<snapdata remixID="13172189"><project name="Christmas Star 2023" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes>Merry Recursive Christmas 2023!</notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnXdglFXW8H9TM+mTnpA2gQChpNF7BgFpAkFBUFpUVOygq4CuEiyIldjFRlzRBUUIvZMBIXQy1FSSCel9kkmZPt+bYV9993MLTQgmz79z7zn3nPOb+9z2nCsAbLQ/7R64RR4QtAN4YzyfvOEnEiZPvTHC2pCUdgBvQLADFSGk5WfxQeIbvL/09Rsgse2IaAfwBsT6qSUv8lTiS1RpihgU1vUGSGw7ItoBvAGx3l97idSUrdyXMJvZyjEc3f/LDZDaNkS0A3idcb57zgxeT/6c5YmvcVfCLKrUF3h88rTrlNp2qrcDeJ2xXpa6njDlAA6n7CBKEU6/mF4M9AikUVt3nZLbRvV2AK8jzj2io1ivTkOlPsFLk2cy/pl5JMx/iu8Tl/PV0jevQ3LbqdoO4HXE+rEVrzN6/lykiFiftJJx8x+lWVNKgCKUOwTu1yG57VRtB/A6Yv19bSYVWi3+ci+OpuxgWMJ0zAiwIGC5chKn9x+8Dulto2o7gNcY5yeWLGZu4kIOabLJVR0h6YGniYwbzNKU7/GUe1KsPs+M2IHXKL3tVGsH8BpjnZS+mw4x3dmVvJZxCfezIHYkj65YZpfWvU9vcHHm0bAoyjWXrlFD26jWDuA1xDk6bhCLVGtxQcIZ9Wm6xURTpSnGWS7HJHelVp2Jb0wkmxLfYu3S5degoe1UaQfwGmL9yuZvUdw1DB8cMQMX1ef4MOEZRiTcR/y8uQjEEkRiCV6IGSBwugYNbadKO4DXEOt0Ww2lGMikCQd1AR/Nf4nM/Yftkp7f8B1R8ePRY6Mnjrw0/1n2ffD5NWhpG1XaAbzKON+7ZD6PJS4im2a+/8vr3P3uS1jV+TwbO4KpS14gIXExB7bsJHBIf/vsOF99loWxg69SS9sp3g7gVcb6s9pTCFvGeZoydiZ9w9CkRWhV6bhrjZTKZYQqB5KrOkp3nAhSDsEJIYuVY8ls3x/+l55uB/AqABw+424eW/0+Oiw0aOvxkHuzQ5VKF0U4fnIvrHJXVMk/MizhfgJxoBlwRcyuNev4+L45V6Gp7RRtB/AqYv3G7h8IHtkfJyQYsOGFjMOabALkPlSoM/FShKIHeig6UosVA0IcENEBMXEC2VVoajtF2wG8wljLFQG8n5+KAQEhuJClycdbEcIH8Q9zcuPOf5Lyka0KB20jddhwlnsQhYzlia+yZekbV6it7RRrB/AKY/3Ikr/wSOJC9htL2JOWRnflIFxU2TgqAlkUNuhXKROWvEB0wr0Y5XIOqA4xK/5uPBFh0huZ7Si/Qm1tp1g7gFcY6+9sGZSipxYbx3ekUplZwNj5jxKIM18nPIv62/V2SetsNRRj4WDyGmqBiQkJBCDBAQGLlKO4sP/AFWpsG8XaAbyCOA969B6e/fwt6rHYS29J/JT1Sz9ghu2Efcx3Jn4RIm0jTdi4P/ljLmm1nEvZTsXazXyaoaYJAQ4IOZGymbcmT7kCjW2nSDuAVxDrB1M/YaAyjkzqacBGR3UdmzRnaZI7ItVUc1/Cg0g1VVxUeHFEdYAmhLjL/RivteCtHGqfDXsgwYaQ52J7U6o+fQVa20aRdgD/S5wj4vqwTPW9vXfbrc2jQnWGuPi7aNRU8gtahJoaIhWd6azoTAkm8tTn0Wh1uCiCGafogRMitjTUc6fYGT+ZM18nLmXX0lfbBl1XYGU7gP/FSU/9/V1GTp9EBXrSG8pwd/HApi4kNqY3OTSxOfknInHljoT7KdcUckFbQ6mmmLj4SZi1Omr0JkxyD4JkLnj8z6K0wSbkcaHwCkLTNoq0A/hf4rzVlm3f1z1gK2OgoAPlGDDZBPjgxOmNe1iX9KV9sfmhpGUIEfD65Jm4hAbznmonLV+FtLyOW1692VYBkUIJRpuAnxYtZv/bb7UNwv6Lle0A/gcH9XhuIve+Mx9RrYVO8iCEViFr9u/Ez+qMvGMoxtQzvP/ws7+TMGziXUz/eTWnLl3i9P40moYMpEdYZ7oUluPoJkegPsWLI0e0Awi0A/gfMFhdsB+Rvzu5jZVklhSzvvQM3mJPIkrM9AruhqhXZ5a59PqdhDGbvsMvbhBHf0zBd/ZDHHjtbQY8NJeI6mp6RPehwQxbxig5uX9/m4ewHcB/g4DT6M6k/LiezwVHyG3WUnhIQ70TeApkGN3cmO0Ri7akitOHjnPm5c9+lRIwahiTP3qLRgcHtGIZ6RUVOB47i0CpxNXVk1Ee3tiEIg6lbOLAfXe3A3irkxPNe+YRXkl6Ca1Wy7aUHRRqirBiYefGXWSrc29ZgB5KfgXr6DC8Ba6cuZBJ+qdb0XfyoP6tbbh98xiBMb3oWQmGbsFsChnzazufXvUZHUffQU55BTmuzuwKv9xDev/wA70Q4uXqRlC/wVRKnEn2FN8y+wYNH090bB+EArDYYPqMBBShCtKPqpg8fvhNa1er6AHXp/5IrDKKA6qD9FHGkq2+SFBMAM64oaUaPXpERTJWfrXS7hg5HpxTn+fAxj8mBYaTmwvvZvxEncVIZl0ZR7/aTOYHW34LynPj6NhBQd4dCuIyrZx77zuqT5zH945BuDQamblmFV9dyqfxSDp1C5f8Wi/swUcIn/s4Xp26EiGwsfftZfzy7h+TzMjBWc7IyXNwl8ux2mDKPVNw8gjCIJLTwQ1kYjhxNpeobuFU1Wgpy1PTt1cMY5WxFF7StC0AW6w9lK/CUSFmfNg9LNrwNEdSTvFA4kz7JpYBPd4EUEoxJkz44o8UR8oppZ56HJBxOuUstWotlVTRsj3x88p1mLUtB+av/rnj4XgeX7yAT4/8iAUHqqPduLTpBPWLtyAaF41j0hwa9p+G9AKmPTUfi6YKic6EvnNH9ohM6A6fhBotbpPug83bqV+4BLeRd+L+4Ze4my0Ytm8mYupMSvOLODEi+uobCDi7yRk4YjyhYeFUN4ObuxzlxJmYRS4Ee8oIdoXzFSACJCJoWfhxEEJJHfi4gPqoiiYDHNyWzPznE+neRUHCVCWHD97ccWmr6AFbItArLpoU1TrUpPFD4gb2fXuQtfnfckJ1kt7K3mxO3oaL3Jnh8UqqqEKImIaGBjxdfJAgpY56wulMIcUYMSJCjAwnyqggT53PRVUOpdoKPK1yytKLOLLl0L8N/OKsr6i3GSg4kktBUSGlQWK89M5kzfsa+nZENFeJ5ZdcWH2Ab47uobCpgWP7DlAc4odX794c++hLdKvWQtpuWLcT3n8X+g3EcfZjePXqR3DueUSxw3jc1caSaZPJOfqv2yJ2kRM+9Rn6eFxuqm+UkgEDBpCpk6FwBpsNOrlDbg1IBOAkhvpGPe5OMsrrwWKFAFeQCuH7r5IYPiGBtG3JTHtgPvNnKu0y5zybxLi4GN5dOp/vvv7gmv4M11Op1QDYYsTYOSN4LfkVstQ5SOQiijWlLBj+IrOWTKOrMpy+yj4YMGDGglp1FhfciFJGUkQhzRoDUm8H9C4mO4jVaPHAAwNGiqnAxeZMvbkJhSWYYnMltYY6NIYSbHWwf4sKWR44CmUEBoRw56RxVJh0HEHDoeNnaHAwEyLvQIBHB/TNZgwSB8pFZmrPlRPeowsdcQepE9UGM4WmRlxdfCg/X4i1fyzS/Es0CV0xVmhxrKmmedAoUGfQpXcfBAIBLsfSCM49Ta5exNBAOQ6BnfAYHI+7g5h+bvBzwWWwYt3BbMH+OtXpwU0CmTXgLAIHAXg7Xgauvhn8nCF5ZRIjJiQQ5CfHQQSafA1Wg5ZnpsYy+4klTH04kawcDb17KCjKUDHrnps37vu/wLYqAFsa9m3qSgYo+3M89zCac4XkqPOwYiNWGU2dVsvflq7l+VXPIJaL2avaxz0J92BpsNIgbmTNkbUEyoMY2fNObGIBh9VHMcZYcTzlSIcegQiMEoo0RTgFelBRWUGZewP9DVEUGEu5YC2id3NnLBbwxpMyqw5nkxQsYk6IK/Axu+Brc6SoqRkvRzkBFic+/XEtgd0641drJaRzF87vVuEbFU2GTIL0Qj7i+LuIsIjp7upGvUiKrrQMfEPpoMkhomckVpsQrU2Ch0TMRbMDQeZGjC4+FJXXcUboxzhfAY3VWjr5yblQYaWTu5ADGWV4efnbX61dPGBPNqRvT2bRkwn2ns5BDOcyNJQUaugUEUP6liSajZDwZCK7NiSzb3MyUX2UPPBkItqyXBRB3gzo/o8u9nq6smus2+oAbLHj/dRE+6SkZezXslSZqconStmDOwST7Ga+kfoyrkoJx1NOMz5+PC0jnCxNJs0KI/vn/0InRRfGzR9PibqU7Ihc5EIvCk1lODVLKdLX0ShqpqspnDJrHXq9gdLjJQgtYsKCQxnoEovAKqTK3IDWasBySYezh5xTklq6Wb0pyynGv3MYFXvS2bNhG25u7gyeOYXu3bqTfS6TzIwsytLPYkJAn6QVSE+fIzoqliCJhBKDGYuDM9LGRnw8PO0DBa3NAbNNhJNYzKnccnT6ZjxcvRE2asn2iEZ8fDsPTJsM1RpkXiGcqRAiLlUjCIjBo0TFqwseYMCiVAb5aomMjLHDdnC/yj67jY2J4dWEWMqLNUx+cAlDR8XjFxqDTadB5KrA2xVeeEhJ+rGbO+5r1T1gS+NaxnpHavfYJxyLE5bwdPJcitTlPBJ7edfBV+HNO/lLkOLAqoS1FGtKWKh6BhNmDquOsT5xEwsSF+AwVEbumTyiIqLYUZrKFtEBOmzxwHmsHNsKIxarFcu9rrjXOlJYU01vQQR3doyjvKGG7EPnCRjeAyezBGezjEqxAVe9lPUvf0RdUwO1+SW/+jGiX29mL3yO3AsZrPvoc+orKn/9TeLszKOffUGgnz9VNjE+EjF6o5k6rY66Rj1eHSNwl0j5fNdJegZ4k232xLOugNrMdJC6Uhb7DI6aNMYphxKnEFFWqcUolqNwaOD1F+Zhk3kzfl4SrpUqcs6rOXswhemvq+jkBVu+SWTtyqX2toyYMIeHX0pmzcpEnnw2EU8XeHreTA7u/P4a+64bU61V9oAtpg2KG8D7qsT/QbDlELwYAQL2pqgYFD+AU6rTBCn9aFJb+Gj+F5zef5bXU18mVhnDce1RTrgfxzHflV6BfXE1uaHRFLPzh53oYo041IjRnC/G8FEN3o+EUe9rwVhigBArbw5bQnldDfVaHcE+QVTaGmk2mGg8X0bmsbOc2XrtyYa8wzoROnAwE+6eitXJHWexmIKickxiR3x8/Pm2xJniHWvp2aMrOXmlGP72NA4DZ2PwVCC32hgSp0Th2ETXgXfhLIbSOlCd1eLkJqejO4R7w/sPx3Ax8zTLvkolIlaJpgoKzqgYOVJJ7kWNfZ3PYAK5I+ScUfHUnFsz7mv1PeD/NjBhyTRmJk5Gp23AKG9GrzWgk1dzOOkcd8wfxPb5h1n3wSZ7cfsM+ZmheL/swCrxRhKM0+hgCCbG2IejxuNs37YNW5SE+uQaij8p+s0Hj3niXC+l0+DODPUZirnBjIeHJyazlZwjF9j/7TbqKmtuzN/9H1KU981Bed+DlBuEuAut6IxQYPPkpPo00tpqCr585jd9wf/zGh7/Dh0r9xP/yOtE+l2e8Z4qgb+/NZ+AEAVSk5bSCyounr78Ko1/YAlTHk7kwO4UOkTG0zMQysq1BPrLMZmhJE/N/JmxN9SmaxXWanvA/zUoKTWRQcpBlFPAt4k/0aQ1cG/SGEpV9ax44EsqWv7m/3gmLrmTmCURWC1mzqdms3PqISJHRzHhvbEc+fsJbEqQmCWkTE7BJc6Nhh/r6DCrE8YRYp7yfRCLCXTmZmiwsWLO5VfXH/nMfudrQsI6IxBLuaAVojWZqcnKJP3dBxEpBmDRHCHo4TV4dR/N1NAqIsO8OfyLig9ffIBuU1fgG6RgQN8BeDjoeXr0P08kpj28hF4TEslKV9FUpGLcjET83cFfDhNGxVCQ2zoOxbZ6AP2CfDlWuJ8cTiGwH20CJ9xoooHUlEO44cFu9Q5yNhaxNPUFxG5SKoxlpH+QxXeL1tj5iX6mJ70nxFCnbaCyqIZDwuM4xnhg22PB6NTMPT2n0s8Ug87cROrFI2R/e5KSjJuT1Wr6X14jJKofB05mMWTIEGqbhWzasgu9SYKu2xw6qd+g212LcTJcxLEkjbXffIC+WsP981cg8o1h3EilfXnmvVf/gpugCrlcjoNPDJOnJCCTgtEEns5QWgt+7vDmwnj279n4R/6vrkp2qwewxZqecZ1ZqXqbeqrti8wyXGnQNpKr1tjXBjNJJ19TQJBrR0LcOlGdVUdNtZYXlK/86oxHdjxAR99wVleuofxiAZWqBqTDnOgS0hnjejM9+0RTd7SSvd/98yeWV+XNayzcK240PUbPQO8ShreTjb+r9WgLL0HVGZyHvECwu5QBwU7sfWschecuf9Q07ZElzHw8kUM5LYvPcPywinEjlPQIhpNHVfgolHTyhyPH1QwbEEONDrLUe3j92VHX2Mo/ptptAWCL6QkvTeXR12diw2pfdsnWXuCg+gBuMWJK1XXkqQqR4sqAeT3xyerCdy/+xNm08796za+LD/3H9yez0zmyP9FABrju9MXD4I6LwYPyVzRUZ1T8MV6+QqlTXl6FPKwXFQ02Ni2ZCrU5hCwpgcMfYCw7S9mZbb9KCgmPZs4TidRKYygr1LBl5QOMmLuBoX0UXCrWUt6gYFRfcHEAmQSyz6h48YlbP+n4/11x2wDY0vBPU1+nmzKM4oZ8al3K2J9ykHWT1YxY0ZOYJ0PBKGX7NDX6WhN5h/7PROMfVgff64v0ESGuBjlGs4kmjR7j5za01NOU0XCFmPyxxYaMm8bBIhf8hzzGS2OcaTBJ+PjDT6g/tw5ddeHvlEcPmkTX8cnUNlze993xpgdDJi3BI0jJiBFKIsOwTzzmTulGUUHmH9v4a5B+WwHYYt9POZ/gHi6lCZ19h6RE1YRO24jXXUJCDT2oMVfy6thPyDic8zt39JsdQ9CgAE56HMd80oRrgB/layqoPaq9Btf9MVUcfcOJmv4e1TUV9I7sSwdPR5qa9ax8+l8fWnjk1VQCOyupqANRWQohoQo6hMQgEl0e/wV7w8LHlRw9fOsWm/+Tp247AKMHd2PLwZ85xPc44m0fF3raOlBqzMW7IQKdTYubwY9SYyE/vbeVyLmBbHv7MDKJjDsm3sHxHWcQjjBCphh0UnK3XqQ0q+yPoekapEpkLgyc+CSVpRpkwaMI9RLiF9iJk/kiTOrXGXnvYiprmvHx7UhYp3A6eFyeYLQE0v0f6Wf0BvD8n12OltMuW398lx++fP4aWnJzqtx2ALa4Zeyjg3jq82nYsFCsLWRzyg4mTpqAyCbDYDSx/bNf6BXbmxJZFkJ/EdXllVScb2R4wAQ0FRrKJBoCJeG4STw4uv44aZuP3BxvX4EWDy8/Ep55FZNAzrGLFgKDOuEl1fPz6WCiXE8xbLCSi5osjLpSvIJ74+CgoFMgVFRoOXZKTf++Snw9IdQXzqar+OszrW/c93/dcFsC2GLAR6kvEqZ0w9UWwI6T64kM7Idc6se+lENUK3KovKQloIcvWz87SKcpTlR/5EZvZR+OavfQ2b0XVUd1jBg3gs2rtnL2yG+TlStg5A8t0gLgkve+o6LGyIG046izywjuOZuMPcvwjEqAJin9uxsI7TqRo0fSsNafZs5D89E1g7YRFN4Q7AtNzWZmjpf8oW29EcJvWwBbjN+Q8wm+CjnNliYMBj0Z+0r4MWclAlcLunN1CM2eSDpZEHer4/gEcJ8DnSd4UL9RhjFXSJm6Cn2z4Ub48YbLCAjrRWD4EEoFQ7Dpiyk5sAA6LsA94F68zJsQOivAZCO3qAuj7lRQW1rA6NFKwgLBRQZPPdSHyuKTN7xdN1rgbQ2gj8KdjTkfYjWKaWhuQFel5+/Wl6k7B6deaaQ200LQFOg80xudpQ6pVUrVW75U6sqpzWq60b684fI8g3ojsdYjivwJncETXXkZbs6XqD9xOb9MxB1f0djgwcz776ZWB9Fdwc8TXnh2Jrlnbu0hgyt1xm0NYIuRscMi+GLLMrIaDuFg8WLDse+oLddxJqWU4l2XkwkFzoGoLt3oGtETjCKSn9qGtqr+Sn10S8vd/egGyho7kpediqG+idrMFy+3RxZJN+V6mnWXUA4MIzQkDHdX2LdPxZbvWve4708xBvy/Rjz8+VDGTx5NvaGaXMN+SrLMfHXXGbw7S6nKMdJnWiD974lGrzVRU9LIhsS0WwrV1SgPH/QxvnIRJudILuVWUp4+GXffQdRVpBE14C90jE2kZ7gzkRFQXJjLs/M6X434W172tu8B/9eDy39+jLheYzlmXIXmdANVVVU492igMM2E2dJEz9CB6Jug9Hw96z9MveWOv9IGhITFMGriKyiCHHl7lR/i5lM0NbkTEKDF38uF4aOn4OIsxt8L3nylD7nZrX/c96frAVsMcnVz4eUDg/GTRmAwWLhkPkjWyXJUK0uJ/2sEMkMgjkYfKkprSV588/d7rxS4/7/c+IkJTLr7UZydZCRvdODQ3r8hdZyMr58NX58Y+vWSkJUrIPP4cC5mt87F5v9k+5+mB7QPyvt1IPGzR9GWmblQt5uKgkYsA87TdNSb7t6DcZS5ofrpNAc2qq+Vh5teL7zLEO6b/Q4OUrhUkMGabd64i3PxD+xN9+6xuLo4YWzazRcfj73pbbsRCv9UALY4ZODwGF5+52lOXtqIzE2CJrMChW8P6huqEdqc+dvbu8nP+v0+8Y1w5h8l4423DiKVOiASOVJWVsVPKd3w9pbQ2CjFajpM5pnWdcLlavzwpwOwxfi5rw0mThlHWXE1Arda8rMrCQzogLFBwldvbaIo+8aecL4ah19L2XmPf0enThHodCZCQ7w5cVqKk0xG584y5s29vROf/ykBdHKR8dHaBYgcTDTpm8g8VYK7mweOcgHrVqZx6nDrOxXyn8B87dWD2Fpu5jy9m4GDpuDlKWPrbgcOpo6ltPT2GU78Kxv/lAC2GDo/KZrePcdgaZaRmXUBH39PTM1CVr6zkfzs375ou5Ye6WbXeS3xEI5OEioravHxViCWOoJNyl9fGUlD47mb3Zwbqu9PCeDit++h5wAv6hov4WYZSHFJEQ5OYDaK+ejNtRTk3F6v4EcSfsTdXQFWZ8QiJ4RiCaEdrahPavn066gbCsTNFvanA7BHH2+e+zQQQXNH6mwn0BwKpUeXQeiNdZj1MrauP8ierbfPWlmAfziPPbQKi8UBqVRCZsZZtDWD6NXLDd8AR3SNaSx6efTN5uaG6ftTAditlzvvfXsPxmYhaccPkHGkkWHTa6i82BGF9wCaGk3s3nmAnetuXvqx641Uv173MOPeBVSWO1BR4Mrho8dwkp9H7ODCtKmPIXN045vVUzlyovV8aHQ1Nv+pAFx/6k6cZX40CTIoLzSzb2suly42MGNWF5ws0zAajNRpm1m04MOr8dEtLTtmxBzCvB7C3cORUo0jG3d+Q7jv/Tj7ZNOzZzwB/tDQIOPAheGktdJTz21iIfqLn+YQFetHg6GUgtxGCjTZOIVcRFcmprnOgJ/zOJwcgjlx7DzffrXvlkJ1NcqjI8YTf+df8A1w4+vP8unSIZKC0iw7kF16yghXDASRkCGjDQwYFoDR3Ho+L7gSO/8UPeDoieF8/Pk7lOl2c6kgG3cvJ+7qvYnBd7pwaFcD8TMC6dVbgq7WjxCFnKceun224oZFP4m73JUOztMo055iY9qDODOIRtIY1+9rzI3duHP8QEIUsCElhb/vmnwlcW81ZW57AAcOjWD1pumYLA3s2nKKZjRUF1o4sKeII/svH8cacy90C/Gna09fzGYJzz+VTnNzy+edrf9Z8fJ+jA2ObN22i7qaZk5XXr7yNcB9CG6SaEKdJ9ClvwN9eyvx8IHtB5L4LHlB6zfsHy287QG8VLcModWf6rpcyouKKTccpCTbxsLH8uwmTp/lgk9IA52CJXh7ObBreyA//f0izc3Xlr73Zke2c2gvpsd9xaF1OuqbSml0OkdG0+W80pHi9YS6D+bR5d7InIW4eYHZDPOeU3I28/Y4mHBbA7gjdRn9BvvS3FRPo15NVsY5bC6n2LDKG2eJiKYmZ+oa8pg1G+LHwoTJnkyf6kFhgYSvvq4lN7f8ZvN0xfpCfKNQePUh1PQImvxcfrHMpAtv4IInRqcCai1FdA+YSI0Glnw6lfJqDY4CBQGdQCKDh5/rS1beiSvWd6sK3rYAvrNiLk/MH2lPKNRgOI/Z1IBF78vWfZ8QE+lPfa0RV1kPTp48Q3dFAffPaeDhh0Joqi1CZ4pEKnGjR/dovl29j+MnLtwq//9LvV+9t5kTR09ReqmJ7FNm