<snapdata remixID="14567500"><project name="U1L3-AngleExperiments1" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAGrhJREFUeF7t3WWsJLcSBWBvmJmZmZmZmZmZSVESKT+S/IgURVGYmZmZmZmZmZlpnz5LddWZd3c3Oxlptnts6eoONHjs06fqVFW7BwwcOHBgKq2MQJdGYEABYJdGvpw2j0ABYAFCV0egALCrw19OXgBYMNDVESgA7Orwl5MXABYMdHUECgC7Ovzl5AWABQNdHYECwK4Ofzl5AWDBQFdHoACwq8NfTl4AWDDQ1REoAOzq8JeTFwAWDHR1BAoAuzr85eQFgAUDXR2BAsCuDn85eQFgwUBXR6AAsKvDX05eAFgw0NURKADs6vCXkxcAFgx0dQQKALs6/OXkBYAFA10dgQLArg5/OXkB4FBg4P33309TTTVVeuKJJ9KCCy74jz1feumlNPvss6evvvoqjT/++ENx1N7etABwMPP/6KOPpkUWWSQdc8wxad99900nn3xy2m233dJ1112X1l577X4BePHFF6fNNtssnXjiiWmPPfZIcYzehtmgf30BYD9jc+yxx6Z99tkn3XDDDWnNNddMb775ZhpllFHScMMNl0YbbbT0999/p7HGGiuNMMIIee+33norTT/99Hm7aaedNn3yySdpjDHGSOOMM0568skn0wILLJDimAWI/xyBAsCU0uOPP54WWmihdMstt2TTOvbYY6fHHnssLbHEEn2sd9xxx6W99947nXnmmWmHHXZIDz74YP5eu+SSS9Kmm26ajj/++LTXXnul2DYY85prrknrrrtuBuiXX36ZWbU/M96L4OxpAIbf9sEHH6RXXnklrbTSSn0guuOOO9KKK66Ybr755rTaaqv1AS/M8emnn5522mmnjJkAXHx3xRVXpA033LDP/F577bVpnXXWSWeccUbacccdswlfddVV00gjjZTZctJJJ+1F7OXf3LMAfO+999LUU0+dzjrrrLT99tuns88+O2233XbppJNOSrvvvnsfqE444YS05557pjvvvDOtsMIK6bTTTks777xzn19oEAN4l112Wdp44437to194/sww+EnxrmffvrpNN988/UkCHsWgGEumd055pgjm8bffvstzTDDDNk8Mslvv/12/mzOOefMACVEXn755TTbbLP1C8BXX301zTLLLPk7YH733XfTF198kU0uf5KZJkqoZD7liy++mJkwQN+LCOw5AJ5yyilp1113TV9//XUGA/MapjFAGSwXvhsTi6EWW2yxbIpbGTCYzf7Y84033ki33XZb9hmvv/76tNZaa6Uw2XHsOOd5552XNtlkkyxwMOgWW2zRUzjsGQAC24ABA9LCCy/cx14hHnwHANTt8MMPnz7++OO0/PLLp3PPPTeHUrAkpgKin3766R8hGWi54IIL0pZbbpmPO/roo2ff8J577knLLrtsVr8bbLBBZtORRx4590FzLor5gQceyN+HmdYXDWv2QusJAEYsjk+GvT7//PP0wgsv9IEKYMJfO/XUU9Muu+ySfUDCQWD5/vvvz2EZDCcMQwXffvvtWbRoYZaJD9vbH/AWXXTRNOWUUyYiRPwwTG2cK8QLn1C4Z8wxx+zbplfihz0DwGCVKtNgPUr0119/zXG7H3/8MQNKGOa+++7LQLrwwgtzhmPCCSfMLDbXXHOln3/+OY044oj5s4gD/vLLL9mXfP7559N4442XmfKZZ57J5hXglllmmfyZ5lw//PBDjiX6DBtWA969xIKNBmB1IoVVTDgTHAwUyvfSSy/NQAn/kH+2+uqr57gddgNEwNUiIzLjjDPmME3EAbEqn6+6nfNI3THn/ElmOs4R8cRWNqz2uReA2FgAhgmrTqLJXnrppXOGQvCZ7xUmF9OJ3QEjU2i7q6++Oi255JLpjz/+SO+8805mSGk2IKNiiZmIA2Ix4LzpppuyrzfuuONmwN99993ZvALyRx99lIFOeDD7cW4Kee65586uAUZ0bmEfTIkZm2yOGw3Ap556KqtSEyicYmIPOeSQHCIRANaYUgDTCBAhGP4akIw66qhpo402yioZ+ACMnwck33zzTX4fcUAxxb/++iuDGECZ8fXWWy899NBDeVvqVmakGu8jWMIsuyhsKybpQhEGCraO100UJY0EIDaLcEb4fHKyzz33XJ7gww47LB144IEJQDGZeB0ziYmYSUABRoKFmMBkQjAUrMzIyiuvnMMsVQBSvPfee28WNoCLCQFbag6YAQ2wKWnnEqrhQ/I/Z5pppnTOOeekAw44IB166KEZuHxNfXcB8VMjrdc0EDYSgCZeNQq1ypxSm3KxxIO4nIkOYB555JH5fcTyhFSYU0zGT6N6FRMAFfDJFT/77LMZXAFAx9cWX3zxHFYBME2+mNDZaqutMnNiSOwbfl/8P+qoo9L++++fL4xtttkmA51yBt4PP/ww7xvnKgAchkdASuuRRx7JwOOHCW9MN910fZkIjKNqBSOZ8ABh/L/ooovy9nKzwWDKrj777LPMllNMMUWSNwa+iPcZDowr48GcYzPVMbPOOmvOilx++eWZTZl/ZhwLVwPZ1T4QO753jsgl8wsFsgXOnUd/mPumtMYwYDWpD2AAQmQQGypb5HP5glgIU7WCDwtFdYvt+V/YT0AZiwI0MDDZ3gMBgaJJwb322ms5nRfhlT///DMz7nLLLZf/R8WN7R9++OG03377/V8f+IDASnhQ6MI/+iFgzqeUtdEi7tgEEDYGgCZDcn+yySbLfhjWomiFSuRuKU7A+/333zMAALIKQn4d5vr+++/zPsysChk1fyZ/5plnzvsyjx6vN8EEE6SJJpooB56//fbb/LltsRywUs36APD6FJU1WHjyySfv8yGrrkCYbkBkfvUBcKPqRkZGloYf25TWCABSrsIYnHXm69Zbb80FBJiESVZ2xSxjQGBZZZVVBsuAtgMUsT7+oKwJYEW6zuQD2zTTTJM/x4y2A8LYhs+oT0DLj7NNpNf0iU/XysJXXXVVBqftXDyOH2EYfdBvmRW3BmB87Fj31ggAmgQ1dpQmkQA4YXqpUxkK6pOyBCxiAgMeffTReVIpWs6/90IezCwTKm4HWP4ASqgE8DAgFcvnw3C+n3feefN/QGOGAdF3/EVMCTj8ROaTD0jgCHbzNfmjRJBSLmViAuBUvGoZLgCg6RcfFyvyRSMNWAA4DIxANVDrNUceIEya91Ji1Kf/UmVMmqoUDAUsfDqpNyZaKAWwiAa+HTCK4wE3UDHR/D/+IXOoER6A9/rrr6dJJpkkAw9YbWM/vpx+eC0lB/D8OSZ64oknzv7j1ltvnYsaCBcXCh/QbwgGDB8yWDQKJIaB4f9PXWgEA2IMTGGCFQ1ohITY3/zzz58nsRqLM7n8Qk1+l/LFTsDJ7Alaf/fddzmbgfmIC2Bi4oGSfyd0c9ddd+VjiBEK+wAPE6rpC2DLERMh/EK+pPMJRqsJxGbzzDNPZlS/IWKQBBRAAq0+2V4oCMivvPLKzM4yMvzQurfaA7D1Zh+KEasBw1JLLZX9NxMttKKiWUDXBAOmNJkYnbKrYBogw2CAIaZHQGBEr5lYFTIqYahVZpXfx2zazzHknDXHByzg9ZqgAWLvMRu/dPPNN88KV2gFA0ewWl2g36D/2JVvaD8XB7GkMe2qa+KCqysQaw9AAy/RDwiYyT0Xcqgcf0FnYNp2222z6QS4SJfJPABGxPWADKAIBAIGcKNShunFRLa/8cYbs/8oQyGtZ5uDDz44MyBAiNk5BpD5TiNEMBhGVqLFdGNG/qgsixijProQMOX666+f+0tMYU8uA/BiabFNMUYXEZeh7q3WAGSiiAKTG00S36QxdfK4GIxA+fTTT7PzzvEXkgEK/hjTDSwAF+KDUgZi22h8NWAhAggKwGbCZS4AwX9KnKDhL/