxYrMre8quKsxroataumvI8UAjWTlY6+fuXe2joeq8Xyy+7rbwcgJZejBrqtrKjR3jeHhhi7P6JkczLayS19NBuZjqPkdr5FZrS0B05O7tJMhrg0dKUzFAxGXL4ymlpa6ento2f7dhoaZLLjlwejD66GuCiZP3vt8iWuXThHKhzEqXS3RULRqBr+J71GHsWbmNR+PNKOOru8rFo/aysq8Hn08ZXS9F40WWjb3seREyfp6Nz2dRjVbw8gpYBS9abG4yp6HxkZ4e7tW0xOThALhTEU8jgsJiWAlpRYSK9StlPahOdRd+eTBptbXy8LpHfO6aMvU7ms4ijEYshuWSarnYamFnr7++nt26HmtvnLy594jKX0siwtLXH10kXuXL9KPhHDbjErpZ2kylIBLheAuHWAiKUQNfzs8iqxeEy1rcrNJGLvbLGI3eOjf+9+JSNobmn9OpMCvl2AlBZDBXnZrDKz83NzakzT+PgY0xMTrC4tYNJyeF2S6UjaasUq3f5qSoA+5Vl4kVKhTk2AfkJUKDHzRsakLIXaYVPmncm2a3nSMmoindFZTdmyxCIMsAWnx6dv6bGjn/aOTsrLK/Tt4x/Treg6mDzxWIzpqUmGBq8yt0EmCtEn04cCwQiJVFK5l3LZnVO0MDLvLZ1mdmmZ5cC6ug5CCKppnSYzDS3taqTmgUOHqa7+g9mnT3J1vhsA2Zqeyh0qA2mmp6e5duUSI7dvqBYFj9OGJjtPZvJIy6uU5OTCSABWGgcuPtssAHnAFZWkACXgqFRY/1CVGUiGVOqxlY0GJKUsaGI18qqdUmo70sBVXualpraScr8slFXtglk0WHH7qtT28eWVlcq1CPlXOicduDrlJOArzQ8p3RQSi62trjIzOc7c5DipaBirUTZ0NiqAiAUJhsNqIlNlmT4uQyYmyHVaXF1TgapFFPlWiU00sFjp6t3By6+9xu49ezZn1D4JKr61LOZRJ6nu5A2N5cz0NFcuCh9wnwqvBZ/bQTqdJRSOEYrEiSXS5POyNZlARR/wrnrxTLIpkR4YqrT4C+MihHYq7amnD/uW3l/90D9b7ZtrlOsswDPhcjnU3auZoNJfRmtLvZptIr+1th5lcm6ZlUAMo9mBz+/H55W5ZS7sDodqDCt1Fcr5CfBk0aXrL5/NksmmSUhvcTBIZD1ANhnHjKbv4SvDa6QtMxwiHAkpK+lyurGqUQVGNSk6onb9kp5jaSo3k87myGnQ0tnNi6+8qoRIX3Pm6nfHgpSsiJhcSYPv3LrF9WsXsBOnr7Oeiv+/vS9tjvO8rjy97/uKxg4QBAhwA0lZi61IsVP2WON8yTYTx8koM4nzn/wD5sNMTTJxqeTYUuRIsrWTFAkBIIh9aQC97/s2de7TL4TQlEiCoERNjCqUKBJ4u/t97nuXc8891+uWm5svVHCQzOIwlUWj2TkixDQaLRmE5g2jW2DewGuJpogsQpYgIhu0eVB8knl4ZKdZLBwRNYlRMHRx9tfjdohSstfjkuYiX4+l6NBgVPTXiNMk0zl8tryOO2s7qNfbsNu5RMkOMxFcaSEQzewbq64nMhH8DJz2k4m/Dqf+Wui22tD1OuL9qBzNawuRu1pFqZSHocc1KFxX0kWhzgEwmWOVKoe5B1ep0GOxguHa1ejoOF78w+9ifv6KEjE++QDY02MgGkZCofv19XV89P57WL/7GYZDDjxz6QyiYWqt9pDLl7G1l0D8IC2HMDwUg8/j7ss+8alUhsInTB1GVw6DoUONYypklo6DxuBwWGUrtlAD6DVkSYENPq9LGop07fzZheU13Li1LGBeJOSX380XSljb3MX2zgHarY5