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mQUE8Mxk47tAAI9v5k5MgMDyBQTw8o0Hv4IAHvwIHYAAgR4KCOAeDqVvWxLAfZuI/RAg0IKAAG5hiks+gwBeMrD2BAiMUkAAj3Lssx1aAM/mpZoAAQIlAgK4RGnkNQJ45DeA4xMgsBQBAbwU1raaCuC25uk0BAj0Q0AA92MOvd6FAO71eGyOAIGBCgjggQ5uldsWwKvUthYBAmMREMBjmfQC5xTAC+C5lAABAscICGC3xqkCAvhUIgUECBCYWUAAz0w2vguWFcCbeeerEendaf9zeHsKm6cp4tNX0sZv93SDtkWAwEAF+vq33kA529z2MgJ4M3/+PRHTL3c3YJ/jt5tojvjBdrpwU5vTdSoCBNYlIIDXJT+gdZcTwDtvTZG+vR9wOVJvnwHvDep7W+nCmwY0MlslQGAAAgJ4AENa9xaXHcBrOt+nttKFD3drX8q7VyPivfv7SOe20vmnNvMr/oHw3HbaeNua9mlZAgQaFRDAjQ625rEEcBbANW8ovQgQ2P/nPgcCpwkIYAF82j3izwkQmF1AAM9uNrorBLAAHt1N78AEViAggFeAPPQlBLAAHvo9bP8E+igggPs4lZ7tSQAL4J7dkrZDoAkBAdzEGJd7CAEsgJd7h+lOYJwCAnicc5/p1AJYAM90wygmQKBIQAAXMY27SAAL4HE/ApyewHIEBPByXJvqej2Au3esikhfi8hfOuGA90bErQd//lhEfOvo2vzGiPS7+3+Wv5di8sZlo00jvpQiv6/77bsU4Y04lg2uPwECJwoIYDfIqQKbeffjKeL+UwsHVJAj//122vjlbsveCWtAg7NVAg0JCOCGhrmso9yXH38wx+QPl9V/HX1zxBe204VfF8Dr0LcmAQKdgAB2H5wqcHf+/Ot+LPKnU0x/MiK+HhEvnnDRXC9BR6SPnbqRBQtyxJmI9M4U0/9JcdPvb6Xf2Ht53DPgBWFdToDAXAICeC42Fx0ncFSYHVXbpw87EMDuZwIE1iEggNeh3vCaArjh4ToaAQJVBQRwVU7NlhXAF/POH0VMzqaIb9ZWTjG9GJH2fnI7Rzwakb4Vkd+YIn5v/79Nvxdx5k+ur5si3jGN6b8/mjb+oPZe9CNAYDwCAng8s17JSZcRwJt595EU8cBBQK7kBxe6X7na+2WlvQB++fvDiDny1nbauG8lsBYhQKA5AQHc3EjXe6BlBPDFvLM7iXS+bwEcEV/cShfev15xqxMgMFQBATzUyfV038sI4M28czlFeqg78jTy1Umkc8s+fo7px1JM9t4oZP8l6P2f0s4Rd6aIc92z4xzpo9vp/N4zc18ECBCYVUAAzyqm/kSBZQfwOvhzvPxWlIf/MZAjP7ydNi6vY0/WJEBg+AICePgz7NUJBHCvxmEzBAj0WEAA93g4Q9yaAB7i1OyZAIF1CAjgdag3vKYAbni4jkaAQFUBAVyVU7PNvPvViHh39+NKKdLTOfILx6i8LiJ+ofuzFOn7OfI/naB39tAnLC0Fef+BcPTDwf8DXgq5pgRGLyCAR38L1AXYzDv/lSL9RN2u6+0mgNfrb3UCrQoI4FYnu6ZzXcw7/ziJ9PNrWn6hZbtPOz545v6KPgJ4IVYXEyBwjIAAdmtUFbg7f/7Mm2J6d0R6McX0+ROa35Ij/dV+5OX/nkT85nG1OeLeiPShqhu9oVn3gvl++L76SwAvU15vAuMVEMDjnf1aTz7LpyEd/t3bdWxaAK9D3ZoE2hcQwO3PuJcnFMC9HItNESCwQgEBvEJsS70sIIDdDQQIjF1AAI/9DljT+QXwmuAtS4BAbwQEcG9GMa6NCOBxzdtpCRB4tYAAdlesRUAAr4XdogQI9EhAAPdoGGPaigAe07SdlQCBowQEsPtiLQJ9D+Ac8ZUU8YsdzjTyDyaRvtJ9nyPOpojurTG7759NEc/uA6abI/JPR8TXt9KFu9aCalECBAYlIIAHNa52NruKAO7e2WreGzzvv5f1Hvgrv3+553H9c0zv2E73/EM703ISAgSWITDv30/L2IueIxJYRQAvwrlIAKfId11JG08usr5rCRBoX0AAtz/jXp5wP4Dj2/M/R13VsfbfIfr6PqeRPzM5eFvM7vszEY/tP0tOn4iI2/crBfCqpmMdAkMWEMBDnt6A934x7/zcJNJJH0HYm9MdfjZ8eFM58sPbaeNy9982886TKdI5AdybsdkIgd4LCODej6jdDV7Kn3suIv/UUE8ogIc6Ofsm0A8BAdyPOdjFCQKHP4zhcOgddcnhZ6LLRhXAyxbWn0DbAgK47fk2cToB3MQYHYIAgRsEBLBbovcCArj3I7JBAgTmEBDAc6C5ZLUCAni13lYjQGA1AgJ4Nc5WWUBAAC+A51ICBHorIIB7Oxobuy4ggN0LBAi0KCCAW5xqY2cSwI0N1HEIENgTEMBuhN4LCODej8gGCRCYQ0AAz4HmktUKCODVeluNAIHVCAjg1ThbZQEBAbwAnksJEOitgADu7Whs7LpAF8AR6aHu4wFzTK9GTJ44Xmd6McXk1v0/z90HJdxbUzJHvppicq57f+jwXtA1afUiMDoBATy6kQ/vwJfy7m5EnO/hzr+4lS68v9uXD2Po4XRsiUDPBQRwzwdke1247T6SIh7on0X662mkP+72NYlp93GE7zrY4/3TmDx9fb8vxY+++9l0zzP9278dESCwTgEBvE59axcLbOadKznilhTxjYh48fgL04ci8tm9F6AjPpMinj1hkQcj4jXFm3hFYffQ2X9R/GCtE3+lYBr56qNp48751nIVAQItCgjgFqc64jOVvhT8gbxzx02RnioJzxLOLoZPejDlyC9sp42bS3qpIUBgHAICeBxzHs0pSwP4vrxzZ46098NcXTimSG9eBOlwjxz5WkQ8HxE3R6Tb9/vma9tp4/pL1Iss5VoCBBoREMCNDNIx9gXmCeDadinyXVfSxpM3hPzVbS9B16bWj8CgBQTwoMdn8zcKCGD3BAECQxEQwEOZlH0WCQjgIiZFBAj0QEAA92AItlBPQADXs9SJAIHlCgjg5frqvmIBAbxicMsRIDC3gACem86FfRQQwH2cij0RIHCUgAB2XzQlIICbGqfDEGhaQAA3Pd7xHU4Aj2/mTkxgqAICeKiTs+8jBS7l3e49mA/e/CI9HZG7N8Q44ivdHJEP3hgjPR+RF3yXqus9urennPo9YPcnAQKnCgjgU4kUDEngUt79z4i4Zc173thKF3a9Eceap2B5Aj0XEMA9H5DtzSZwMe88OYl0brar6lXniLydLky6jgK4nqtOBFoUEMAtTnXkZ9rMj79nEumUTzlK78oRHz+gupYi378oW470lu6Z7/U+AnhRUdcTaFtAALc9X6c7RmAV4biKNQyYAIHhCgjg4c7OzhcQWEU4rmKNBQhcSoDAmgUE8JoHYPn1CKwiHFexxnr0rEqAQA0BAVxDUY/BCcwajpt595Ec6dYU8c3yw+azKeLerj5HPBuRHnv52vyOaeR/eyxtPFjeTyUBAi0JCOCWpuksxQKzBHAXvinigYMgjXkeNDniyOty5K3ttHFf8cYVEiDQjMA8f5c0c3gHGa/ALAF8Me/sTiKdX0YATyN/8dG08f7xTsLJCYxXQACPd/ajPvksAbyZdy6nSA91YNPIV+f5PePDz4C7Hungd5WnkT/6WNrYe3btiwCBcQkI4HHN22kPBOYN4HkBT3gJ+uHttHF53r6uI0BguAICeLizs/MFBATwAnguJUCgioAArsKoydAErgdw98w0RzwdMTn2nbByTO+dHPw08yLnPOrBliN7BrwIqmsJDFhAAA94eLY+v0AXwNNIT6zqAeAl6Pln5UoCrQqs6u+fVv2ca6ACH8yP3/bamFxb1fYF8KqkrUNgOAICeDizstPKAt0nJ6WI7jOBn42IYz43eG/RsxHp1kWWP+6B5iXoRVRdS2DYAgJ42POz+xUIHP41pNrLCeDaovoRGI6AAB7OrOx0TQICeE3wliXQuIAAbnzAjre4gABe3FAHAgReLSCA3RUEThEQwG4RAgSWISCAl6GqZ1MCAripcToMgd4ICODejMJG+ioggPs6GfsiMGwBATzs+dn9CgQE8AqQLUFghAICeIRDd+TZBATwbF6qCRAoExDAZU6qRiwggEc8fEcnsEQBAbxEXK3bEKgdwDni2bT37lp7HwTRfd+9E1f3dXPef9etf95O53+pDT2nIEDgOAEB7N4gcIrA9QA++OSkJycRdx53SY54MSJePwvqUQ/CH8b09s+me56ZpY9aAgSGJSCAhzUvu12DwMW8szuJdH4ZSx/1IQ3df5tEvutK2nhyGWvqSYBAPwQEcD/mYBc9FtjMu4+kiAeWscXDAZwjX4tIt3cPyiSAl8GtJ4FeCQjgXo3DZvoqsJl3ruSIW1LEN2L/Zebjvu6d5ZOT9p/tvvpLAPf1TrAvAvUEBHA9S50IxObeRxymc4tSCOBFBV1PoP8CArj/M7LDAQkI4AENy1YJrFlAAK95AJZvS0AAtzVPpyGwTAEBvExdvUcnIIBHN3IHJjC3gACem86FBF4tIIDdFQQIlAoI4FIpdQQKBARwAZISAgT2BASwG4FARQEBXBFTKwKNCwjgxgfseKsVEMCr9bYagSELCOAhT8/eeycggHs3Ehsi0FsBAdzb0djYEAUE8BCnZs8E1iMggNfjbtVGBTbzztMp0u0Hx3s6It5VetQc8Xza/0hCH8ZQiqaOwIAFBPCAh2fr/RPYzDvPp0hvXnRn348z7/2LdPeXF+3jegIE+isggPs7GzsboMDFvPPkZMH3gs6RX9xOG28Y4PFtmQCBGQQE8AxYSgmUCHwwP37b6yL9eEntjyK988yhD0T6YUxeOhPxLzde+1L86LufTfc8U9JTDQECwxAQwMOYk102KLCZd/43RXr94c8EPumY08hXH00bdzZI4UgERikggEc5dodet8AH8s4dN0V6qttHaQDnyC9sp42b17136xMgUEdAANdx1IXATAL35Z07c6Qn9gM4v3DcD27lyNfi/3+qOl/bThvFP1U904YUEyCwcgEBvHJyCxKIOBzApR458tVtL0GXcqkj0HsBAdz7EdlgiwICuMWpOhOB2QQE8GxeqglUERDAVRg1ITBoAQE86PHZ/FAFBPBQJ2ffBOoJCOB6ljoRKBYQwMVUCgk0KyCAmx2tg/VZQAD3eTr2RmA1AgJ4Nc5WIfAKgesB3P0OcI54enLMhza8FHH/JOIT+xf7KWi3EYGWBARwS9N0lsEIdAE8jfTELA/AHPlb22nj7GAOaaMECJwoMMvjHyUBApUEuveLfm1Mrs3SzjthzaKllkD/BQRw/2dkh40KdJ+clPZfen42Ip4/4Zjds96bI/Ll7XTPwcvRjaI4FoERCQjgEQ3bUQkQIECgPwICuD+zsBMCBAgQGJGAAB7RsB2VAAECBPojIID7Mws7IUCAAIERCQjgEQ3bUQkQIECgPwICuD+zsBMCxwpcyrvde3bEbW+7cvmZb993+XDhVrrgcezeITBAAQ/cAQ7NlsclcD18Tzq1EB7XPeG0bQgI4Dbm6BQNCwjghofraKMWEMCjHr/DD0HgtADuXpb+yHN/9/AQzmKPBAi8LCCA3Q0Eei5wYwB3Lzcf9d96fgzbI0DgBgEB7JYg0HOBT771Vx668QevDm/ZM+CeD9D2CBwjIIDdGgR6LnDaS9Dd9v0QVs+HaHsEjhAQwG4LAj0XEMA9H5DtEZhTQADPCecyAqsUOCmEPftd5SSsRaCegACuZ6kTAQIECBAoFhDAxVQKCRAgQIBAPQEBXM9SJwIECBAgUCwggIupFBIgQIAAgXoCAriepU4ECBAgQKBYQAAXUykkQIAAAQL1BARwPUudCBAgQIBAsYAALqZSSIAAAQIE6gkI4HqWOhEgQIAAgWIBAVxMpZAAAQIECNQTEMD1LHUiQIAAAQLFAgK4mEohAQIECBCoJyCA61nqRIAAAQIEigUEcDGVQgIECBAgUE9AANez1IkAAQIECBQLCOBiKoUECBAgQKCegACuZ6kTAQIECBAoFhDAxVQKCRAgQIBAPQEBXM9SJwIECBAgUCwggIupFBIgQIAAgXoCAriepU4ECBAgQKBYQAAXUykkQIAAAQL1BARwPUudCBAgQIBAsYAALqZSSIAAAQIE6gkI4HqWOhEgQIAAgWIBAVxMpZAAAQIECNQTEMD1LHUiQIAAAQLFAgK4mEohAQIECBCoJyCA61nqRIAAAQIEigUEcDGVQgIECBAgUE9AANez1IkAAQIECBQLCOBiKoUECBAgQKCegACuZ6kTAQIECBAoFhDAxVQKCRAgQIBAPQEBXM9SJwIECBAgUCwggIupFBIgQIAAgXoCAriepU4ECBAgQKBYQAAXUykkQIAAAQL1BARwPUudCBAgQIBAsYAALqZSSIAAAQIE6gkI4HqWOhEgQIAAgWIBAVxMpZAAAQIECNQTEMD1LHUiQIAAAQLFAgK4mEohAQIECBCoJyCA61nqRIAAAQIEigUEcDGVQgIECBAgUE9AANez1IkAAQIECBQLCOBiKoUECBAgQKCegACuZ6kTAQIECBAoFhDAxVQKCRAgQIBAPQEBXM9SJwIECBAgUCwggIupFBIgQIAAgXoCAriepU4ECBAgQKBYQAAXUykkQIAAAQL1BARwPUudCBAgQIBAsYAALqZSSIAAAQIE6gkI4HqWOhEgQIAAgWIBAVxMpZAAAQIECNQTEMD1LHUiQIAAAQLFAgK4mEohAQIECBCoJyCA61nqRIAAAQIEigUEcDGVQgIECBAgUE9AANez1IkAAQIECBQLCOBiKoUECBAgQKCegACuZ6kTAQIECBAoFhDAxVQKCRAgQIBAPQEBXM9SJwIECBAgUCwggIupFBIgQIAAgXoCAriepU4ECBAgQKBYQAAXUykkQIAAAQL1BARwPUudCBAgQIBAsYAALqZSSIAAAQIE6gkI4HqWOhEgQIAAgWIBAVxMpZAAAQIECNQTEMD1LHUiQIAAAQLFAgK4mEohAQIECBCoJyCA61nqRIAAAQIEigUEcDGVQgIECBAgUE9AANez1IkAAQIECBQLCOBiKoUECBAgQKCegACuZ6kTAQIECBAoFhDAxVQKCRAgQIBAPQEBXM9SJwIECBAgUCwggIupFBIgQIAAgXoCAriepU4ECBAgQKBYQAAXUykkQIAAAQL1BARwPUudCBAgQIBAsYAALqZSSIAAAQIE6gkI4HqWOhEgQIAAgWIBAVxMpZAAAQIECNQTEMD1LHUiQIAAAQLFAgK4mEohAQIECBCoJyCA61nqRIAAAQIEigUEcDGVQgIECBAgUE9AANez1IkAAQIECBQLCOBiKoUECBAgQKCegACuZ6kTAQIECBAoFhDAxVQKCRAgQIBAPQEBXM9SJwIECBAgUCwggIupFBIgQIAAgXoCAriepU4ECBAgQKBYQAAXUykkQIAAAQL1BARwPUudCBAgQIBAsYAALqZSSIAAAQIE6gkI4HqWOhEgQIAAgWIBAVxMpZAAAQIECNQTEMD1LHUiQIAAAQLFAgK4mEohAQIECBCoJyCA61nqRIAAAQIEigUEcDGVQgIECBAgUE9AANez1IkAAQIECBQLCOBiKoUECBAgQKCegACuZ6kTAQIECBAoFhDAxVQKCRAgQIBAPQEBXM9SJwIECBAgUCwggIupFBIgQIAAgXoCAriepU4ECBAgQKBYQAAXUykkQIAAAQL1BARwPUudCBAgQIBAsYAALqZSSIAAAQIE6gkI4HqWOhEgQIAAgWIBAVxMpZAAAQIECNQTEMD1LHUiQIAAAQLFAgK4mEohAQIECBCoJyCA61nqRIAAAQIEigUEcDGVQgIECBAgUE9AANez1IkAAQIECBQLCOBiKoUECBAgQKCegACuZ6kTAQIECBAoFhDAxVQKCRAgQIBAPQEBXM9SJwIECBAgUCwggIupFBIgQIAAgXoCAriepU4ECBAgQKBYQAAXUykkQIAAAQL1BARwPUudCBAgQIBAsYAALqZSSIAAAQIE6gkI4HqWOhEgQIAAgWIBAVxMpZAAAQIECNQTEMD1LHUiQIAAAQLFAgK4mEohAQIECBCoJyCA61nqRIAAAQIEigUEcDGVQgIECBAgUE9AANez1IkAAQIECBQLCOBiKoUECBAgQKCegACuZ6kTAQIECBAoFhDAxVQKCRAgQIBAPQEBXM9SJwIECBAgUCwggIupFBIgQIAAgXoCAriepU4ECBAgQKBYQAAXUykkQIAAAQL1BARwPUudCBAgQIBAsYAALqZSSIAAAQIE6gkI4HqWOhEgQIAAgWIBAVxMpZAAAQIECNQTEMD1LHUiQIAAAQLFAgK4mEohAQIECBCoJyCA61nqRIAAAQIEigUEcDGVQgIECBAgUE9AANez1IkAAQIECBQLCOBiKoUECBAgQKCegACuZ6kTAQIECBAoFhDAxVQKCRAgQIBAPQEBXM9SJwIECBAgUCwggIupFBIgQIAAgXoCAriepU4ECBAgQKBYQAAXUykkQIAAAQL1BARwPUudCBAgQIBAsYAALqZSSIAAAQIE6gkI4HqWOhEgQIAAgWIBAVxMpZAAAQIECNQTEMD1LHUiQIAAAQLFAgK4mEohAQIECBCoJyCA61nqRIAAAQIEigUEcDGVQgIECBAgUE9AANez1IkAAQIECBQLCOBiKoUECBAgQKCegACuZ6kTAQIECBAoFhDAxVQKCRAgQIBAPYH/A90MUP9c9n4CAAAAAElFTkSuQmCCadd some buttons and some more pinwheel stuff2000145,26,68,1i11000everything outside of the repeat loop mostly deals with cosmetics except for the placeholder and the go to which defines where the sprite goes and how many branches the picture getsPlaceholder3200014This block makes the pinwheel and then it rotates said pinwheel while also changing the pen color.00145,26,68,177145,26,68,1600145,26,68,1

11580

145,26,68,11200145,26,68,1

105858

145,26,68,14145,26,68,121145,26,68,15145,26,68,1300145,26,68,1

59058

000145,26,68,1i110000145,26,68,134455055,36,255,190000145,26,68,1i110000145,26,68,1i11045899,255,168,1-458

This block draws a variation of an N-gon given that the inputs define the amount of faces, the size of the N-gon and the length of the protrusion(if there is any)