L5AIwJ14DK58yzYwI0Pw9QiSQXhgtINY1geKTnxBldVEQTX5HvWb0hXj/0p87Fq7UGYIAukvxAwGwRF+EHmkDMARxAdP7552fQyrcKdQSAMRw2AhDmDQgCgEws80sVM43MMz+MUAFWooevGLlllc6aUiwN6wKqOkFmGbsBINfAOfRNbNKxmFTmWSwQcP0W59Ok9ggpPqs+yS3XvdUagMyecAXFGY14YMpMMGAISgsiA4f3BAbTJbVFtWIprwERC2EuYHIcrAVwgIRtsQ1fjq8mAA3QwGpbAgODYj/vMZV4HTNMGdsXwIDRdj4HaqZf2Mh7LAz4MjKOg3FVY/Nn9ZWZJmyiES4KKOqcJ641AE0EX4+TztQCU5Tam7T4XjI//Dr+FSAEwwAqZsFQwIalMKnXfC3KkwmmWplCAAqwYkGMFmDynnll5rEulQp8MiyRYnNufXVMF0IwtAsF+Agc+Wr7qB2Me4aJFIDUX+6FC8VvCdVdVyasLQAxkHia4K3JrTYgkZbDMEIkwiXUJGCIuQEShhEUxlTYEUMBBSYDQMFrIJXpAALnwoQm3nb9NX4asYD5BIojdyyQjH0pWBcMxgMivqv4HpPqvcJVt4VGcQPRw+Q6pjhm6+8kZlTNAG+Y/boBsbYArJqhYCbMwmfCIkBIdKgqiYYJ+XFMHJPK1AIBIYJZhFCID+AUqAYGGQ+iBqiwGWZzbMxXbcw3gGBhIRP7YkP9AT4CI1gXsByXIsZqLhTbUclAjtk0rgF2dxEAoX5ja/1hihVbVN2PuoFPf2sLQI66BiyDa9JZGNAkU5HYhjnz3msg5WdRwswhRcqsmWy+FSUNmMDAxGqt4Ivzxy2XTDRGxb7K+tX9YVDHUJQApEws9RrrxfAFVc4IoDPTBIiYo4tqUM3xIlbZulxcXcBYWwDGAJtIZiwKAvJVNWBA9tkwjYls/R4z+R77YRfMBJDMNL9NIBhwAAjrydcCHcU6KPBVQRg+oSJYFwDhgollOlw4QkJAGmY6hE0cg0jBoNQvEwykxFM0/qowEADHCl11AVxrP2sPwP868CaXz1cFMIACIoAy1QLMvq+yH5ALRvPduABVAPoOc0nXCW4zwZRxgBfbYWMsG7HC//o76rp/zwNQqIVfJa4WNycBEDHCL5MpUbbP4QegKgNiIGoZc1LPhE+YYSYYQG3Dt+MXYlkNwH3PbGK6Xm61ByC/DEtRtHGHmQllek0u307AF9MJc1TNmDALIBAtjoO1fKZwgfMvdEOxSr8BHoC2mmD5XMFtnyvpEmTm72lyvACsfwQDMwyIYnpAKAxD9AAoVd8KUNU8TC+V7vs4dwDY90I2dW61BSCziZWkq7DPoFqEKkwkc2fSCA1gEkgWvuAjAhqFS7Awv8SCqmSKlKPvu0GJEJUpcrRhoqX4+HFikbI0lvSgtPl+CiLCLNuOumbGgUpmxWts7L0KaeGgwbV/K8aGVZDWFoAxoBSjEiWmUKgCIAGmv1CFMIw4XNzZJmzCzFKezChQC7EIjwANNjTBmAmDivNhsNYwDJAQHkIq1Rb1fMy8Y0amg9r1Ghjlg10cTDVXADgjDONY0Wd9JVr4ky4q79UU1t2E1xaAmINp7C9UEYFoJpeSZMKAB1NFIDqCvxiRCVTqRFHbTpgmigUcg2kmNICDmceGrU2Q2zZRQR2LGAEuU0tpy1PbV+gHiFwIzDMAU8sRiJZesx+AupiIlv4C0X4nxQ6Yda0NrC0AAwCRihOaACLMQr3GHWtxX22kt2QNCAVVM4K4mA/zMOPAITyDEbESYDCHMh98ReEYABP6YCLjJiUA8bmlOjAnUy1P7RzAFrWA+sVHdC7MDZh8V6Eg5lhgXOVOpA2rqTjb8S1dGPxB5ryk4rrsWLipJ1gjuhLFCICF7fhVUW6FbZguFcaYzaQyndJrYVYBCTAjB2w7IRMsqVqGSeY/AoHtgC8AKjuBQfmR6g0xon34nlS189g+yr4AzmcujlgYHbABVZ8BF+iwuGqd1mIEpl35ljUM69pqz4AGnqMfJtTExf29fLIqwxAFKqgpTw6+ejpsJmAd5VhREQNgwKBFiEYaD2CcA2AxJBBiUArVMQCeCQcKJl1zDiYZ+AA+yrH0D5gxGXbFukDmPNgTcIkjboJGzTPJTLd9SzlWly87jMZsYsFohASzaxJ9jr2k2rAhlpFaYyYxHTFAnRIIwBNZBf6ZbaMeENNgK34ahgNcLKUQlU+oItrxAcm+/EHMJ9+rCQnpp6yKc2BVZlaWQ0GqPvhc3JD/55ZLfucaa6yRwzhCQn6HPulzNKzM3JeC1C4DEQNhJmynPpAfx68SGDb5yuT9J1pMvpRYlORjI+Dgl2EcqjTK5+2D6UwysGAixxCewT6HH354BikgypZYIwZobIulKHHMFwud80+BvfU2gCjJd38IIPJTndtdchhZ8ayKHH31mwgojEuA1b3V3gQzqZiDedPcrhiVKwLB/CgABUoTGTclMZUcfivXi+FFAajYIFYTgqFciQggECs06cDhc6+pYv+xLZApt5JDtj1mAxgFA9Qv88n/DBOOcQWuBbGxGhDGTUnuBbGfEJF+MenB4MrPojXh6Uu1B6DJEJsDIhNsgoQkmGKTyoFvvS0Ts4ifAUo8ZgsLirEJTBMyAIW9mF4xRozktUCxTAYfTxm9xp+UrlNK5XyAZ3/9ADgmnEkmPlTc2MZ3cUuoY2BvoZa4QOK2TL4eRg4/EMvqF4DXPQbodzcCgNWbtPmF1Zu4qzemYx339TLB1CP1CXhYjwjAYG5MBzQhEopXeAegYmkO20fVDCBqfDum2DqDlDD/ktgQugnBgcVsg+0wMgZ24QBirJgVqzcQOdUb0/0eQIyLyTmbsmpqIwBoQuRziQ+T5691aQ5VxhiDEnbPiJt/rIglmyBcYsEfAGDyMAwVLBQTYROgop75iZgTaKhkrEvJArP3TDLGjAXPfca/tK/txBitjMUHdTMSN+Cggw7KNYP6EjfIuxWzdWkOZhiruyhan9ZZV1+wEQAENk46n6x1cSJMgZkEdb3mr1GrrQsDeU8gBLtgL/4fJmMeMVksPARkURAAWI4feeLYBlCB3XtqGJjj+Biwv/UJ+X7COlwGa8e4GOyj39XFiZh3F0CY5bqCrzEmOCagujybzzCaSWK63AscVcMCxdVVUoEPG8XybJhIFbSQCgYEJuwJZEwsJov1X4gb4CIaMKPP7YO9mFxgIWj0gUBxoTDhwFZdIQsbEyvMP5FjsUrA1w8Xj/BPWZ5tGL7U4smXusikEhIULnYEBg7+4BaoPOKII3I6TAsfsrpAJVMLZBgPO7rVM+68ExzGgkwvwInhAR/x4ZjCMbHopeMPigGrC1QyybEqlmILCpkw0Zr0hM1GmOC4LmQs+FRigfwujIG9mDSTyKRiIs/q6G99vlgxC8iIBozHXGNGII70XpRyxULo8QivWN6DG0C56oOLweeC04BDuABSfyu0WqeGMg43wQXjvSIKwGaWmeQmPVmzUQCsErQJVgAKdNiE0853I0Cs6RILg8f/6sNrsJ19CQWBYUwERISOIgdMpbnTTXMu38edbQLfGJjq9t96Ncqq+IMUeMTvYoH06iqpsjdEBnNNKGFVwBP2iVjnMGyIhrprjQRgPI2IGZShwHbAIKUla2HiBYFjkUmmVc6Vb0h9isWJ+1HG0nZeK1ClhGVCYk2Z6mMa4tENAIStpMmYYCByPE32RAxSmZUYovy1zAxG0ycXBj8WkDFoANO+1UdPDPUsD8M7NBKAxpvPxZezklX1tQl2txtm0qoPi/E+kvzK8plQYLOGTDyoBohjSbYqAKlXweZQ2PxHK6HGYkPADIiEEKGiVR+SQ5xgXM8JYf6BnuugrAsY65zvHRz+GwvA6qO6mDEMZmIBjoiQKQGWeFwWP45vBmwUJ1ay6gBlKpshLug/hsNMzGmYYIyLyQASUwFi3KuhH86jrMo2