<snapdata remixID="9567575"><project name="Spinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4Xu2dCZRUxbnH/93NKuC+gRuCGhQRNYhs7riLQROXSDRBDebFJVGzaYzRxOeS5SX6DCgxaoiiqGDiHhUVRZQdBVkEBRVFBEF2mOm+953fvbeamsvt6emZHmYyr+ocjkLXrar71f9+e32V8n3fl6TFixfrk08+4X/rpe2yyy7ab7/9qoxd33OW8iKpVEqdO3cW6zRt6dKl+uqrr7TzzjuXMlS1fXO5nL744gsdfPDBQb+5c+dq0aJF8jyv5DkymYzatm0r1l5dW7t2jbLZnNq0aaN9991Xe++9d757qfMz17bbblt0zg3r12tTRYVat26tTp06aZ999klcYmrDhg3+1KlT1aFDh5II0KJFCy2Z8armz35XUmECNGvWTH3Pu1ybNm3Sp59+Gixmxx13FHPuvvvuSqfTJc1bSudWrVpp+uihWrUxW+1je3U5VHt07akNGzYI0B133HH6+OOPtWTJkiqALDTI6tnj9Nkbj6ti/Zpq5zn8nCuV3bOH+OY/+ugj7bbbboKOxQBUaNCvZo3TqieuU4d2zaqdt23rlmrx87e1Zs0arVy5MpgXEL733nslz79q3tta9cg1al9kzjYtmqn1DVO1atWq4A97DvjjLfXKK6/4e+65Zyn7GvTNbVqnL/9wsg7ZtTgBK3p/X192PT947ssvv9TGjRu1xx57FJwTLsHXXdf20asjddDs4WrXojjIK34+QytWrAjAwUZBtDhdJk2apJ49e1ZZ1jatW+u9nx2uPnu1CoCUbn+gMgedqMqxd6l5v0tVOf6+fH+/+1la0uPy4O8VFRV6//33ddBBBwV/f+aZZ3TMMccE8wNKfoe7jRw5Uueee27wofLb2rVrtcMOO4R78PZD2mfOiPz4zftfLX/tcrXoe7E2jvmFvIUT879t/Ok0LV++PPg7TAFpNGbMmPz8lZWVwW98hPRjjscee0zHH3+8nnvuOV111VXB+6VmjFGHacPyHw1zeh9PV2b/fqp4bai0bkXinHB48642AVNPPPGEb34YO3ZsIBKOOOIITZ48Of/fww8/XPfee6/at2+vo48+WqeeeqqmvP6SBiz4vZqlQ+7XrOcgtTjmMvmrlshbuVibHr82P09lnyH6/IBv5gEIlzFzXn/99QEYL7/8cg0bNkyHHXaYrrvuOk2YMEEXX3yxBg8erClTpqh3796aMWNG0BeR1b1794BQbNwFF1yghQsXqkuXLkFf1s+f9JSR2mPW3/PraH3pw/LWr1SzA45RxfO3q3Liw/nfNvxkan6D2OjZs2fn13jzzTfrpJNO0meffaZx48YFnHv16tW69dZb1bZNGy35TW9127VFMFaLE36kzH59VTltjFr0Haz1fz45P4d3yEAtPuwH+b/PmjUrP8cNN9wQiHvEG5yCj/S0007T2WefrUceeSTgxuxNu3btgucvuugiNZ8+qsr7tRoySrkPJiizZ3dVvjFcuQ/fzs+1/topgeinMXaPHj0CgJl9ePLJJwMRjZQCB/379w/+v2/fvpo/f7622WYbDRo0SG3mPK1dpgzLj8ucgL5Z11O0ccQlys17LXFOxjr55M20MJ1Sjz76aB6Ar732ml588UWdcsopWrZsWfDF0eBGIJgFwp1OP/10TRs/Vt/48I95ADbvO1jNe10of/Xn8tau0KZHrsgvBA74aeeBwd/Xr18fAMi8+Pjx44NxAd7jjz8uvkQ4wHnnnRcQCE7EpnTs2FGjRo3SgAEDArDxNUJEgLLrrrsG6+7Vq5deeuklDRkyRF27dlXLdx5Xh5kP5tfR8uzbpUxzpXbuqNy8V1X5yt3539ZdMzm/QayROcwa77jjjkCXQU3hQ+RjQKTceOONyuWy+uKWfpsB2P9qpTsdqcq3Rqjlab/U+jv6VgHgom6XJgKQd+e9ATfvs2DBgkBPRGJA/3nz5mn//fcPPoBzzjknUA1azxxdBYAtTr1O3uqlSrXZUbkF4+VZAFx79SR9/vnnwdyoQ0ceeWTAXc