<snapdata remixID="14737553"><project name="Demo art " app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Demo art "><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Reset" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script></block-definition><block-definition s="Square" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="Custom Shape Block Size: %&apos;Size&apos; Side: %&apos;Side&apos; Angle: %&apos;Angle&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="Size"/><l>9</l></list></block><script><block s="doWarp"><script><block s="doRepeat"><block var="Side"/><script><block s="down"></block><block s="forward"><block var="Size"/></block><block s="turnLeft"><block var="Angle"/></block><custom-block s="Custom Shape Block Size: %n Side: %n Angle: %s"><block s="reportQuotient"><block var="Size"/><l>2</l></block><block var="Side"/><block var="Angle"/></custom-block><block s="turnLeft"><block s="reportDifference"><block s="reportQuotient"><l>360</l><block var="Side"/></block><block var="Angle"/></block></block></script></block></script></block></script><list></list></block></script></block-definition><block-definition s="Pin-wheel Number of Branches %&apos;Number of Branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="doRepeat"><block var="Number of Branches"/><script><block s="down"><comment w="90" collapsed="false">base code for Pin-wheel</comment></block><block s="setColor"><color>145,26,68,1</color></block><block s="changePenColorDimension"><l><option>hue</option></l><l>1.5</l></block><block s="forward"><block var="size"/></block><block s="forward"><block s="reportVariadicProduct"><list><block var="backup"/><l>-1</l></list></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Number of Branches"/></block></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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YcMY9DxKYJgEu4GnSZi4SCEGgIpfvELtMjXEPqJh/qM8tHPJzhw1sD26u/5af7bT1qAm1oUa/3LCBLXz8bHv1sIcf/Hvlg65hA1vwBec270GWlJFAPASceMIyavYIsKNpE3ho8X77e1z9w6WNW/9I8VUi1erq7mdcOKwOT2dtPNthRjOWe7XZGr1ah9QCnVobz3aIzSgx/OCPOMPsPF0nB/jaBfyHbd7DPCgngegJcAFHz5QRSWBiAtfPXfZ4MeaNp9SpIdjBjbU/FdX3qnPKLmVIth8udNbGs92uToTEq83W6NU6pCLojLXxbIfYjBLDD/6IM8zO49iTw+NseXvchzlRTgIRE+ACjhgow2WTwLS7Oq2tKt7JvWFz7evd3OaE2mVsrljZM7+vK+ueITNirmjbdKXJPKNG1Iqa+yuEDLp/c6ow9F80+n0G3cMfcRCvX9+WbWUFzmo/ZQD3fnvek0BcBLiA4yLLuCQwJoF6sfw8I7p3eWPtrb0hFu++9Z/tfc24Ztty6shqHRtrltxnp8aRfbzmrqPfmaSDjv/IHJ06bue6vwAAEABJREFUzqQBb3AH/zNCXpBAjAS4gGOEy9AkMCYBu2CNfbe73Xup2bhBVC5YLZVf0dV611bm6brCSM/RB/NqtTV7tXfCe9dW5uk6sklOXhwbz4vbCeRdW5mn68i2njzulv9WKe9IIA4CXMBxUGVMEhiTwJHSwuvEyD12Qfz6sBD4qo2KVrt6tdeQde/TckbNqL1bL64h695HcUY8xO3GwjVk3fv+s8fd8vfm0K/kPQlETIALOGKgDEcC4xL4xYfvf7Brl6kxbm1UjIPH1z+pYr60MrfwZhy4hmyUTxJ1qBm1owccuIYsyloRD3ERHweuIRuVA/xdOwfMA3Y8SCAuAlzAcZFlXBIISeDsXS7+5qrfM86Ofzxy8f7SqMMpOO8xqhUcuB5lm2QdakcP9qjiOo5aERfx7VHBtV8O8BfR3zv7LG8eIadIcxIIToALODgrWpJArATU1Zfb3+8+1225X/A7tOX+pi3G/vOrBVz72SdVj9rtssNfOBJbH50crs2juA7CQtQ8Vx07Dws53092HycB+w9wnOEZmwRIICiB5c3185c2G0X7e8g5v8Nx9JU27jERcyeu/eyTqi8Y91rbw2kcuI6vzvWdS00cDV+2Xg12Dssb6+cLHyQQIwEu4BjhMjQJxEXAVVO1b+lq3mGv48oTd9yWFCoi5ldxtK+FDxJIDIG4C+ECjpsw45NAxARWSuXXGFf0YLPxf3DgGrKI08Qe7nBp/v2iIkvNtZ/EgWtPFntmJiCBZBDgAk7GHFgFCQQicOPevWeJaMUuq6p0Hyr2WittnaTiYWt9kCPmPxuRSrdgXEMGXVfGMwlkmYCT6OZYHAmQwBYC9x3fVTViPrN4vPG5rgLXkEHXlSX9fN/xnZ8R0b9bbK6tdmttX+vftXVdKc8kkF0CXMDZnS07yxiBldL+JxjVa3bIWfYd79bmIIMONls1yburFy97nv3YfKHg7HhVf3WQQQebfh3vSSBrBLiAkztRVkYCWwgYaVVFtfb65h/fuUVhbzyZ1Xk29j7RT9O6UYz+wVXHbrm1v05PZnUCm34l70kgYwS4gDM2ULaTTQL1Pft+UMQ8bWlz/W0y5NHWmae1bYcYzVhcL11aEdHdS8315wwrpa3T3W3bYVaUk0D6CXABp3+G2eyAXW0l0HIqImbbR8+y7WFtPNttikQIVAvXiDg3+hfj3Ni29bekBQmklQAXcFonx7pzQ2ClVL5KHfmnpeYa/varkX3DBrbwGWk4A2W9OP9ZceS0qv7uSrH83FEHbGDr+cygVqYkgWkQ4AKeBmXmIIFwBM5Y/88L9p5nxFQcIwHe/Yr3gC184OsJfP6AnV2G/1yfKwd4Z+oTbIh69aH7HiLG7Le13WmPgwGPO8Vx9nu+Q+KmQQyu4AvOaaiXNU6PABfw9FgzEwmEJnDO2TsrRvQ3F481bgvqDFv4wDeID+yMox8Tldcc3j3/6CA+YW10l4N/gXivre0pi83G8wIdxxpPEdX3dnzDpkyEvcfTcgVfcE5EUSwiMQScxFTCQkiABLYQWC2VnyZGXnNSTta2KALceD7W14sxwt7TW7tTeuqgXcBvNw5+1zzCYQzVmRyyC0vYP0KPxSn42Pq8GD3ytFx6PFXe7vFNcR9p4Z22OrmA0zYx1psbAipSUaPVNzS/dFfYpuEDX8QY5Qs97GBf3NxTs++cn3V4buH7R/mE1SGH4/Vx8xh93HwXfBEjbN5Z24MjeIIr+IJzGvuYNccs5+cCzvJ02VtqCawUF15qf1g/anlj/fC4TcAXMRBrUAzIoYcd9C+Tm1rGmKqjWpGIHivFfS+1oR51YII+Or6P6sSy4dLxBEfwBFdUDM7gDe64H3JQnCMCXMA5GjZbTQ8BR9T+7teE/si2v0MjpopYMuABOfS9qsWNtfcbkdP14vx/6ZWPf42PtM3EfYjtQwSxJBUP8DOWI3j2FmxsH+DeK+N1fglwAed39uw8oQTs7zuvUcf8zVJz7WOTlogYiIWYvbFwDzn0vXJcu2pqYkxl9XGP24X7cY+VUvkaceRvB+UIG9OLYWN5McM6T9ne42b5eRz7cqMPcAf/PhVvQSBnBxdwzgbOdpNN4B0XXrLbfkxZsb/3rEVVKWIhJmIj5g0+OZY31/5YxHxK77tw7I+ikcvY32EXQnx9SnweiIWYiO1jOlN1m5v5VJvj9lK688ActmspyRMBLuA8TZu9Jp7Arh077EfP8u4Dxxp/EVWxiGUX17sRGzFPB8hhTKsmag4dLs5/D3zCHsiFnMgd1neYPWIhJmIPs5m13ONluXn8hhTT7QNzGGJCcU4I9C3gnHTNNkkggQTqpfKCMfJDJ1rfjezdb7dNxETslbnylTjjvqsbdF7cuPWYqNYKJvzvXdGHGHmJX45Bef1kXkwb28vhZzwDvcfLcvP4jciPPjCHpPYxonSqIiTABRwhTIYigUkI2I+Jf8U1srazcO5P2x/Mb4jyQEzX6JoRXcUZ937x7RI9JaLPWp3b/zMh+6qI0eo13/jz74b08zX3YtrY1rBij0Q925z0WeDmxxb8MWsj5lcS1QSLmSoBLuAe3LwkgVkRWCku/Gcj8ijjmrNtDRfFcRg1fy8qX/XOIoFyuKK3ua7eYesJ9EQf9l8kHry0sf6/AjmMYYTYyIFcY7jH5gJOrgj+xrJAbMXOWkUflbQ+YgPEwNsIcAFvQ0IBCUyfgGO0IupUjNHHLzUb18R3rH9vmNjLzfUXLm+ufUQCPtCHo6Ya0HxsM+RArrEDxOAITsvNxguD8rX1Px4zt+fEvZuPAQ9DDiDABTwASj5F7HpWBFZL5Z9To+tLm0d/AWfcz6qWSfKibjVmfXFz7fcniRPEFzmQCzmD2CfNBnVj1kspn3nSuKatHi7gtE2M9WaKwJGLLv239uPUSsuYGhrDGfeQ4z4tB+pF3S2jXh/TqBu5kBO5p5Evqhyo19ZdxawRE2fcQ457HvkhwAWcn1mz0xEEZqVyC4WK/eH71kPHGl9FDTjjHnLcp+VAvUbkTB/TqBuskBO5p5Evqhyo187451E/YuKMe8hxzyM/BLiA8zNrdpowAvW58n+0JT3znmZjy7vGzv0zO3prkuxnp87v+6e+PqZRdSfn93VqmEbKiXJ06kz9zCeCQOczBLiAz6DgBQlMl4BRqYj9yNZuX7c3s3dv5Z6+VxHb9YSB231UvbonDBXW3ctptCqoIazzDOy9mRqteXX35PfurdzT98h5mW0CXMDZni+7SyiB1eLCf1WRk0sb678yqETIoYfdIH1SZCu2D1vL0D6sLvYnWNkkJzu12MtkPjFLzLRT77YiIYcedtuUFGSSABdwJsfKppJM4H2PvvxsNVox6tg3PsMrhR52sB9uNTtNxfZhAvQxjQrBCrWgprD5pmGPGWKWqHNUPuhhB/tRdtRlgwAXcDbmyC5SROCfT56oGNHfW9w8+vlRZUMPO9iPspuV7qEB+5hGfV1WqGka+cLmwAwxS9Q5yhd62MF+lB112SDABZyNObKLlBBYuaj8AiNytYg5b7W08D6/Q62dMXI1/CRBj9Xd+55kyzl42jEj38Vbm6k9O7Uc7NQ2tbx+iVCPnflypz4/c4Ed7OHna9wxgG19bv5lndsQJ5rOkgAX8CzpM3fuCNzzsHt/vyV6dcvoJ1vG/Zzf4Vo7Vb0afkmCpY5TUZXqoWONjaTUhVpQE2pLSk2oA/W4KjXUh3u/A3awh5+fbVevpvAWdc0vHynN7+/KeE4+AS7g5M+IFWaIQO32208ebK4fObix/v6gx5K1h19SMKzMlV9ga3ny8mbjf9pzop6dmp7cqXHmtXXqCM0qTB9eDqPfY3+YX+OKif2vAZ051AgLmHUoO7NZl8D8JEACaSLg4Cs/Znp/41VoNrY2r8bQjtE7eHXYesaKbP08fx9no