7h35IOty5+Be/BeC3IIob8yiT49pFJfnI/A7TcLDM3D3gfwz4Nnhcu7oQ0dVvLay9Z+Mvi0BHBIXxG7VWwhww2LNITNzDW5u/XGUeqDJ05N+ajOOsmjCwwzYxGKw+LLpp88ZOrwXVn01GZmeWGyB+PiGsHnbCXbsOtxqAAwO6Mgrj3+Krk7Pnh0nUMbGY3YpRWbozv4dJ3H2dGdAv/6I3crJqUoj2jMBzzBoqoPUAyqGDFLiGwZWKxw+ruLVL1o3hLcdgNExYRxPT8JmT99rxGqrwmYOokCzF5mkG0KxAZPeRnNzMet/OsrIUR3ZvKWR4vx93DNlIikbjzFulDeHDjVgsMg5fDyf0+eKWw2ALQ1Z/mAKPx9cSYzhLzhF5hET24fc81rO1vzAcL83Mbhn0zOyC+GxnuQdFeDmD3tTVXT0VGITtVyQmIunezj9J8C9c5QcPdF6x4O3HYB7Uz9jmNKf5uYKhAJv9PpyqqskmPRnCQjwIz9fxHffHeDSpRo2pPz2wXlYqCvzEvri4upLY2Md2tIMzuc0U1DcjDqz9Xyg1Mk3Chf8ifSfSCfXgTRKL6Lo1okNBz9m75lVv/5RPGShTJwYT2xoPL16XE7zXGWGAAAUF0lEQVTRpjdr0TVpcRUrqC6C3hOgXAPzlw3h9IV/fy3Frfz33VYAfvHl8zw0dxLYKrEI0u3pKwI7/I05s7rw6WddEFqNjBh9nro6OH/h973aY3MiGRXXE6FTNFlHP0cmqGTxZyZsCGhuJd8Hdw2OJlI8GXdDDBG9g9EXOlLUnM3KrPh/yUm/LpNYcE8yFw5rMVlg+S9hTO62ii5BfRg2viduPlDTpGHSw2G3krN/q/u2ATAuLppUVaI9HYeg5bXLIc6orahS65lwl4G/fZONwRrAjCmhnDrrycuJP1FY9FuycH8fKWNHRdEt6BLb0gLIyDhN0nO+WFwmUleez4ffnybr/2RbvRXReiAmkS7CkeibLewr/4qcmrPc4/Al5QO+5mLladIv/DZWDfRTENsljiGdEjBUyFmyLZYPJtnIM6Tgg5JynZr7nlDi2pIloR6Opat46rXWNx68LQCMjgkmPf09BDYJNgrtkw+V6hJYy1EO7YJN4Ep+1jb8/YRU1XQlO1dCba2We2e9/ytHS+YPYMxAK001F9m2o5qtJ2DpHAk2j8nsPlaAl4sDGXnVbN5/89N0dAuLZGjknfR0HE6zFirT3KnWFaDiWx4J/oYu8TacfGU88ckI8srO2m2aNHwOCx99F21Wyxog5GZoEerlhPaCJpkGW8stST4KGmqwQ2g2wSdr5/N9ys2/Dek//ZlvCwDT078gJtoZs0mKWCygrLQWfz83NHnnkHv4o9p/kQXPfU2OeiF7DlTRvSNs2F7D/IXJdttHDO3M0r+MRWot5ZcDG3EwgZ+HhLwSEc3WMEJDQ5C4hGCoymHT8Vo27j1+0zrAkeHxPPzQPAyVQsRWZ/IONpOtURNecwd1LlrOWjbx0MOPUl3bSKNLDs9/cp+9bW8+u4pQjxh8bTEUSVT8cliFwjcGJw+QImdgHyU1eg1uUgX6epC5Y4dz3CQl6RmtZ1LS6gFMTf0GZVxvsOWQnLyTmOhgYiLFJH9XyANzf7untyUo33w6m/umDsCsy+LnzWd459Oz9t5xww+vc/jARqSmUsLkFTz5dhbBPjJS0vTcd2dn7olxRu8cjlAgxCiQk3+pjKVfXs6+/0c+Y2MnMVs5z34bk1gqoyHLgVM7zrFa8BI9LKO5IN7NKP8HmTLwaXyjZBhqxeyofZP3v3qVj+elUpkHvaP74OTqwshXWkL529Pyen7vCRWlNRoOXUwmPiaRkD6gq9czfHoADU2t49BCqwZwxoyhrE5+AgSuqNNVLbfuoghuIGXjaRJm3U3isl0sff2HX72+8OkBvPZsHxLf38u0CZ0J7jiGZl0jmoICtmxPZ7Aii5+26/h2/28Jicb3kdPTR0h4p1DqrL4E+XWg2WRDJJKybvdRNqXd+Gzy/SIGMGXI/YS5d0HoLMZaLSWz6Dwux3pxRLeetQ1v/RNMX/es4MuaubyoXE/nu4RUlNSRk6Ylo1aFUKvA7KXhQFEyJ/+x/TYxbg6LZyXz+Y+J3DsokZxiNVE9Y5A4gcwVzuSreGhx6xgPtloA4+J6odq7FGxa9HoPZA46VKp8lEODUKUeQKkcT/J3e0hefZD9v5xmyfNDWPKXsVjrj7JqTTaR3QPoEjUbk7GZovwMUlUnMDdkYappZn+2hT1qI+OjXYkKcaS8soIoL3CPnoqL0IbVJsXiGojZaKKqvIJjWYWknzxJVu21JzRykjnTL7QfkYoY7ug7CiESBFYxpkohzj6OFH8pYV/lBmKlQ9jr8gPba5IZJX6UyI5DOVW+g5GKmXS4w4E+EUqELTmfd0J6tgo/LwVDZyoo1WkY81QYLk5ynp+1glGxCQiEcFqjsr+Om0xaXF3k9lsGDI3wy7k1LHj18uv8Vj6tFsDa6qPI3fQsevEDlr9+L2p1EcPvfAVtXRMLn7uH5Ynj7Bc2zF/4HR98ug2bdh0Y8lj+TjJ9o7xRdFbi7yGlvEKH3F1Os66ODauX4+8KEUEdGLS4ivuH+RHhbcJsdcHHRUSl3ovuYUGoy8w4SGUEeLgjlDpj0RuxVVeQL3Tjh5TNZBaX/lPMIoLDmT5mCoVlJXy9+W+/i+f08HuZFD8ZZyc3hCIRYr0UdcEZqnSVjAqMp7i6hLz1NYi6WsjJyyWqZ2++yEjER6ZgccAaPjn3PA/Jk+jxqoN969Fsg5YNns9/TMJbpuDe2fHoTFqWfjifw3kbOfRNrX0nZEfaGhZ9dB8dfBT0j41jySPJpOxNZtKIBPx7wKTpSo7943KbWwVhqwQwdc8ylENb1q3c0WprUasziYnuiof/TLuf5tw/hPmP9idl61ESF80CYcs0T8uOLd+x+sdMius8WJU0D0fbJeTiGpoE3TBYnLAgZev6H3Bs0tC/e0dKm9xwa7rEwQIBIrMQn45ReIitWCRy+62Z2po6HNx9sFZXYvMNQadroumSBo+zp9hoEHMyT4NVLOalqYtx8fIgIz+b82cukFV+EeRiHoyYRZOhmd49+9l7HpFjyyTKAaFETIW+An9xEKYSkX0C4nhJjlp6FF+xAnejNy4DJNRnCTldlsakSXdz8sw5YnrGYBVAORp8u8vYm7aDxZ89wN8fyaesQcNwpRIHb7hwUsPR8yr7JOSrHZcv3Hls2hIG9lLSrYOScq2G4EAFQimMeSiM4pbV6lv0tDoAl7wyn8RXHkS1b0vLywLVgYvI3WzMf2IiiW9s5tvVu8k/9wEYs1H9koNSeTcNDXXk5uShLT+FMkoErndgs5ihTo3B5kF+uTN+zo3UiyIRNBYjrCvCqK3GYBVRa3RH5t8dS3UJZgcPjE1NCKw29GYBCKSUlZbhWVkAMk9yJXL8iy4iamhEomvib9kFRIliMYaFoggIJaP4Il5SD8QnTJyPqWBW5HSstTYc