UGdRJ5VIChhalAqCkGfkfhiuZBOwSOCfRSW3uZDjh64qkOJc/S6OvKaL/uk4VQ36z7K1Z3c9h7aCAaqMriafH6UTA6xED5ntkBdPRGzFyZhovvPQSZmfnTjSl91SFGA0a13IPhpbPbt/C8sJtFLJJDEY8mJsexQANBD2kMgVs7R4inS0iGPDhyuVzmBwfEXkq6YQSm6hQT6QhIYJeQo1odsR7cPEgjYXeRAbJbRbYbRbJZZhzsDqgN/FzfNTBhNMoBvbp4l28/qvfoJAvCY2AP8PEOpMrIJstyGuwyvC73bBbbbK8QAWu/texUCbhkJu6ZFuXUkqUqqz/owqypwhNAWGHDmdjHqENfLqZwVaygkqjLZ6J3BoaB42rp9PDaLEiGI1h7tI85q9dE4Hjh5CZ+lJsE8DDLTUEwFUMj1ogfOGLH+c8sAdxeHiAjfUNrN+9g73NTZTzWXG7DocFfh9LPJsYQLFUFS9CQwiHfLh2ZRYXZs+qvECnE1DpIJESBhe1Wn1c5kP+KsMMFHuewjP0MDwUp8PWT/wgCovxg6R8ysFoBAG/R24+vdLtpVW8/st3kUpmjwAregKWv+VKTbaO00/4PC55qplMMgRoedBx5d57b+K91Et1zTKMvRqmB5wYCTmxly7h1nYepaYO7a4ODKmcN+a12t0u9CYLBkfHcHH+iqw4Gx0fP+oaPyj3+5J//+pDjJaIMj9gA4+ivJSwWl+9i+2NDeQySfQaddn6xCpFDldWp/XLT4rFURes24HNYcHM2VFcnJtCJByShPMgkcbSyobwKOYvzmBybKg/k6p+n56FkpzpTE48yEAkKBuh6P734gksrazLz4wOxzAci8BqMcmIwq2Fu7h+YxHtelsMRGuCsTKhMbLaIKjF9xwNBhDwKC9zlCwf6xd92VMm3WCqKdVKiLh0uDDqlzXxt7dSWNgpQGdUjU16QYZSJrJUSTTa7Lgwf1XGN4niUvtNyEiP16f6ag1Eq/tpGPlcTsCh3e0tbG+s43A/jnq5RGkQ2MwmGZEQ19nf80ZATVyz6IbopGnFDQyBgBtjYzGEQwExnJ29Q9y5uykPxXPPXMTlCzPwetR6jSalJrI5rG7sYjeekJAwPTWKgWhIchjmE5/eXhFPEg75MTgQgc1iEixiZ+dAwovdbBXXrmmUMSGmXFahWMJ+Ki0NO6KeQ5TnJpr6CAmi5GHsvdQqMKMu3mNq0CubP29s5bByWEG3q4ddEmACZmoAnKiuxe3Ftee/jRdf/IMjhaJTABG/GgORVnhfO5QVCglEW5ubYhypw31UiwX0Oi1YuaTZouZ4j8pDbSpfk3TqJ3yyu6XVBPQ9STRtNqsYSKFYRjabl3KVJem5mQlEIwExtlK5iv39JNY395DO5uF2OzExPohIKCChh0azvb2PSrkqzS9qkjFx5JB1p9mGxWRWtIR71nzIZKBwQHKIHybFGw1HI3JdEfJ7SB8vOVSjgXazjKhLj/MjfvjdNiTLHWxXzcg0jMhk8qgW88LHZZrD3TkExwZGxoR3cml+Xvggj9nm197xkzcQAYQaDdENJf2QSejG+ioOdndRymel72IxGgRGt/arCHI9BFvqG4UATP3vo3tNFFLQTrbCWfcpxEPlNirXoLdxeRzw+RSDq1qpI18oolyqSvnLqsXhtMFqNaPbIZurjjYpftxb1/dUml1SDOdewz1+7poYDA0kkcnC63ZhbHBAytCHKTM170rvYTM0xXuciXnRgR6HdQt04TOweiOyY2Zj9S4K2Sw63bYk0d5AEDNzc7LJm4npKbDZn7yBaB+YSCEbcoSSN9fWEN/ZRi6TQrtRh4mrzSwmWM0czVQhhZn9UZ7SB5ZYXbSIGdAtCLdKZf7atyoX9UKANooCoUF5rGYDzU5HHTbRUCkx0V9aqJcnneGBFQ6Ni2WpqCL1PZjipKhqg1XJg1w2jTVXKGJzNy6unwYSDQUfitWmcVHbzQoGPAZcGPHB77YjXe2iZIlgaO5ZRIfHRQ6UOVs6qTTfibkEQ2GMjI4gGh04DZLQcbt/Mh5E6vhmUxJQtvRXlpewsbYqwq6tWhUGCuCajOI1eBiyzJAH0PcavNFMvqq1hkzBs+vLv1NO4t8L6NMwlFCNCTaLVbgkvCaNgiWtGMCRAG+/5yKIqWKACZQuBqC8hlab0ggFuu8vjFabMB8cLFgd7R4msHeYkGpmfCgmZe/Rte/pFWkPgzQDaxVY9U3MDLowPeRDp6dDvGqAJTaL6fkXZJ8ev/jQcaqO75+JKD0GATpC/KcUWp6cB1FPQg2HB4dYWbkjO+y4grNSzEPf7cBi7BsGkct+s+245qhasFMRLIN/Zp9Ewwl4YNrPsldCL6EhpTw7YhkEvBRgZRMAil+aMZBl3m63JLE3WXhjLSKoZ7fx5lIVWonhSNlarqFWqfcpjjol6/kQwi70cqxmVrd3pMoYHxoUMR3h2/YJUMd7Qlp+xsqF3iPmMeLSeBBhnwOZShdZvQ+Dc89iam5eUFFeQ8Io0WB5XvoYykMa8EOmQ0/GQNTElyIo37p5E4u3byO5v4dusy5LkHmTj+Zz+0+m9lRKDK/VkOMOt0pFvAk9AkEsCT9UHTIody+HLqWugtN58DQmJnj8Oz5JIa9Htccp/N8hgNZAvVGH2WJAKOhFOOxHwO8V5WcRyO0nk7wO3XgmW0AikRX+JxNDNgqdVtsDjUQqi2YT2/sH8h32+TA8EP5cZ7XvQSRY9r0Y3z+9h93QxtywB3OjQaEQ7lf10IWmcHb+BVkn/5ig1yPahuZLTwkok/q9VpOQ8vGHH+D2jevIJQ+FvW5jZdLvvGptenoCDVZWCV4VqWxedDOY+XtdJMio2RmRvtZc8z1DVkpzTJWHNLB8sSTEYRpHNBiU1+ahN9pNWO1GDA4EMTk+KOvDOH5gMVtU+566ZHpleKT5FQpl5AtllKsV0Y1fW91Fs9YUptuDPIkQgHJ5LK6ui1ea5GpYbpSUjUbKwGkgMv9D9LZWQ6dZxbDfim+djWI47EGBa9LgRnj6GUxfvAqfn5XJVz4leHo5CKFyJk8fvPdbIb7kUwnYjHo4KCDTZ6szBGhhRfMc0pSq1ZHKZmU8kQYR9vsEQ2DCqIUIPpmKo/q7JGV1sxW3olguy4qzVreDWCgoIQfowOtziHEEgz5EIiHBTcjpaDbV9BpDDMcvtP2+RFQ7nZ7s2CXGcf3mEhYX19BtdeGw2RSI9wU5Ca/H3Gl5bVMqmomhAQS42JEJuPBOVAVGo6ZuPT2f1dDBhSEvrk1FxGselHvo+CcwNf8djE1OPY4IzEk8x+mGGG2i//3338e/vfkGUvFdOC1GGdbWhqJEF/UeARnmBoz5XPtBJJLhgC11Slfx51XTqi0egWGCiShxEql27gNA8XpEQfeTaeSKBSHY+DxOxAb9mD4zjKDfizo7p3ojvF6P3ATiJtJoczng9brkPTL/2d49gMftxPTZMaluNnf28eFHt7C5uQd9T4FVX0YM4uFvx/exsrkjPJJo0A+jwSj4jIRGUVY0wWyzS2LtMncx6tZhxGuSRYv5rhNhLh288ixC4UdSR34cg7j3dx/fg8jTUq1ieWkJr/3851i4eV3kuAMeum8lw33cOLSD1eIv13FxwSGhc3Zl2aEUlb9+jGZVwKSPCCWfbrp4PsFKwVmFKeW0FdeDjO+DVFq2RLBVf/bMEK5ensKZ8SERcktnS4KM8pPzdwnJ88BER82q2vNMLomjjA0PYGSIqscGUYReurOJGzeXpR9jMigN2ONNtuN3l8aaymRxa2VNrh+NhCQZNlmsMPMzyLKkIAZig7I3p9eooJHZQ6uYQq3ZhjU0gnNXXsDkNBctn9qk3KMaz+kYCIe03337bdn4kD2II+x1wy1rM4xHKof3PvWad2DOQQ9BdranvwTguOvmk0gjYm7BWM3fI8+CnkRtlFCvwbJUho+Iu2RyqDXqGBkK48VnL+DypSlZFKA3mGUdeyKdk0SU74nXYYnNMpOIKQ1Durl86iNBuEX4XumeHCazWFhcxfKdDVRLNenlMHzeL9TwfTLZXlzbRLXdw7nZc6JBxo3eRDpJTwwEg6JqSHSWS5655ze1vyteMxQbxuTZWYQeb2zhUQ3i9D0IS00Sjl9/7TW8+ctfoFevYiDgk9hPA9FUDu/tSWh9B+YffMLosuWw7gkdR/0brviqVAUuZ3znU86DY95Azgbhb2Ia1D4nfsIu8Pz5SXzn+YsYGx2Gw0E01Si4CFeMsNLg4JXyArqjMQbyR8jOImmIB0fgTZLKPlF4e/cQny2tYmf7AM16C2aDYp7db86W72Vt9wBmjw/f/+ErmJqakiEn0hJZkfBb00SlgVbKJZRLXJfaBQe1ZQWbcE0fjL88riV8we8/vgfhk0X4/J/+6R/x21+/JftiqNWuxPyP9VXuM6gsK0jbbcnsFWHm/svlPs/4W6hw8r1UlpyFMyOE5YXYw7BEtLTXg9Gox9BQCM9eOYfzc2fg9/lgMn9+oxUxWeEr2jc7X0x0NXifOvGCzh57T6yG2OdhU+/u3W0kE1kpf+83fM4bTkrCdiIFb3QIf/mTv8a5c+c+X25w/LW1kVHiOt2uMOL4uR6G/PyEDOP0klQe8MbGhuijfvDu23Aa9Qj5+gbyJdKX2lOpvZP7PSXCvmKu0L+Z4k36Da1coSC5BCF4hgFurTISPQWbd6QBjGD+0jQGBweEIabTff6UC9B0xFdVMPzx3g8T3Uq1LkkxB5bo1RQFsC6hLpPNS3d3a2sf5WJVMBp6nXvVjAi37yUzcIdj+Mmrr4qikDau8WUHy/f3NXqN42/t8T0IQ4wsFPr5P+P9f/s1bLqurANhiJEk9SFGAO53s2TsgFRBwsl6g2AV2gGIlGS9jky+KEQdUv5J1FHMqh5CIQ8unp/E+PiwkIgZgph8akbJ6/LweB1WFjQEpd6sQk0ilcXeQUJmcbijjuGPeAWxDYY4JsfFYhlr67s42E+h2+7KKIZIYR2LBgwb8VQWtkAYP/5vr+LKlSsP1bh7wl7hUS7/+AbCg+TQ8ZtvvoG333gD3VpJKhhNIOZhOplfZCCM4STj8MYLZ1TbQiUbKduy0owlMnMIdk+lI2w3YXIihpnpcWGWs8/DakabT9VohbIosdlSxuV1CceDp8uO7sb2HjZ34pKDxAZC8LvcaHZawqhnQhvwudFqdbC6voO1tR1UmLDSi9yTixAhjacysPpC+CsayNWrp90reZTDPsnPPr6B0B0W8nl8/PFH+Ndf/gvSezvw2C3SD9HKwJO8M8XUqkslwKSNqCrLW60ZpUktcJqeCSeJx26XHdGoDxfmJjE8HEOhzJ5KVfAMehFNTK5Uqkq/RZJjmzIQegvGGXqIw0RawDv+m81qhsNiR0+v8hMaG6mINJCNzT0sLq8jeZgBB23oRbSmIz8zDWQ3kYLVH8Jf/+3/wPz8/Gnohp3kdp70dx7fQCQZq9exvr6Gt996C0uf3pDVqFxsyNL1pB5Eq3L4