1IVa7u42bhRRc6pFxd+TPhIBQEu4FSMiUWSQDIIrJYWFu0P+eNLG+sfSkZF26tAbagRtW7XTk+C/KgD9YyTFX7wR5xh/h3dJmzbNm5NRavta/6ZdAKzXcBJp8P6SIAEzhB49yMvu0DtD/eWz9enzjjM8AI1olbUPIsykBf5Ucck+eGPOIjXHwcy6GDT1S03b/2MceRovTRf6cp4Ti4BLuDkzoaVkUCiCJxqtSpG9FcPbR79YqIKG1AMakStqHmAOnYR8trlODEr9IE4iNdfNGTQwaZXZ7z/Mt1Ur3vEZY/plfM6eQS4gGc3E2YmgdQQqBf37bW/a3wVviKTlqJRK2pG7dOs2cun8irXW4STZ/bi2Hhe3E4479rKPF1H1j0t3rn2dyKmtqPQ4rtgSfaDCzjZ82F1JJAMAsb72hG+SnN3Mgryr+LQscbdqlITW7u/dYQWyGfzIn8UUb04Nt6WPoxTFSvzdAOSLDXXaurIZaul+WcPUFOUEAJOQupgGXkjwH5TQ2BlrnyFLba0tNmo23Oqnp2aS50eYq+9kydyVr19dHIUO7JhPdl/95Aav5Y0DE8y5FzAyZgDqyCBxBKwH+NW7e9Ta4kt0Kcw1I4efMwiUSMP8kUSrC8I4nrxVQLNY3mj8QEjcl+9WP4p4SORBLiAEzkWFpVxAqlpb7W08Eb7UedXFpvrn0hN0X2FerWrfMXrpU8X5W29VP5rEfMYFVOx11+M+kBco+YJRuUJuA4SX0QuFiOJ+wtTbF18WgJcwBYCnyRAAtsJHLl4f0lT8rWj7dVvleCrOugFPW3VRHOHuHYpPlrELdh/YXmzqHtl9Ie8WY26rhE3RI5X2jqeE02XjBI1AS7gqIkyHglkhIDruhW7tOqHjh/9SqQtzSAYekAv6CmO9O247oqKXCeOvGRp89YvRX0gru3hOhENnSOOnhlzcgJcwJMzZAQSyByBleK+y+y7rBcM+ppLWpv1elF5gddbhE148Wzc83aeXcUBbp4shhzoAUccOSIsl6ECEuACDgiKZiSQJwLmga+53JeVvg8da9xnF1fN6y3Cprx4KrVXf+3m+3H45BgrczcHesARR46xCqPTRAS4gCfCR2cSyB6B1bnyq0TMrqXNxi9Jxh7tnsyudo+TN9eOs5VVGnNMToIRxiHABTwONfqQQEYJ2N9hGlWpGnFrktEHekOP6HWSFuGPOK0BrCCDDjZJzzFJfaF96bCFABfwFhy8IYF8E1gtLVSMyucXm+t/kFUS6A09otdJeoS/XbKfPzSAFWTQwWbSHKgV8frjQAbdpDn64/J+egS4gKfHmplIINEEVi9eeKwR/bnTrUJm3/12B4Ae0St67srCnNt++nNu69RQVm2d/lzbNkz0ti38UOPpETmggw1s2178M8EEtpXGBbwNCQUkkE8CrutWVbR26Ju3/H3WCaBH9Iqex+lVLSvxWH1xKKtD34ROa23b8FlQG2psxxnsDx1sYDvYgtIkE+ACTvJ0WBsJTInASmnfc4ya8lJzvTallDNPg17RM3oPU8xKaf9zJCAr5ICt5xMiCfYNTB0AABAASURBVOxRm+fv4wcb2MLHx5TqhBHI1QJOGHuWk0MCh+fmf7penP9s0lo34lTtosjN8pXuQ03NoHcJ/rAf+R4RlUfVS+UTQQ5R8yijeiR4BhEjbrh5eH1YH4nvkdTXbnwdxx/ZiT8FM5AACXQJOGoOGOOcX5+bf21XNuvz6lz5ShHz3aXNtV+VnD3aPZvvthkEa36pufbEuy+499y7z7/3wYGOC759rs3zxGDRRdq1hJuHjW9nF66PoPV07ZL42u3WltYzF3BaJxe6bjrMmkC9WH6TreEv7O/srrLviio3lvY+yN7P9IkaVKXqSna/duQHGL2DAVj42Xb1tdtvPxnm6Pr5nVEDakFNfrb9evjAFzH6dZPeJ/G1O2lPSfDnAk7CFFhD5gm8Z095ToxUXNXqUrOxZn9Qfuw+2VmddeOoAbUcbK4fnXUts8qP3sEALGZVQzcvakAtqKkrC3qGD3wRI6hPELukvnaD1J50Gy7gpE+I9UVCYNZBTroGy/bwwc31v0ItZ50+XTUir79uT/kpuJ/FUb944cmoAbXMIn+ScoIBWIDJrOpCbtSAWsatAb6IgVjjxuj3S+Jrt7/GtN5zAad1cqw7NQRWigvPFNHnmwedjyXs1f36b33huJXVCqoVTzCLPzpfpWnXMosCkpOzzUBr4jGZUV1ebq21axmvhrZvdH0k9rU7Hp7EeXEBJ24kLChzBIxdsvaj58WvfvJEb29LzfV3iJgn1EsLL5ZYH9uDHyntf5G45gntGrbr8yjxWFgmHpspA2jnjGYeXh/2ddWOOWEjCXztTthRoty5gBM1DhaTNQKH5+Z/wn4keNbS5vovD+pNvY+m7YIepIxR5opbNY6pxZgilaHBxLVspl08croS3TwQCzEn6SOpr91JekqaLxdw0ibCejJD4Aq5ouCoqTjGnPnoub+55c21j6iYO1eK8wf7dXHdI5exORc31j4cV44kxQ1TC5iADRiF8ZvEFrmQ82CE80AsxETscWpL6mt3nF6S7MMFnOTpsLZUE7iseKxiG/jcgY21kX/xhiNqF7SpvLO09+HWPtbn9XOXPkzE2LqQU/gYSABsTKXNaqBBZMJ2jrjmMX4fSXztRgY9QYG4gBM0DJaSHQJHSuUnipGfdY35wEpp/xNGHa44/2oc+WhBdq1IzI/TWqiKI+9bbDa+HHOq1Ib32FhGHquYu/By2FxezohzeTEdeZ+XI0TspL52Q7SQGlMu4NSMioWmiUBL5CdF9G5H9d1G3I/5Hir/0dr+yMruhUvi6hOxjcgrztl10r7jjitLNuKCEViBWVwdXbe7fClyIFdcORAbOZAraI4kvnaD1p42Oy7gtE2M9aaCwHKz8d+WmusXLjUbTwxyqOqf238Yf8sYN7bl2I6ttSv//kv3pgLiDItsM9Jam1k8hRTwXxhLvPPo9tHOFayPJL52g1W+3SrpEvvPfNJLZH0kkG0C9dLCj4hjLjyw2XgZzt59xC17MW0O+y8Fof6nABGXkapwHivLzGMXceVeTBvbyxFx7P5wXg6by8vZr5zw3otpY8f52p2wxES7cwEnejwsLh8EtCLGab/z9c72PvLGbUwvduSBsx3QY2bZRd6ljenFjjzw4IBeLptzsHYCqY3pxbYhvLO9t5d8BiPgBDMb04puJEACIwmsFOd/RkX/bOnY0d+DIc64hxz3URyIhZiIHUW8PMUAM7ADw6j6RizEROyoYvrFQS7kRG4/26B6xEJMxIYPzriHHPc8/AlwAfszogUJxEJgdW7fHmNMpSCm2psA95BD3ysf5/pdpUsuRizEHMefPiJgB4ZgOSkPxEAsxJw0Vlh/5ERu1BDWt98er03EQsxeHe4hh75XzuvBBLiAB3OJQsoYJDCSgKpTtT+s3nmg2fjrXkPcQw59r3yc6x2yo4JYiDmOP31EwA4MwXJSHoiBWIg5aayw/siJ3KghrG+/PV6biIWYvTrcQw59r5zXgwk4g8WUkgAJxElgdXf5+2z85+4+79s1e9727Mif27Hbpg8i6Pg+95+G5AgSgzZtAh2GqZ9HlH10XqNtQD1/duQTseoJl+lLLuBMj3eGzTH1SAJqP3pWkerLbr/95CBDyKGH3SB9EJkarSBGbUiOIDFo0yYAhmAJpm1J+D/ha3/gVhErvHc0HsiNGlDLuBHxmgQLvEYHxYAcetgN0lP2AAE7iwdueEUCJBA/gXpp4dXiqLPcbPzvUdk8vbXz7EcZDtDBx/4ALHgxBugpCk8ALMEUbMN6wwe+9iPakTMPG3cce9SAWlBTWH/Px74mwWKUr6e3dp79KMOc67iAc/4CYPuxEBga9ENyRcEIvqrhDPzoebujU4M9/LbrBksqcvnZ1qdqvK+FDLahdDwCYAq2YBw0grXdIXbm8A3qE7dduxattGsLlg2vQdt7RcSJ87W748bS3gcFqyj9VlzA6Z8hO0gRgWbxzqqKfnZp4+gfBSkbdrCHXxB72FxQOrHmisyZlvOXuOcRHQEwtR+vzoFx0KgXFO+3Syv4zIPGncQOryuxr8N2bcEi4TWI12Lb198HdrCHn79128LW8+77ZOddq7ufcWFbku0/uYCzPV92lyAC75q79PHGmDcVNOg7iHbxsIcf/NuS4X9eV9z3A0bkacY1N6lzujLcMkZNhkN7TC1bMAZrv1YxM8wOM/SznbYeNaE21OiXGzawhY+fba8e9vCDf6980DVsrO1PGjUf9DgPMsqYjAs4YwNlO8klsEML+EpQ9arNta+HqRL29gdTFf5+fgXj3ChG/tCcbF1p3328fGXP/D4/H+qDEQBLMAVbMPZY+7hiZpgdZuhjOnU1akJtqNEvOWxgCx8/21497OEH/175oGvYwNacaF0NzuA9yC5LMi7gLE2TvSSWQL1Yfp4R8/TFjbW3jlMk/OCPOMP8V4rzb7a60tJG49mLd9/6z9a+Kmr4LthCieRpWYIp2IKxjVnqMLeXZ55nLjqzugSzOyNM2EWntks6tQ6sDjrbd6yvXeSwyT1W4Gvz5eK1ywVsp84nCcROwPvakQb8j1cGV2PfFdTExhmsFTHivFFE3msP77nUbNxgXHnY4VL5FZ6Af4xNAAzBEkx7grzXtJnLwEd7VtWBumQJq9KudXBVVqcS72u3k7/aLQCcwRvcu7IsnrmAszhV9pQoAiulhdeJ6LftD5Vfn6Swtr9+ux1vayQr+0017v3W5qpejaNatf+QV3plvA5PAAzBstcTrNXI/WDfK8e1lUUyc8SK+7B92Nfl0NdVuD6GFOuXQ0Xvbds8EAC8wf0BSfaubH/Za4odkUBSCPziw/c/2Gl/BaUWRU3GODXEQ9xuvMMPf0bRiHuFcQpv6sq65wPH1z9pRP6kPjf/s10Zz+EIgB0YgmW/p3HMm8AeM+jqMBvMCLPqypJ+Rq2oGbV3a8U1ZNB1ZZOcEQfxELcbB9eQOcapdmXdM3iDO/h3ZVk7O1lriP2QQJIInHNWq6KiH17cOLoeRV2Ig3iI241XOOv0x+3vem9fOnb0l7uy3rPrfW/TVFaK+x/ZK+e1P4E2M1NpM9xu7zFXc7s3g44as8GMMKuOKPEn1IqaUXu3WFxDBl1XNskZcRAPcbtxcA0ZdF1Z77nNPTWv3d7SA11zAQfCRCMSCE9gde7Sf6fG/NTJlhPJu99uBYiHuIh/ZO7SK9TI3lO64+Vdff95uXn0DnHNO4xx+VF0Pxyfe4+ZZecxHGLrsbczwCwwE41h5kNSRyrufV3F1ceAHFdCNqwRj7vl781hmFGK5VzAKR4eS082AdVCxf4wrl3zjbVvRlkp4iEu4rtSWDFGfucNxz9/+6gcZ2+ewL8EPPvwnvnLR9lR9wCBDqtnd9g9oOi7Anu1M8AsMBM1JvKZ96WM5bb3dRVXH/05jDFVyEY11OGfydduphbwqCFSRwLTJHC4WL5JRZ6l6j74cGm+GvWBuDb+i0Sl2HL1IYeL8zePOv61eNZnrP19jjq/HXUtWY1nXPPbKu59YDeKLXSunQFmoWpeiNmklQlqFzHPFzXPx3UcfSCufS3+gM3xnFaAfz7+tXTWz6ronzqueZ9k7MEFnLGBsp1kEHCMPENUz4q1GqMt+4PMDZpDVY+rul8Jap93O/tD/yt2oR4PzEHFFccegR0Saqi2LmOPGJ82xZ+4Rr8cNIW1/7KK/t+g9mmx4wJOy6R866RBUgiszC1cbWtZsx+v/b4xzncONterUR+Ia9T8rv05+XHjOJ84uLl+eZBjubl+WdS1ZDjeZUGYwgYzECMfN6q/a2Ka+TQ4o3Yx+kkR/SSu48vZeObBJo71wP9s2Nfuf7f/XGXqyQWcqXGymVkTuPaihUfYH8IVY1o171CtQBZlXYgXd44o6816rKzMIyt9pOn1xgWcpmmx1qEEkqLYWXArdjn+0uLGbX+GA9eQRVkf4iEu4uPANWRR5mCs4ATAHjPALHDgGrLgEZJhiZpRO3rAgWvIklFdNqvgAs7mXNnVDAiszu2fN2J++L5TBfwXx14FuIYMOk8w4R+Ig3iI2w2Fa8ig68p4ng4BMAd7zKCbEdeQQdeVJf2MWlEzau/WimvIoOvKeI6WABdwtDwZLccEVN2KK6b2xruOfqeLAdeQQdeVTXJGHMRD3G6cN9519DuQQdeV8TwdAmAO9mmfR1b6mM7Uo8vCBRwdS0bKMYF6qfyjIub85ebau6Xv0ZaZ89s2fcoQt23/eHOEKCf3plmZR1b6SOMLkgs4jVNjzUkkUBXVMx89byuwratuk4cQ2I8DK345PBvJ12NW3Xqs23MdXILVeTaDtUmSxv7aTVKzSaqFCzhJ02AtqSSwOrfwZlv4F5Y2G5+y54HPju4LHduBNqOE8FPRL3biDDSFDjawHWhAYWQEwBiswXxYUOhgA9thNrOWd2qL9bU76x6TnJ8LOMnTYW2JJ3B9ceFRqlo9bVo1v2JhA1v4+Nn26mEPP/j3ygddwwa28Bmkp2xyAmALxmDtFw02sIWPn+14+vG9UBNqQ41+UWADW/j42VIfnAAXcHBWtCSBbQRaRj9thX+7Q3a8vT638OFRB2xge7rtYy+DPVvGrdgffr9w9cZtf+PnARvYwsfPdhL94bmFf18vzr92khhp9QVbMAZrvx5gA1v4+Nn26sEWjHtlUV+32q/DWF+7UdectXhcwFmbKPuZKgFHZanlakXd1m8EOWBbsD5Bi6zP7X+W/T3i99+zebbvO+xuTNjCB75dWdTngro1cYz9l479z4o6dpLjgSnYljYvrgatE7bwgW8QH8/OmLfb10ngmQeJ228T92u3P18c92mPyQWc9gmy/pkSOLDZ+PSh4+sfWt689SNBDtjCJ3jR9t2vmFpNbj4d1Ae2an1E3EpQnzB2q8X5/2TjP1LUXC3qBl5EYXIk1VZtv7b32svkplbQGmELH/gG8rE5RMzVKvpIsJaYHngd4vUY5HULG9jCJ6ZychmWCziXY2fTaSCsl6WxAAAQAElEQVSwUiq/RlzjLjXXQv9fYDwf6+vFiLhZV0zVFal5OVRbR1BnxDmSGA59Gtuv13fIAuEDX8QY5erpOznA2LWsR9lTl24Cky3gdPfO6kkgsQQqT3rSTiNStT+0x/4YEr6IgVgS0cMu9GvEkb892Gx8FCGNmppr6/yQrRf3WT3QH/pEv+P2CF/EQKxBMSCHHnbQe4wta485BDwyR4ALOHMjZUNZIPCwe8/Hx8efXjze+Ny4/XR8P92JNW6YM34rj9h3kRGtFIxUpfPo5ti897wzso4qU6fjEc6jE2sbn802wy0zB2swB/ttDhSkngAX8PgjpCcJxELAfgz5RFV9w2k5Pfa7325hiIFYiNmVjXs2BccuWfOeA8caf9Ebwxi3KipXR5GjN25SrtEXGHp9TlgUYiAWYvaG8u4tQ+h75W3W5j1t9r0aXmeBgJOFJtgDCWSJQEu0an9I165ufuHOSftCDMRCzEliXT+3UBYjLznZenC1P87ixq3HosjRHzcp92CH/tDnpDUhBmIhZm8s3EMOfa8c1x5zy96bAQQ8MkOACzgzo5xyI0wXC4H6nv0/aMT8u+XN9bdHlQCxEBOxx43ZUq26RmvXfOP3vzsoRhQ5BsWdtQzMwA79RVULYiEmYiMmzriHHPf9B5iDPWbQr+N9uglwAad7fqw+awTaX0GZ+KPn7VhMbdyvDK0W519pRB58cGP9Pdvj9krGz9EbJVHX05hHgBxgjxlgFoniw2ImIsAFPBE+OueUQCxtr5bKV4mr31pqrv1m1Am8mDa2lyNkcNcY+ztee/j4dXPUS/MHfExTofb6sMy8viKu2ItpY9eL5ZsCz1yN/RTCfw4Rl8pwMRLgAo4RLkOTQFACNz5m73kqUm2pfRcZ1CmkHWIjB3IFdV0pzn/EiDxCja7WS+W/9juMI08RY955w2MvuThojiTaefUbeacx8hS/nsfVI7bt/aU4B4mBGWAWK8XyR6wfnxkgwAWcgSGyhfQTuO/Ezqpdjr9x6Hjjtri6QWzkQK6gOe7ZPPvlxt1RVnFefOYYeW0+q2r+4dT9Ow4FzZFEO9Sv6vyDGtvPyH6dgFy227lSeI5I4QdxDsbWeTFmcc/mrpcnkRlrCk+ACzg8M3qQQKQE7MfCTxNXXr3DtKqRBh4QzMthc3k5B+j7RfhrLRePf/725ebRO/wOR9wHqSs/1DKnX4R+gubozznre69uywh9oB/05df7uPqlzVs+FcYXs8BMZs2I+aMhwAUcDUdGIYGxCbiidvFq7aqN2/5p7CABHds5tNbOGdApsJnx+sD/AUhEa5Lav0ZxZB/CBwlERYALOCqSjEMCYxBY2bPwUiPm4uXN9cNjuI/lglzIidxjBRjghFgqeqYP5MA95APMEytCvagb9aNInHEPOe55kECUBLiAo