<snapdata remixID="10505926"><project name="U1L3-Pinwheel fuller" app="Snap! 6, https://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" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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otBasfgtefBJ+SmPH/yW7NH39zP/qXbLS+IVAo0kIALcSNriq2QCBv0T4HMW9+mSJw0x0KDfBvW/5RbySKHDueP1POpwS3buwuZTxJuG77r5wtPuveFpN03u2mpjbef5KeLN88VX1qrw2jpUvXozPCWHtohLk72oGd+425mpxN7ZBESAO3t92zY7g35dwZw07thqkjDouzyMzeBWLdXOFFgnV/j+PKBxmywoJBHO2/rCxrCDQpF/UHNzRHNnMf+ZUm1307he9NTQ4rFYVjJspFtSQSja8VcPtydwV6bh0W5iIrkKgYUJiADL/dByBHphtQT6hRxumWp68xriyR6fyeM2mQUPl5JomAN+BvBbiwtN7ZmC3jqHn+BRBym4SRWedm8qxZ6MCa/xB4upTAPOzcNrCnZUsL6HFRRkQzlQSDzgUT/NMHC9MBMC3UJABLhbVrqN8kwRzfaovSxu5WrCNuh3wV9uyX2nFDuG+ArwB4CfrcidBPEEP3h8iCU8zM3h5p4Dfy/Floz5bwKhS1RENBXUzgo1LU324jAiSc8+Cfyennz4nryah1hBePvxqIJfKdylMwbrRcslBDqPgAhw561p22dkiJ8vHBfKHlRpMgb9oEctlyG7Zik2kuiHFKwNCctgXeTBc7uhXnToQfzrUmzImJEJJNHhrcK00K4xAdNm4sKr/g+uJGwA+hsKtlfwGQ+hBGkoNPK0x9/tUT/ux90zsicZIQRan4AIcOuvUddFGJovgNvYQihDWfaVQp/gYVqEGzdSfeZiS8IgAqGX7GvAOx41d4Ds3PMK3XrkqgMBQ3xI4bV0/vaI3LSh1in0BX6b+Fvgd/WwEbBioeev+jv43ydQN80ke2kdQhSTQqDuBESA645YHJRDIIgncEwaF7rxlH0dDqNHo99KQP9MXGhgP+Rl0NZDaPsXSjKHdoLhaXewuYJc9SewL0SroKcCxyuYlsadWorXJHq8wn8N1BeANcLmrkI3Jh738JsEbm4ani7FlowRAs0kIALcTPri+0MEDPoR4CWL+0oleJLo8O1QWdx6w4tvfGTYbBX6DM/DffVSeL8SfzKnegK9jFpLkZ+m8Jsp/LQ0uavKsRpaOfagQwGU8UA4i72cKtSyft6j7kuQv34muV+WY1PGCoFGEBABbgTlDvTRR3xEluzV1exSXhwWg85CYl/LwM/KxZZEn6nA5HBjhosrhc7kYZsINXEm2T+V60fG14dAEh26U4Xvw/MSqGkzyYbSlxVdSXoOVPjdgM3BrzLYMbLwieGPoG5+l+zFF8K7FRmXSUKgRgREgGsEstvMGPRLwNV2hNe85XBJEU/0+PMsboly5oWxYZdtAh02b52cwZ28uPmh6YBHzwmN45cmO3F6oam8XC1GwDD4diI8EV8XkZu+4Bx2NWEmYQuF/rqHbRWsBXwkfO9X8FfgzgTu6hkg9a2rgSxzyyYgAlw2MpkQCNRDgA36TmCUxYWyhmVdBv0k8LbFbbq4iX3oHfKoOeFbr8WdUpZxGdxwAkfBR2J0eBo+ovh9OJzNrtk1GZaOiA8Fv0uouAasAORAvegh7KC/sZ+Ba2rmUAwJgcUQEAGW26IiAnUS4P/kUcf1k51VTlCG6FxQh1jc6MXNSxJPUvgfePzEDLlQ4lKuNiGQpGcDBr8PM674ffin9Qo9RbSbJ7EP+FDfenWgJ/RkBkJd71sU7vKRumDVKzax25kERIA7c13rnlWtBbjwhMot5TZfKB4jehjUlMV1TTJE54DaIk9iYqc3SKj7ojfRgSHaE1QQ4mcVanojvt1PgrU1+kBge+CzQNiZH74bP+Px93rUtf2LnGNuIiJx3YYERIDbcNFaIeRaC3AKfYOHdSxu7XLyM8QvhFKGFrfNwvP6YNXwvRfUK8XvvQ1vdF9OHjK2NAJJ9BQFocb0hTFu+pnwTmkzazPKFM4kfxXYBFipaPUVBX/Io36RIfuj2ngSK91AQAS4G1a5DjnWWoAN+g0PF2ZwoW5wSZchvtzj98rgPrrwhBR6Jw+XAGFD12klGZNBbUNgMqyQIJqmUPuGspYvkb3gJ4Pfbxt/GfSXwO8HKvSJHgeEzyD/8vAXBb+JcFfNgMcbH5l4bAcCIsDtsEotGGMtBXgyjIvQTyvc6DS8V0q6xX7Bd4A6zJINYjt4JYl7Ff4U8BMtuRtKsSVj2pNAkngLhT8d+KKC6aUW8qhntgZWyqMPVrBTaDgBLB+6agEvgPqtJXtwPf2L7fYiIALcXuvVMtHWUoAN0fketVsGF85rlnSl0K94eNTidlowobgZa5MciYmzGJCnjpJItv+gFPoJD58G9TeFPyKNu6WVskrSsz/4PRX+YYs7s5Vik1iaS0AEuLn829Z7bQU4fiGUEMyQPbQUIAZ9vYftMrjlwnjDEp8CF773vpAmO7FQWlKubiKQRN+gYDPgk8A9y+DGT5fqZt10C7RlriLAbblszQ+6tgKsfR63fn/huMewV4qePTz5n0FiH8vADSn0znmYk4BMGveDkebLzzuXgEHfCv4VUOEc+djQzcqSPaxzM5bM2p2ACHC7r2CT4q+VABt0aNSetLiPlZJK2KxVaFXo9koSpxT+pOL33rJLV5biT8a0D4FCcQ19q4IbPSr0gg67pX3YqDWTbH/7ZCKRdgsBEeBuWeka51lDAf6zgufSuFC3d9jLoH8FbGRxnzBEF4Ba3xNNzDA/lBOUSwhQLDd6K6jzLNlZhjhUP5sQzu4q3IQ0PCiYhECrEBABbpWVaLM4aiXASbRT+D0suV8Mh6CX+OAE/lKPn6BQ3/b4ZzLkSvpm3GZoJdwqCRh6Pgv5WxX++2lyl4UWlUsWnoy3Am5deONela5kuhCoioAIcFX4undyLQQ4Sfxt8P0Z3JIjkTToecBDCtbxMEN2k45ErLt/niLe3OPDN+EPjqOF/QIedQH4FRWcn