FC1zzH+M5xN7z8yrEdTHWNHfxJVHdQ3D9D2krlWfE1d9HT5Y+H3x4MAw3dJ6REOoW/5X9SGE0mFATGVrQiXMORNb3Q6ohWBUsvAfLZQe54gHJMYDEwOM2NoFw0xX+zyk31rX7xvLgNUJqU5k6+NaKV7mWHwvshdeK5ECPCYUGzKxUmfKqChi8bpgOdkLyliu13f8SYpX8BirAiJTztfU4tGwtucvEkflca11vYT+Rb/DHPOngArDqLsT3oiHRgcbxjPZYrVTQCIYQkzIG1PI1YfFxMOrPdRQzI9pxrJAp4ZPaMj+gFh9OHa8V18I5FhVKChMcFP9vuqU9QQD+sH9saDYYKxCGtXPtuXrifm54QdwFCgAU/WpmdSskIoWoMWu2E3YRaZDdgWQVTmLSTLFsYRbPKRaDSBTHszMBAcj/otrq/ab9AwAY6aIBCVbAMAPYyIBC2iqggRTWXva+i78Mz6Z7AdAKUit1uIFeLAXP0+mQ67WdkDupnTfUcXh68U5BaoxHcXd1Cdi9qQKHhI1AJJCVszk3g6mU9wOGDCfwlOxPMDg6xEqVK5yLim4aowuXkc60HtABELhFPE+4R1VOjIbChyYcv6i8wQoh9TnJn7fcwwYkwgQ/C5xQTE6yrfqEwaowjcUpFZ4CpwYtD8ABsvFtrFv+JnBcKF849xSiE16AubQXCg9C0CDFEl9SpTPJl0XppFw8D4EjMeuuqEpgBegcpwQE/FdHEORq3BOiJRgOu+xqArqahHF0ExcU7btaQDGJEb1C7CpUFZ6JQjtpp9grQBP/A/x4Bh8PreCRjwxtol95Y6VhQn3CIAzu9XqmKaAqZ3fUQDYz6iFwOADSoPxDfmISu/d0wGgcS+J3SnbKFi1HRVLSdtOiEVxQhNuIGoHYEPapwBwMCPUGj8MP7E/sxkmuxqSIVqacu/GkIDU7vcFgEMxcnETUX8AZFoVGmDIuq5YPxRD0bFNCwA7NpTlQO2MQAFgO6NW9unYCBQAdmwoy4HaGYECwHZGrezTsREoAOzYUJYDtTMCBYDtjFrZp2MjUADYsaEsB2pnBAoA2xm1sk/HRqAAsGNDWQ7UzggUALYzamWfjo1AAWDHhrIcqJ0RKABsZ9TKPh0bgQLAjg1lOVA7I1AA2M6olX06NgIFgB0bynKgdkagALCdUSv7dGwECgA7NpTlQO2MQAFgO6NW9unYCBQAdmwoy4HaGYECwHZGrezTsREoAOzYUJYDtTMCBYDtjFrZp2MjUADYsaEsB2pnBAoA2xm1sk/HRqAAsGNDWQ7UzggUALYzamWfjo3A/wCpUgXUnNf5fgAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="not too small triangle %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="fancy triangle %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy triangle %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="not too small square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="not too small hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>60</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="fancy square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy square %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>90</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="fancy hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy hexagon %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>60</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="asterisk, %&apos;spokes&apos; spokes" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>heading</l></list></block><block s="doSetVar"><l>color</l><l>20</l></block><block s="setSize"><l>2</l></block><block s="doRepeat"><block var="spokes"/><script><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="doSetVar"><l>heading</l><block s="direction"></block></block><block s="turn"><l>4</l></block><custom-block s="set pen to crayon %n"><block var="color"/></custom-block><block s="doRepeat"><block s="reportDifference"><block s="reportQuotient"><l>360</l><block var="spokes"/></block><l>8</l></block><script><block s="turn"><l>1</l></block><block s="forward"><l>30</l></block><block s="forward"><l>-30</l></block></script></block><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="setHeading"><block var="heading"/></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="spokes"/></block></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="doChangeVar"><l>color</l><l>10</l></block></script></block></script></block-definition><block-definition s="multiline %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%code"></input></inputs><script><block s="doReport"><block var="text"/></block></script></block-definition><block-definition s="set pen to crayon %&apos;which&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"><options>grays={&#xD;0 black #000000=0&#xD;1 gray7 #121212=1&#xD;2 gray14 #242424=2&#xD;3 gray21 #363636=3&#xD;4 gray28 #484848=4&#xD;5 gray36 #5c5c5c=5&#xD;6 gray43 #6d6d6d=6&#xD;7 gray50 #7f7f7f=7&#xD;8 gray57 #919191=8&#xD;9 gray64 #a3a3a3=9&#xD;10 gray71 #b5b5b5=10&#xD;11 gray78 #c8c8c8=11&#xD;12 gray85 #dadada=12&#xD;13 gray92 #ececec=13&#xD;14 white #ffffff=14&#xD;}&#xD;pinks={&#xD;15 deep pink #ff1493=15&#xD;16 hot pink #ff69b4=16&#xD;17 bright pink #ff007f=17&#xD;18 raspberry #e30b5d=18&#xD;19 amaranth #e52b50=19&#xD;}&#xD;reds={&#xD;20 red #ff0000=20&#xD;21 burgundy #900020=21&#xD;22 cherry #990000=22&#xD;23 dark candy apple red #a40000=23&#xD;24 sanguine #c00000=24&#xD;25 maroon #800000=25&#xD;26 crimson #c90016=26&#xD;27 Lists #d94d11=27&#xD;28 candy apple red #ff0800=28&#xD;29 coquelicot #ff3800=29&#xD;}&#xD;browns={&#xD;30 saddle brown #8b4513=30&#xD;31 chocolate #7b3f00=31&#xD;32 kobicha #6b4423=32&#xD;33 sepia #704214=33&#xD;34 chestnut #954535=34&#xD;35 dark brown #654321=35&#xD;36 brown #964b00=36&#xD;37 golden brown #996515=37&#xD;38 copper #b87333=38&#xD;39 cinnamon #d2691e=39&#xD;}&#xD;oranges={&#xD;40 orange #ff7f00=40&#xD;41 Pantone orange #ff5800=41&#xD;42 pumpkin #ff7518=42&#xD;43 Variables #f3761d=43&#xD;44 Spanish orange #e86100=44&#xD;45 burnt orange #cc5500=45&#xD;46 sinopia #cb410b=46&#xD;47 ochre #cc7722=47&#xD;48 carrot #ed9121=48&#xD;49 tangerine #f28500=49&#xD;}&#xD;yellows={&#xD;50 yellow #ffff00=50&#xD;51 Control #e6a822=51&#xD;52 dark goldenrod #b8860b=52&#xD;53 goldenrod #daa520=53&#xD;54 saffron #f4c430=55&#xD;55 sandstorm #ecd540=55&#xD;56 mustard #ffdb58=56&#xD;57 gold #ffd700=57&#xD;58 egg yolk #fee33e=58&#xD;59 rubber duck #fbe108=59&#xD;}&#xD;greens={&#xD;60 lime #00ff00=60&#xD;61 apple green #8db600=61&#xD;62 Operators #62c213=62&#xD;63 forest green #228b22=63&#xD;64 green #008000=64&#xD;65 dark green #006400=65&#xD;66 dark pastel green #03c03c=66&#xD;67 emerald #50c878=67&#xD;68 mint #3eb489=68&#xD;69 Pen #00a178=69&#xD;}&#xD;cyans={&#xD;70 aqua (cyan) #00ffff=70&#xD;71 dark cyan #008b8b=71&#xD;72 cerulean #007ba7=72&#xD;73 iceberg #71a6d2=73&#xD;74 Sensing #0494dc=74&#xD;75 teal #008080=75&#xD;76 light sky blue #87cefa=76&#xD;77 deep sky blue #00bfff=77&#xD;78 dodger blue #1e90ff=78&#xD;79 azure #007fff=79&#xD;}&#xD;blues={&#xD;80 blue #0000ff=80&#xD;81 midnight blue #191970=81&#xD;82 dark powder blue #003399=82&#xD;83 cobalt #0047ab=83&#xD;84 denim #1560bd=84&#xD;85 navy blue #000080=85&#xD;86 steel blue #4682b4=86&#xD;87 Motion #4a6cd4=87&#xD;88 cornflower #6495ed=88&#xD;89 slate blue #6a5acd=89&#xD;}&#xD;violets={&#xD;90 violet #8f00ff=90&#xD;91 Looks #8f56e3=91&#xD;92 grape #6f2da8=92&#xD;93 indigo #4b0082=93&#xD;94 x11 purple #a020f0=94&#xD;95 magenta (fuchia) #ff00ff=95&#xD;96 dark orchid #9932cc=96&#xD;97 Sound #cf4ad9=97&#xD;98 purple #7f007f=98&#xD;99 dark magenta #8b008b=99&#xD;}</options></input></inputs><script><block s="doDeclareVariables"><list><l>colors</l><l>color</l></list></block><block s="doSetVar"><l>colors</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l>,</l></block></autolambda><list></list></block><block s="reportTextSplit"><custom-block s="multiline %code"><l>0,0,0&#xD;18,18,18&#xD;36,36,36&#xD;54,54,54&#xD;72,72,72&#xD;92,92,92&#xD;109,109,109&#xD;127,127,127&#xD;145,145,145&#xD;163,163,163&#xD;181,181,181&#xD;200,200,200&#xD;218,218,218&#xD;236,236,236&#xD;255,255,255&#xD;255,20,147&#xD;255,105,180&#xD;255,0,127&#xD;227,11,93&#xD;229,43,80&#xD;255,0,0&#xD;144,0,32&#xD;153,0,0&#xD;164,0,0&#xD;192,0,0&#xD;128,0,0&#xD;201,0,22&#xD;217,77,17&#xD;255,8,0&#xD;255,56,0&#xD;139,69,19&#xD;123,63,0&#xD;107,68,35&#xD;112,66,20&#xD;149,69,53&#xD;101,67,33&#xD;150,75,0&#xD;153,101,21&#xD;184,115,51&#xD;210,105,30&#xD;255,127,0&#xD;255,88,0&#xD;255,117,24&#xD;243,118,29&#xD;232,97,0&#xD;204,85,0&#xD;203,65,11&#xD;204,119,34&#xD;237,145,33&#xD;242,133,0&#xD;255,255,0&#xD;230,168,34&#xD;184,134,11&#xD;218,165,32&#xD;244,196,48&#xD;236,213,64&#xD;255,219,88&#xD;255,215,0&#xD;254,227,62&#xD;251,225,8&#xD;0,255,0&#xD;141,182,0&#xD;98,194,19&#xD;34,139,34&#xD;0,128,0&#xD;0,100,0&#xD;3,192,60&#xD;80,200,120&#xD;62,180,137&#xD;0,161,120&#xD;0,255,255&#xD;0,139,139&#xD;0,123,167&#xD;113,166,210&#xD;4,148,220&#xD;0,128,128&#xD;135,206,250&#xD;0,191,255&#xD;30,144,255&#xD;0,127,255&#xD;0,0,255&#xD;25,25,112&#xD;0,51,153&#xD;0,71,171&#xD;21,96,189&#xD;0,0,128&#xD;70,130,180&#xD;74,108,212&#xD;100,149,237&#xD;106,90,205&#xD;143,0,255&#xD;143,86,227&#xD;111,45,168&#xD;75,0,130&#xD;160,32,240&#xD;255,0,255&#xD;153,50,204&#xD;207,74,217&#xD;127,0,127&#xD;139,0,139</l></custom-block><l><option>line</option></l></block></block></block><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></list></block><block