/J053XieLuIuuLl7UCGrIrAlk2SVhOYzIgwFYuRRMo7tTGfQkDgc/ESYasW4RIgpqy5B3hiGUA5WE+RVagjxV+AUDGIXyD/cQOGFKjoP8cc/Sma/M1hXDBc0agYqY7h/oRKBAN54JpmCQg07jifTp6eSoVHx9l6yWqzm7tm3bjzYqgCMi+uPavdbaPLOolB0RFtbi0fATCbd1ZuUv78EtmYQ+oCljpQNm5A5BzMmriPYLGgbnbE2l+HpYoXmSmyOYWDUYRYFYjZZMOOMqbkBS20RRteumPQGTOfWYfGI5FKtlbQTZykur6Wzs5mh/fpQW1SKy/l9XMivQdtyg4ODM31lVo4XNCMVSugjspDuF0FDdjSKqI5QZaU41ARnTPSX9yBbW4KfXyg75Gnc5zOVU+fOYzabGV01khPhGXgN8ySoRwgHdhznfPUpIqOiGFg2AXEvC2S54t5fithRjGNXQcv/CIkfGOovn3QRuUDtOQgYDU3l0NjymbMMBCLsPaGjD3yxOok7+sbbx38tGcxb1gF/2JXE8m8W8NTsJcy7J9Hey7v4w/ZdKTyReGtOUrcaAOXubtRWHQSrlsSlK1i6bAOpOxJpWdVSDu2FSqVCWwd3jRmG2KoBq54j6mYGxIaAwBkszWDWg0MoNLbcpyEAsRsYdFhsErRVFazZmcmlsyqs8m7omq2sXP2vvyQ7/s4T2GrKSE9LQ+roQ1XeGRxEzjyd0Ui8u4jJro4cqGhgjUXET50m0CyJROOvx9lHTlifbvx9zRo2n9jJGukKfnE4zReGNQx3GUY/r4HcJbuL/fJD9A8bCn4C5q17kEP5v1+Xm9x3Bi5mTzr08sSiljN7wXTEef44dwOhGGxCaK7C/hp1DIDmf3zqLHaGvDwN/h4KjA3gFnJ50vHxj4k8dX8ie4+nMHJwPCMeDCPAW8ET9y9BqVQy7+V4du67+V/WtRoAU/euQTm0K8qRs0laPpWULeeJn6AkpqcP9gGUwAWszWA1gNUCklAw14K+GMQe9qWaCxk5/LghFRxDMFceYWtaJerz+Vc9upnXN4hHu/tyqrwJk8FGD4uOg/VmFqsriJXAio6+nMt3It0YxgxRb4QRIhwG98KsM4NVTNbpPI5mnuYp0UwOOKfzZP3L9KUXq7p/gwMOXLDm0z2hOzgJ6Px06FW3z9VBzp39JtFBrrD/x4ICg5g2ei6mlp5aCIY6cA6+DGd9weVe07kDNLScvxWCSp2Co0BObZ2WUzkq5j00n/AuCu6ZqyTtJl9e3SoAXPX1u8RPGklS0ockzBqHIsgBhF6AGAxZIPIHaUe0ZYdI/n6vfSaM0A3VwbPs/+XYVQfwv1WI6KRg4/MzMZZcIuvkcXYW1vHlmd/SecxxAIWbK+PDRrLZy49tB/dxUpfNtJCxXBSVsNK4mKP159DSwIu6pF/VDfYcwIqe7+PfP4jGgGbe3/UeX+744r8156p/HxY7hthu/e2v4sYyGBc3hciYnvb/cWM5eIRDYwWIHUGj0ZBZoCYsXIHUGeLG3dxrXG85gHFxA1Ht/RFsRrujVam7UO0/hlbbiLbewsZNO9DWNV51EK63wg+P381AFxtGt0BSDx8j+XgmvYz1fKqFN/tEEeAfgINeRPe4+4h+edav6pLj32VASTgl4joupV8iofll+28/Kb6i0qGe4L6d6GHpiWuMBz4LPa+3mddUf3r8HPvyjZM39mWdWTMSUCgU9nXDg0dUjJ9y8yYltxxARWgImoKbczXq1URrXlQH/jrjHsw2IdaCfNKOnELs4o6p2UacmyP6mIHY6vuw51Q6T5z6bYP/blcl781ehk0sRHBMz8nDmYjcpQzX96UouoFgz24wEPbv+oWJhyZcTZNuSll3dzl1dTdvm+6WA3hTvHqNSio3fYutppyD69fRz0VM6oE0HL2CSWuCAROn0MdDTse/Lvmd9J+fW8Ugn17EL5vDOt8P+DA3madC5lE4qI5I7yikd7tz5/zRHDhz+erVtvy0A/gfor947iwWPjALwfbVmERyTNtTOC9woMQ7lNEDB1PoLKfPgt9/g/vCzPksmvUcou9reKP8axZZHsFxjj/NAhMuahd0RQ14rQloy9z9ans7gP8Bg0APNy6++SwWRznWAg2FAgdCvHyxSR0x6w28tXk7y3fuYkjP/jw5Yha1xkYe+2whIZ6BZL74iz2NmtTZkVxLMR1LAxG4iBFGOJK4+nWWrn2tHcDLi2X2yVH78288sO3tREbH9MSkPsaZjGwiO3XlnFVKz6AQBLkXeeNIDVHdopgYdxcYbJzddZLN2jT+OuMFRFYJ1jPNCBtFNHay4RzgZodQMP4f11q2e70dwP/GQJyXE6qP38Umc4H9+9hf2UBc/76Q7w8Xc0l1kTLcezyIBeDjjCC9gX2VJ7kjQgmRbpBphhILjHIDdwlJaz9mwYaF/01tm/m9vQe8glDXfv8Zck8fyrJz8PfxRa1tQLN+PfIGOd+VmPh62CJUQcUo+8eR9P4HUGZhftfZqHrkEdTkQ7hLOIQ5tBxHYMjrd3LoUuv5DvkKzP9Di7QDeAXuXfLATBKn3Q0ZZyC4M6rTZxn+2nJ0j87FxXsUCZtWo9GXI3dyJyl0AQqJP4mnvoDB7iTevQgKzRAgRV11gdjHB16BxrZTpB3AK4y1beuPl3f7BSJUGzdRVlnL9DETwRhE4uYNLN3xKQr3DuQv3g9NNlSbD6LRl5EwdgaIpHYAX/n5TV479O4VamwbxdoBvMI4b1+2hDHhYdCsJ2Xtj8RHx6CyeDOky2Akc+N+lbLq6Q+I7zMW0nRo82tQhHeCoXKIdULQtX3y8f+7ux3AKwQwLiYK1WcfQ4MOjh1BVVGDUhGGMvln9p/+5zFd+lu70TboiHGOQOjkgJuDO4n73mXp2uVXqK3tFGsH8CpinbNrO+FNOmhswowAsZsPKftyieneB9WJQyAUgQUSRkynob4JF1c3cBC1nKsl9kUl6rzL3/S2P795oB3Aq6Bh4bg7Wf7YPKisBJEEzDJUh7TEdO+H3NMDjDZSDuwkfthd4CCxg4evA6qMNIa/1Pr2fa/C9D+saDuAV+la27YU0BuoMVl5cOlrJClfRaXNQtG9MzFuXdBkX0KVfQTlkOHERESDWET8u7PZmLb1KjW1jeLtAF5lnJfcE0/itKmgN5G4fh+Js5eiLa3B44neLJn4DInTn0O1ZT9DBgxB7CzD7AiS+9v3ff+dm9sBvEoA+3ftwpGvv6Dl+wD1kXS04q4sWPUq6oIMu6RVT68goXNLJish9JOTuPptln50ObF4+/N7D7QDeA1UpH6bjDLAD5pM0BxEYsrfWLo2iWfGPkjSw6+jF5jQXqzCv2Mwgrt9r0FD26nSDuA1xHrG0CGsfvwxsAWAsANaswltbR1aSyMx/t3BWQLNNtYc3sh9K+Zdg4a2U6UdwGuMtW3TBhA6kfTzQeaPfYj5q14lccbzqI4fRO7jiTJyCDHPjuD0xdv7OtVrdM8VV2sH8Ipd