8Ylu5uSZN9sAiLAzV6BNvVfCwE26HuAhMWFJ5Mhr2KThlAwPzwtT0yTu6lNsUnYDSRg0DuGJ15gvMX9eoHrJPokBceGspIJ1LEzyV7awLDElRD4gIAIsNwMFRGokQC/q1B9abLnDxWEIZ4cnpJDH9c80X79zH+qooBlUlcSSBHt5VGXedT4DNkHFoaQRF+rYJ/QbCGB23cmhI5acgmBhhEQAW4Y6s5yVK0A96J3TsDPLU6P8PQ738OzGVwohi+XECibQIroYI86DRLjLQNPLGwg9JGO0DeGzX3A/1rcnmU7kAlCoEICIsAVguv2adUKsCn80lvL4tYZ+ulXnwVqBUv2kG7nLflXRyBFPCmPPzqPGz8LXlrUWi89X1fk0wqWUZBO475fnUeZLQRGJiACPDIjGbEYAtUKcAr9podzLe6ExQEubJjhovm49c+Dt2QRhEC1BJLo4xXskSuI8NuLs2fQZymY5Af7ACd6Q7GXav3KfCEwFAERYLk3KiJQjQAX+6w+sQwung4fahN4OMRLoR/x+BMtuesqClAmCYHFEEiizwA2y+DGM0zJUoP+ObCrggcTuF1nwD8FqBCoNQER4FoT7RJ71Qhwkvgihf+yxa26+KeQ6BwPUYbckV2CU9JsIIEk0ewEaqU0bu/h3PbCegr9YwVrK9Q1abIHNDBMcdUFBESAu2CR65FiNQJs0C+C+pUl++1FYyvuWv1hDrf+LJhfj9jFphAIvaTDE3Ap7QGTxEcofOgr3aPgdKk5LvdPrQiIANeKZJfZqVSApxIqauisx62dgf8qIVmo5Rs/miB/5Exyv+wypJJugwkY9M8U/sU0ucmluE4SnadQhynUSwp/2Ezc7aXMkzFCYCgCIsByb1REoFIBNuhTPRy1oJXgws6TRJco1FsWN6WioGSSECiDwFRIzBvsoMQDFnd8qVOT6NsUbBeagqRx2ynIlzpXxgmBhQmIAMv9UBGBKgT4ceApi9tjYceG6ABQx1pcqHgllxBoCAEDy1KoE319Oa+WU+ht8qg5Cr+6ws9Jkzu8IQGLk44iIALcUcvZuGSqEGDnYdcM7v8WRHsUrNiDfiQP+/fLa73GLaJ4GiTQB6vmB5+E1SxLdnY5WAz6GODEQplUdWKa7LnlzJex3U1ABLi717/i7CsRYEN8JPjQSGH0wo6TxFcr/DNDnQmuOEiZKARKJJCiZ11PPjRv+J4lN7fEaR8MK2zq8t9U8JTHHWDhoXJtyPjuIyAC3H1rXpOMKxNgfR+Qs7htFgRhiL/l8YdlcFvWJDAxIgQqJNBH/Pl8oYPSBEvuZ+WaORyWWRL9KwWfV/CrNG6Xcm3I+O4iIALcXetds2wrEeAk+j1QvRmyPwqBHMMSYx3uUY/aYdFC+TULVAwJgTIIGKK9Peq6BJySxk0tY+oHQycT7RaRmA3+46HaWwbXV4kdmdP5BESAO3+N65JhuQKcJPqqQv3U4uL///Srb1TwQBp3el2CFKNCoAICKfQfPGysUIekyV5WgYnBKSn09Dwco+AdT+KYDANXVGpL5nUmARHgzlzXumdVrgCn0Dd5GGtx64XgksS9Cr+Hxe1Q92DFgRAog8BkRo2LyP0FUOB3s+RuLmP6h4Ya9PUe9lLwJ4fb+xx4rhp7MrdzCIgAd85aNjSTcgXYoENDhYzFTStueHlEkdgwzcCjDQ1cnAmBEgikiC70qK2BNbK4rWZXualqEozV6NDYIRyzC2+CQh9iubqcgAhwl98AlaZfjgCHmroJ9CMWlwj+DPoWhbo5TTZdqX+ZJwTqSaD4R+JdHv6kYLMB3FrnwqvV+kzSc6AifzbwUQVnV/qdudo4ZH5rEBABbo11qGsUBh3OKU6xuGVr5agcATbEc4DtLdnVk+jvKdjG4r5aq1jEjhCoB4Ek8VyFD29owtPqOIsbUys/SfRMBUd5eD2PP2oWuZtqZVvstA8BEeD2WauqIjXofA63ySx4uCpDxcnlCHAS/bLC36RIXAT+bojWTzP/6VrEITaEQL0IpIg39fifWdwnDfrPwLLhf9fSXxJ9s4LQ+/q383C7XAr/qqV9sdXaBESAW3t9ahadIX4+1K61ZA+qhdFSBfhwGD0a/R9w40Bf7lFzM2QvqEUMYkMI1JuAQf8EVPh3M8sQPwd5Z8mtVUu/k2GjBPoqBWuBuqpW/0ZrGaPYqg8BEeD6cG05q4boXFB7WtzKtQiuVAEODdAVfFvBbA+ftbj9auFfbAiBRhCYgt46h7/Uklsz+DPo8B34VYvbsNb+k8RHKfwpgAZOsbjwrViuDiYgAtzBi7twakfD6jH6+Xdxy14I86pNu1QBNuhwnOMfHtYbhVvvTPh7tb5lvhBoJAGD/rlH3RgKyEyFJeahXwEes7iwS7rmV5LoQoWa6FEvgD80g7ur5k7EYEsQEAFuiWVoTBAG/bqCOWncsdV6LEOAc8AzHn9qhlxogi6XEGgrAkn0eAUzLW79EPhkGBehHwHutLiv1CmZRBJ9u4Iverg9g9u+Tn7EbBMJiAA3EX6jXSfRocTe+mncZ6r1XYoAG+LJofkCqKst2YOr9SnzhUCzCKTQv87jL82QG6xmZeALoG/3qOszZL9Rr7h60dsp1MUK/0mPvzhD7sh6+RK7jScgAtx45k3zmEJv6+E2i4uqDaIUAU6hnwjVr+bjVjoPQiEOuYRAWxJIEe3mUSdZ3GYLEjD07A35n4C/wJI7qp6J9aKPS8DxwIBHfV82MtaTduNsiwA3jnVLeDLof4M6wZK11QRUigAnid5JkLg8TfboanzJXCHQCgQM+h7w1pK7bkE8fcRH5PHnA6c1op1mkvjKBH77NG6lVmAiMVRHQAS4On5tN9ugbweWsrjNqwl+JAHupWe9BLmbLLmx1fiRuUKgVQikiPbLoyZnFmqnGWJLok9QcIpH9WUaUN3tcBhzIfyzVbhIHJUTEAGunF1bzjTEE8D/yOKWqCaBkQS4UPHKr2rJTarGj8wVAq1EwKD/AP4kS+4XC8dVrGxlPImDpOtRK61Ya8ciAtza61OX6Ax6ABLftAx88CqtXEcjCbBB3wX+jGo7yZQbl4wXAvUkkCQ6SIbDltUAACAASURBVKEOtLidFvVTKLnqD/TwlQzu1nrGIbY7g4AIcGesY1lZGPQfgdcs7stlTVxo8HACPAlW1ugnLG6ZSu3LPCHQqgRS6Mdy0NuP+82HRVj/NJSWjHBbnA3hqJJcQmBIAiLAXXhzGPT/AMdVI5DDCXCSOFS+2s6S/WYX4pWUO5xAkvgIhd/V4nZfXKpJ9G0KNl0SN+4MeL3DcUh6VRAQAa4CXjtPDc0ZPG6LDPyukjyGE2CD/hn4n1hyV1ZiW+YIgVYnkCR6NkIdOBN33+JiNegHgbEWt0Kr5yLxNY+ACHDz2DfVc4r4WQ/3WbIHVhLIUAI8GUZFg0ed3ApWOrtUglbmtAGBFHHSw1aW7P5DhWvQj4e+vxa3ahukJCE2gYAIcBOgt4JLQ9QPaj+LW7GSeIYS4CTRPgr1bYvbuRK7MkcItAkBZdAvg/qqJfvQ0CIcupD5+bYG1efahIuEWQYBEeAyYHXS0OJGqZezuDGz4Y1ycxtGgC9RJB4O7dvKtSnjhUA7EUihj/Ooz45UZrXYQekVi9uonfKTWOtPQAS4/oxb1oNB/wOYa3FTyg1yKAE26Ncg2tIy/9lybcp4IdBOBFKwpEf/HRJbWQaeGCr2qfCReeiXgEcs7ovtlKPEWl8CIsD15dvS1g3xj4GNLdmyG4wvToAN+kvAmdVW2WppaBKcEFiIgEFPA7+iJfed4cD0wafzheN/oRb7VwWiEAgERIC7+D4odnS5q5LmDIsT4CT6bAXvWNz0LsYqqXcRgRQsB/rlLHqdc3j/ueFSn4L+Yg5+7VE/yZA9oIswSapDEBAB7vJbw6DfAaZb3NnloBhCgJ9IoCakyf6+HFsyVgi0MwGD/iEwyuLMSHkk6dlXkb8G/HlSpnUkWp3/cxHgzl/jYTM06FDNZ1mL26QcFIsKcJKeDRS5Gyy5NcuxI2OFQLsTmARjNfqZGLfpWTDkjugFeSaJj1L42cApFndSu+cv8VdOQAS4cnYdMTNFzzc9+TkWN6qchBYV4FBdS8GKaVyyHDsyVgh0AgGDfh/4i8VtWEo+SfRJCqYnUMmZZPtLmSNjOo+ACHDnrWnZGYXmDHkSB/UzcE2pkz/8BKzvTcD0NO6WUm3IOCHQKQSS6HsVbJXFfWo2vFBKXgZtPfQqEgdYBq4uZY6M6SwCIsCdtZ4VZZNEP6TgDYsbX6qBhQV4MnxSox9J45Yrdb6MEwKdRMCgzwJ/MKjHLG67UnMzxJeD/0YCdp65mOYOpdqRce1JQAS4PdetplEb9LHACRa3dKmGFxbgUJw+AVunyU4odb6MEwKdRKDQgMTv52GH93AfuxDmlZqfQd/oYSeN22QGhPKVcnUJARHgLlnokdJMovMK9wUL9480Nvz8vwVY35TAX5kmV/Ir7FJ8yBgh0C4EUuht83CqQq2s8H9J43YtJ3aDvj2cyVe4sWl4s5y5MrZ9CYgAt+/a1TRyQ/y0h99lyH6jFMMLBPhd3NQl0f8ehVvmTAhHmuQSAl1HwMBKDBbaUMeAD5sadbkQDDoc31vN4j5e7lwZ354ERIDbc91qHrVBp4FvWtwnSjG+QIA9/sEE6pBy/+IvxYeMEQLtRMCg31K4cR79JwUPpHFfKzf+FPoJj1rKkl2t3Lkyvv0IiAC335rVJeLJsEKE/scAbqVz4dWRnCwQYFArKHgwTfbckebIz4VAJxMw6AfCsaLc4Ktkby2up5J8DfEL4N+zuLUrmS9z2oeACHD7rFXdIy12bbmmlIo+//8JmInFzSMlHb2oexLiQAg0iUCKeG6e/K0ZcpeHf0sKdUua7EGVhFNslPJiuQVyKvElc5pHQAS4eexbzrMhvgrYwpIdN1JwBQFW9yr8amncliONl58LgU4nYNAnFktSnpBEfy8U2rC4JSrJ28CyoMMftQ9bXGhyIlcHEhAB7sBFrTSlJGwB+v4MLjGSjSDAHl5VcKPFnTLSePm5EOh0Akmi/RVqH4vbL+Rq0G+A/8lInZKG4jIZ1okKG7N+bXG7dzq/bsxPBLgbV32YnA36bQ+nZXChwPyQV1GARyvUjpbsiPVvBbMQ6HQCfcQbefycdLEcZQp9Sh76MrilKs29F71dAm4BdbWt8HV2pb5lXv0JiADXn3FbeTDoUEpyBYvbaAQBfk1BLNWv2mp5Jdg6EjgGlnLo1y1u9AI3Bh0KclxkcVMqdd1Lz9cT5K8EP9uS663UjsxrPQIiwK23Jk2NqI+effPkrxxpB2fxF8tTFrdpUwMW50KghQgY4r9B9EXL+8+HsFLomR4Os7hlqgnTEE8GH5o2TJN+29WQbK25IsCttR5lR5MinpgmO6fsicNMMOj5nsRhGQauGGpYivhZD/fIa7Fakhdb7U7AoG9VcNbCTUkM+j8Kzk7jplaTn0FPA6aCmmTJhnaGcrU5ARHgNl7AJPqLCu7wqG9nyF5cq1RCRR4Pb2dw2w8twPq6PP7qDLnra+VX7AiBdieQIpoNiSfSZM9ZkIshugDU1yxu+WrzSxLNUqijFIlvpBm4tlp7Mr+5BESAm8u/au+G+DLwe1vcR6s2VjRg0H3AyRb3ERHgWlEVO91AIEWc9OTHLfqtNvQLVnBiGndWtRzCeWOP31/B+DTuzmrtyfzmERABbh77mnkuVs4Jh/a3rpVRg84p+FIad/fibKaQJ+BasRY7nUPAEO0CKmlxOy+cVVE0x1vcirXINoW+KXRe8riNMvDXWtgUG40nIALceOY199gL6yXQfwK+a3Eza+HAED3lUQ9nimcaF7UpAlwLymKj0whMZtQ4jbs1TW6NRXMz6KxCTU6TPb8WeRv0nQo+53CrzYK3a2FTbDSWgAhwY3nXzVsf0Tk51GEZ3JK1cNKHPisPh1jcCvIEXAuiYqNbCBj0wDK4pafD+wvnnETfoGAzi1u1ViyS6IcUrFJqE5Va+RU7tSEgAlwbji1hJYX+q4d/16J+bLEU3lsDuNXOhRflCbgllliCaAMCBv1nT+KbGQYeWcxTcA4SB1kGrqxVKgb9V1BLWLKr18qm2GkMARHgxnBuiJcUrOLR4fzhaRYXjixUdaXQr3j89ZbcJBHgqlDK5C4iUHjS9VdZctctmnYSfbNCrWXJrllLJAYd/kh+x+LWqaVdsVVfAiLA9eXbcOtJ9A8U9OVwY6r9LlTYOMLWluxYEeCGL6U4bFMCKfQZQQzTuNM//O+G5Tz6nwq/R5rcTbVM0aBfB563uM1qaVds1Y+ACHD92DbNskE/oiBK49atJggDG4P+vV1McwbZhFUNWZnbyQRCcRwP21