var="colors"/></block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="color"/></block></custom-block></script></block-definition><block-definition s="nearest crayon to %&apos;old color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>colors</l><l>min value</l><l>min index</l><l>index</l><l>distance</l><l>color</l></list></block><block s="doSetVar"><l>min value</l><l>1000</l></block><block s="doSetVar"><l>min index</l><l>-1</l></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>colors</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l>,</l></block></autolambda><list></list></block><block s="reportTextSplit"><custom-block s="multiline %code"><l>0,0,0&#xD;18,18,18&#xD;36,36,36&#xD;54,54,54&#xD;72,72,72&#xD;92,92,92&#xD;109,109,109&#xD;127,127,127&#xD;145,145,145&#xD;163,163,163&#xD;181,181,181&#xD;200,200,200&#xD;218,218,218&#xD;236,236,236&#xD;255,255,255&#xD;255,20,147&#xD;255,105,180&#xD;255,0,127&#xD;227,11,93&#xD;229,43,80&#xD;255,0,0&#xD;144,0,32&#xD;153,0,0&#xD;164,0,0&#xD;192,0,0&#xD;128,0,0&#xD;201,0,22&#xD;217,77,17&#xD;255,8,0&#xD;255,56,0&#xD;139,69,19&#xD;123,63,0&#xD;107,68,35&#xD;112,66,20&#xD;149,69,53&#xD;101,67,33&#xD;150,75,0&#xD;153,101,21&#xD;184,115,51&#xD;210,105,30&#xD;255,127,0&#xD;255,88,0&#xD;255,117,24&#xD;243,118,29&#xD;232,97,0&#xD;204,85,0&#xD;203,65,11&#xD;204,119,34&#xD;237,145,33&#xD;242,133,0&#xD;255,255,0&#xD;230,168,34&#xD;184,134,11&#xD;218,165,32&#xD;244,196,48&#xD;236,213,64&#xD;255,219,88&#xD;255,215,0&#xD;254,227,62&#xD;251,225,8&#xD;0,255,0&#xD;141,182,0&#xD;98,194,19&#xD;34,139,34&#xD;0,128,0&#xD;0,100,0&#xD;3,192,60&#xD;80,200,120&#xD;62,180,137&#xD;0,161,120&#xD;0,255,255&#xD;0,139,139&#xD;0,123,167&#xD;113,166,210&#xD;4,148,220&#xD;0,128,128&#xD;135,206,250&#xD;0,191,255&#xD;30,144,255&#xD;0,127,255&#xD;0,0,255&#xD;25,25,112&#xD;0,51,153&#xD;0,71,171&#xD;21,96,189&#xD;0,0,128&#xD;70,130,180&#xD;74,108,212&#xD;100,149,237&#xD;106,90,205&#xD;143,0,255&#xD;143,86,227&#xD;111,45,168&#xD;75,0,130&#xD;160,32,240&#xD;255,0,255&#xD;153,50,204&#xD;207,74,217&#xD;127,0,127&#xD;139,0,139</l></custom-block><l><option>line</option></l></block></block></block><block s="doWarp"><script><block s="doRepeat"><l>100</l><script><block s="doSetVar"><l>color</l><block s="reportListItem"><block var="index"/><block var="colors"/></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="color"/><block var="old color"/></list></block><script><block s="doReport"><block s="reportDifference"><block var="index"/><l>1</l></block></block></script><list></list></block><block s="doSetVar"><l>distance</l><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>1</l><block var="old color"/></block></block></block><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="old color"/></block></block></block><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportListItem"><l>3</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="old color"/></block></block></block></list></block></list></block></block><block s="doIf"><block s="reportVariadicLessThan"><list><block var="distance"/><block var="min value"/></list></block><script><block s="doSetVar"><l>min value</l><block var="distance"/></block><block s="doSetVar"><l>min index</l><block var="index"/></block></script><list></list></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block s="reportDifference"><block var="min index"/><l>1</l></block></block></script></block></script></block-definition><block-definition s="RGB color" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l></l></list><l>return new List([this.color.r, this.color.g, this.color.b]);</l></block><list></list></block></block></script></block-definition><block-definition