9c8FlzzyCInz5qHNg+RtKSz45lUmDRxD8pMrkPt5USbTETCk0zVKbzvV2gG8xlgH+flR+OVP0OiHKvMUqvwTKLsMQBnaH9wkzP8ukQ/WrbxG6W2nWjuA1xHrVYteIWHMXLTlOpI2fk3ilAVoqkpQdAhFcJf/dUhuO1XbAbyOWEdHRKD+JhWV6gDDX5zGpL6jSfliDUkbvmTBqy9ch+S2U7UdwOuMdeoHP6OMGIAqVYXc1YMYZT/CJsWgqSq6Tslto3o7gNcZ52fuf5Sk55ex/JP3GTNwBFqpnuGzWnIXtj9X4oF2AK/ES/+ljC1fR9KKJOY/+CTxz81k4972fd8rdWs7gFfqqf9QbsVLy4kfMR6ZkyMBA8JvgMS2I6IdwBsQ6+juUah3pJH4/jKWJi27ARLbjoh2AG9QrDesWssDzzyCtr7uBklsG2LaAWwbcW61VrYD2GpD0zYa1g5g24hzq7Xy/wEfusAtXQX4/QAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="Christmas Star 2023"><notes>Merry Recursive Christmas 2023!</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Z curve length %&apos;length&apos; level %&apos;level&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="level"/><l>1</l></list></block><script><custom-block s="Z curve length %n level %n"><block s="reportQuotient"><block var="length"/><l>2</l></block><block s="reportDifference"><block var="level"/><l>1</l></block></custom-block><block s="turnLeft"><l>135</l></block><custom-block s="Z curve length %n level %n"><block s="reportQuotient"><block var="length"/><l>2</l></block><block s="reportDifference"><block var="level"/><l>1</l></block></custom-block><block s="turn"><l>135</l></block><custom-block s="Z curve length %n level %n"><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>sqrt</option></l><l>2</l></block><block s="reportQuotient"><block var="length"/><l>2</l></block></list></block><block s="reportDifference"><block var="level"/><l>0.2</l></block></custom-block><block s="turn"><l>135</l></block><custom-block s="Z curve length %n level %n"><block s="reportQuotient"><block var="length"/><l>2</l></block><block s="reportDifference"><block var="level"/><l>1</l></block></custom-block><block s="turnLeft"><l>135</l></block><custom-block s="Z curve length %n level %n"><block s="reportQuotient"><block var="length"/><l>2</l></block><block s="reportDifference"><block var="level"/><l>1</l></block></custom-block></script><script><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportRelationTo"><l><option>distance</option></l><l><option>center</option></l></block></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportQuotient"><block s="reportRelationTo"><l><option>direction</option></l><l><option>center</option></l></block><l>4</l></block></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportVariadicProduct"><list><block var="length"/><l>10</l></list></block></block><block s="forward"><block var="length"/></block></script></block></script></block-definition><block-definition s="-- %&apos;n&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%anyUE" readonly="true"></input></inputs><script><block s="doRun"><block s="reifyScript"><script><block s="doChangeVar"><l></l><l>-1</l></block></script><list></list></block><list><block var="n"/></list></block><block s="doReport"><block s="evaluate"><block var="n"/><list></list></block></block></script></block-definition><block-definition s="animate setter %&apos;setter&apos; getter %&apos;getter&apos; delta %&apos;delta&apos; over %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="control"><header></header><code></code><translations>de:animiere Setter _ Getter _ Delta _ über _ Sek. beschleunigt _&#xD;ca:modifica setter _ i getter _ amb delta _ en _ segons de forma _&#xD;pt:anima com modificador _ e inspector _ de _ em _ s de forma _&#xD;</translations><inputs><input type="%cmdRing"></input><input type="%repRing"></input><input type="%n">50</input><input