qyhywuT4O+A/h4rZ9WD4cxo9HPMlggx32lkxl3Sm4iwJ2ykgvlMRWWmFeoQXtONTVog8lQclLBDxf9a14EuANvHEmpJgQM+gvAWRa31eIMHgNjHfrZ4jG/mp7jDSci+uHPNUlEjNSdgAhw3RE3x0EKfbyHkx1urXPguUqjSKFv9rCyxX1uYRsiwJUSlXmdTmAyrBChn7C4MUPlatC/LfYOHrbpSaez6vb8RIA7+A5IoR/wqOWr2fBh6Nkb8j+2uFgEuINvFkmtpgQM+p8at87Z8I/FGZ4MG0Xoh8BtZOGPNXUuxtqGgAhw2yxVZYGGQvDgr7DkjqjMwuBr6PcV6og02csW2JAn4EppyrxuIGDQ9+Xh2H7cPcM8BT+s4P00bstuYCI5fpiACHCH3xWhjZnHZzxus374QyXpFp6kec/iviQCXAlBmdNtBAzxpcBdluwlwwhw+Pd0u8OtUc1nom5j20n5igB30moOkUsoWQesUWkFnj7i3jz+9IWbM8gTcBfcOJJixQRCfXZF3qfJfWo4Iwb9OPCaxW1XsTOZ2LYERIDbdunKCzzsZvaon2fIHlDezMLo0JwhDzv2424P/7cIcCUUZU63EEgRPetRy4zUgjBFtEce9VOFW87Cv7qFj+RZICAC3CV3QpL4IIW/LAE7zsT9pty0C+Xu+LPF7SMCXC49Gd9tBApV5FjO4kaNlLshfgb8X+Xs7kikOu/nIsCdt6ZDZlQog8fGlRRuN+gfAN9acLRCnoC76MaRVMsiMBV65qHfBSKLG/F3bJKeAxX5Sy1Ol+VIBrc9gRFvjrbPUBL4LwLheISCe9K4PctBsy98ZBX0Oxq3xtnwnAhwOfRkbDcR6KVnvQT5a4G1ErBzKW+cirWcH1zwhqmbeHVzriLAXbb6fUS751E3QmJfy8CHisUPh8OgX/b4/82QO1IEuMtuHEm3ZAKGaG9QBwGhIlaoRjd9pMlJ4qMU3lpcz0hj5eedQ0AEuHPWsuRMgngC26dxy5U8aXAj1uDRiu1C2zMR4HLIydhuIpBCH5eH5RTsBDxncXuVkr9Bv6pQt6bJTihlvIxpfwIiwO2/hhVlUNwkEjZVjS/VQBI2UOg/huYMIsClUpNx3UYgSXSJInGfx++kYB2LW68UBgZ9LHCyxS1RyngZ0/4ERIDbfw0rymAK+os5uNOjvpUhe3GpRgz6Xx5mJmCDPP7qDLnrS50r44RANxAw6Hs8HJ+ArTx8d6SjSAszMeg3wF9XTeW6bmDcKTmKAHfKSlaQhyG+DPzeFvfRUqen0D/Pw+oJ+KsIcKnUZFw3ETDofwzgNuiBcaDvLGd3s0GfDEyxuKW6iVm35ioC3K0rX8w7VOwB/6LFbV0KihTRbh51g4IbRYBLISZjuonAFBiTRz+5YH+FQfsB3ErnwqulcigUzeHiDK6v1Dkyrj0JiAC357rVLOpJsL5Gh24s4VXZzFIMp9DveXjM48+QV9ClEJMx3UKgF71VAmZa3OdDzgb9riLxrTQDV5XKIImeqeAwi1um1Dkyrj0JiAC357rVNOoU0ew86tAMbslSDKfQ9+dhLfBHiACXQkzGdAsBQ3xIOGFgyYZjSEGAXwT/U0uutxwGoYtZ2GuRwZ1YzjwZ214ERIDba73qFq1BPwm8Y3GbjOSkeGax3+P3FwEeiZb8vJsIGPTpHt7N4E4tCnDYkDWQwW1fDgdDdAGor5Wzgasc+zK2NQiIALfGOjQ9ihSs4tHPA6dZ3LSRAjLoPHCqxZ000lj5uRDoFgKFM/b+2jS5UAmLgpAmdrJkx5bLIPThBk6yuDPLnSvj24OACHB7rFNDoizWe+7L4cbMgreHc2qIn/dwc4bskQ0JTpwIgTYgYNCPhCpYlmzYV0GS+DCFzyzcyrPUNFLEcz1+vMWtWOocGddeBESA22u96h5t+AXiIcrg1h3OWZJod1C9GdyOdQ9KHAiBNiEQnlrfxS13IYRmDBhYA/TToXhNJSkY9IBHmQzZcyuZL3Nam4AIcGuvT8OjmwpLzEPPK9awnTJUAPtC9En0v5fAffIMeKPhgYpDIdBiBAyj1oD8bZbspxYOLfTSzuE2nQUPlxuyQYdCN5tb3KrlzpXxrU9ABLj116jhERr094HpDrfWOfDcUAEkC9+7QnOGyxsepDgUAi1GIIXe2UOfxYUa0B9cqcHqcWqaJWsrCdmgXYLEITMZuKKS+TKndQmIALfu2jQ1MoN+ENRyluyaQwXSSzxR4XfJ4PZrarDiXAi0AIEkca8i/2lLbtIiT8B/UajfVdpkwaB/Ceozluy4FkhTQqghARHgGsLsNFPhLCL4K4aqSzsZVojQz6dxH1HgOy1/yUcIlEPAEJ3jSTyZIdu/yBPwLzx83OI2K8fegrFTYdl/od9MkNgrzcCNldiQOa1JQAS4NdelJaIyxJM9PqNwm1p4aHFBJdG3gZ+ZIffzlghaghACTSJg0LcomJnG/WrhEJLoMxRMrGY3s0HfDnzC4tZpUnritg4ERIDrALWTTBr0ncAaQ20CSaKnJPBrpsnJcaROWnjJpWwC4WgeJLa3zH924cmTiXaLUNdZ3KiyjRYnTIKxGh3sbmdxd1RqR+a1FgER4NZaj5aMplAcXv08Q/aARQOcRM/amvytskuzJZdOgmoQgcNh9Gj0m4vr5Vs8WfDeMrh4OrhKQwolYD0sYXEbVWpD5rUWARHg1lqPiqNJ0rN/hoEfV2xgmIlJ4oMU/rIE7DgT95tFhxr0HxNw1EzcffXwLzaFQKsTMMQbgr/c4jZYXKzhPG8ev2c/uV9WmouBDUE/nMNtXMmRpkr9yrz6ERABrh/bhllOEl+p8N/0+HMy5CbXw3ESfbOCjS3uE4vaT6JPC1UG0rhwfEkuIdB1BFJE+4HaL4372hAC/BrwI4s7oRo4Bh3OEs9f0G2pGlsyt/kERICbvwY1iSBFnPT4s4H7LG7bmhhdxIhB/xO4x+L2XPhHoQVbBOemcRvWw6/YFAKtTiCJPkHBaIs7fggB/oOCv6dxu1WTSwq9rYc7wI2z8F/fmquxK3ObQ0AEuDnc6+K1F9ZLDO5KVu/nyG4yC16vpaMU0R4e9TNI7GsZuG5h24b4bxFqpxkM/KWWPsWWEGgHAoY4FKMJVbAuXVy8KeIrwW+cxn222nwM+nHgHxb3pWptyfzmEhABbi7/ung36N97WBcS387UuHpOodsL26dxyy0cfJLovATq6TRuRl2SEqNCoIUJGPRvE9A31D6IcFpAwQkW97Fq00gR7eZRNyrcmDS8Wa09md88AiLAzWNfV8+Fv8j9BPDnWXJH1dJZCv2Kh0cXLrmXJPpqAtWXLrPvaS3jEltCoFkEkuh3NG7sDAifaT50JWEzhf6txUW1iNEQP+3xT2Vwu9TCnthoDgER4OZwb4hXQ3w0+DTwgMVtUyunU9BfzMGdHvWtDNmLi3ZVEv3vGDf2bPhHrXyJHSHQ6gSSJI5XJEJv7GE7HoUe2lnc2NnwQrU5Jek5UJG/zOJiIPTmlqsNCYgAt+GilRNyEj6jCsU0HLjNLLxSzvyhxhriy8DvbXEfXTDGEP9Ywa/SZOfUwofYEALtQMAQvwB+jMUtNVy8obRrAnX0zCG+E5ebq0G/6OF3Gdze5c6V8a1BQAS4Ndah7lEUmiuwgUIdkSZ7WS0cFn/xvGhxWwd7SaKDEqjdhzqKUQufYkMItBIBQ/Q1hZrtYZ7FfXp4AY6f9+RvztSoapwhPhJ8f/EpuJWwSCwlEhABLhFUJwwzxHPAHwL+wqEaLJST55GwwSj0w3n4bj9u5tGwfA/6paVxH62m4k85MchYIdBMAkn03Qq/IqhnLG7nEZ6AQwnJhMV9sVYxG/SrwFyL+26tbIqdxhEQAW4c65bw1Ed8RB4furX8weK2qjaoFNHsPOrQDG7JYMugb1X4c9LkpGtLtXBlfksTCBsPFWq6h5UTMDeNO3Z4AY7OgcRuluzqLZ2YBNcwAiLADUPdOo4MrKHQ93rI53Fb9sPfqonOoJ8E3rG4TQyxUeTXSZM7vBqbMlcItDqB0P3I469QqAvzJL7Rz8BPhxfgOJxKuMDiRrd6bhJfYwiIADeGc0t6CWcXgY1AHW3JXlRpkClYxaOfB07NE12VIHeHxa1SqT2ZJwRanUAfegcP/Wncugbtlyl8dvn3cHEX/528ZHHye7fVF7hB8cmN0CDQreomSXyRwh/mURdnyH6r0jgN+gdAXw43JoG+IwHJNO7uSu3JPCHQygQM+n9B/Vzhn/fwc4vrKSVeg3YJ3NYzIfzxK1eXExAB7vIbIKSfJD5M4c8FHq6myLtBP+IhUnA90GNxxwleIdBpBAz6Cx4/N0NujSR6uoIjLe7jpeSZQr/p4QcWd2Yp42VMZxMQAe7s9S05uz5YNY/+rYKEw209C54peXJxYLEn6lsKf51HbWBx65drQ8YLgVYnUDzvfl+abMagw2bD1Urt0ZtCP5ZHPZoh+/VWz1Piqz8BEeD6M24rDwYdevpukkD1ziR7QbnBG3RoSTgdeDUiEZozhMLxcgmBjiBgiDcGH145rxwSCoLqUY/aEgW1XMHuCGiSxJAERIDl5vgQAUN0AajDQV1qyU4sF1Eo+qHg0x5Ol1dt5dKT8a1MIFSA8/jHM7gfFgW4rFfKKXQ4tlTyK+tWZiGxVU9ABLh6hh1pIUV8sMeHJ+BHLG7zcpM06PnAGwueFMqdL+OFQKsRmEzPOhH5e5fBrTQd3g/xhU1V4LaxcH8p8abQO5WzaasUmzKmfQmIALfv2tU9cgMrgf4dhN8y7kvnQMm9fg3x5FAmT+G+nIZb6h6sOBACdSZgiM4H9arFTSs8/Q4evyv7WFE4tvQubqkL4d06hyzmW5yACHCLL1ArhGfQ4TjRFqBSluzsUmNKoc/08CmL26/UOTJOCLQigWNYYmwO9/j7uJXPg7cKT7+VFdYw6PcVif3TDEi1uFZc7AbGJALcQNjt7CqUnPSoo0DNtWQPKjUXg77Ho+ZmKtjQVaoPGScE6k3AoC3w/sJH6wyDpSV3t2RXK8d/Ev2Kgsst7nvlzJOxnUdABLjz1rRuGRl6DvDkL1LweCg7WYqjFPGmefzdCaL108x/upQ5MkYItBKB4qeYl8GtsnA7T4OuqLlCCv0A8GYat0sr5SmxNJ6ACHDjmbe1x8NhzGjih8Avkcdt3w9/HimhJPp7CraxuK+ONFZ+LgRajUASfUYCRqdxyYVjM8TPQf7/LLnvlBNzsZf2liO1LyzHpoxtTwIiwO25bk2P2qDvBLZSqGNCQYKRAioUrlc3Z8imRxorPxcCrULAwLKg/w7Repb5zy4cVxL9H4WabMleUk68xQ2Kp1rcMuXMk7GdR0AEuPPWtGEZGaJ+UJMV6qo02QOGc5yiZ11P/hFFYsM0A482LEhxJASqIGDQU8GvvLj+2QadB7eGhdCIpOTrGNjAoUPZ16jkSTKwIwmIAHfksjYuqSQ9+yvyc4C/jlSOL0ncq/B7WNwOjYtQPAmByghMhSXmoV+OSGyzaEW3FGzq0Q9UKqJBvGPcZ86CpyqLTmZ1AgER4E5YxSbncDgsM5r4EfCjc7idZsHDQ4UUSvEpeCCNO73JYYt7ITAsAYM+FtR6i9v1b9B9wEkWt2wlGA36HVBTLNkLK5kvczqDgAhwZ6xjS2SRQt/mYRsPx2VwMxYXVDhP6XCPetQOGbJhN6hcQqAlCRj0y3nU7v1k/7BogEniKxV+E4tbu5LgDfEzkL/Nkvt2JfNlTmcQEAHujHVsmSwMOmyyMqB+PFSBekP8LY8/LIPbsmUCl0CEwEIEip9Lth6qiIxB/z40HKl0Z38K/WtgyTTuCwK+ewmIAHfv2tct8yQ9+yjylwNPW9znFucoRXy1xz9jcSfULRAxLAQqJGCIngF1kMXduzgTBv2agovSuND9q+yr+Ifqvhb3ybIny4SOISAC3DFL2VqJFHoDx4+BX9rjds5AqCn9wXUUrNiDfiQP+/fjbm+t6CWabiZgiA9X+N3SuN2G4pBCz/f4vS25X1TCKmxehPylGdySlcyXOZ1BQAS4M9axZbNIon+t4EvA8Yu2JjREByjUd9O4DVs2AQms2wgoQ/QCqEMtLrwm/tA1FXrmoee/jBv1ExioBFChoI1+3eLkd3AlADtkjix+hyxkK6fRhz4rD1OA6y1u34VjTRJdolBvWVz4uVxCoKkEUkTPetTKFrfEUIEkib6qUOFeHlVNsAadjWCHGbi7qrEjc9uXgAhw+65dW0WeomcPT/5KD89lcOsvCH4yLB0RP5ogf+RMcr9sq6Qk2I4iYIgvBR8KypxhcScNlZxBhyN04Ql5xWoAGPQ/gbTFnVaNHZnbvgREgNt37dou8n2hZxXiJxT+Yx6364Im