s="setup" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block></script></block-definition><block-definition s="pinwheel, %&apos;spokes&apos; spokes" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>x position</l><l>y position</l><l>heading</l></list></block><block s="doSetVar"><l>color</l><l>20</l></block><block s="setSize"><l>2</l></block><block s="doRepeat"><block var="spokes"/><script><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="forward"><l>50</l></block><block s="doSetVar"><l>x position</l><block s="xPosition"></block></block><block s="doSetVar"><l>y position</l><block s="yPosition"></block></block><block s="doSetVar"><l>heading</l><block s="direction"></block></block><block s="forward"><l>50</l></block><block s="doWait"><l>0.2</l></block><block s="doGlide"><l>0.5</l><block var="x position"/><block var="y position"/></block><block s="turn"><l>4</l></block><custom-block s="set pen to crayon %n"><block var="color"/></custom-block><block s="doRepeat"><block s="reportDifference"><block s="reportQuotient"><l>360</l><block var="spokes"/></block><l>8</l></block><script><block s="turn"><l>1</l></block><block s="forward"><l>30</l></block><block s="forward"><l>-30</l></block></script></block><block s="setHeading"><block var="heading"/></block><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="forward"><l>50</l></block><block s="forward"><l>-50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="spokes"/></block></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="doChangeVar"><l>color</l><l>10</l></block></script></block></script></block-definition><block-definition s="set pen to crayon %&apos;which&apos;" type="command" category="pen"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Sets the pen color &#xD;to one of 100 preselected colors, like a box of 100 crayons.&#xD;The colors have names that are meant to be evocative.&#xD;They are organized in families, more or less corresponding&#xD;to spectral (rainbow) colors; the input slot has a two-level menu&#xD;in which you can hover over a family name to see the colors&#xD;of that family, each including a crayon number and an RGB value. &#xD;See Appendix A of the Snap! Reference Manual for more details.</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>grays={&#xD;0 black #000000=0&#xD;1 gray7 #121212=1&#xD;2 gray14 #242424=2&#xD;3 gray21 #363636=3&#xD;4 gray28 #484848=4&#xD;5 gray36 #5c5c5c=5&#xD;6 gray43 #6d6d6d=6&#xD;7 gray50 #7f7f7f=7&#xD;8 gray57 #919191=8&#xD;9 gray64 #a3a3a3=9&#xD;10 gray71 #b5b5b5=10&#xD;11 gray78 #c8c8c8=11&#xD;12 gray85 #dadada=12&#xD;13 gray92 #ececec=13&#xD;14 white #ffffff=14&#xD;}&#xD;pinks={&#xD;15 deep pink #ff1493=15&#xD;16 hot pink #ff69b4=16&#xD;17 bright pink #ff007f=17&#xD;18 raspberry #e30b5d=18&#xD;19 amaranth #e52b50=19&#xD;}&#xD;reds={&#xD;20 red #ff0000=20&#xD;21 burgundy #900020=21&#xD;22 cherry #990000=22&#xD;23 dark candy apple red #a40000=23&#xD;24 sanguine #c00000=24&#xD;25 maroon #800000=25&#xD;26 crimson #c90016=26&#xD;27 Lists #d94d11=27&#xD;28 candy apple red #ff0800=28&#xD;29 coquelicot #ff3800=29&#xD;}&#xD;browns={&#xD;30 saddle brown #8b4513=30&#xD;31 chocolate #7b3f00=31&#xD;32 kobicha #6b4423=32&#xD;33 sepia #704214=33&#xD;34 chestnut #954535=34&#xD;35 dark brown #654321=35&#xD;36 brown #964b00=36&#xD;37 golden brown #996515=37&#xD;38 cinnamon #b87333=38&#xD;39 copper #d2691e=39&#xD;}&#xD;oranges={&#xD;40 orange #ff7f00=40&#xD;41 Pantone orange #ff5800=41&#xD;42 pumpkin #ff7518=42&#xD;43 Variables #f3761d=43&#xD;44 Spanish orange #e86100=44&#xD;45 burnt orange #cc5500=45&#xD;46 sinopia #cb410b=46&#xD;47 ochre #cc7722=47&#xD;48 carrot #ed9121=48&#xD;49 tangerine #f28500=49&#xD;}&#xD;yellows={&#xD;50 yellow #ffff00=50&#xD;51 Control #e6a822=51&#xD;52 dark goldenrod #b8860b=52&#xD;53 goldenrod #daa520=53&#xD;54 saffron #f4c430=54&#xD;55 sandstorm #ecd540=55&#xD;56 mustard #ffdb58=56&#xD;57 gold #ffd700=57&#xD;58 egg yolk #fee33e=58&#xD;59 rubber duck #fbe108=59&#xD;}&#xD;greens={&#xD;60 lime #00ff00=60&#xD;61 apple green #8db600=61&#xD;62 Operators #62c213=62&#xD;63 forest green #228b22=63&#xD;64 green #008000=64&#xD;65 dark green #006400=65&#xD;66 dark pastel green #03c03c=66&#xD;67 emerald #50c878=67&#xD;68 mint #3eb489=68&#xD;69 Pen #00a178=69&#xD;}&#xD;cyans={&#xD;70 aqua (cyan) #00ffff=70&#xD;71 dark cyan #008b8b=71&#xD;72 cerulean #007ba7=72&#xD;73 iceberg #71a6d2=73&#xD;74 Sensing #0494dc=74&#xD;75 teal #008080=75&#xD;76 light sky blue #87cefa=76&#xD;77 deep sky blue #00bfff=77&#xD;78 dodger blue #1e90ff=78&#xD;79 azure #007fff=79&#xD;}&#xD;blues={&#xD;80 blue #0000ff=80&#xD;81 midnight blue #191970=81&#xD;82 dark powder blue #003399=82&#xD;83 cobalt #0047ab=83&#xD;84 denim #1560bd=84&#xD;85 navy blue #000080=85&#xD;86 steel blue #4682b4=86&#xD;87 Motion #4a6cd4=87&#xD;88 cornflower #6495ed=88&#xD;89 slate blue #6a5acd=89&#xD;}&#xD;purples={&#xD;90 violet #8000ff=90&#xD;91 Looks #8f56e3=91&#xD;92 grape #6f2da8=92&#xD;93 indigo #4b0082=93&#xD;94 x11 purple #a020f0=94&#xD;95 magenta (fuchia) #ff00ff=95&#xD;96 dark orchid #9932cc=96&#xD;97 Sound #cf4ad9=97&#xD;98 purple #7f007f=98&#xD;99 dark magenta #8b008b=99&#xD;}</options></input></inputs><script><block s="doDeclareVariables"><list><l>color</l></list></block><custom-block s="✐ initialize variables"></custom-block><block s="doIfElse"><block s="reportIsA"><block var="which"/><l><option>text</option></l></block><script><block s="doSetVar"><l>color</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportListItem"><l>4</l><l/></block><block var="which"/></list></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIfElse"><block s="reportVariadicNotEquals"><list><block var="color"/><l></l></list></block><script><block s="doSetVar"><l>✐ last crayon</l><block s="reportListItem"><l>5</l><block var="color"/></block></block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>No such crayon: </l><block var="which"/></list></block></custom-block></script></block></script><script><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></list></block><block var="✐ crayon colors"/></block></block><block s="doSetVar"><l>✐ last crayon</l><block s="reportModulus"><block var="which"/><l>100</l></block></block></script></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="color"/></block></custom-block></script></block-definition><block-definition s="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen" helper="true"><comment x="0" y="0" w="220.66666666666666" collapsed="false">Takes three inputs for red, green, and blue&#xD;values, each between 0 and 255.  0,0,0 is black; 255,255,255 is white.  255,255,0 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual red, green, or blue without changing the others, lets you provide a list of three RGB color components, and lets you provide a six-digit hexadecimal number, the form in which RGB color values are usually found online.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)&#xD;</translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><list><block var="r"/><block var="g"/><block var="b"/><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block><l>a</l></list></block></list></block></list></block></script></block-definition><block-definition s="✐ initialize variables" type="command" category="pen" helper="true"><comment x="0" y="0" w="180" collapsed="false">Creates a bunch of global variables.&#xD;For internal use by Color library.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><custom-block s="does var %s exist?"