pDOMsC/DMKLB3GJADUX1Y7JKAwiHvDg7NYzLF6eFgpgtlHBwmJYwJddrkfHeliRQIHwTp1AUfcDQ34XHWRt+ed1OAc/oIdHlMJaqmNz8XFaLVFF7B0ksLq0LeFavNhVifCyk0nC3DpJwhQfw6t/9PS5evPgfz4PwZsq2gVwWn964gffffQfJvW3Yjaq6kLBwzH4VoUcdmNaP+SLz5hNO6JzMcXoOoqzs0mqcEYaITD4vDT6L1YSJsQFcvnQW589NCfhEYi/7O8VSRQA0ri3jTB49Aw2AhCEOY7EPxNDDxJAG6HLZhexMuQU1tN3rr1P7PBciXsKG3srqpgBo2XRBZmOlldCvfIirsIqJjE3g1f/+d5iZmXlaks+H9Sin40H4auRsxON7+PiDD3D7+seo5DKwW8jRsKi2uwyOqqEl5hZcI6b1P4TYK9yM/qxIn9LH/yegxflTHmA44JNcg4dAA2MZmcnlpYfjcllxfnYCz8zPYmJCKQjy0wmDvd6QfIOGTKPUXpe5C6/Ln2FySlyEBk2GmUqwNQxE3U9VEqs/S4NRIPl93P5sDbs7h+i0lKaHZiDlWg17qSymL1/Bj3/yNxgZGfmPayACJFUq2NxYx42PP8bd5UWZM+U+Y8XyIo9BLdFhqcj4TFUhGUimSh934nKa32qVcMLD4zUZXvYOk8iXSiKWMnDUgINcK5PLoVStIBr24Zkr54TJHh2I9BcTaxREZXxa+SjjmpqUt2Af9Gjq4Pm6x8Pi7wBg2q7c/sgD2fFLyxtYubslJa/ZoJBdfmUKBcQzeTz74kv4s//yXzEwEPscd3nYZ/jr/bnT8yBaqOGMC9eCLC0uYGttFbl0WuiFojXWYeOtIYknn1p6GB8bcwa9wOj8YhjR2OCaB9na38dBMi1Ta8ORiMDgPGB6F1Yx3Dl3ZmIQz12bw7npM/CSoGOkad6/86uRdAiM0U5E7+wY4Uahtwq0YvVD4jK/eLfoaYiTEA6np2Avh3SAhcU1Ac70PZ3kInzv+8kE9tIJPPftF/DKH/8pxmXrpOqrPCU4x4PM73QNRDMSepJkIiGGQgZ7MZ9Dg/A4k0SyuvoKQ1yIXCsX0ZRurdLAoIdg7sIbyOqF4WPn4ADJTE7+jiMFDDNMBkkC4vW8Xgcu9MPL6MggjJS+7OkkXNy7OEAxxznWWJZQx8STcy4MKxo/he+Pow+saDjJ73IqUVrRMqnUhPhMIRlyTtgeSCYzuL24hu2tfQkzbOSJ4cS3kC9u49KFUVy69j1MX3wZw2MzX2fz7UEGce+/n76B8BWOpA3KZRRLJeFPsq3PKkKDsvn31P9YuXMHWxvr6DSqGAqHhAtCHoh0iRtqyIlcER5I3yUI3qBhDgS5BgYCuHxhEhdmpxDw+1FrtOUgWfZ6+pWPel+q8kmlc9jdT0j1w2R0OBaF3+eWJh3fe6GoSELJdBbBgFewEFYu7VZb/o2ei3kMZ2dYHudyRSwsrQn8TpoiQxg/3+7+CsKePcxPO2D3TcE19ANMX/4BhobHH3cLw6Me9El//skYiLjjfsxXvFG111YzDi2p5RjE4uIi3v/Nu0jFdxDxuKWUpbsn0skS9jCVFnfPfIWHoiDy/tAzp/MtRkSjflyam8DZM6OyHyWTL2EnnhRi9MBACG6XUzwAZRfokfYPUkikMmJ0HEvgMDYNgZA8n/xEMiuTd2qkoge7wwqHVQ1I8+WpBsAJf6UTooa4iYcsLa2jmC/Lw5BMH6JWWccfXS7i6owRxaYHh61rGJj7C8xeeF42MZwUAjjpaZ/g956cgfyOr7pnl71GUaSa0K9+8TqWb92Ex2ISshAPgntV9hJJGXAiK43jjJyjlTJSKyU5aWcAolEvzs+OY2JsEA6nG+VKHetb+0jl8gKw0ZOwTJbliZWaVDUMPzQ4jZeivJIRjWYbtWpdwgrZZCQTFyjk2yUOYhJj48AV8RAhOgPI5YtiIAsLq0gcZlAs5FEq7sJnO8SfvtTFxUkjMmUzFlOTsA3/OS5+64ciOHPSNsQJDvqkv/LVGcj93iFDDjdUcWv3b97+NbrVsnBReXiNdgfZUlWeTpOui4DHKV5E1okQ5JL2fg8Gow5DQwExkOHBKJxOztnqkc4XsH+YljCimPFKd4PXptEw0SW5mbMzRVIIqjVJPGm4fA2GD3oV2jX5KjQuGhEn+KQENqrEloks8xUmqZ/c+AwbGzvIpA9g16cwHqnhe9eMmBkxoVgxYTk7Aevon+Dit15BdGDod/Kjk57iE/y9r9dAFMCWw0cffYRfv/kGdrY2BEcIkEwTCsPqcCJfLCAR30OtVIRZD9gtZiEiCxaiAyxWIybGorgwO45YNAy7wwWjySK8D1ZGVAPg+ncipmzIMZcQrkcf5eUBMyQwcSU6yi8mrvwZ5jccM1BzNURcFQtNG8imMRGMYxikdsiHH9/E5uYaSsUknKYqYn4j5me8mB5xodWzIaefRnTmjzE7/234/aeyruMJ2sZR4fb1yD9oeQoPJx6Py0YICsnyaR+IxQRU8vn8KFcqIrq7fncFh/Fd1EolmPQQFUCOQTidNpybGcHF2QlEwkHYbA7F/eDB9meChefRpw0cpylqpaYKM59zQY7rdmgnIDBJHwWWRQNNstGrSGfy2NjaxcLSEjY3ltEox4FuRcphvdGNM2dmMDczBbc3AkdwCqNnryI2NCaNxN/nIA9h3+opbIgn4cQ/DYSJJrW1yKaiAVFDdH1tDZ9e/wRLCzdRyiZlzoahxu/34OLcJC7NnhG9EJvDKdxTrlg/bgBHb+ULVBBViqRE7bT1d7I6vi88p+QWqHZYR6VSRrGYLonHGQAAByVJREFURzqTxs5uHJvbHCfdg8OQQcBVg9XSRrXZRbbihjvyLcw/+59wduYSfP4ofP7gkXF8A7CQrzfEHD2d/SedT6ZihKn9uryBQtSplLGzvYlPPnwHn7z/FhJ7d2HUtWEyWeH2BDA5OYnpyQmEQgGh6ZHky5lVGbbidQTp//dsNa3K0vTLFInoc8RVBrNaXWnzt5ptQW1z2Tyy2RSq5QTajQyqlTQSyTRS6SzsxhrGom0EPT1YLYDB2EO5bkWxN4OBc3+BZ779I4TCkaPP9hDPztPwI0+HgRw3FO3P2tPFRDabPsT68idYXXgL+xsfolyIQ4eWjC/0dC4YrGFY7RG4PJyW88Pj8cvGJSoCkqlupay1cDUI9/cn2jpK16PTVhN6YjCigNif2mur/IJ5TKvTFcG8VPIQucQarL09hNxlmI2cBKwjm2/BZQFiQR08biDg0cs3S6ztTBBFx49w7eW/xdj45DchrBw3zKfLQO59ZMR7lEvYWr2F7YV/QSfzW5h7u2i1K6jU22i0gUrdiMOsGamiBXqjXUjBDocTeoMN7Z5axxrwkR9rQrvLqX8lWtrp6tHRWeTnDEYzDH29VaPM3yr5CSK5bPJR3ol/cbCzhtTmewhZNjEWbcFk6iKR6yGZM8KkMyLo6mEg2MHEoA6RAMVvdFg5cGO3+0e48vI/YOrsud8byGn6RYrHpVMJLN/4V+Tu/jOGrJ8h5KtICRzPdrGf6SKV7yGR4XQeXbsBDrsJPZ0JpZoe8ZRegLSZce7sNaJS06HbI8hmRNfggdk1Bn9kCl5/GDaHA1artgFLK2MZlnQwWcyo16tYvvkODpd