5imivTzqhznc+rNgftslJgG3PYEU0SwPu4BaYaQSkSn0Lzx8wuI2rSZxg37Ew5MZ3NeqsSNz25eACHD7rl3bRm7Q/wfs6OHETLEgR2jt5iHKkDuybROTwNuSQAp9Wh62VBA6fF000ucQg/4LqN9bsgdWk7BBXw+sOdRJgWpsy9z2ICAC3B7rVPMop8DqOfSlwHSLC23VGnoZ9A+AYz38LIPb+3CIlxp8IvAnWnLXNTQYcda1BFLo4zzsk4Db8jDJ4pYaCYZB/8ujplfbWCSFPsGDsbgxI/mUn3cmARHgzlzXEbMyxBPAh41PGwD/8HBVBhfK6zXsMkS7grpGwd/SuHVT6J09XDQft/558FbDAhFHXUkgRXyUxyfzuPEJ9MPgf1JKa0GDzkW4zWfAhypklQPSoMPpgFstLi5nnoztHAIiwJ2zlhVnYoguABW+Q4X2aL9XJM5IM3BjxQbLnGiIngI1RsHuHnYvfIfLHlKmGRkuBEomYIgmgPqhIjHek98VOHm4nc8LDB8DYx06FJBJlOxsmIEG7RVu+TS8WQt7YqO9CIgAt9d61TXaPqLdPep/PGwGzPP465cl953pkK+r48HalTrsgP4yMM3DXgqftuTm1tuv2O8+AoZoT1BXAOMt7n6DflWhbk2TnTASDUN8KPh+i/vISGNL+XkS/V6CxMFpBq4tZbyM6SwCIsCdtZ41yyaJnqngm8DHgUc8amaGbCgvWbfLoE/1cLyC+4DPOtz658Df6+ZQDHcdAYPePrz2VbBLGneLIT6yKKglvQY2ROdD4suW7NhawDPolzxc2+jPP7WIXWxUT0AEuHqGHW0hhd7WwzQgFI1/z6N+/h7Z5IUQzjDW/Eqhd/JwnYL5Hm4fqhh+zR2LwY4nkCTeTOFvAf/tBRv9DPpF4EGL26cUAAZ9N+AsbrtSxo80xqDDH5v/sbjxI42Vn3ceARHgzlvTumWUQk/3qIngV1XwlzxqdobsOfVwaNB/BcZ56Jeng3oQ7i6bSUZ9RpEPT75T02TnhOyT9ByoyF9mcVGpNAzx3zz5GzPkJpc6Z7hxSeKLFGxnyY6rhT2x0V4ERIDba71aIto++JxHn+5hByAH3JLHHdsPT9UywOLTxlYePzFDrq6vv2sZt9hqLQKTYGWNvkWhfpQmm1kQnSF+GvyTFveVUiM26Hc9icMzDIRvyFVffcRH5PFnW9xHqzYmBtqOgAhw2y1ZawVs0Md41HcUfpxCPefxP7K4M2oVZXHDzI+AH1rc2bWyK3a6g8BR8JEYfWsCjnbRjgAAF/tJREFUfpHGnbog6xTRbh51479wy10K/yqVRti1DG5lC6+UOmf4J2A+A/FJGbKhBKZcXUZABLjLFrxe6YbCHg49Q8HOgAbu9LgTFm1DWIn/FKPWzJObowafVnKHVWJD5nQngVB1zcOfMrhjFyZg0I8Dr5XzLbcPtsqj77K4cH/LJQSqJiACXDVCMbAogfBazeN7PawDvAxcbnHHV0sqRXRhHrVuRDRxJvOfrNaezO9sAkn0deBfX7S8aXFj4R0R7lMz4IVSKfSij1NwbAa3XKlzZJwQGI6ACLDcH3UjUOx0NEvh9/AQSvzd7+GUDO7WSp0adKjW9f08/tB+cg0rFlJpvDKvOQRSRJfkSYxa3Ktdg35Ywftp3JblRGeIf+zx62Vw65YzT8YKgaEIiADLvdEQAoaeb3jy3wU2VINHmPw1llxvJc4NUehaM8dDOoP7YSU2ZE7nEkihMx7GWtzui2ZpYEPQDydwG86EP5VDwaD/CDxvcXuWM0/GCgERYLkHWoaAITrXo/ZT8DEG6+kmzrQMlNWAYRJLjNW4OeCfs+QmtkxyEkhTCaTQp3jY5l3c+Ashu2gwKXR4C7OExW1UbqAG/Tow2+LCuXi5hEDVBOQJuGqEYqBSAn1EX/Go73vYQsHbHvXTZcgePR3eL9VmqEykUJ/zJA61DDxR6jwZ13kEDDpstNpf4cYvrrbyJBir0c9GsO0M3F3lEjDoAQ+7VvMJpVyfMr6zCYgAd/b6tk12KfSZHkJ/1RWBP4OyluwlpSSQIk56/HSFn5gm99NS5siYziJQKCmZ74PceAvPLy47g74d+ITFhc2BZV2F/Qx6nsXJ78yyyMng4QjIzST3R0sRKB71OAXYBpgP6heQTY107jKJ/rKCUOFoVi3PIbcUHAlmsQQM0QGgZoTORmkGHl3coKmw7Dz0mzn8HrPI3VQuSkPP3pC/qpSOSeXalvHdS0AEuHvXvuUzT6JPUqjDwK8GPAnqPEvWDhV4L6ym0Jcq1Esvk534k0KVLrk6mIBB/y+wY7Gz0b1DpVrotqU+bcmuWQkOgz4LOMDiVq5kvswRAosjIAIs90XLE5gC6+TRP8zDjgo88OsId9wMCMUUPnSliGZ71GaKxMQ0A4+1fIISYNkEpqC3zsHFwKcVak6a7KHDGTHonCIxIc3AVWU7K7TL/L/QL9viPl/JfJkjBESA5R5oewJJ4pTCHwmsBeoF8BdbXHhl/V+XIZ4M/jTwhy7ofNP2yUsCHAsrzyealkB9LQ/LKshYXGoE8b3ew+YZ3KqVIjRET0HiXkv2kEptyDwhsCgBeQKWe6ItCYRfxAPEafChkH6Ph7s97qT+Qi/hwcugw6vJcF74gsxCdYDbMmEJmhT6uDxMVagbwe8D6gpLdsQjaGH3skL1psmeXylGgw679I+vV/evSuOSee1NQAS4vddPoh9sKxeH78RGQahQ9KqHKxbU/p0Mn4zQc0C99i7ZiYs7GyoQW5tAH9G+OVQ4e/uYx18Zoa7x8CuL22ukyFPEcz1+vMWF3fUVX+EVdh73uf7BHfpyCYHaEBABrg1HsdICBFKwZJ54tsKHX8wf9fCAx5/WT+6XSaJZCrVlOC+cYeCRFghXQhiBwBTiTRw+CO9K4KeNJnf/e+jnPPw+g9u+FIAG/b6CE9O4sImqomsSrB2hH8/gEhUZkElCYAgCIsBya3QkgT569s2TD4UZNgbeVPhrIfFYHn9WonBe+NqOTLwDkjoOPvYeeloCJuRR0zJk+0NaxUpUz1nc5qWkaYguALWPxY0pZfxQY1LE3/H4s6RnbzUUZe7iCIgAy33R8QSKT7/7A8sDzwAf8zArgzu545NvswSTxL3haVfB5fNx08+Dt4ri+yLwTjlFNAz6Px7OzuCmVoPBEIfd