07Tp8+XTvttJMOOOAAPfvss8H+H3LIIQEXNhIJsb3d/OerAJA5c/PfkFJp5T59V1r/Vf797Dn5ePmg4i310EMP5QGIUcCfvfbaKxBDABDin3/++QFwAAkAYZEzJryisxb9OQ/ATKde4dit2knrVym3aFJ+rk29LtXHHQcEf4fF25s7ceJEnXDCCYFo4QMAOBAdbnb//fcHYimbzQbroQ9z8zJsFtwAYgJg/o3Ng0seddRRAUDavPdkFQC26H91wBVYa8XYOyV/s+K/5scT8xvEGj/88MP85vD1M9e6devyG8K7sKZcNqtNd56kLjuHHDBoGAXRx1uF4D0u0Pudz00E4BY7k/APcC44CcYSreW7o7XvvM1cvOAY6YyWX/ZqnsMj3vv06aMRI0YkisXq1tJq7nPqOHOzWlFd35VXvBno1DT258wzz9wSgA8++GAegEmDQXiUeb4Iu2XSKXVd8bpS1Rggpv9nrTtpWcvQyIkDsCaEr22f9hWLtcvqucUfTzfTwn0GBICisdEffPBBjTaHj7S9/6W8ea8WncfvdqaWZVsWBOB2222n5s2bFx3HdIAz8tEVa4DAcD/6wkT4SPnAbb2sJvMjeVDFihlOiHvUBtP4/7POOmtLAN533315APKlw3LtBvuF29D4cmpjHNjinM21uQuizeg1xQhZ09/tNZtnAL55j/g49IfrmgZXRQSazWF9iJ9iRLfHRXUATHBvlH7eEyAYQ4C+tg6IdyBO++reFwt2++2318svvxzoa+ikBx54YOIjfCR8UEgxGn8HgMOHD8+/Y3Xz8y4ACr0czomKAFira8zBPiM1aLz3wIGhGma31D333JMHIDqHDTAenjNnTiD6aBCIl0TkldLsr4GNto0QRC4bVM42bdq0YEw4Gl8eYhuQ4c9DvUhquEUwAmg8+8477+Q359BDDy15eWwW6gUbdeKJJ+bnRUUwDeXeiFMMvVIa49Ow1FGbaICjUIMOhiPBaLDm0bEBE626+fEP88fMBQ0L0dGe356TjxGDZgsAjh492jdmPYSOAxClF+5B4ytGJysVgADOEIkvFTAUmrOUTSjUFx8jLg5emjUzJ2oERkt1ADTcCRoAQrg1DQBjCJXSMI5eeOEFtWzZMrAe4VZ8EBgTNOiB0cTHwoeBzhp31Fc3Hx8L3M80uCBzJDXmhZHQ0MUwMgEeNKrJ/DAicAAHhQnBPYthgDmx2uGEAPHYY49NpH1qzZo1/lNPPRVYVQweZ60MAiFpLBzjoNTGArCiIToAZq6nn346P2chwpU6j+kPwIcOHVoluoDbBiIkNfqzRkQvjtoLL7ww6IY7AjGJDw4LERDXtqG+GFUER3C/fv0ClxKAxP9oPsjajl/sOejPBwaTsT+m+pzfzIlk5QNLaikTioPQyOz6argw4ECm8WXMnDkzcMk0hgbIunXrVjBk1BjW2BTXkAdgU3w5906NnwIOgI1/j5r0Ch0Am/T2Nv6XcwBs/HvUpFfoANikt7fxv5wDYOPfoya9QgfAJr29jf/lHAAb/x416RU6ADbp7W38L+cA2Pj3qEmv0AGwSW9v4385B8DGv0dNeoUOgE16exv/yzkANv49atIrdABs0tvb+F/OAbDx71GTXqEDYJPe3sb/cg6AjX+PpMW+tGf1BYj+E14jaY0OgI115971pNWSPvKlTEo6LiU96Uk5ScelpQ2+9LYvUamjW1o67D8ToA6AjQGAz3gS9YZ6pKW/5qRxvnRTRprnS0t8aa+UxPnz2b70vYz0lS+95UsfhqVTtMiXBqSlmb7UmtP/FKnhrGVK6p6WynvqtawUcwAsKzlLHGySJ1GMgePI63ypc0qa4UuXJ1QGe9ULAZj02z9y0h4p6fi09KYnUehqji9dlJYe9JKfKXGp9dXdAbC+KFts3JtyErUwKUTx3QhwcL92Ken8hHJyjwJWX/p+AjgR06t86ZDYczM86QVf2k3SwLS0Q+MT0w6AxYBSrt/hdqZo0ZO+9KO0tHsMEJ/70iRfOrNAPcP7ctKlCQD8S64wl3vck3gE8HI2HV3x2JS0W+MAowNguQBW3TiAj/Y+Ja2oLKlkLkefe3LSZZkti86ujYyO/gngHJSVHi6g6CGCvxc9wxgAskMqNHDgijWvhVQvlHIArBeyWoMCvsm+dGCko1Ht49GcdHAqNDriDW62jaTBMU73sidReeOAlLStxb0A829y0s0JnNEAv2dsHv79eV/6dd2r0NaVfA6AdaVgMc73kCf9JCPtbYEGhnhvTvqvBAC85oXGCNavDRwjZtEFbR1xWC7UC9EBd4qJ1Yuz0v0FOOPrnvS0J52aDo2XBmoOgPVF+Cme9E9PuqUAAADSCl/6YQIIP/Old/wQHKYVAuAET+qTlkbkpIussbCG3/ClXySMzwfw+1zoW6T9w5OGpEN/4lZuDoDlJvizXuhKqfAl9LWvp6RtCij8gPDLBNeKMTYeyknfiQA02pO+mZZW+9Jcizu+4oUcLG6IjPGkpX4ylx2ekw5NbeawRk3omJJO37ogdAAsJwCnR766zmnpyJT0L096yissBvHtEdWIg2doLuSMH/ghQBHFWMjGan7Jk05MS3/LSZdEAIVjdo+A/oInnRL5BPsmuGZe9aWrY5zR6ItPeNLvtp7n2gGwnAC8Oyd1JWxmbfpUTxrpSXc02zIiMdmTvhYZFTYI5/vS/hGYno/0tAW+tF/0b0YPNOKXd3jPD+cmOrI8Ai0Obrtk4Pt+yBUpWgpA4431TPelIVvPOHEALBcAX/RCQ+CcAobFSmrjSjo7tvEP56RB0TOG8wGEI6x+uE42+tKF1tg8h9FhgGQAjDPbOKvHe1K/aByA964vfRqF85LeG/WBRnz56K0jih0AywXAq7PSn6oRXfj3fpCR2GQiIMbCjVu1iFUqIv/IAhthNXQ9OwyH9Wtb0Q/mQm7aJbU54mEAjf8Pt8s5BcQyNCBqAtDPSEvgkHDesfUPQgfAugKQjSeqsFN0Y5nNueyxSSBATKKTveOFiQPfyoRZLeh6tk/wqqx0W0ZqYxkvAyulf1peY8DS3wLbMl960w+dy7bljDiFW5LEQDPGjL025kdvBNDm8VtyYcTEcNC60qnA8w6AdSEsSQAo/rg7cCyP8KTL0lX9d/b4GA/oh4ZR4lxeFelpJ1jAAayv+VKflLRrBMK3PYl7ZgzASM3aZEVUnvPCqAbGiWkAj2QHOC/tMU86N8bVsJZJcsBdYzNwHOaAkmaDui70SnjWAbAuBMUIIBXqAktcIiqn+mE0g7jt5mtBwplwgcSV/CuyYeaK7XgGYFzSCQC53JIr0eahC0riUlNcMkZ/JBkBHY+Iiy2mf5WTfmut7Q1POioCIKDDV4leib/yrARxS38iODis45GZutDNetYBsC6E/HE2dFlYlyQFwxmXBmEyrubAqiV6sX1K+iLK4+sV2/Bf56SOCvW0tqnNrhmSTjFKroyAhFXMFR04n41PEL8joAa0Bkhk25BTaLdHPOnbaQmux/2UAN5Y2YXo0LVSeq/+AsYOgLUFIOIMDH2rgKIej8Oi5H+mkFMhVYla2I8a3944L3SjkJZ1UtThf3NSr9Rmy/iunHRVBC5cP4B751Q4NvooFvEuqariFp8kt6XOtsQ2Wddw1His2NCEccjM4QOqp3CdA2BtAYi+h9isrgUpWKrqUqE/mc6jvNDXB7D2TYVcEwvWJBowPjdiAA6AcEQUuSB7GivZxIMHVEpPRxwKkYzvDzEcd27fnpOOt6IfrMNwxKR3+G42DM/BtVErLkkXjujUlobYbeaahjqM8f/z0WuyoZGAJVtdQ89Cl49zmU+idHs4Fv46LF6iHcZgwLrGoMB/SJwXUT8yF3IsElj5HaPhZCuvEND8PbIkDACneRK3byCuL47pquiDtnSdGBk2f/M2j8O74QZiDbeVP0LiAFjq54O+hUXKxmOEPO1Lx6SkQ1LS19NS0l02M6PUe/Q2u5mQmfk3QEWUAg52WqV0dzOJK+wAJo3HCe1dmA6d0HfmpJ4p6bS0RNYN50GMEUJWDdyQOyKxtG3rmLFG56RvZsKECNw3ONHPz0j3JxhJ9Ceawy1nxogplW4F+jsAlkpI9CxCWvZGzPIlQm4cDMK6xMcH1yMMBujgMnAQD7+dwpAZwCFJwU44IIMFDoeIxVmNK4bIRVahkxmLGiwi1unDcU3ENnFgjI9+qVB3hOt+FFnKvJ9t/fL3f0d6JskH26VCF1IAspz07YRkWH4jfaxTFGYsIyN0ACwVgFiQiDPj2LWfh+vAsXCRJDUSCwAVv1dIInkBjnonvrjmod8Nq5lr6XCNwFXhboXOBANGQm+ckDsvHXK5O3KhlWx0RtZhoibomVOiM8bxtH9cLYT1Chm8WPR/J1m2wJmVUukY9XcALJVwZ2alp4qwAFwbREaSrMv1UVq8OYjE/EZfw7FNqjwguT1T2rmN/8mFjua7MqHD2gAMq3oFRzWjODXZ2HZMmfnR/Q6KuGchemCIME4hq79UOjoA1pJiN2Wlm2oggxDTZB2zYViSdoObwLl2jFwlAJYkVPQ6IhrDazB+0vLhcPd60p0ZaXA2TChAPN8XjQcY8T/aznHAjp7IOZGkhgGCdd0+OjL611quzemAtQRc7DGuO+XixRo1dLRfRoYC4g0n9DQ/1ANJ/LwqF1qbGABwmMmSbq1jKhQG0m2e9J3Ulpk55PrZHIzUKwyXPSQ944cGCaFFRD56IuoCDnCsfRpqwwPRoakaEaB4JyeCi9Mo3+PdB2aoebqFDjy4i7RAod6F4YAeBzcjxf11XyIxAEPjmPTm023oWJzPtcUyh9HvjjJQOFg0qkzcZUhWujQtLYuMGea8z5OylPmIcgFJZoAT4rA+PVU18QEH9ccKM2Pi7ZKs9LcyrdP5AWuOvoUfLlT6NE/NH2qlDtN2D61RLM79o2TQJKMkPjxxYzjLN9LSx1HSKOlYpE2h88XdNDVf3pYi/ohK6WjWlwrdMSfGUvCTHOSMMtYL8wELRUcIP5JNvU95zhU7DljDTZ79nZk6aFoXrZtckXxbOCKUKgeINRJCkwxhdD3cMwCxjUJLGgOEiMT4Msdbf5cLDQu4rp0iVuioJg5rOCb+zeoa7qblNehXQ7o6ANaAUHOfmKOv/aqzNvmb1Gou7KFIQyzDIBDN5NNxxJKcO/LtDOMgg4XcPFLo8eVdUUfdL74kAPUYlm8q/BgOS29Okohzt2Jczx6bA1EYMxyeL0NzACxCxKVLl2rNCSu1n9dZCysWad8FyNwiDS5HBjQxXtwqu0YZMeiMOH5Nw2+I9YkFXB/ZxxdmpZNSYbbOnzFM0iHYOanHB4FBxAEl+hyZDlOvqmtYw19EURXjvC5GiyK/OwAWIdDUSybp628dFvSasP4t9Vl0dOEncCTjYkGamkwWuzchOYwONn5oJuSQJJVyAq4+st97V0q/y0jdUlu6gsi+MSXhzBrJwpngS8SpaRyQx974VNKTUWyanMMHnRFSx++uZo8veH6+Ol2zt9KpEB3PbHhWZywcWPVh/H2IUf7YIjY+BWn4cyPLmd/+RP5fKkxQfb7M+p+Z+6fZzRUZTD4hOiBhvOrSq8jIpkYhVjqHrOzlYTBV9541I22+l+OABQi2du1aLT56kZa1Xa62p7dTlwf215vbTlD/kSeHUQ6C8//2pU4KD6DjK8MVk9RIFMXXFte9yNFDX6yvc7g9K6VbMuF6OTZAogPnPOJnhc2aiQXzUZiqq0nvgtGEGLePEJQIOru7A2AB4s3690ytabFGvY/rE/QYf+U4pRel1efyvqEhkWQtcugIDkM810QbSKUniwROSUPnwwXTOwIrkQt8dr3rQQYfWBmm5ON8JkGBg0+sEaOIP8SZ4dxUVCXtC/dQsWbChUmFMos9m/C7A2ANibZ+7Fr964l/6dvDBtXsiUJcz8R9cduQ2ABX6pEqfxVTspgvykrXZ6SV/L9ltRJ5wfggPkz6Px9M3ygCUuztMF5wNZUpJuwAWIzg5nditHANUwqj0HOc3yD1PombxLOUjU8OC3Vk+RT7YGkmixr3y805aQBVExQecMJfSe1ou8GVOX+CxUwUx1RmiL8nNODRMhW4dACsKQDpd1tOuq4a/xcpVISJk6IIcfCRNnVBFCJjQ8+IElpLWU91feF+I5qFB+FJJED0kolDDLrYlQ/kPBKx4ZwJ6kOXdPh3fJfkK1K1Cyd3GZoDYClEJHWeigF27Reeh5MtKcD1TEICyj+xVTbxYS+ME++oMMUJ0P4llgZfyrrifcmUXuiH7hcAY+trpF4ttdK1zLPErwErKgFZNLiTMJDI8CYhFpcMeYrxo591WaeLBZdIvaQSGehxRAdIAqUIJdbwi1FmCdYm2SnmnAfTUauZGi22JQrnxCLGGf3dGhgC1S2bj2G4F9aCBni35sICmYhWwmiIWYCE4QFI4YZkOuO3LBbcgIPe75U1auM4YIkY1F/JqUtJf8iFGcsABlGV1DhfQeKpvbH8mzkcRB1AnsXv1grgRuc94hy2pmtE/8TRTSQGKxsHN1zsOUQvH0cM3KSHYSwhUu0KroXmY+0kIZTJBcM0DoA13VzTj00gwRRlPqnGs+lHdnI8zQnuZJJT4T7Egu9tFkZDKEpEeIv8QQ4dlRprJZ5LyhV1n/H4xE+xUa2BcyZJQGNddhZ1IZqQYMvlN1jOZWoOgKUQko0iLEWGSXWpU4TkiLeSa2caXAkjhn9H5FFs3FQ3xbKklAfRB8bGzYHfEJFc6MoGM+5bXqhTEsvFR0e8GUsdsU4M2l4nIESnw8pNaqgT3MhU6N2wpstc2NwBsBQA0pdjkehQhZIH4BJYncaNgfWIEg/Y/mi5WuzqplQ3gDMBTECOfobL5OSURL4gYMV1Am6QooCZv6NrUmIDlwjPUkTIznrGqKCoJXoo4TdCakRrMH4YixN8NOrPoLty2xLxYIBIdIcxTSNljDJvSRfllEpDq78DYKnEQ896NrrLLf4sGw0n4+QYFU2JMmCAIGJ5zi76aKqbkimNKDYBfhy9+Byxnim/QRUFzvyip5EOj/GCGKSwOAeQsEoxMAifESLDmLEPHZH5TL0Zu7EWsBd3F7Fe1sU5Yhpi+dqMNCu6cYkkBXPwvVS6FejvAFgbQsIF4RR2pQE41z1eKAKJp3KO1zREY/wkGin4iGP8cqYuDP3hmIhB4yiGO8JNOdLJmQy4FGDDr4c4pboq9QTvirgr4IWjkfyAKObMMtZr0l0hzFco89msHW6IWgAYCx03rQ0No2ccAGtLvN/mpF9lQssVrsFps6S6ywCTshu23vXDbFhrhUoKNM4ZUxOGvi/7YfiMRnk1IhiABI5IXRiME7gXGc/U9EO8X5mVhlni3ZSAY11wRzgs10XE3SyFsqPjNIlXY60tzRKecwCsLTHZvKH4+NKhXlaIk8DRTOICz5DOTt0/uz9HJzdF+pjt6P1BVronAhZcEt0QowSuhjg094iQxQLQ0AWp2IDuF79u4cZcqFMi0uHSpvpqMRDityRhAl9iPTQHwLoQFY6EpVkIfGNy0tnRxqGb4bohNmvX8WP+yyKOyDjmN4DBPcFYxGSt4NbBX2iKW1LSo3Vq890hTEP0Ap0P4wEw2uEyysMhwpkDxzklPwi5wbXRVwsdUsLthPESVyHqQjfrWQfA2hKSg0VwIjYu6XIXQnbUZMFaJdxmxHO8RrO5JMaEywidURGf/D1qzVDGF4sUcQqwmBdxT2x5cGT1kuliGxuMSa4iKoLd0F3jbh3zHhhQZ2RCJ7tpjEPhovidIrWlmRPBZaQcQ3HRDOc54DRwNrvhPiEnEAPCPj9h3+1hSrdhUNglcM+rlEZFaciAGL8cwKW+M0YGopfMZECLDohLh//aMV8qL1AcCYOEuLNp+AcL1XzmiMCoXGits26sYg6ul7kilk0mxwHrikk4B4bDDRa3gXPgSDbXbNlzmKKQnA9BJGKImEtm6EdSAOLWBpNdhJI+uGMI4cEhTUPH+02M46EikAQBdyThFTcN8WBEdSG1ATcQCRMc0eS6MXMTe13pVOB5B8ByEBZOZs4D4wiGK5oSuvb4AIKMGHQuHMPc10ZyqH1SLn6PG89j8f7MAhdiE2PCzspmTvRHG7i2e4ePgspdcE/00eqyn3GaM53NOctBJyeC64mKDMsGj43uBS4k4uCWpDVR9gIfIM0uEs4Y3AeH/kg/0yivC2DMsUnAR8azXTrDRFbsvEMSEQjR2bmuiHLOiOBsTgIhHwfim6vFtkJzHLCcRAZgxFsLnZdAb6P4j52KZQPGuE9sv5tx45i4MeulTh9ZNnZxS3sc+//tq7vMu3La7WeMEbsagpg0jmfCjIXixeWkl8uGKTM1TSFwho3rWAAIsRu3Qg1YbNeMua6VcQA1Vi8VSk2GjHkGdwpObONaQcczzfQxYj/pVf87urYVKx5/38SosmvSmeYyk8oM5zhguQmLlUqqlV2h1FQyTbqFEq53VCp06ZgsFPQ5U6/PvtiGsfEJ2lzNdq2Yk2/mnQAt/anOUIijYRXj+iE3kOTU+GWK5aZPbDwHwPogMBYuiauIOKxcynQAQvtyQTMvzmUMF25VshtZNTQ7gcGIYyxZE8ajD1c+EN2InzvhN/ICcUoXKjrEBwDgcTRTlq1YbLjM9HIALDNBqwyH2EXpH5QOxWhStj36HDqhuQvYFqGk1du5edSSwSdHWpRtOQN4wnQYJ0kRi2uzYdzYzk9kHjgqLpoHto7BkURqB8D6BKAZG13Lrs9nz2mucY2vA65GxdI410Sskh8YT9vHtcIt7eZW9fh413MUIAI6xgaim/PA9RjlqAlpHQBrQqW69qFe848zEiXTzF1wjInFCRiSrGa4Z/wiGcO10DGTnvlFVrq9ADdDfBMWxHDBnYPfskzVDepCHgfAulCvlGc50knkgxNrA1OhNYzLBrEZ1zzEFI8AAAGuSURBVP8YlzzApJqBRCmwbJPAY1/pFV8bnBY1k6Oa1bmKSnmnMvR1ACwDEUseAk7I3R4klJrLX+KDdK+U3ilQNavQPXU4tQG5cTDj0H4kFyY2kH8Yv6Gz5IWX/wEHwPLTtOYjYkxw9y9iEVcIRynJpsYaXazQhZLUkq5ipR8JCVjVv/fCopMksWJ9x2/mrPkK672nA2C9k7iaCUzkgS44kUkw4L44wmSE6jhfAteyK5ei/1F5FQuWWDJcjzMnJA2QvcKBI7JzOETPmFvZrVIqOR0AS6XY1uxPRAQHMqff5nB1Vzo8kUfAA1HLdapkzpDOzz1xZSoYtDVf0QFwa1K71LlI1Sd2nNRIXEDHK1RsstS5Gqi/A2ADEd5NG1LAAdAhoUEp4ADYoOR3kzsAOgw0KAUcABuU/G5yB0CHgQalgANgg5LfTe4A6DDQoBRwAGxQ8rvJHQAdBhqUAg6ADUp+N7kDoMNAg1LAAbBBye8mdwB0GGhQCjgANij53eQOgA4DDUoBB8AGJb+b3AHQYaBBKeAA2KDkd5M7ADoMNCgFHAAblPxucgdAh4EGpcD/AatX5mtpeXoFAAAAAElFTkSuQmCC</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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</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="-11.827997732827043" y="8.933107801858341" heading="18.000000000001762" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,41,250,1" 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="15" y="11"><block s="receiveGo"></block><block s="clear"></block><block s="doRepeat"><block var="# of branches"/><script><block s="setColor"><color>255,41,250,1</color></block><block s="down"></block><custom-block s="square"></custom-block><block s="up"></block><block s="forward"><block var="size"/></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="backup"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="# of branches"/></block></block></script></block></script><comment x="179" y="12" w="230" collapsed="false">When the flag is clicked the board will clear. </comment><comment x="193" y="61.66666666666666" w="354" collapsed="false">It will repeat as many times as how much the # of branches is set to.  </comment><comment x="237" y="145.66666666666666" w="294" collapsed="false">It will move the amount of step that the variable size is set to. </comment><comment x="301" y="202.66666666666666" w="264" collapsed="false">It will rotate the # of branches divided by 360. So if there are 36 branches, it will rotate 10 degrees. </comment></scripts></sprite><watcher var="# of branches" style="slider" min="3" max="36" x="87" y="2.00000399999999" color="243,118,29"/><watcher var="size" style="slider" min="0" max="100" x="210" y="1.0000059999999849" color="243,118,29"/><watcher var="backup" style="slider" min="0" max="100" x="285" y="0.000007999999979801942" color="243,118,29"/><watcher var="width" style="slider" min="0" max="150" x="381" y="0.0000019999999949504854" color="243,118,29"/><watcher var="length" style="slider" min="0" max="150" x="0" y="2" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="square" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>2</l><script><block s="forward"><block var="length"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="width"/></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="pinwheel with rectangles, branches %&apos;a&apos; size %&apos;b&apos; backup %&apos;c&apos; width %&apos;d&apos; length %&apos;e&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>a</l><block var="# of branches"/></block><block s="doSetVar"><l>b</l><block var="size"/></block><block s="doSetVar"><l>c</l><block var="backup"/></block><block s="doSetVar"><l>d</l><block var="width"/></block><block s="doSetVar"><l>e</l><block var="length"/></block></script></block-definition></blocks><variables><variable name="length"><l>39</l></variable><variable name="width"><l>64</l></variable><variable name="size"><l>84</l></variable><variable name="backup"><l>62</l></variable><variable name="# of branches"><l>28</l></variable></variables></project><media name="Spinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>