6TJWCQQkoBp4d2vse8WQzpObG5q7dwTB/ICGB3Uh83hyT2TVPyRlT5ig83AkRLgAo4UJ4ORQHAC9dL8fxNH71hqrn0suFc0ll5Om9urYcKQ7Rjb+/ByiN7R1k+YZAru7TrT38cUUDFFRAS4gCMCyTAkEIbADRdeslvEVMRxqjKrh5fbVNq1jFdE23dEHxHkGK+ycF7dPlrGDPw0oi2fjFW4imidQAKRl+REHpEBSYAEfAmc2rEDXzu6YenOtb/0NY7JALlV5AbUMm4K+CIGYg2KATn0sBukT4oM9aHOQ8e2/o8muvVBDj3sujKeSWBSAlzAkxKkPwmEJFAvlReMkRefIydn9+63UzNqQC2oqSMKfIIPfBFjlBP0sIP9KLtZ6VAX6kOdo2qAHnawH2VHHQkEJZCqBRy0KdqRQLIJmKoYrV3Z/NK/zrpOrwZbi4z1lSFTtQup6sWQ4Q/oYSdj5ZD4H0beok7rbc3z7ztdedKTdg47oFdH3mYLeos9+CSBiQlwAU+MkAHyTKA+V15fKZWvCcqgXlz4MRE9d2lj/X8F9Ynbrl2LntuuLVi2tq2eu7jRuDGIR9suXA5wrRfL60Hij2tzePe+HxZXnmXcwrse+u3zvuN3GFfeZef3rMO7F3543Jz0I4EuAS7gLonEn1lg0gislOYX1RUxIldK0IfRiopTDWo+LTuvJltb4HzW1vMJ7GDXFvq2fkFdwNX+3lXAOahPWLuDx2/98NJmo7DUbOwKfqwXDh5f+3DYXLQngX4CTr+A9yRAAv4EDj/68vONmEpBnKvsx8mNemm+4ucFGzXaWG4e/Yyf7bT1qAm1oUa/3LCBLXz8bHv1sIcf/Hvlg649G8sKfMEZvAfZUUYCaSbgpLl41p4fAknr1Dl1wr6LNR88sHn0i6bzVZsjF136b4fVCR0WiePZDrOarRy1oUbUOqwS6GAD22E2o+Twgz/iDLNr60wFXMFXxHywzVv4IIFMEeACztQ42cw0CNSL+/aKyo+3HLVLWGTxzrW/U5GfbzkF735QDdCpmLfAdpA+CTLUhhpR67B61PYIG9gOsxklhx/8EWeYHfKr5Qlb2HicLW+POwQ8SCAjBLiAMzJItjFFAsapuCq1Q8cad3ez2t8fVo2RZ1xXmn92V9Y9QwbdYnNt4F/y0LUbfp6eBjWiVtTcnxUytT3Cpl8X5h7+iIN4/X6QIT94dnXgDN5iuXdlPJNAFghwAWdhiuxhagRW5spX2Hdncwc3Gyu9SY2IGiPVgjiVXjmuIYPOiFhXSJJ7oEbUipr7q4QMOtj068Lcwx9xEK/fDzLoYNOrA28Lbw78e+W8JoE0E3DSXDxrJ4FpE3BUKo7owI+aFzcaH7A79kS9WP6pbl3taz3R1nWlyT63a9VY+wiTo0sL3MG/e88zCaSdABdw2ifI+qdGYLW08EZV+avF5vonhiVVdatipPK+R19+Ng5ce7JhDgmVezXH3EfYHOAO/phDQrGxLBIIRYALOBQuGueVwJGL95dUtFJQpzqKwfLmrbfYpfs79568v4oD155slFMCdV7NRmLtY5wc4K92DphHArHFUBJDZpmAk+Xm2BsJREVA3dYR+/Hyh1rm9Nn4r3FHHeLKb9vfYR4SMQdxPco2yTrUbsSgj0O4jqNWxA2TA/ztR9Efas9D+CCBVBPgAk71+Fj8tAi44vx7EfNUMc6N/oe81do6drEU7Dvgt/rbB4k5Cxt5q1HjOCpOfH3IW+3HyveLyv1Bc7h2Du15CB8ZJ5D19pysN8j+SCAKAssba49dajb+gz2e7ncYUXzd6A77jvkOXPvZJ1WP2tXoHWok1j6WNxsPwRGCw3/APKKYK2OQwCwJcAHPkj5zZ5KAiqnYpVX1Dnud1iaz0kda+bPu7BMYvYCz3z87JIFICdSL5SUbcHN5o3ETDlx3ZPYyPc9OzU30gMNW3uzI7CWfJEACURDgAo6CImOQgCVw3Z7yQ+3vMSuCryJJ54FrIxVP1xEl/eTVamu2feCj9Ha56tbQm6drS/gnCZDAhAS4gIcDpIYEQhFwXK3YJfWBpc1bv9R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