1ttWeoSpGt8yt7MJiAB39vpKdgsR+H/tnX2UXVV5h5997r6XIEiACQryEQLUCrYoFUuxFUsRpKLgQoKoBOyi+AEk90zAWrroSiJlWQvMPXcClKZ0oRkQJCgUxPJVQReLRCqUIl2FAgaTAgEZ5StA5u57dteeewMxa8J8nTv3zMlvrzUrf8zZ737f572Z39377L3fXuxRHv4WGD5KYjBrHY1DlkK441etiwSqlD5B6z3vMx6zuJ/G/RvdibGPgtkmobH3WF2sYvsMnJbgZo61z5aei7FhY9/6BHfkZG2pvwhsSkACrM/DVkmgiv2GgfkheI8f8JiBftwbO6i3SihdCHo+lQMi0rDc/N4Uv7hOc8WmbvRiH/Cwe4J753jci7EvAlckuLPH02+kZ6vYpyL4bg0XSmGqiUBmBCTAmaGUoelIYCHs6bHzgHkeXgYzsA2N5d+E8AdcrUMEvgAzZmIXRRCnsHikspIx9sfA+2bi9lgCr4zVlSr2fAO9CW77sfZ5q+d6sa9BdGqNIe0byAKobLxBQAKsD4MItAm07pM288B/Nggx+OUJ7kcClC2BKuXTw3te8Lc0aS6+BJ7efIRe7M0ejmjX7f3f8XgQYwfBr0hofnk8/bb0bIz1BtczUoWlLOzLxtZLQAK89eZekW+BwNkwK6UchHheCuUIllvcwIWwTtAmTmAB9ggDYbl5QxMW9+PuGclaTPkq8CeW4KPjLRvYLkn49ayKJizAHh7B7QmuPPHI1VMERiYgAdYnQwTegkAVe5jBz2N4ZmxuhHQgoXmLoI2dwFnMmGNpLjKkh7WWm5vLt9S7l9JSjzkjIjqpj6Hfeh88lhFj7Dowtyc0ThnL86M9E2PDpr3qZI8yjTaOfr91EpAAb51573jUMeUrwT8TKhOlpGsszV+sgcdXwFDHB+/AAOfAds32rNjj32EwAyXswEW8vroDwxXGZKhoBYTdzefXceHfUExjxFbFLjEQKmCdWaNx2XghVCmfYfBJgquMt++Wno+x3wv3jie4A7OyKTsisJGABFifhY4QCEdHPOxg4G3ANkBYwgs3CYU/wK5V65fXwLxs8GHD069TzK8MPizzPuWJ1sLQkw4evxQGO+LkBI1WKX/QkIYZcZhl/Rh8mBVfP0FzheoWvqg47KEGLvD4WYboXke0eCkbwvnrLbZ28Yx+D4smej47xq418NMa7oSsoFaxob7wo/UMbWblm+xMfwIS4Omfw2kVwVkwp4LdJ8XMBr8n+N3AhCMm4baincDs4PHbG5gRiiwApXaAobZvmD0H0V4P/iUPvzHwPPhnPebpCLPW439Zwj1xMfyy02AWQfQSpeHlaQ/v8TBgiQYuZmjEMomd9qcb9mNm7A2NQ4FDGb7qk4MMpK0vWmZ5QuP00fxaQOUkQ/odA/0JLh7t+ZF+v5DKySnptxKcnUj/t5gBPw/UEtwFWdqVLREIBCTA+hzknsAXYda2sC9U9o5I9wrnQj1mV4PfBdjZYGYG0aY12w6iHf4Ih892EIJGe7a9PtykBLzA8IzaPOfbS+RN0jWG5uqd4PEl8PpEgCyg8nsRaRDiUwz8vD0rHpiIrTz36aUcroEMQtsWXV/ysCqCJ8Ec7/GzPebaOo3PjyWOjZucwFwzmfe2MeUnwD+a4EJ1rMxajG0Y+GgNF45EqYlApgQkwJnilLG8EFgEM34D+3lKc0pEe3n8HgazWxBt37qScqdQsCEskfvWbHvzJfIw237VYF7x7SVy/+YS+dMp0RrD0GoLYbYdZklvtF5KJ/rW8nQQqYF0+JKPN292yguj0fw4E3ospeGZbYjFtG4QexT8yiC6Hruynw2PxdgfAMcYuG897phlm/HY0jhnwwEOe79p7TI+bjR/tvT7XkrHpZgbUtyOS+GlidrZvN+5sMtr2OcSnP5OZgVVdn6LgD5Y+kCIwCYEzobZDew+JczeLdH27wpL5L61RL5zWCIHvx2w7UhL5L41g15v4EUzvFzO9mHGDibcaXy3x1w8xNDajXcc5wl+TGV/8Ica0j/yLdGdDQyLbQQrK7iVm15QEmMv9HCWgcGUaH4/QzeMNZ4YdgQbXhM8kOAOH2u/kZ6rYv/HwLrJ2tncdntp/Mo6LuRaTQQyJyABzhypDG5tBMJMsQL7plTmGNI9aS+Rs8kSucH3eNgOfFiqDWL+9tZS+KY/ftBgBlNo/5sO/xsRDW5gaNDBYFb1jOdC5V3YMKMNM9uNy8kvQ7QqiG74SWg8MFIu28JUMxDuWe5LcOeNN+cx9jlgTYI7eLx9N30+xv4pcFcDt/elGb/3j7EJcEKC22MyPqqvCGyJgARYnw0R6AKBuVCaDT2OSk9K2lMaFuiopy3Uszy+x2DCUnkQ7h7TWjYPP2EDWniHPejbQu0Jws3zLfHeKNpm0NEYrMDgRbC+d/hLwZvLyaEgRaiX3BJbv7JEc1UfhIpDW2xnwJ4V7I3AQcBNCe5TE0EXU14D/tUE956J9N9MgB/08FodF75EZN2iKvbIOu62rA3LnggEAhJgfQ5EYBoR+BrMfJVtZlnSHj/8Q09E1BMEuyXaUQ/4HjD7hfPKYam8/Z88vKdeadpLyk3cyqWto2BjajE23IP8aeDhFHdCPzw2po6bPRRjHwGzbUIjLG9Pqs2Hg0rYByzufRfBQ5Myps4i0AUCEuAuQNeQIpAlgfmwh8We4uEo4L3tmXLYRBaWu1dFpDf30QwXSoy7hYs0DPxVe0PaV2s0vj1uI+0OMfZnwF4JLnwxmHSLsasMVGq4P5i0MRkQgS4QkAB3AbqGFIHJEDgH+2dN/FyP+ROGj2cNbwgLx6vCZqR/b+CuvgQemcwYMaU/h+hy8Lt6uLyOq07Onr27tXTtZictXyfVzoE5DvsLDx+p434yKWPqLAJdIiAB7hJ4DSsCYyRg4lb1oGOAMNPbrdXPPA3+/hRzSz+NK8Zoa9THvghv2xZ7h4EPAXckuDCrnlSLsf8aZucW94GLIZNLSmLs3QZ2qeHCjF9NBKYlAQnwtEybnC4qgXA2tok92cDhHvantdP4VeBxg7/HY1YkuDCbzLy17+8OtZGf8LiT6/Afkx0kprw8lHdM4ah+3F2TtRf698LOHvu8xx9bpxnOIKuJwLQkIAGelmmT00UhEFP5FPjjDf4Q3zp3G27yet7Dw8BtDdy3L+twGcQq5V6DD0UT