type="%n">1</input><input type="%repRing"></input></inputs><script><block s="doDeclareVariables"><list><l>end time</l><l>destination</l></list></block><block s="doSetVar"><l>end time</l><block s="reportVariadicSum"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></list></block></block><block s="doSetVar"><l>destination</l><block s="reportVariadicSum"><list><block s="evaluate"><block var="getter"/><list></list></block><block var="delta"/></list></block></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="end time"/></list></block><script><block s="doRun"><block var="setter"/><list><block s="reportDifference"><block var="destination"/><block s="reportVariadicProduct"><list><block var="delta"/><block s="evaluate"><block var="easing"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></block></list></block></list></block></block></list></block></script></block><block s="doRun"><block var="setter"/><list><block var="destination"/></list></block></script></block-definition><block-definition s="PI" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l>3.141592653589793</l></block></script></block-definition><block-definition s="degrees %&apos;radians&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Grad _&#xD;ca:graus de _ radians&#xD;pt:_ radianos em graus&#xD;</translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations>de:Fehler _&#xD;pt:assinala o erro _&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="glide %&apos;steps&apos; in %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="motion"><header></header><code></code><translations>de:gleite _ in _ Sek. beschleunigt: _&#xD;ca:llisca _ en _ segons de forma _&#xD;fr:glisser _ en _ sec. accélérer _&#xD;pt:desliza _ em _ s de forma _&#xD;</translations><inputs><input type="%n">50</input><input type="%n">1</input><input type="%s" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><custom-block s="animate setter %cmdRing getter %repRing delta %n over %n secs easing %repRing"><block s="reifyScript"><script><block s="doGotoObject"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getPosition"></block></autolambda><list></list></block><block s="reportVariadicProduct"><list><block var="steps"/><block s="reportNewList"><list><block s="reportMonadic"><l><option>sin</option></l><block s="direction"></block></block><block s="reportMonadic"><l><option>cos</option></l><block s="direction"></block></block></list></block></list></block><block var="duration"/><custom-block s="easing %txt"><block var="easing"/></custom-block></custom-block></script></block-definition><block-definition s="animate %&apos;attribute&apos; by %&apos;delta&apos; in %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="motion"><header></header><code></code><translations>de:animiere _ um _ in _ Sek. beschleunigt: _&#xD;ca:modifica _ amb _ en _ segons de forma _&#xD;pt:anima _ de _ em _ s de forma _&#xD;</translations><inputs><input type="%s" readonly="true">x 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var="easing"/></custom-block></block></script></block><custom-block s="animate setter %cmdRing getter %repRing delta %n over %n secs easing %repRing"><block s="reportListItem"><l>1</l><block var="accessors"/></block><block s="reportListItem"><l>2</l><block var="accessors"/></block><block var="delta"/><block var="duration"/><block var="func"/></custom-block></script></block-definition><block-definition s="easing %&apos;choice&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Beschleunigung _&#xD;ca:de forma _&#xD;pt:a forma _&#xD;</translations><inputs><input type="%txt" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doIf"><block 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var="easing"/><custom-block s="easing %txt"><block var="easing"/></custom-block></block></custom-block></script></block-definition><block-definition s="do in parallel %&apos;actions&apos; and wait" type="command" category="control"><comment x="0" y="0" w="238.66666666666666" collapsed="false">Accepts any number of scripts as inputs.  Launches a separate thread for each of them, so they are done in parallel, then waits for them all to complete.&#xD;&#xD;This doesn&apos;t change how the Snap! scheduler works; the threads are not truly asynchronous. And there is no increase in speed.  Rather, the point of this block is to allow starting synchronized but independent scripts.</comment><header></header><code></code><translations>pt:executa _ em paralelo e espera&#xD;ca:executa en paral·lel _ i espera&#xD;</translations><inputs><input type="%mult%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>threads</l></list></block><block s="doSetVar"><l>threads</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="evaluate"><block s="reifyScript"><script><block s="doDeclareVariables"><list><l>is running?</l></list></block><block s="doSetVar"><l>is running?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="fork"><block s="reifyScript"><script><block s="doRun"><block var="each script"/><list></list></block><block s="doSetVar"><l>is running?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><list></list></block><block s="doReport"><block s="reifyScript"><script><block s="doReport"><block var="is running?"/></block></script><list></list></block></block></script><list></list></block><list></list></block></autolambda><list><l>each script</l></list></block><block var="actions"/></block></block><block s="doWaitUntil"><block s="reportListIsEmpty"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="evaluate"><block var="test"/><list></list></block></autolambda><list><l>test</l></list></block><block var="threads"/></block></block></block></script></block-definition><block-definition s="do in parallel %&apos;actions&apos;" type="command" category="control"><comment x="0" y="0" w="238.66666666666666" collapsed="false">Accepts any number of scripts as inputs.  Launches a separate thread for each of them, so they are done in parallel, then continues with the current script while they all run.&#xD;&#xD;This doesn&apos;t change how the Snap! scheduler works; the threads are not truly asynchronous. And there is no increase in speed.  Rather, the point of this block is to allow starting synchronized but independent scripts.</comment><header></header><code></code><translations>pt:executa _ em paralelo&#xD;ca:executa en paral·lel _&#xD;</translations><inputs><input type="%mult%cs"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="actions"/></block><l>0</l></list></block><script><block s="fork"><block s="reportListItem"><l>1</l><block var="actions"/></block><list></list></block><custom-block s="do in parallel %mult%cs"><block s="reportCDR"><block var="actions"/></block></custom-block></script><list></list></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="0,0,0,1" 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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</pentrails><costumes><list 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