+jmHHBoYjXTR7OuxmrTgo+NDpOuEy1THqL2BmsIWAByg2DbibiaDu+c+4+uJfiSz2NyDv+OZ4EE7iH8b3cPuD11Hd/L+Y8q8jGmqh1tFj49CApV099pNtdJs1BFwthLyA2aJDrQHEM13cXFXt/RcumBFwK8Fds0mPns6CSncQ5sBzGDr7ImLDZ2QUgQ2+I9Vm0QNR2Akbg9xR+8k7/wfZO/8L08E4YmHuzTNip+BHunUWbcMQ9K0qPNjGoDMNu6WNXNuNnGEWkalXMHvpO/B6faf5/HwV13q6Q0yn00YqcYiFT95CeuU1RCwrCHhasqMtUfZjJ+NEKlmCpbWHYV8Bfm8HeiM3TQJ7qQ7eXwKqLQuendHj/FgHsaAedrMepaYNyfok9IHvYvTc9zA4rGZftbJTe8qPV0GpRByfvP2PyKz8b5zx7SESAMpdK1LNEbScz8HuvwACM638JvT1XcmROpYoXAMXMTx5BaFw7HH2tnwVxnC/13i6DYQUgVKpiM21RWwvv4tOaRlWcwMGqw89yyDKDRtSu2voZj9B1LEPn4d5AdDqAPFUBx9vuFDBCMZCDcyPpsT1EyxLVTxId+bgjH0fY9PfQSg6/KXLjZnA5nMZLN54GzufvQ5Xdw1uZwttgxNt61l4Yi8gMnwJZosD9UoOtXIavW4HVkcA3mAMHm9QyUt8fQNQJzWwp9tA+KlkQ1Uui8T+BgrZPeh6LdgcXlgdfpTLFWwvvYNG/E0MOncQCbZhtepQb/awGgcWDkdhj7wMp7UFLxYQc6XESxS7A+i5nkFs8iUMj5+H2/PgFeYUxTnY28TO+qeo5TahRw0GiwMO7xhCg+cQjIzAarVLY7LdUpshTCaLlNuc6PsGGocChh5RSPeklvhYvycknVoF9VpVgDTO5nI1Vya1j7VPf4Xazi8Qs28gGmjCYgUqTR1W4jbE289g7PyfiTxTIXEb3coGdLoejI5h+GPziI3OIRCMSOv9QV/CI6lVUShkUS1n0Wk1YTCZYXd44HSzrFZLklXHWgFuR1N7D7r40/3vXwi1DwD4IYAfA7gEwH6aSsuPek8UXUBRAwVA63SkKba5+B5S67+CrbEIpyUPo7GNRseCdHMU5uj3MTP/CtxuL3LZBEqFA3H9dheHpmPw+IJiHA8LefP1hWnWaYnGh2zWNBj64JcazPr/7IvWXgVwC8D/BPALAAe6Xo/LLxAC8AcAfgRgmopQT9OHF4ykVMTe9h1s33kPmd2PUMltoN2uwmQPwBd7BpOXfoiJs1dkCwO3OjUafQ9ktsJisUFhHl/bYPTTdDu/7L2QC7oC4DUA73ALCg2EAIATwCSAOQBhQPjHT83dlNHMRkNwko21W7iz8CHW7txEqZRDNDaC81e/i/lnv4tYbOxoWElmXPodWQHeH0EF+Ztymqf8PulB2OJOAlgEsA6gLEbQ6/VIzWZYcQFgkL7/6P0pv6NHuRybfI1iEWu7a7j5wQegwlGqmMLk5Cx+8PIPcOX55wVZJe/j918nvgN8qhoASgw3Op2ufeQl+p5EM4ynxnsc/6jXr1+X//3Zz34G9cfruHr1Kn7605/K3/PPv/96rDvQHwhBV6fTiQv+f8yti9YY/nJiAAAAAElFTkSuQmCC" mediaID="Sprite_cst_Professor Bird"/><costume name="Untitled" center-x="102" center-y="40" 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" 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