8JhFdRr9WfCtYuvAfE/0uX6Grs3CZkuA7b+lmN+p09gvK5uyIwLdICAB7gZ1jblVEmjP3L4AHA0c6OEdZrgwhVkD3GcwN9YYCruNp6TFw+d/bdhUNad9b/NpWQ3c3ry1BMyChMbSrOyGgh6t6yGjeTWGvpOhXZkSgSknIAGecuQacGsh0Ba4zwAfAcJsLdxXHa5KfNTA3Q53zVL4z27wqGLvNHAEcM9TuCOyLBPZLgt4qYev13GLsoyviv2+wRyc0NgrS7uyJQLdICAB7gZ1jVlIAnGrXvCxYA4GH25PCuUX1xl40GN+OJPGv0y02ENWwGJKl4A5PWziauK/tBR3e1a2g52FVOampNd6/GV1mvOztB1shdlvhDmrj8Y/ZW1b9kRgqglIgKeauMYrBIFQVrGEnRcq5bTP3u4c7oE2sNpj7o3w19dwt+Yl2Crl0wz+74EZBr5Zw/1d1r6djT2sCXeCuS6hcXLW9mPKVxn8ETVceyd41iPInghMLQEJ8NTy1mjTlMAC7NER/tMG86EU9mnXK/41rWM1d1rc8otgdd7Ci2F/j73OwAEM76BunNQJHxfCu1Psg+Eccg33yU6MEWNDoYvzEtxFnbAvmyIw1QQkwFNNXOPlnsAiqLxA+S8N/uPtAvO7tmoLm6c8/mdgbqrTWJ73QGLsTcAngPuHcJ/s1G7qRbD9i9j/A/4rwYX33Zm3KqVlBnN8gguFLNREoBAEJMCFSKOCmAyBGN4P9rNAKIv3u8AOraIHPObhJyXcd/vg3smMMZV9q9hvGAg3V70QEVX7GFrRyfFj7LMenqp38ErIGBvycWGCW9zJWGRbBKaSgAR4KmlrrFwQCBuFmvhQyecQg9/TQ9nAr4CHPNwa4a6sQVhenlYtpnICpHUPOxuoJ7i/7nQAMeUnwW9IcOGLS0dajA2lD/+ihtuxIwPIqAh0iYAEuEvgNezUEKjCOw32VOBjwO8DYQmzwXDtWLMqxdwwnkLyU+P1+EY5A3atYG8GPmDgBzXcseOzMLGnY2x4//32BBdqIHesxdiXDCyr4c7p2CAyLAJdICAB7gJ0DdlZAu2jNh9uFyrYDngReMTDXR53dX/rlqlCtCrlawz+xLAZrIT7TFZ3LY8GJ8beFy7wSHC7jPbsZH7fiz3fQ2+CC2eo1USgUAQkwIVKp4IJBGJsOGJzoMfcUqfxz60NVMVqvdi/SeFcA6+DOTfJsCDDaKSq2B8ZOPhV3D7LINQZ7liLsYMef12d5lc6NogMi0CXCEiAuwRew4rARAhUsUcazDLwu4NfltA8ayJ2Jtonxt5g4OgG7g8vgZ9P1M5Y+lWxX4tgcQ0Xyi2qiUDhCEiAC5dSBVREAnOhsjv2TuDD7bO24QKQKW0x5W+B/7yHj9dxd3R68LC7GsytCY3wDl9NBApHQAJcuJQqoKIRqFK+wuBPBf9kRPPUbhyJqmL7wup+KIKQMHR1pxn3Uj7D45MEF6pDqYlAIQlIgAuZVgVVBAIx5fkGv8RDZDBLajRq3YirF3ueh/PB9CY0kqnyIaZyfMLQ96dqPI0jAlNNQAI81cQ1ngiMQqAKHzTYgVYFJXNVQiOUMOxKW0j5Syn+cuCCBHdeV5zQoCJQUAIS4IImVmFNTwIx9jbgKAP3bsB97DJ4pVuRhBkopCsM/vIazTO75YfGFYGiEpAAFzWzimtaEYixYWn3y2CejUi/0kfzh90MIIY/BnsXmOsTGp/rpi8aWwSKSkACXNTMKq5pQWAB5VMj/D8A4cKQcNfxkm47Ph/2LWEfMnB3DXdMt/3R+CJQVAIS4KJmVnHlmkDv8Ptde30KBxr4XoKbmweHF8GMF7HPAA8nuHCbmJoIiECHCEiAOwRWZkVgSwTCZRbAcR4eLOGO64O1eaEVY9cB6xLc+/Pik/wQgaISkAAXNbOKK3cE2ldk9hp4yRMtTBi6Jk9OxpRXg28kuHfnyS/5IgJFJSABLmpmFVeuCMTYtQZmGbikD/fVXDlHKB5s/9vAzAS3R958kz8iUFQCEuCiZlZx5YpATHleQiOc7c1di7E/DZWjElwo1agmAiIwRQQkwFMEWsOIQF4JxNjFHvePdXg2rz7KLxEoIgEJcBGzqphEQAREQARyT0ACnPsUyUEREAEREIEiEpAAFzGrikkEREAERCD3BCTAuU+RHBQBERABESgiAQlwEbOqmERABERABHJPQAKc+xTJQREQAREQgSISkAAXMauKSQREQAREIPcEJMC5T5EcFAEREAERKCIBCXARs6qYREAEREAEck9AApz7FMlBERABERCBIhKQABcxq4pJBERABEQg9wQkwLlPkRwUAREQAREoIgEJcBGzqphEQAREQARyT0ACnPsUyUEREAEREIEiEpAAFzGrikkEREAERCD3BCTAuU+RHBQBERABESgiAQlwEbOqmERABERABHJPQAKc+xTJQREQAREQgSISkAAXMauKSQREQAREIPcEJMC5T5EcFAEREAERKCIBCXARs6qYREAEREAEck9AApz7FMlBERABERCBIhKQABcxq4pJBERABEQg9wQkwLlPkRwUAREQAREoIgEJcBGzqphEQAREQARyT0ACnPsUyUEREAEREIEiEpAAFzGrikkEREAERCD3BCTAuU+RHBQBERABESgiAQlwEbOqmERABERABHJPQAKc+xTJQREQAREQgSISkAAXMauKSQREQAREIPcEJMC5T5EcFAEREAERKCIBCXARs6qYREAEREAEck9AApz7FMlBERABERCBIhKQABcxq4pJBERABEQg9wQkwLlPkRwUAREQAREoIgEJcBGzqphEQAREQARyT0ACnPsUyUEREAEREIEiEpAAFzGrikkEREAERCD3BCTAuU+RHBQBERABESgiAQlwEbOqmERABERABHJPQAKc+xTJQREQAREQgSISkAAXMauKSQREQAREIPcEJMC5T5Ec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s="setColor"><color>112,0,4,1</color></block><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="U1L3-Pinwheel fuller" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>