<snapdata remixID="8806917"><project name="Lab 2.1 Squares and Triangles Redux Starter Code" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4Xuydd3wUdfrHP88mlGzAXgkSSILlbOfZlQQJllPYDZ5dT80GCYJdCcWGYgMCh6eeQpBs8NTfiY3sxi6BJFhPz14JoUhTsSIbSnaf32vS2GRnktk+s/vMP3ey3+/zfJ73MzNPZuZbCHIIASEgBISAEBACMSdAMfcoDoWAEBACQkAICAFIAZaTQAgIASEgBIRAHAhIAY4DdHEpBISAEBACQkAKsJwDQkAICAEhIATiQEAKcBygi0shIASEgBAQAlKA5RwQAkJACAgBIRAHAlKA4wBdXAoBISAEhIAQkAIs54AQEAJCQAgIgTgQkAIcB+jiUggIASEgBISAFGA5B4SAEBACQkAIxIGAFOA4QBeXQkAICAEhIASkAMs5IASEgBAQAkIgDgSkAMcBurgUAkJACAgBISAFWM4BISAEhIAQEAJxICAFOA7QxaUQEAJCQAgIASnAcg4IASEgBISAEIgDASnAcYAuLoWAEBACQkAISAGWc0AICAEhIASEQBwISAGOA3RxKQSEgBAQAkJACrCcA0JACAgBISAE4kBACnAcoItLISAEhIAQEAJSgOUcEAJCQAgIASEQBwJSgOMAXVwKASEgBISAEJACLOdAUhG40sWjLcBkANsJmFNupwVJBUCCFQJCwDAEpAAbJhUiJJoErnuZe/2xEzNAuKGTn4d6EKaU2cgTTf9iWwgIASHQmYAUYDknEp6AYzGfAsJ0EHJVg2W8zSmYXDGS6hIehgQoBISAYQhIATZMKkRINAg4KvlaWDAdjPRu7G8HMMVppznR0CE2hYAQEALyBCznQFIQuPwF3i81FdMBOFQC3tL6b307/8aEp8iLKc5R9F1SgJIghYAQiBsBeQKOG3pxHC0ChZX8V2p56j1axUdVyk6M29ETnMJ4DIBNpc03FsLkBTZaHC2NYlcICAEhIAVYzoGEIlDk4lsZuE8tKAZuq7DT/f6/OSp5Cggd/s3v9/ucdro9oQBJMEJACBiGgBRgw6RChIRDYHQl5/jQPMr5b2pPtMQYV15AS9V8OFw8FGh+Gj6s8+8EvOrzYkrFufRxOPqkrxAQAkJA5f4iUISAuQkUufhCVoovMLBzJAxUoC/GVQyjbV1F2TpN6VEQilTabSZgsswZNvd5IuqFgNEIyBOw0TIieoIi4Khk5al3okqnJjCucRZQWTAGi1w8mgmPgdEjoJgz5lYU0Lhg7ElbISAEhIAWASnAcm6YksCVL/KxFmWUM+N0ldc6b/l8GFcxij4LJTjHYv4TW/AYAXkB/Rkf+CyYvNBGS0KxLX2EgBAQAm0EpADLuWA6AoWVPAaEeQSonb+znHYqiURQRW5+gLl52UqVh2FMqbCT8tpbDiEgBIRASASkAIeETTrFg0DxIt69KQ3TmXG1iv/vmTG+ooBeiKS2okq2N7+SBvqp2H02hXHd4wX0fSR9ii0hIASSg4AU4OTIs+mjLKrkYUzNA62OVwmmskdPjCv7K22MRqBXVfL+XgseAeP8gEdhYJWyuUO5nRZFw7fYFAJCIHEJSAFO3NwmTGRFVXwL+zBLLSAGJsfqVXChm28mxmxVHYzSigJSGwyWMHmQQISAEIgsASnAkeUp1iJIwLGYD4Kl+an3EhWzX1hSMH7BCKqNoMtuTRW5+WRuWUFLbZWt6hTGTY8X0KfdGpIGQkAIJD0BKcBJfwoYE0DhizwKFswjwn6dFRKwILUfxpUdRzvjob54HvfY2Q//BENtStLvYEx2FpBSpOUQAkJACGgSkAIsJ4fhCBS6eBoBd6gI88CHG5yj6HEjiC508eXUsoJW4E5LjHJnAY02gk7RIASEgDEJSAE2Zl6SUtXoF/gIXw/MAOMclafeWi8wfqGdvjASnDEv8cFNXjwC4AwVXZ8wo6SigN4wkmbRIgSEgDEISAE2Rh6SXkWRm69gxkJVEIyZzgKaZGRIDhffDeBOVY2EO5w2utfI+kWbEBACsScgBTj2zMWjH4FCJ/emfZpXtLpBBcx3TLi+wiTbAirbIFoIjzIwSCWWyrS++Pujw+gPOQGEgBAQAgoBKcByHsSNgKOKT2Efygg4PEAE48UUYJzZFrkodvM+Oxn/BHBpwGt0wjr2YYqzgJ6MG3RxLASEgGEISAE2TCqSS4jDzdeC8bBa1EyYWGGjUjMTcVTytSD1+Ah4sNxON5k5PtEuBIRA+ASkAIfPUCwEQeDy13i/1B2YCcaVKk+9HxPhunI7LQ/CpGGbXuHmE1IZDzNwgorI5b5UFC48h1YaNgARJgSEQFQJSAGOKl4x7k+gyMVnM/AMgL4Br2cZ87dsx7hnLyRvIlG7YBGn9OmF2SDVb9zblM0eKgpIeWUthxAQAklGQApwkiU8XuE6XHwbALWRwL+CcLPTRs54aYuFX4ebLwLwKBh7qTz5P+ksoMtjoUN8CAEhYBwCUoCNk4uEVFLo5sHEmAdgWECAhDcZuK7CRl8nZPCdghpdyTleCx4kxgiVeL+CD1c5R9HbycBCYhQCQkBGQcs5EEUCzU99jP+ouiA84LTRrVF0b1jTXbwNAAP3VNhJfT6xYSMSYUJACIRCQJ6AQ6EmfbomwEwON2YCmKDy1LuSgZsqbOROZoyFlXwGtYySPkSFwyvlNowgIk5mRhK7EEh0AlKAEz3DMY7vyio+1uKDsjdulkrxfaYHcG2ZjTbHWJYh3Y1+lffy7sBsAgpVBP5APlxdPopeNKR4ESUEhEDYBKQAh41QDLQRKHLzGGaUqRDxts7t/YfQCiTgcPFYAP8CkNL5VwIeLbfTNcJNCAiBxCMgBTjxchrziIrf4N13NjYX3gs7O2fgfQvhxnIbvRNzYSZyWFTJxzFhDoAhagyRgoKKEbTJRCGJVCEgBLohIAVYTpGwCDhcnA/gNQCp8vQWFsrmzg43K7tBTVR9i8C4tqKA5obvRSwIASFgBAJSgI2QBZNqcFTyRBBmqMj/gQgl5TZ6wqShxVV2YSVfQISHABwQIITwjNNGF8dVoDgXAkIgIgSkAEcEY3IZudzFA1IZi0A4USXyV5hwQ4WNViQXlchG66jiLPigrIf9N5UivJKA88pt9ElkvYo1ISAEYklACnAsaSeAr0I3jyKG6shcmcMa+QQ73DwRrPqWQXE21WmnaZH3KhaFgBCIBQEpwLGgnCA+Ct38CDHURuR+5WOULCyglxIkVEOFMdrNw30+zAHhSJWn4TedNjrDUIJFjBAQAroISAHWhSm5G42u4iO8XrxOhAMDSDCetGzHDQsupJ+Tm1J0oy98kfegFEwHoExZ6nz8SsBF5XZ6PboqxLoQEAKRJCAFOJI0E9CWw80OMMpVQpOdfOKQb4eLr2LGQ0RI6+xe5gzHISHiUgiEQUAKcBjwErlr4VLuTVvwLICRKnEuhw8TnKPovURmYNTYRlfyMUwoZWC4yhuJjwnIKy+gLUbVL7qEgBBoISAFWM6EAAJXVvKpFsJyNTQEPFhup5sEW/wJOCr5fhCmqClh4IoKO/07/ipFgRAQAloEpADLudGBQKGbpxLjroDXm4R17MMUZwE9KciMQ+BKF59nIcwGI7OzKgaer7DT+cZRK0qEgBDwJyAFWM6HZgJXVfL+TYTXCThKBUmlz4tbFp5LKwWX8QiMfokz2YfpzFBboOM7CyN/QQHVG0+5KBICyU1ACnBy5785eoeLle+86tsDEu5w2uhewWR8Ag4XK9s/Kot3BBxkwYTykTTb+FGIQiGQPASkACdPrlUjdbh5ARhFKj9+wozJFQX0apIjMlX4RZU8jKl5L+bjOgsnoLbcTkNNFZCIFQIJTEAKcAInt6vQCt08mBjvA9gjoB2jvMd23Fx2If2WpHhMHfZlT/JuvXbDAwyMVwnE42OcubCA3jJ1kCJeCCQAASnACZDEYEModPF4atl/tvPxOxiTnQX0WLA2pb3xCBRWcRH5oLx2Dvgjixil5QWktuuS8QIRRUIgQQlIAU7QxKqFxczkcOMNUps/ClQTY1J5AX2QREgSPtQiNx8NxnQG/qoS7BcDbDjqbiJfwoOQAIWAAQlIATZgUqIhybGYT4QF76oXZpRWyNNQNLAbxqbDxcpAuts08n9eRQG9YBixIkQIJAkBKcBJkGiHi5U1hCd1DpWBVRZgcrmdFiUBhqQPcbSbR/m4eYDW4AAYjCecBXRl0kMSAEIghgSkAMcQdqxdtS7grwy0CrzhAs9yD0ysOJtWx1qX+IsfAcdiPgiW5k0dLlVR8X2Pnjim7K+0MX4KxbMQSB4CUoATNNeFlXwBEdSebJmBKRV2mpGgoUtYOggUVvLNRJilthwtEcaV22iuDjPSRAgIgTAISAEOA55RuxZW8v8RqayKxPjAZ8HkhTZaYlTtoit2BEa/xHk+b/PT8Mkqr6RfcxaQ2sCt2AkUT0IgwQlIAU6gBDuqOAs+fAmgV+ewmDHXuhtKHh1GfyRQyBJKmAQuf43TU3dgOhjXqphqYi+OrziXPg7TjXQXAkJAhYAU4AQ5LYqq+Bb2Nb9S7HxsppaBVgsSJFQJIwoECl1cSIwZIOwX8Mcb4a4KG90dBbdiUggkNQEpwAmQfkclvwXCKZ1DIeBVnxdT5AkmAZIcgxAKF/ORlhQ8wIwRAe4YHzsL6JgYyBAXQiBpCEgBNnGqC918GjGWaoRwn9NOt5s4PJEeJwIOFytPu3equvfhr85R9FqcpIlbIZBQBKQAmzSdhS5+iIDrVOR/YyFMXmCjxSYNTWQbgEBRJduZmgdoHRYgh/CY00Zq60wbQLlIEALmISAF2Dy5alZaVMl92YIvwejfWToTniIvpjhH0XcmC0vkGpDAFW7OSOHmIvx3FXkbdqTisKfOod8NKF0kCQFTEJACbIo0tYh0VPI4EB5VkbwdwBSnneaYKByRahIChW6+oXmAlsroevhwtXMUzTNJKCJTCBiKgBRgQ6WjazEOl7KGRqeD8TanYHLFSKozUSgi1WQEilw8BGje1OHUztKddpL7iMnyKXKNQUAuHGPkQZcKh4uVJQIP8Gu8rAdhRJmNPLoMSCMhEAaBCxZxWp/eeBnAaX5mfnTaKWDqUhhupKsQSBoCUoBNlOrW5QOV/V3bjiqnnWwmCkGkmpyAw8VuACP9wrhZPn2YPKkiP24EpADHDX3wjosquR8T1rf3JOy0WDB4wQhaE7w16SEEgiMw+iXO9PmwAowebT2JkVFeQBuCsySthYAQUAhIATbZeeBw8dud1u692mmXQTAmS6Mp5TpcPBaA/yYN7zjtFLAAjCmDE9FCIA4EpADHAXo4Losq+RZu2cWm5SC86LTR38KxKX2FgB4CDje/AMa5fk+/E8oLyP+TiB4z0kYICIH227egMBWBwld4IO3EqjbRDDT6CIOfsNGuV9OmikjEmoGAMifYwlhBQFr7udcDg2Q/aTNkTzQalYA8AccgM/zGpAHY6j0QZInIAhnFuO/VJko9sk36frT5lum+0v/EIJQEceHbB7177KCzHvg6QQKKehiFlVxEBP8NPf7ntNOxUXcsDoRAAhOQAhzl5HLVhDvANC2SbqqQjxd411atx+NTjKMnI+kiSWxZbiHbjH8kSbBhhemo5EUgXOD35uW2CjvdH5ZR6SwEkpyAFOAonwDsLuk8aCpsj5uwL27lknY7adiO6TQDfSFb/QYFl7CaRpYOCqpPEjZ2vMz7ogn1AHZrC58Yh5YX0DdJiENCFgIRIyAFOGIo1Q1x1YTTwfSG36+/Agh74YzbeMJ+G7FfapvdQjz3ax69H7bdKOMwgnmF2a6FI5ivIvss2Su5i8yMdvHlPuCJ9iaEz502av8EYoSkigYhYEYCUoBjkDWumngvmG9rdfUdDvwtm44r2xmOa5Ut45522umycGwmS99o5COR2Tlc/BSAS/1inOa009REjlliEwKxICAFOAaUeV5xD/TbXXmFN6DZHeN+spe2FeSQFFxRyUelED7x6/xzj23IKruQfgvJYBJ1ikY+EhVf8SLefWdvNADYqy1GL+PoJwro00SNWeISArEiIAU4RqS5qqQI7D+K1HcY2WaHNQrX4eJvAQz2C+FSp53+L0YhmdpNNPJhaiAa4h0uvgTA034/r3Da6eBEjFViEgKxJiAFOIbE2V2ydNdC9vQfss1Ubm4hH0VufoAZk9sNEBY6bVQYssEk6xjpfCQiPoebK8C4si02Ikwvt9GURIxVYhICsSYgBTiGxNk94TSAlCLcdowgW6myu0xIR6GLjyfgfb/O33NfDKwYRttCMphknSKdj0TDV7iUe9MWrAawf1tsDJxQYaf/JlqsEo8QiAcBKcAxps7uEmXEbVGr2/fJVnpiOBIcLlY2Ymj5tqwchAucNnouHJvJ1DfS+Ugkdg43nw/Gs34xrXXaKTORYpRYhEA8CUgBjjF9dk0aAIuvfteOMnQd2WY+EqoMh4uVhSRu8ntCWVBhp6tCtZds/SKdj0TiV+jixwkY7RfTHKedbk6kGCUWIRBPAlKA40CfXRNuA9G9ra43o9GSQxfOCGn08uhKPtVHWO73BLyufCQGEBHHITRTuoxkPkwJQEU0M1NRFdaC0b/tZwtjyIICeitRYpQ4hEC8CUgBjlMG2F2ijIA+pNk9YQ6NLA35ycLh4k0dvtMRzq2w0eI4hWZKt5HMhykBdBJd6OZRxHjR75+/d9rpgESITWIQAkYhIAU4TplgV8klIL/pHT7vX6jgHx+FIqfIxf9iYHxbXybMrbDRuFBsJWufSOYjERgWuvkxYlzdFgsBj5bb6ZpEiE1iEAJGISAFOI6ZYPfElwE+u/UpuJJGlo4KRY7DxfkAlrT3Zax2FpCscRwkzEjlI0i3hmzuqORVIAz0EzfcaadqQ4oVUULApASkAMcxcbx4wolIoXf9Cuf5ZC99PhRJRS7+mYE92/paGCMXFNBLodhK1j6RzIeZGY6u5BE+QpXf0+8v5XZqXwnLzLGJdiFgJAJSgOOcDXaXKCOgW17tEX1GI2ceFYqkgBGrjEecBXRdKLaSuU+k8mFmho5KfhiEa9tiYEBG1ps5oaLdsASkAMc5Ney+ZR/AsnLXVm80kWwzS4OVVeTisxnwX9RDlgwMFqKyTHeE8hGCa8N06bzEKQHnlNvpFcMIFCFCIEEISAE2QCLZPeFmgGa3SvHAgmwaUaqMbA7qcLh4KwCr36vDs8rt9HpQRqQxIpUPM6IscvGZDLzmp93jtFO6GWMRzULA6ASkABskQ+wuUUZA/7lVzlyylQY9irnIxU8wcLlfSLJwQoj5jUQ+QnQd126dF3Yh4N/ldroirqLEuRBIUAJSgA2SWHbfMgqw7Jp3SZZTaeSMt4ORpzJ380unnQ4Pxoa0bSEQiXyYkaXDxV8A+FObdpY55WZMo2g2CQEpwAZKFLsmPA+iv7VKep1spWcFI++6l7nXH01QXkOn+N1Ah1XYaFkwdqRtaxEOMx9m41jo5tOI4b9ZiLdPKtIfPoe2my0W0SsEzEBACrCBssQvTToSPt+ujc6JL6eRs54MRqLDxc8AuLC9D2Gm00aTgrEhbVsLcATyYSaWDjfPAGOin+ZFTjtdZKYYRKsQMBMBKcAGyxa7SkpBmNAqayXZSnOCkVjk4gsZUIpw88HApxV2OjoYG9J2F4Fw82EmloUu/oSA9mlwBFxUbqdFZopBtAoBMxGQAmywbPFrE9Kxg5RpSS17sBKm0sjSaXplXvYy79azCR02diDCKeU2ekevDWnnV4DDzIdZWBa5+WRmdBhzsCMVuz91Dv1ulhhEpxAwGwEpwAbMGFeWjIMFj7Y+wzIY2WSftUqvVIeLlY0YCvyegu+vsNNtevtLu44Ews2HGXgWuvg+Am7101rptFNIS6OaIV7RKASMQEAKsBGyoKKB3SXK08jJLU/BtJBGzizUK7XQxZcT8ER7e8KHThsdp7e/tAskEE4+zMDT4eYPwDjW74+2Kyrs9G8zaBeNQsCsBKQAGzRz7Co5E+S/IAKdTraZuzZc6EK342XeF034wb+Jz4vjFp5LHxo0XMPLCicfRg/uyhf5WEsKPuigMxX7Oc+hH42uXfQJATMTkAJs4Oyxu0QZAX1Zi0ReTrZZuXrlFlbyK0T4a1t7YtxdXkB36e0v7VSfgkPOh5F5FlXyXUyY2v70y3i1ooBadumSQwgIgagRkAIcNbThG+bKyTmweFfsssTFZJs1X49lh4uvArCrLeM9ZwGdpKevtFEnEE4+jMzUUcnvgnCin8YxTjs9bmTNok0IJAIBKcAGzyK7JkwD0R2tMjegjzWbht29rTvZV73M/b1N+M6/ncWCIxeMpM+76yu/axMINR9GZTq6io/w+fCZv76UVBz0+Dm0zqiaRZcQSBQCUoANnkmeOtWCYz0r/TZHn0620il6ZDtcrHwzzvdre7vTTvfp6SttNJ6Cw8iHEZk6XKyMjr/XT1u1007DjahVNAmBRCMgBdgEGeWqiVeCuaJdaorvcDpn9pfdSR/t4vE+4F9+7ZY77aT7O3J39pP191DzYUReDhfXARjSps0CXLPATq1T4IyoWDQJgcQhIAXYJLlkV8kSUOvTLONZspfuWm5SI4YrX+RsSwrq/X9mwsEVNvL7rmwSAAaTGUo+DBYCCt08mBjf+uvyeZGz8NzmhWDkEAJCIMoEpABHGXCkzHNVSS4Yte32LLDRiNKq7uwXuXg5A6e2tWNgcoWdZnTXT37vmkCo+TAS10IXTyJgepsmAt4qt1P707CRtIoWIZCIBKQAmyir7CqZD4IyulmZlvQh2WZ1u7iGw8U3AfiHX5hLnXby/y5sIgLGkhpKPowUgcPF1QCG+Wm62WmnOUbSKFqEQCITkAJsouyy+6YMIFV5PdirRTbdQLaZD3UVgmMx/wkWKHu8th+WnRi44DxaY6LQDSk1lHwYJZDRz3OmrwdWd9Djw+HOUdTt2AKjxCA6hIDZCUgBNlkG2VUyGYQHWmX/AkrJppHTf+myCFfyf0Hwf1qWJ50I5T2UfETIdVhmAt6MMD5wFtDxYRmVzkJACARFQApwULiM0ZjdJcpTymHNapgfIvusG7pSVuTiyYz2oq00fcNppzONEY35VQSbDyNE7HDx6wDOaNNCwJRyO7V/DzaCRtEgBBKdgBRgE2aYX5p0IXy+9j1/QSnH0cjpmus8j67kY3yE//mHyik4sGIEbTJh+IaTHGw+4h1A4Ut8AHmx0V+HhfGXBQX0Uby1iX8hkEwEpACbNNvsnlAF0IiWp2BUkb3U1s1T8Cfsv9k64dpyG/nPETYpCWPIDjYf8VRd5OZrmPGI39Pvp+V2OjqemsS3EEhGAlKATZp1fmnicfDxf9vlEy6kkaXPaoVTWMlTieC/GcPLTntrATcpAyPJDjYf8dTucPFLAM5p08CMuyoK6O54ahLfQiAZCUgBNnHW2T3xnwBf3/oU/CXZSw/XLMAuPomAd9p/Z/h6p2Cfx0ZSlwO4TIwn5tKDyUfMxbU6HFfFe27zYjMIlvYCDJxcYad346VJ/AqBZCUgBdjEmedXb9oLO5unJe3RWoSnkL1UcyCNw8VfAzjEL2TZ9SaC+Q82HxF0rdtUwC5ZwDdOOx2q24A0FAJCIGIEpABHDGV8DLG7RBkB/WCr923wUTYVzNygpsZRyfeDsGsjB4bLWUAF8VGemF6DyUc8CDgquRIEu9+bkAecBXRrPLSITyGQ7ASkACfAGcDuEmUE9F9aQqH5ZJtZrFqAXTwUwDK/37Y3/Yq9/30FbU0ADIYJQW8+Yi348ic4PXUP/LRrIZdmBac57VQTay3iTwgIAUAKcAKcBeyeYAPIteupxpJL9hnLNYrwKgAD236zAFcssNO/EwCDYUIIJh+xFD3axZf7gCf8fK522mlQLDWILyEgBHYRkAKcIGcDV5UsAuOC1nCWkK30dI0CPAvALW2/MfB8hZ3OTxAMhglDbz5iKbjQxc8RcJ6fz9lOO02IpQbxJQSEgBTghDsH2DXpcJDv8/bAfL5CKpi9sHOgV7r4TAvwWtu/E/DHQX2x593DqCnhoMQxIL35iJXEqUs59bst+IWBPm0+fcBZC+2krIglhxAQAnEgIE/AcYAeLZdcNWE6mCa12l+FkTOziYg7+yus5A1EOLD93wkXO220a2WtaAlMMrt68xELLA43XwTGf9p8MWNjRQH1i4Vv8SEEhIA6ASnACXRm8KKb0pCWshKgluLKmEb20qmdQ3S4+WEwrm1/Cib8p9xGlyQQCkOEojcfsRBb5Ob/Y8bFfn90PeK00XWx8C0+hIAQkAKcFOcAV5UUgzGvPdgU5NA5pcpc4fbD4eKRANx+//Sr0057JgWgGAepJx+xkORwsbLgSst88ZbD5rRTVSx8iw8hIASkACfNOcDuiXUAD2kOmPEk2Usv9w/+gkXcs09vKHOF9277dyacW2GjxUkDKYaBdpePaEspdPMoYrzo5+enP7ah37MX0o5o+xb7QkAIaBOQV9AJeHZw1YTTwfRGe2iMs8he2mGwTZGby5gxxi/8J5126lCoExBNXELSk49oCnO4WJlm9vc2H0SYX24j1bni0dQhtoWAEOhIQApwgp4R7C5RRkBf0RIev022Waf6h1rk4vMYeM7v33502mm/BMUR97C6y0c0BTpc/AOAfdsLMHB+uZ2ej6ZPsS0EhED3BKQAd8/IlC246sYscA+/b780jmwz57YFU1TJfZmaX0O3T0sh4JxyO71iyoANLrq7fERLfpGLz2bgZT/7fxCjX3kBbYmWT7ErBISAPgJSgPVxMmUrdk+YClDbFoSbgPRsst3laQvG4eaF4LanZOVzMRZU2OkqUwZrAtHd5SMaIRS6+HECRrfbJjzhtNGV0fAlNoWAEAiOgBTg4HiZrjVXldSDkd0inEvJNmtiWxCFbr6UGE+1/bfMDY1+ervKRzS8d57zzYTLKmz0dDR8iU0hIASCIyAFODhepmvNromXg3jX+r/epqNo1JzPlECueEygBrUAACAASURBVJP3TtmKjSD0aAvMRzh9oY2WmC5QkwjuKh+RDuFKNw+3MN5st8vY6U3HgU+cTsqGDHIIASEQZwJSgOOcgFi456qS18E4o9XX82QrbV/72eFiZXWki/xu0o85C2h8LHQlq4+u8hFJJo5KfhSEcX42n3HaaddiHJF0JraEgBAImoAU4KCRma8DV5acCgt27Y7EPIrssyqVSBxudoBR7hfVWqedMs0XpXkUd5WPSEbhcPEaAAPabRKKnDZyRtKH2BICQiB0AlKAQ2dnqp5cVTIXjLEtoukjss1s3j+4qJL7MWG9fzAE5JbbSXU7Q1MFbWCxWvmIlOQiFw9hoK5DXhkZ5QWkjHyXQwgIAQMQkAJsgCTEQgI/f+OB6NmzHmBrsz/GzWQvndNchF38IgOj2nQw8GCFnW6Kha5k9dFVPiLBpNDFcwi4sc0WAYvL7XRuJGyLDSEgBCJDQApwZDiawgq7S5QR0DNaHoLxG9iXQ7bZm4vcfDUzHmsPgrDSaaMcUwRlYpFa+YhESA43+41+B4gwrtxG7fPAI+FDbAgBIRAeASnA4fEzXW92lygjoI9oEc6PkG3WdVe5eJAXaPAPhoETKuz0X9MFaDLBavkIN4RCFx9PwPv+dlKArMfttCpc29JfCAiByBGQAhw5lqawxO5bzgcsz+4SSyeSbeb7DhcrqyWd7RfEDKedJpsiKBOL1MpHOCE5XDwdQNu+0IqpV5x2Oiccm9JXCAiByBOQAhx5poa3yO4SZQS0vVXoy2QrHVHo5huI8aCf+G+cdjrU8MEkgEC1fIQTlsPFXwM4pM0GE26ssNE/w7EpfYWAEIg8ASnAkWdqeIvsKvkLCB+2CyW+xMGlHxPjK3/xRPhzuY0+MXxAJheolg8aOUuZnx30UeTmo5nxsX9HJhxWYSOlKMshBISAgQhIATZQMmIphV0T54C4bZTs12QrPczhYmUFrHw/HdOcdpoaS13J6kstH6GwcLj4bgB3+vWtdtppeCi2pI8QEALRJSAFOLp8DWud35i0O7b5lN2S9m4WSbityDuzCdQ6SrpF+edOOx1p2CASSJhaPmhk6f3Bhuhwsd8gu+bpZpOcBTQzWDvSXggIgegTkAIcfcaG9cCukutAeKhV4M653sts71uOftVfsLy+jF36OucDXm82jfrHd3oVFLr5UPmMoJeWtBMC8ScgBTj+OYirAnaXKNNVjm95CqYFDt+MQwk41U/U7U473RdXkUnkvHM+aORM3dtDOlx8G4B723Ax8FaFnYYkET4JVQiYioAUYFOlK/JiuXLCCFioqs3yPbi+fBX3L/Lz9JHTTs3LVsoRfQKd8wHGaWQvrdHj2eHi/wE4pq0tMe4sL6B79PSVNkJACMSegBTg2DM3nEd2l7TviPQFBn84m8cc6y9SFnGIbcr88wHCUhpZ6j8wTlWM2mIqFsKJC2zUYUGO2EYi3oSAEOiKgBRgOT/A7imHAk3tU5Bu9N2x+nfqO9APTYnTTrMEVWwIdM4HQEVkm9nlLkYOF08AUNqukPGBs4BaPi3IIQSEgCEJSAE2ZFpiL4rdE+4HaIri+Rke+ftryNvNT8W7TjudHHtVyevRPx8A1qKPNZuG3d2kRcTh4ncAnOT3+31OO92evAQlciFgfAJSgI2fo5go5EVTeyLNo0xL6v8tBmE6++/jDngJ/Z+wUYdtC2MiLEmd+OejFcG9ZCu9Qw3HFW7OSGGs8/+NLcirGEkdtiNMUpQSthAwLAEpwIZNTeyFsavkKhDmK57v5JuwDge2iyDg+nI7PRx7Vcnr0T8fzRQs3kNoxD++7UykyMXXMdqnkylzfz9zFtBRyUtOIhcC5iAgBdgceYqZSnZNqAFR3iIegVcx1N9vjdNOp8VMiDhqJtCWj1YcT5Ot9LLOaBwuXgZ0SNYsp51KBKEQEALGJiAF2Nj5ibk6rpo4DMzVX2IwZvGYDv57EPYts9HmmItKYodt+WhHYMHZNKK0fbGUYjfvs5PxYwdEPpzhHEVvJjE2CV0ImIKAFGBTpCm2ItlV4gSh8FYuwSbs6+/8aqed5sVWjXhry0cLCXqXbDPbB8Q5XDwWwNw2Ssz4tqKA2ndCEnpCQAgYl4AUYOPmJm7K+KVbMuGzrHyaC1Le7LAoFt5w2unMuAlLUsdt+QCQ0lKD6RoaOfNR5f86XPw6gDPaCzDwcIWdrk9SVBK2EDAVASnApkpX7MRy5YQ7PrUcNu1B9l8UCyDGbuUFtCV2SsSTQkDJByw0rZXGj/BR9mjMABN+9yfkY4xcWEAvCTUhIASMT0AKsPFzFDeFTa5JK6ZgUs5m7NmugQBHuZ0q4iYqiR2zu0QZAT245SkYs0f7Zn7OgP8CHatX9cXgZcNIc75wEuOT0IWA4QhIATZcSowjiN0TLl3I5z9VgxP9RVU57WQzjsrkUaLkA6Cn2iK+jqfWbkV6XjsBRpmzgJRvwnIIASFgAgJSgE2QpHhKXOZ+9qOFfP6f/TX0SUXvh8+h7fHUlay+2T3hVYDOevnJ37Hpg3UY6FuJPVJ+R0oPQtMO/Pr79l4/rGs68Idaz/ENT/9+7ioTcDoSoMMAbAF4ngdDy02gWSQKgYgQkAIcEYyJa2Sje85pM3j00t/Q1z/IS512+r/Ejdq4kbFr4klVE2rf+UvTu7pF+kDY4u2DT7cfhsd/uxRvNxp3c6vjdvvpl5pjX/5Ed3DSUAioESDaH0AmQI2w+MbSm/OfNyIoKcBGzIrBNM10ffv1VxgsU1vinJc/NjYiZfbjmN0U/iDnJk7FtzsH4b6frsf7jUfHObKO7o/fbTMWHP4WstNkrJ+hEmNmMYRJtKRsptFCkAJstIwYUM8k149jf8A+7XNNDSgx4SWtXvoDPpxbjzG9KnDzXs2rhUbsYBA2e/fE/T9dh6o/hkfMbjiG+qQ04cFD3sMlB5jhLXo4kUrfGBH4g6rLOrzGi5HfLt1IATZCFgyuYfQi3ot782YGyfkSh1wphbf+5Y3Nnsfv8QRu2uvxqKlQinHDzgG4YMNjza+t430UZ3yLOYfIlsbxzoP5/dNPVD1vH6PFITdUo2XEoHoKK3m2xcI3MUsRjlWKfvpmS/NT7y8r/2h3eXr6cjy2/60xkbCNe+Oezddj0ZaRMfGn5eTPfX/Gg4e8D+XVtBxCICQCZLHRkrlVIfWNYicpwFGEm4imM3nwCwCfC+DRNVR/TSLGaISY0lB7IwFz1LQ8sv8dOCu9JmYyvbCg/NeLMPPnjltUxkxAq6NJmZ/V35n1cYdtF2OtoSt/v+5oGqj8vkfP1NVG0pU0WsgyGOCMgHiJl9GS+cOMyEEKsBGzYmBNg/jgo33wfaxIJODk1VSvfziugeMyirS+eHNvH3r+i4GLutI0zPoORqQvwZG9v8EBKT/s6G3ZYbHAZ4GyNlZzaiJ/MCy+qq3Dlt38/Z0R22eYgcEEOkepW3oUE/CMBTuu2YLTf9LTPpZt5vQ7/S7F300b3mz+XzliS4CHF28Ho2dHr9RI1fOssVWi31tULlT97qWlGQlkcs4sALcw8Npaqv+rGWMwomYrakcobxYADNCj74L9V+PaA2veO/7jBSeptd+UjfydPjjIgtOIcQCAVD12dbTZlkY4fq+V+FxH226b7I66PZvAjzJwcbeNWxqsVT6He5BnqCU3pQDrzF4UmnF+sbL7l8oIQp5B1fMnR8FlRExKAY4IxuQycggf0ncbvPUA9gPosjW04unkIhD5aK2ouwfg2/VaLh38AcZkfLnlX9+u/kcwT1xrBuGMFGAGEY4MtyAzoaH/SmTr1dxduzTUXU/gf3bXbtfvdK8HuXfobx/dllKAo8tXyzrnjzkFoLdUft9A1WWBr6TjI1PVqxRgAyXDTFIyOWc8AOVV6Yq1VH+wmbQbSWsv1B1sAT9Kqn+9Byo9pnVA0nG7bcY7m39+9r3Nv34ZTAHubHF9FpQ/ns4DOr+6002JGZjQvwH/0N2ji4ZpqD2BWt4CHKvHHgNLfKDx25GrrJMd10MKcHzwc37xrjXS/SUQXUBL5j0XH1X6vEoB1sdJWqkQyOScdwCcBNAda2jFvQIpOALpqLuCwUqxSdfTc2z/b/CPg//b0pTxwYPfNDS/gg2nALf5ZcCyPgsfEZqfjEO5L3yX0aDv1bmeWK2oeQQgvYP8thJo/FbkPqHHdrTaSAGOFlltuzys+CaQyh9/jA9oadnxsVcUnMdQLrTgPEjrhCUwkLP/yqBXAHgt8GavolVrEjbYiAbGZEWdUniv1mO2b+pOPHjw+7h416IUPvhSMx789tvm/pEowP46Ng7CQz6C8oajZf9h/Yd3pxdHDlyDr/R30W6ZjprLGKRw2k2nvbke5I5v3jQzDocU4NhD5/ziXwHs3slz8/VByx7dFHtFwXmUAhwcL2ndiUAm5yi781zK4Iq1tNIhgLomkIZlJxNSHgW4wwYXWr1O32tj8xzYQf7LMjKeoaVlF0f7hr8pB7d6fVD2IA6qEBOhrN9KRGRXpl5Ykp2C1EcBOlPfuUUfM7zjG3Ga8nYmpke08xHTYEzgjIcXV4BxZYDU1uvDBCGE9KrJDHGJxhgRyOKsg72wfNPijvPX0MqlMXJtOjdpWHYzwTJbr/ApAz/j27M+6fxHcvuSerG64a/LwlwCioN8Nf1FRgOO0Btrd+2sqLsL4KndtWv7neG7pRGnReS7tF6fscqHXj2J3I6Pujwd+6T9pvLHoSGXnNTKhTwBJ/JZGqPYMnlw8wheBmrXUv3QGLk1jZu+WLqPFxblKe4CnaJXPXFEXeN5+635U0B7H26nZWX3Kf8e6xv+hix8xgiiqDJ+zliFvXXG3G2zdNT9tfWb+aBuG7f8QfhsCnzjt2BYTJbQinU+9DFIzFacX6yMej6lq+vDDJFLATZDloyukU9LzcQ6ZVpSJoCr1lD9AqNLjpU+K+pGomWg1UF6fDLo6fdOcC0+ss9vi1Tar6bqsvbiE48b/qYsHOkDPmSgh654GNv6r0KanrZ62uyBpXtsR+q/CHypnvYAvgNovAe5UV+GMB750MkgoZrxsKvOAVnU5oB3uD7MELQUYDNkyQQaB/JgB4OVzdTXpaNn9pf05Q4TyI6qRCtqlSdV3Qs3M3B9I/Ie5vxiZTBb4GIcRGfSknlvtImO5w1/fTY+BEPXxsIM7OzfEPI0J9UcpaH2OgIeCiKB93uQd1sQ7YNuGs98BC3WxB30Xh9mCFEKsBmyZBKNmZxTDWAYAw+spXrdhcck4emW2RfLD2mCT5nbm6+z038By3gPhnzAw8feCea7A/oxltPSslz/f4/3DX9DDi5jH/6t59swATv7RbgIW7H8OMCnvF3QNd2EgepUWMZvwZDWMQs6s6OzWbzzoVOmqZsFc32YIVApwGbIkkk0DuScoQwsU+QSLIetpm+/Non0iMlMR20htywkofe168Me5F3fJoDzi5WtjzrNC6Ym7P1zOj37bIe3Cka54a/PQiOA3jog7shoQC8d7YJqYkWt8iR8nc5OjQSM34q8Cp3tdTczSj50CzZhw2CuDzOEJwXYDFkykcZMzlE2qx3NwDNrqV7v2r4milBLKlusWK5ML9I7/ebX1sUj/s+v+CrffQMHahEtoCXzrurs2Ug3/A1Z2MhoXm+6u8OT0aBv4ZHuDPn/no66S1oHaOna1AGgeR4MUeYM+4Lx01VbI+UjUjEZyQ7nFwd1fRhJu5YWKcBmyJKJNPbj7IN6gJQBWT0By4g19O3LJpIfktQ01J7aunziUToNvOoDj9+Goavai++Z4w9C0841QMB+y79QddleanaNdsNflwVlzpQeBj9mNCjriEf26I2aQZaWhTv0bhDyKQPjG5Gnto5w0OKMlo+gAzBwBw7h+jBwOO3SpACbIUsm05jJOcr33/sI9N/VtOIEk8kPSm466m5hsLI7lN5jqgd5yuIWHQ7OL/4QUBvURNdT9byHzVCAFY3rB+ENEE7vDgYD7/VvUJYxjfxhRe2dAAK/o2u4ItCErcjVPT9bS7EU4Mjnsv0P1BCuj+ipiZxlKcCRYymW/Ahkco6yHOGhDL5+La1ULSBmBtYHr+3nQ9q/AJyvM46VBB6/FUNfDyy+Yy8BWG1HqW+ouuxQs93wN2TjFebun0KZcV//VdC9A5ROzs3N0lFzZusylnp3a3rOAoz/A3k/BuPHv60U4FDJdd2P80O7PqKjJrJWpQBHlqdYayUwkLMvZpDyffOnFPiyG6hBWbUmIQ4rauwt+/aSrq3OGPxUOlLGbcaQLWoAOL94I9S+n3r5BKqZ37r7QmBPI9/wNwzCUiac1l3Ce1uw+971+L27dqH8vhde3q0R6Y8S6DJ9/Xl9yz7DQ1362ndsZeR8hBKPUfqEen0YRX9XOqQAmyFLJtWYyYNfAvgcBh5cS/U3mTSMDrKtqL0fwBT9sdC1HuQqT8qqB+ePKQVogsqPr1N12Vld+TH6DX9DFr5gIHA1L7+gCNjRLwojo/25WVF3DcCP6M8ZHvAgL+hpdEbPRxDxG6ZpONeHYYLoQogUYDNkyaQaB/HBJ/jge69V/l/WUP1HJg0FfVBzmBekzO3t9qmuNcb3W1dgUr7tah6cX6wyhYd3UPX8bqfrmOGGvy4bm4m7Xo6SCF/0WxnEEpchnERW1B3buiKZrjEJynS6FPD4PzBU985OZshHCOji2iWc6yOuwnU6lwKsE5Q0C41AJuco33+vJcC1muoLQrMS317pqFNW+VJG1+qZ6woC/XMrcm/sTjUPL64CY0RAO6J/0pJ53fY3yw1/QxZ2dLd0JRHO7bcSi7tjFu7v6ah7kME36LSzrXWqmFNPe7PkQ08sRmgT7vVhhBi60yAFuDtC8ntYBDL40L1T0bRS2bOTgQvWUv1zYRmMaeelqdbmrQMxRqfbX1qntfynu/Y8fNxRYO8nKu1+oOqy/bvrr/xuphv++iwo8227ut94MxqQqifucNukofbi1mlje+q0Nd8D73hgWFNX7c2UD51xx61ZJK6PuIkPwrEU4CBgSdPQCAzknJsYULaG+3wN1R8ZmpXY9kpD3SUE3zSAcnR6ftmHlPHbcKqyjnO3B+cXfwG176OEQlpStrBbAyYrwOuyMIUA5fu59kF4O2MlTtUTe7hteuOtTAu8yh9X5+ixxUA9A1dvQ94SrfZSgPWQ1NcmEteHPk/xbSUFOL78k8Z7Juf8D8AxDJq0llbMNHLgVtR8BNCfg9B4pwd59+htz8OLx4IxV6X9p1RddrReO2a74a/PQgOALrcSfKsBqRcCXr0Mwm1nRe0dAALmZWvb5Vc8GKpatM2Wj3DZRat/pK6PaOmLpF0pwJGkKbY0CQzknAJG8zc+D6EpezWt3mREXOmoe4PB3S4koWgnYIUy0Gorct8MJhbOL1b2p+28Ty4jhQ6hN+at0GvLjDf89VnNxdWiFSMDv/RvgOrKX3q5BNsuHXWnKwO0GBispy+Dn27E0ICpTWbMh554Y90mUtdHrHWH4k8KcCjUpE9IBDI5R/n+ex6D562llVeHZCSKnZS9Zncg5Rc9Lhj4d2PLd0Fl8wTdB+ePfQxgtdgXU3XZuboNmewVdFtc63JwIfnwTFdxMnB6/wZovuoNhpH+tkv7pCFFGeV+uZ4+PeHd81cM+9W/rRRgPeS6bhPJ6yN8NdG3IAU4+ozFQyuBgzj7CAvoM+U/GTxkLa2MyBq8kQJsRa0yIlnPxu3jPch7LBS/nF+s7GjUcTN7RiMtLbMGa8+sN/x1g7CBCAdqxctAY/8GBM0jWH5q7a2oHdeyyEp3B4/wYGiHdc7Nmo/uIo3l75G8PmKpO1RfUoBDJSf9QiKQydkzASoh4I3VVH9mSEai1Kn7NYT53daVkkKaz8z5xc37JavIv4+qy4JektHMN/z1WeCu0tjEsGeugjtKqe7SrBU1x7SudNbVWtXTPMibKk/AkctQpK+PyCmLniUpwNFjK5ZVCPTjftYesCrTkg5g4Iq1VK9s6G6Iw4pajQ0RFHn0gQe5ujZ+VwuG88fmAVyj8ts6qi47KBQAZi7A67JQTep/jLSh2JrRgD6hcIlUn67PB3zpQd7hUoAjQzsa10dklEXXihTg6PIV6yoEBvLgqxmsvMJduYbq9U7ziSpLZaUrH+hLLSc+eHO3YdjyUEVwfrGyRWPgxgA+nEvLykJagMLMBVjh2N3c4G3AwdkNykC3+BxpqDmFQJqfSbygQ7Yj99s2dWbPR3wot3iNxvURz3j0+pYCrJeUtIsogUzOUW5spzBw11qq1711XERF+BlLR81kBj2gYX+1B3ldTp/pShcPKy4BQWXqFb9P1fNPDDUms9/w12dBfYP1NiCMDRmroGvDi1AZdt2PyYq6DaobZTR3pNs9yL1PCnB49KN1fYSnKja9pQDHhrN46URgAA8+g8DK1nzMoJy1tEKZIxq3w4qadwBS/eand2lJLfGcX6zsBLVbp999oB770ZJ//RRq0GYvwErc3T0FZzR0uXpWqOh097Oi7hGAr9Ho8JEHeX+RAqwbp2rDaF0f4amKTW8pwLHhLF5UCGRyjvL99+8EPLGa6q+MF6ReWJKdgh7KK2LVwwIe/geGKgOogj44v/gJqE1tIXqKlsz7e9AG/TokQgFeNwhvE+FkTQ6MRRmrcFE4nMLp2wfLhvlg0cy9DykD21Y/S4R8hMMqlL7RvD5C0RPrPlKAY01c/LUTOIhzsi1Ac+Fj0BlraUVQC1pECmUalt1MsMxWt0cbPMgN6TUon1a4Byw9lUU3UjrYJvqdlszbPVz9iXLD72pENAM7+zegZ7isQu/f/BpayaHq4iAETNyKvFLFfqLkI3RWwfWM9vURnJr4tJYCHB/u4rWVwEDOuZuBOwFavoZW5MYDTDpqlzEwVMP3XA/ylLmhQR88bOw7IFZ5rU2TqXrejKANduqQKDf89YOwGaS9ZeGaHbCesg7Kto1xOayoLetiQ473PMhrznGi5CNWkKN9fcQqjnD8SAEOh570DZ8AgzKRo0xLGsTgsWtppXKzi9mRhpqDCLRWyyGBzt6K3FeDFcT5Y20AuwL7UQNVzwscDR2sgwS64a/NxqgUxouaOWDU9VuFvBAQRaRLOmrPYkDzHCB4D9yKYZukAOvHHYvrQ7+a+LWUAhw/9uK5lcAAzr6CQMoOQBu82JazjtbF7GnHirprAH5EIxmbPcjbN5REcX7xdwD6B/Ql5NOSsqWh2OzcJ5Fu+F0NxiJgZ7+4voZelJKGA34hoK9a3hh0QyNyH0qkfETi/OzKRiyuj2jHEAn7UoAjQVFshE0gkwe/CfBwAmaspvrJYRvUacCKutcBPkO9OZd7MHS0TlPtzXh48TQwlF12Oh81VF12WrD2tNon0g1/Qxa+YeBgrVjjPxq6ZiFAV6jpI1DdVuTmJVI+InWOqv7BEqPrI5oxRMq2FOBIkRQ7YREYwAcPIfjqFCMMHLGW6pX9cqN6pOPN/Rk9u9iViQs8GKryGrlrWZxfvBUIWMu4CdVlvQjNG9NH5EikG/4Pg5C7k1CrCYYwK2MlSiICLgQjVtRpfFJoNsapSN3n7n53Xq/8x00b3rwrBBdJ0yVW14cZgEoBNkOWkkRjJue0DXZ5dg3VXxjtsK2oHQNA9ZszA1sakdd57m63kji/+HkAfwtoyFRGS+eN7dZAEA0SqQArYW/Igo+bd3lUPX7IaMD+QeCJcNPPe1rxs7L7UZqG4XH39Zt2gBTgbv84jdn1EeETICrmpABHBasYDYXAQXxIPwu8yoCs3gzY11J9VBfjt6JW2flI2QEpsF4CTzYiT9fWdG2dOe+qQUi1KPo7X1c/U3VZ5/1/Q0HUoU+iFeD1WVC2gtxDA4wvo6HTdK6wCQZnIB21/8fAxRq93ryv37TmZSvlCVidUKyvj+CyG5/WUoDjw128ahAYyDmTGJgO4MM1VH9ctEB1t/cvAxc0Ik/Zv1j3wcOKPwLhz4HVnK+hpfN1bHGn21Vzw0QrwBuysZAZqt9ZlXjj/R04DbXnE/CsRpa8Jfs9NHuP1F8bpQBrFOAYXx/BXU3xaS0FOD7cxWsXBDI5R/n++ycC3biaVvwzGrDSUXMlgyo0bhXbPUjvCxy3U69vHj7272AO3NmJ8BUtKfuTXjvBtEu0ArxqIPboaWl+ClY92IfC/quhjJaP0/F2mhVNytKhqq+hT+3zjuuc3d74SApwYHricX3E6SQJyq0U4KBwSeNYEBjAORcQmhfq/9WLXtnr6IufI+3XipoXADpXzS6BF23F0KCWP+T8YmUwV+A3Sov3L/TmgpD2D+4u5kQrwEq8XU5HIrzVbyWGdMclmr9bUfc8wIHf+JXk9/hxxfX7Pva0FGCVAhyH6yOa50GkbEsBjhRJsRNRApmco3z/HUmgh1bTihsiahwfWK3wbAFg0SjAl23F0Kf1+uT84jkAblRp/wpVl52j106w7RK0AG8H1JeeZOCX/g3qS0IGyy7U9umouZRBT6mfNz7v5P0fnHnH94tvDdV+IvaL1/VhBpZSgM2QpSTUOICzjyXQB0roPviO/44amv9/JI401F1CYK0Cyx7s3hc4WplKpOvg/OJtAHp1arydqst66zIQYqMELcBrAAzQQOLNaEBqiLgi0m0fLO/rgU9ZG1p1ferT+ix/4eU/bj0vIs4SxEi8rg8z4JMCbIYsJanGgZz9oLLKEICqNVRvixSGdNT+h6G5w85iD/JUX02r+edhxa+A8FeV3+ZQddnNkdKsZichC/Ag/AekmRvOaFB/axFNzp1tdzV6vl+PTV/X77zwsFjqMbKveF4fRubSpk0KsBmylKQaB/CAPQk9lWk9eyoFcy3VK9+FwzyWplqRorx+Vn06JcCxFXkag7M6uub8YmUv2A9VBH1P1WXNc0KjeSRiAd4wCH9nQuBgtlaQ8R4JrchIR52DweVquSX4vFvRsy9wSsyWU43mORaO7XhfH+Foj1VfKcCxIi1+0rve0wAAIABJREFUQiIwgAdfT2BlJPRXa6g+7NHEaag9jwDN6UU9QHv9hlzNkbj+QXB+8VcADg0IjPjvtGS+6nfCkCBodErEAvz1Iejbdyd+1+LU24Ld967X/j2SfLVstb6GVs6RjttMtnZg0IWNyNWarhQLiYbwEe/rwxAQuhEhBdgMWUpyjZmco3z/PZaAKaupXpkjHPKRhtonCNBaYONlD/JUF+bo7JCHF18DRuAmDoyPaWnZMSELDKJjIhZgJfxu9gce2b8BLwWBKSpNrah5HSDVNcQJeGYr8rQW7IiKHqMZNcL1YTQmanqkAJshS0mucQAPHklgZVT0di8s2evo2/WhIrGiVllOcHf1/jTWg1xd2yHy8OKfwAEjchnoMYiq/6UMJIr6kYwFGMDkjAaEvZdyuMmxomYsQHM17DR6sNcewBE7wvVj1v5GuD7MwE4KsBmyJBoxkHOeYUBZH3r+GqovDgWJFctsgEVzcwVCzwO24qTvu7PN+WPLAFbWke54MJ6npWXnd9c/Ur8naQF+LKMB4yPFMFQ7u+HtvZrQpIyG1riHhraRR6h6jNTPKNeHkZhoaZECbIYsiUYM4Jw/EdC8Q5IPlrzv6NvmnZOCOayoeRwgre0F3/QgT2Nbwl1eGGxB/lhlrmrn6TBbqbqsTzB6wm2bwAVY2TFK697kzGhAUbjsItE/HbU1DOSp2WLg343I01xWMxL+jWjDSNeHEfl01iQF2AxZEo3NBAZwzgMEKHsFV6+h+uHBYrGi9gcA+2rcMK9rRF7gN91OjTm/uAZqN13iabRk/tRgNYXTPoELsFdrkRQAizMaoHuaWDh8u+ubhtrrCHhI43za0ohNewIXKrEkzWGk68MM0KUAmyFLorGZwEAe2JuRqkxL6kfgwtW0Uve6wOmoPYuBV7VQMnhAI4Z+1xVqHjZ6OCjlzYA2RN/Rknlai0dELXvJWIAtQNWBDYjYnPBwkpOOpQcwUjZq2SDQ2VuRq3nOhePbiH2Ndn0YkZE8AZshK6JRk8AAzh5DIOUb7Oo1WJkN0rfBvRV1/wJY9dshAbVbkTe0O+w8rLgBhEGBBdhioyVzla0NY3okYwFm4Ln+DbggpqC7cGZFzTsAnaTR5HEP8gLHChhFfIR1GO36iHB4UTEnT8BRwSpGo0lgIGfXMiiXgGmrqV7Xa18r6tYBnKGmi0G3NCL3H10//Y6ZAqL7Vdq8Q9Vlp0QzXi3bCVyAu/oGvCCjAVfFg7eaz3TUTGBQqYaenz3YtF8yvIbmYca7PoxyjnSlQwqwGbIkGjsQGMBZwwmW5lfBXvDgdbSyvitEfVB3mg+8VKuNFyk523Gq8mpb8+D8YmVxiL6dGnjRq9de9MrDmgtHRDN1iVqAN2TBxxqDsHzA9IMaMCWaXIOx3RtvZVrgXa3VxwIe/geGVgdj04xtjXh9mIGjFGAzZEk0BhAYwIMrCHwlgKfWUP3fu0KUjto5rL5bkTLY9l0Pck/uuviOeRqgSwLb8L+pen7cRromagHuciEOHxz9V0PXUqGxumysqFWWI1WWJVU5+FEPhl4TKy3x8MP5xrw+4sEiWJ9SgIMlJu0NQSCTDxkEeJWnVrIAZ62i+te1hFlR2wCofLttnutCU7YiV3N1LT7bsS+291D2+u28deFvVF22RzxhJGMBhgXHZtTjf/Hk3tm3FbXK9oP3aWja5EFuP4DYSJojpcXI10ekYoymHSnA0aQrtqNKYADn3EnA3QDeWUP1qt9h01BzCoHe0hJiAf/pDwxV1nRWf37JH/MeQCcE/EiWCbRk7uyoBtiN8UQswKsH47AeXnypFboRNmPorK0X6g5OAX+jeQ4BQxqRp3kOxvMcCtc3G/j6CDe2WPSXAhwLyuIjagQyOWcFgBwCjVtNKwKWBkxD7QwCJmoI+J8Hecdq3jiHjf0biJ9X+X0lVZflRC0onYYTsQCvz8KdaPmjSvUwYgFWhFpR+zmAw9VEEzBnK/KiujWlzlMmos3Y4NdHRIONkjEpwFECK2ZjQ2AA5/yd0Lx93ffbYM3+nj7d6u85DbVfE3CIhpqpHuRN0yzA+cXrAASOnPYhl5aVLY9NhNpeErEAb8jGW8zQGlVuiP2A1TJiRa3yR4Pyx4PascmDvAPjfb5E2j8b/PqIdLzRsCcFOBpUxWZMCQzknNcYOBOgWWtoRUmbcyuWHwf4/qslhkB/3orcT9R+52FX3wfyKd/2Oh9LqbosP6YBajhLxAK8Lgs/E7CnRsjbMxrU93GOdz7SUXMkgz7V1uE7wYPTNM/FeOsP1r8Zro9gY4pHeynA8aAuPiNKIJOzT0Hrd14vfEeto4bPFAdW1N0D8O3qzuhzD3KP1BLC+cUeAGmdft9J1WU9Iyo+DGOJWIDXD4IXFDDgrZkSAWv7NSAzDGRR7bq35fVfG329VXfaYvCMRgxVllFNiMMM14cZQEsBNkOWRGO3BAZw9mMEuhrgF9bQyvNaCnCt8kSiVWTv9yDvNjXDPGzMYhAVqPz2GFWXxX0nnjZdCVmAs6A5WpgZT/ZfpbmXc7fnSLQbHNv78bqvth08RMPPGg/yBkZbQyzsm+X6iAWLcH1IAQ6XoPQ3BIGBPPAARqqyIEc6AaN+pPJVDKi+XlYEM3BiI/Le7yyeh485GExfq+zG8xNVl+1jiGBbRSRaAV6XhREEaC7p2WTBEZn1LTtiGfEo2vOGsv/8cp7m0pMEHL0VeV28pjZiVB01men6MD5N7S2/zKBdNAqBDgQyeXAJwDMBfPwjlb8AQHWAFQHfbkWe6sAszi9WivZRgWgtxVQ9d76RkCdaAd6QhQ8Y0ByVbtQR0P5vJO7dNPFGrdfQAO7xIE9roJaRTi1NLWa6PswAVJ6AzZAl0aibwEDO+ZSBI3/KmL3Ot2HP/modGTyrEUPbB2u1teH8qwsBn1OlzxdUXXaEbhExapiABXgHAz3Uc4ad/RtgmO/vahqVfDzx8yVnfrNtsNbKal96kKc6VSlGp0xYbsx2fYQVbIw6SwGOEWhxExsCmTz4PO/XBzz382FaCxMBPnhzt2FYwDQizi9W3y/Y5z2Sli1Q5nka6ki0AtzVEpQg/C9jpfbTsRESo+TjI89RBz3366giLT1e0CHbkfutEfQGq8Fs10ew8cWjvRTgeFAXn1ElsPdNd3zROOeMP2k4We1BXsCWgpw/5iGArgvsQ1VUPc8Q+8921pZIBXhDFmYzoLlYRQ/COfutxCtRPXHCNK7kg0F0+4Y7igEcoG6ObvcgV/uvwzA1RKu7Ga+PaLGIpF0pwJGkKbYMQSC9R/Vm3pm6t5oYAj+0FUNv6Pwb5xdvBwJecW6j6rLOU5EMEaMiIpEK8PosbAHQRwOuYRfg8Nfblo/bNkzdB2CNDRjoew9yNYqzYU6tACFmvD6MS3OXMinAZsiSaNRNwIqaawB6RKuD2vZwnD/mdYDOCOhDKKUlZVrLWOrWFK2GCVaAtacfAb/2b9BcnCNaeIO225aPOzZMXdbV9pcMnN+IPLUlToP2GYsOZr0+YsEmXB9SgMMlKP0NRcCKOhfAWq+MGz3Is/oL5mHFJ4LwbuCf/NhIS8v6GSq4TmISpQCvH4T/gHCR5h9NhHsOXKm5zKNhUrQrH2/cbUXdNpU3Km1aF3qQV2gY4V0IMfP1YQa+UoDNkCXRqJuAFbUvAhil0WG7B3m9OxTg/GJlF5uDA9r76GJaNu8Z3Y7j0DBRCvCGLGiOflawGn36UVvqd+Vj2gwrmn4HkKp+Wphnj2A28fURh0syaJdSgINGJh2MTCAdNZcx6MkuNI70IO8l5XceVnw9CP9UafshVZcdZ+Q4FW2JUIB/GITcnYRaLdYE/NivAfsZPRf++bh1w9RPCKzMQ9c4LMd7MOQDo8dk9uvD6HwVfVKAzZAl0RgUgTTUriQgS6PTfA/ylFGq4PwxvwC0R4d2BB/YMoCq564PymkcGidCAV6fhV8AdMyBH0sCzuvXgC6KWRzAa7hsy8etG+7MIeAyjWafeZCnstCLceJoU2L268N4RAMVSQE2Q5ZEY1AE0rDseoJF7clWsfODB3n78/DiBWCozNekRVQ9T/N7ZFBCotzY7AX4hz+hz85tzaOftQ5fRgNSoowxYuaVfOzknilTN06+gYC+GobHe5D3WMScRslQIlwfUUITUbNSgCOKU4wZgUBvLMm0oMdqLS37pmwfuXroc4sB7vyN7g+qLtO6cRohtA4azF6A12dhE4D9NcEyKjNWaX7PN2Q+lv9x0uBXfj/zUg1xTPD224phStyGPfi0qb1h2bTF7NeHYQH7CZMCbIYsicagCaSjrpbBuWodL95/1cYFh78VuEE6405aWnZP0M7i1MHMBXjVQBzQ04KNXaAzxdxff/1KPuZvdthX7zjoGI24lnuQp3pOxukUUnXLw4rrQAjc1clk14eRmGppkQJshiyJxqAJpKNmAoNK1Tpm9PLg21MDPiuuoeoyU20XZ+YCvD4LvwJQ3Tu3OWcmWHqy87k1q99Zd9+zcVLJTk5VXbyFwTc2YqjWp5Ggz/FodOD84jMBvKZi23TXRzT4RNqmFOBIExV7hiDQCzWDU0Caa+6+9pc3MGSP7/21+lp2KTTPwcyW5lpFpGg3zdG45Rv88lNNl992+w0s9pomoFahy37e3zLi4zM076kNQ5737t+z0ehhqeeF6GxaMu9Vo4s3mz4pwGbLmOjVTcCK2vcAnKDW4bqDvsL0wR/qtiUNI0dgw2plV0ftv3V69twb+/Q7L3IOY2Tppm9OQNn6wCnlivvjdvsJNccZeinrLijxW1Q9P/CVdIy4JrIbKcCJnN0kj82K2lsBqC58PyjtD3x+8uIkJxT78DdvfBE7tv/YpeN+A5tniZnqUP6cyF5+Hr7fob50+L3ZH+GmzC9MFVOrWMZv6EMflnnMKN7omqUAGz1Doi9kAn2w/HAffJrbCFYf+ypO3H1zyPalY3AEmnb+jB/WP9dlp97WTOy131nBGTZA63d+2xenf6it+6tTXsSA3lsNoDRoCV9RdZnWzmJBG5MOHQlIAZYzIqEJWFHzEUB/VgvylswvMC37o4SO30jBbVj9OJTdmLUOIgsOzLzKSJJ1a5m84lg8/N1hqu2P6vML3jmhefE1sx07qbqsp9lEm0mvFGAzZUu0Bk3Aipq7AJqq1rG3xbvqp/wnzfexsTWYl9b+eLXyf0cM2Hdu0GBi3GHjKufLzL4ut+HrkdZ/8r4HnvV6jKVFxN1e1Ze/tN1nCZzaBuCwPr8++sFJlcpfH+Y4fCnHgi19aencOeYQbF6VUoDNmztRroOAFTXHAPQ/7aZ0nAe5phyNZZZpSBuyUcaMMV2li4H1/RvQX0dKDdfEiuXHAb7/agnzgg7ZjlzNEfmGC0gExYyAFOCYoRZH8SJgRa0y+kXjO5ZlmgdDVJ+Q46VXr18zFOB1mRhGKajuJiZTLTnZORYrau8HMEUjxi89yDtcb06lXXIRkAKcXPlOymi7uUF+4kGe6jdio8MyegGeCliKs9DU3aYvxLii3yr82+i8tfRZUasse5qp8fs9HuTdadbYRHd0CUgBji5fsW4AAmmoO5HA72pJIfBRWzH0MwNIDUqC0Qvw+kFoAnWzmQLho4yV+EtQgRuocR8sPcKHFM1zh0B/3orcTwwkWaQYiIAUYAMlQ6REj4AVtSsA5Kh7oNs9yFWdLxw9ReFbNnIBXp+F7QC6G0HbmNEAa/gk4mfBirqpAN+loWCNB3mmWt40fiST07MU4OTMe9JFnY66WQy+RSPw/3qQp7pilpFBGbUAr8vCduq++JpuswW1c8GK2k8BHKn2G4NnNGLoZCOfQ6ItvgSkAMeXv3iPEYHeqMmzgGq03KWg6dAtyP8mRnIi4saIBXhDFnYw0KO7AFMJQ/Zfibe6a2fk33vjrUwLvJrbXgK+Ezw4TXN0tJFjE22xISAFODacxYsBCFhRuwbAADUpBEzcijzV3ZMMIF1VgpEK8AqgV3oWtjK6+ebbEsm0jAaYcuS5fyLSUTeJwdM1zo9NHuSpzgs26vkkumJPQApw7JmLxzgRsKL2IQDXabh/y4M8Uy04b5QCvCEL5zHwbHejnRXuDLzQvwGmXfzE/9yxovZ9AMdr/EE3Zyvybo7TqS5uTUJACrBJEiUywyeQjqWnM1Le0LLkQ49B23Cy6ivFjVk43gcoTzsnAahnxr39VzUXnbgdD/Y7/Skw+jFB89V6tMWd0eu9i/akLYfq8bPFl7bmlR2nVuhpa/Q23zft2+ehH8ZpjSlQ/tAY0og8U79iN3oOEkGfFOBEyKLEoJuAFbUbAaguicigGxuRG7Bh+obBOMznxTvUaQN5Br7p3wBdxUe3wCAaKk/ABAxmQBnhHfPj/F5LJ1jIm67HsYd7f1e1fUi5nrZmaPP/7d1/sFxlfcfx97N7SbJn84OkqaRJqMkNSm0t468KkuzehCIyiKBUKL9E6XSGcUFJq3bsD0Cg2o4Vi5XAyLRTiwQQRakyFJCS7G6CYtGhLZ1S4d4omEAUQ37ds9eQ3adz7r20Sbjn7rN77v4453z23/0+z3m+r+dmvzm/nuebu8886XH/LWG7L7zgU1gKJlb7S8fBPWljVAFO2owqn2kFPMpfAjPlfncWs6lG4ZQjO9i+inuxnB3SccMY3r90mG+mhX7HKt5nG3wdQ8Yx539dNsKpjrGxCPOoVIGQWxZmg0/hilgkokH2VEAFuKf8Oni3BTzKZ4CZZmuazDKfNTteGdcvjmP+WIM9zcaZMQz/2nDYe8bNWsfn+x2rxi+/r3IdsTXctXyYC1zj4xA3n0cXHeRgsI/llL+fGRqn7GftpjjkojH2VkAFuLf+OnoPBDwqu4CFIYcu+RRveeW7J3+TWQvHGHN5wCh4xsjCjctHSNzDNzsG+byF9Y4OE3yGTywb5nM9mOKOHtKj8mHg5pCD7PIpLNbl545OQWI6VwFOzFQqEVcBj8o/Ah8KiX/Qp3j6od9tHxz/sQ1+dJ0+Fg4MZDh3yTN8y6lBHwc9exxnZxrc7bCwxqFZNGbBG351hETuAORRCR7kC7uk/vc+xWl3furj6dbQuiygAtxlcB2u9wIelfdC+D3bDLxmP8WfH1GEgydaT25p9JbaQcN5rx3hvpba9UHw84O821rutqa1pSIN7Fs6wvw+SKEjQ5i8/PwzQt53NnD6KMUHO3JwdZo4ARXgxE2pEmouYI1HZR+YkCd47R/6DP3Dkf1sH+TbwJnN+z88IjgjxvLZ5du4qtW23Y7fPsi1Fj7Z4hnv+DANVJaOMNTtMXfzeHmql1rslE9zW9hX44WFcF69m2PSseIroAIc37nTyCMI5ChvNJgLp+7Cfttn6KypvntuBWszhoeb7vIT0jGGpwYarDtmGzsjDH9Gm25bwZKjsjxi7PgrVa3/JljqjSynHvsMm2d0YH3YmUcluJrx7pDpvc1n6IN9OGwNqU8FWv/H1qeJaFgSaEUgx5bzDI2vhrWZw6wFuzhpb9j3Px3kPw28sZVjHhproN6w/BDDxct7cK90+0qOt/AVY8a3AsxGyOPJpSNTb0bQbp/92m4xW+b5NIKnn0N2eTJn+RSCqyT6SMBJQAXYiUlByRN4erbH8/sI2TjAYC4ZpTDtJvEvruA3xjI8YWB2RJ/g6ek9WfhOw3LVsm3M+KYQPx/k9S9bPm3N+MNDC9o60z08ybEDDd688sc8FTH32DTPU77QYjaGDLjms+hoeOOB2CSkgfZcQAW451OgAfRKwKMSLCX5/pDj3+NTDPvusCY7VnIDhvUW54UpXFIO7iPuxzBCcKbcYCuGR2/dxtPXQuPIDq6BzAdX8rrZZvxBsdUEZ7aWQQNzHTdIcBlTENOYfNUqdBlG147iFudR+TpMvY61gbtGKSbqfee4zU8cx6sCHMdZ05hnRCBP5eLgMmxIZwd96vNgXfAOsNNnxwq+YTMET1gn8d9VsKzivctGOMcJI3FBj+Y8Dv4CyE2VmoVzaxSDAq2PBJwFkvhD4Zy8AtMtsIj7548xN3SVK4s9v8ZQ6H3iML1nB7k7O3Gm5LpUYz9PRHDGe8/yEc7r50F2emw5yucYzD0hx6n5DPwKnFzr9DjUf7IEVICTNZ/KpkUBj8o/A1M+8WzhzhrFkCelmx/o+VV8rG653oScNTXvoacRtbrh6l9P4EpW7ajmqG402JC/BfMNn0Iitlhsx0Zt2hdQAW7fTi0TIOBR/QOwr3rndzK1UZ/CfDCvuufaSuoWBnas4jEsb+rzs+JgY4kndgxz0tvg5VZyTHbsk7Ny7HrRwLyp8jTYi0YZuiPZBsquEwIqwJ1QVZ+xEZjHpsV1soetenXo4C3mnBqFGdvpaOdKTjhoxu87/1aU139mDNhSx/Bf1nLJ8m38+4z1m6COPCrBe79hq5kd8MgsfpE1wRP1+kigJQEV4Ja4FJxEAY/qv4A9bP3n/8/T/pPPUNi60ZE5fjrIDRm4wMIxXTo7Du7p7jSGO5YN8/HICaSgA49KsPLVpSGp3udTfE8KGJRiBwRUgDuAqi7jJdBkd5uXfIqLupXRsyspZA0fNpYTgSXWMGfyqepW/602sIxZeMEYHhswbDhmmGA9a31aErg767EkWPt5yr8BA5eOUvxyS10qWAKTAq3+oxacBBIn4LFlKTS2T5PYmT7FafYQ7h7JCyeQb+zlWLLkaZB/eTajRzUYzezhuSU7Ge3eSNJxpDyV37XwcEi2dY/MQl1+TsffQieyVAHuhKr6jJ1AjvIjBrNu6oGbW30Kl8UuKQ04soBHZbqtKB/yKb4r8kHUQWoFVIBTO/VK/FCBHOUrDebGkAK806ewRGJpEwh2zaoGaz+H3IIwl/kUbk2bivKdOQEV4JmzVE8xFpjDphUZstvCUjA0ThtlbbARuz4pEZhDdU0GWw1J1w4wsHgvJ+9KCYfS7ICACnAHUNVlPAU8KlvG11Ge4mPgR0dRP3E363bHMzuNuhWBo9l09Mtkv2fh+KnaWdhcoxhyy6KVIyk2zQIqwGmefeV+mECeyicsfHYalm0GUxql8IDokiuQp3q6xQb3fleGZ2mv8BnakFwFZdYNARXgbijrGLEQmE35tCzmQYfBXudTvMYhTiExE/CoXAtc3WzYlsbJNdZ+t1mcvpfAdAIqwPr7kMD/CYzveBO8yuPy7+KhOtnSL1k9LMD4C8xm66os9eCs9zSHbKzPQF6bLzhIKWRaAZcfGhFKIDUCOSpfM+F7BB/mYGFfBkqjFG9PDVACEw22pWzAzWFrPR+ZsoHPj1JM3X7ICZz6nqekAtzzKdAA+k3AoxLc423h/U6zwadwRb/lofE0F/Co3gT28uaR4xENi72zxtDFjvEKk4DOgPU3IIFWBWZR/u0s3GQwRce2P7SYUo3CY47xCuuhQI7qiWbiQau3OA7j4Tq29EuGnnaMV5gEmgroDLgpkQLSLOBRuQ64ytXAYtbXKHzBNV5x3RfIUb3SYEMWXZlyPNf7FJs+mNX9THTEuAuoAMd9BjX+jgt4lM8AE5wtvdblYAa+mmWgpEUaXLS6FzOfBxbV8W628PuOR/0J2JLP0P2O8QqTQEsCKsAtcSk4rQILqC48iA1+vM93MzA/AVPyWaMfbzewjkZ5bDmD8UvO1vU/UXcNYEp7KLzU0YGp81QLqACnevqVfKsC068ZPVVv5i99Cs6XsFsdj+KbC3hUrwf7F80jJyIsdn2NId1GcAVTXNsCKsBt06lhWgVyVN5uILgk/VZHAz3A4wg1k2GzKb8uO3Hr4FTHfn9goVSj+H3HeIVJIJKACnAkPjVOs0Brr7DYUTP+zvDQbWk261buecqX2PH/JJm82zH1Kpmbk6JmUkAFeCY11VfqBPJsuWhi3WA73zH5W3yKJcdYhbUh0GQP3yN6NHsn1vdes7GNQ6mJBCIJqABH4lNjCUCLyxgGdxmfsNiS1hKe2b+eHJvfYcYvOZs3Ofas5UQdoRTWGQEV4M64qtcUCrgu5P8KjYU/rlH82xRSzXjKOSp/FCwR2ULH2lCjBSyFdkZABbgzruo1pQJuW9kdimO/lqVR2se6F1NKFinteWxaXCcTnPWe69iRtpR0hFJY5wVUgDtvrCOkTGAhjy8Yw7/FwAWOqT838c5w4T7HeIUBHtUzJ97t5VgXEAt3zqZe2s263S7xipFApwVUgDstrP5TK5Cj8hEDf9cCwGd8in/eQnxqQz0qnwb+zBXAwkdrFL/oGq84CXRDQAW4G8o6RmoFPDb/zsQyluZtLggWHhkgU9rHmv9xiU9bzDy2HH+QRrB14CluudvHJ5aTXPtvbvGKkkD3BFSAu2etI6VYwKMSnAl/xJGgNvHOcPHLjvGpCMtT+dDEu73kHBP+ok/xo46xCpNA1wVUgLtOrgOmVSBP+cLJxSEWuBmYL/msKYFpuMUnNcpmPLYE71pf5pah3TO56MkdbvGKkkBvBFSAe+Ouo6ZUYA7llZmJ5RFPdyT4j8nlEbc6xicqLEdl9eSynyc4JvZAA1saY2ibY7zCJNAzARXgntHrwGkW8ChfA+ZTrgYG8/FRCje4xichLk/1Yxb7Ofdc7Kd8hq51j1ekBHoroALcW38dPcUCebaeZmkEl1ZXOTLckyFb2s/qnznGxzJsLltf06AeXCX4PbcEzLAhUxpl9UNu8YqSQH8IqAD3xzxoFCkVWMT35tc4EDzVe5Ebgd0OBJvEf8stPl5RHuWzmNhEYZnLyC1szDGrtIuT9rrEK0YC/SSgAtxPs6GxpFbAo3o52JtcASz2r2sM/alrfBzicpT/ymA+6T5Wc4VPYYN7vCIl0F8CKsD9NR8aTYoFPKpvnVzZ6e0uDBY2Z7Gl/Qz9t0t8v8bMpfyGOia4CrDWcYzfn1w57AeO8QqTQF8KqAD35bRoUGkWyFO90WKvdDSoA98F8yPH+D4Ls68H3gFkXQZmMF8YpbDeJVYxEuh3ARXgfp8hjS+VAjmKv0P3AAACO0lEQVQq50++frMwlQCvTvqlydex7pKHBJIioAKclJlUHokTmMOmFRmywT3OMxKXXGsJ3d+gfvkY637cWjNFS6C/BVSA+3t+NDoJ4FG5CrgupRRX+xSvT2nuSjvhAirACZ9gpZcMgTyb32knNnU4LhkZNcvCPmOwpVHWfqdZpL6XQFwFVIDjOnMadwoFNs31yN4OnJ3w5O/1qX8A1u1PeJ5KL+UCKsAp/wNQ+vETyFG9zWA/EL+RNx+xpXF7jbWJzK159opIm4AKcNpmXPkmQiDYZ9iS+RODXWCwT1jMU3FMzJA5HnizpbEb7N9o3944zqLG3K6ACnC7cmonAQlIQAISiCCgAhwBT00lIAEJSEAC7QqoALcrp3YSkIAEJCCBCAIqwBHw1FQCEpCABCTQroAKcLtyaicBCUhAAhKIIKACHAFPTSUgAQlIQALtCqgAtyundhKQgAQkIIEIAirAEfDUVAISkIAEJNCugApwu3JqJwEJSEACEoggoAIcAU9NJSABCUhAAu0KqAC3K6d2EpCABCQggQgCKsAR8NRUAhKQgAQk0K6ACnC7cmonAQlIQAISiCCgAhwBT00lIAEJSEAC7QqoALcrp3YSkIAEJCCBCAIqwBHw1FQCEpCABCTQroAKcLtyaicBCUhAAhKIIKACHAFPTSUgAQlIQALtCqgAtyundhKQgAQkIIEIAirAEfDUVAISkIAEJNCugApwu3JqJwEJSEACEoggoAIcAU9NJSABCUhAAu0K/C+EbacclVSmVgAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-35.37990332029062" y="-102.75070007390474" heading="307" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="229,34,0,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="27.000000000000142"><block s="receiveKey"><l><option>1</option></l></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="show"></block><block s="bubble"><l>Square!</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>1</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="hide"></block></script><script x="177.50000000000034" y="28.00000000000017"><block s="receiveKey"><l><option>2</option></l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="bubble"><l>Triangle!!</l></block><block s="setColor"><color>31,255,36,1</color></block><block s="setSize"><l>2</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block></script></block><block s="hide"></block></script><script x="344.50000000000045" y="21.000000000000057"><block s="receiveKey"><l><option>3</option></l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="bubble"><l>Diamond!</l></block><block s="setColor"><color>255,179,117,1</color></block><block s="setSize"><l>3</l></block><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>100</l></block></script></block><block s="hide"></block></script><script x="510.50000000000114" y="16.000000000000014"><block s="receiveKey"><l><option>4</option></l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="bubble"><l>Pentagon!</l></block><block s="setColor"><color>97,178,255,1</color></block><block s="setSize"><l>4</l></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="turnLeft"><l>72</l></block><block s="forward"><l>100</l></block></script></block><block s="hide"></block></script><script x="670.333333333334" y="10"><block s="receiveKey"><l><option>5</option></l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="bubble"><l>Parallelogram!</l></block><block s="setColor"><color>255,66,102,1</color></block><block s="setSize"><l>5</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>200</l></block><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block><block s="turn"><l>60</l></block></script></block><block s="hide"></block></script><script x="48.000000000000256" y="426.9999999999998"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="877" y="24"><block s="receiveKey"><l><option>7</option></l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="bubble"><l>decagon</l></block><block s="setColor"><color>10,0,194,1</color></block><block s="setSize"><l>7</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l></block><block s="turn"><l>36</l></block></script></block><block s="hide"></block></script><script x="487" y="375"><block s="receiveKey"><l><option>8</option></l></block><block s="doRepeat"><l>360</l><script><block s="down"></block><block s="setColor"><color>229,34,0,1</color></block><block s="turn"><l>1</l></block><block s="forward"><l>1</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.1 Squares and Triangles Redux Starter Code" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>