><l>✐ last crayon</l></custom-block><script><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ last crayon</l><l>✐ crayon colors</l></list></custom-block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ crayon colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ crayon colors</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,0,0,black,0&#xD;18,18,18,gray7,1&#xD;36,36,36,gray14,2&#xD;54,54,54,gray21,3&#xD;72,72,72,gray28,4&#xD;92,92,92,gray36,5&#xD;109,109,109,gray43,6&#xD;127,127,127,gray50,7&#xD;145,145,145,gray57,8&#xD;163,163,163,gray64,9&#xD;181,181,181,gray71,10&#xD;200,200,200,gray78,11&#xD;218,218,218,gray85,12&#xD;236,236,236,gray92,13&#xD;255,255,255,white,14&#xD;255,20,147,deep pink,15&#xD;255,105,180,hot pink,16&#xD;255,0,127,bright pink,17&#xD;227,11,93,raspberry,18&#xD;229,43,80,amaranth,19&#xD;255,0,0,red,20&#xD;144,0,32,burgundy,21&#xD;153,0,0,cherry,22&#xD;164,0,0,dark candy apple red,23&#xD;192,0,0,sanguine,24&#xD;128,0,0,maroon,25&#xD;201,0,22,crimson,26&#xD;217,77,17,Lists,27&#xD;255,8,0,candy apple red,28&#xD;255,56,0,coquelicot,29&#xD;139,69,19,saddle brown,30&#xD;123,63,0,chocolate,31&#xD;107,68,35,kobicha,32&#xD;112,66,20,sepia,33&#xD;149,69,53,chestnut,34&#xD;101,67,33,dark brown,35&#xD;150,75,0,brown,36&#xD;153,101,21,golden brown,37&#xD;184,115,51,cinnamon,38&#xD;210,105,30,copper,39&#xD;255,127,0,orange,40&#xD;255,88,0,Pantone orange,41&#xD;255,117,24,pumpkin,42&#xD;243,118,29,Variables,43&#xD;232,97,0,Spanish orange,44&#xD;204,85,0,burnt orange,45&#xD;203,65,11,sinopia,46&#xD;204,119,34,ochre,47&#xD;237,145,33,carrot,48&#xD;242,133,0,tangerine,49&#xD;255,255,0,yellow,50&#xD;230,168,34,Control,51&#xD;184,134,11,dark goldenrod,52&#xD;218,165,32,goldenrod,53&#xD;244,196,48,saffron,54&#xD;236,213,64,sandstorm,55&#xD;255,219,88,mustard,56&#xD;255,215,0,gold,57&#xD;254,227,62,egg yolk,58&#xD;251,225,8,rubber duck,59&#xD;0,255,0,lime,60&#xD;141,182,0,apple green,61&#xD;98,194,19,Operators,62&#xD;34,139,34,forest green,63&#xD;0,128,0,green,64&#xD;0,100,0,dark green,65&#xD;3,192,60,dark pastel green,66&#xD;80,200,120,emerald,67&#xD;62,180,137,mint,68&#xD;0,161,120,Pen,69&#xD;0,255,255,aqua,70&#xD;0,139,139,dark cyan,71&#xD;0,123,167,cerulean,72&#xD;113,166,210,iceberg,73&#xD;4,148,220,Sensing,74&#xD;0,128,128,teal,75&#xD;135,206,250,light sky blue,76&#xD;0,191,255,deep sky blue,77&#xD;30,144,255,dodger blue,78&#xD;0,127,255,azure,79&#xD;0,0,255,blue,80&#xD;25,25,112,midnight blue,81&#xD;0,51,153,dark powder blue,82&#xD;0,71,171,cobalt,83&#xD;21,96,189,denim,84&#xD;0,0,128,navy blue,85&#xD;70,130,180,steel blue,86&#xD;74,108,212,Motion,87&#xD;100,149,237,cornflower,88&#xD;106,90,205,slate blue,89&#xD;128,0,255,violet,90&#xD;143,86,227,Looks,91&#xD;111,45,168,grape,92&#xD;75,0,130,indigo,93&#xD;160,32,240,x11 purple,94&#xD;255,0,255,magenta,95&#xD;153,50,204,dark orchid,96&#xD;207,74,217,Sound,97&#xD;127,0,127,purple,98&#xD;139,0,139,dark magenta,99&#xD;0,255,255,cyan,100&#xD;255,0,255,fuchia,101&#xD;18,18,18,grey7,102&#xD;36,36,36,grey14,103&#xD;54,54,54,grey21,104&#xD;72,72,72,grey28,105&#xD;92,92,92,grey36,106&#xD;109,109,109,grey43,107&#xD;127,127,127,grey50,108&#xD;145,145,145,grey57,109&#xD;163,163,163,grey64,110&#xD;181,181,181,grey71,111&#xD;200,200,200,grey78,112&#xD;218,218,218,grey85,113&#xD;236,236,236,grey92,114</l></custom-block><l><option>csv</option></l></block></block></script><list></list></block></script></block-definition><block-definition s="change crayon by %&apos;amount&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><custom-block s="set pen to crayon %s"><block s="reportVariadicSum"><list><block var="✐ last crayon"/><block var="amount"/></list></block></custom-block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control" helper="true"><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="create %&apos;_scope&apos; var %&apos;_names&apos;" type="command" category="variables" helper="true"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>_item</l><block var="_names"/><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><block var="_scope"/><block var="_item"/></list></block></script></block></script></block></script></block-definition><block-definition s="does var %&apos;_name&apos; exist?" type="predicate" category="variables" helper="true"><comment x="0" y="0" w="146" collapsed="false">This block reports &quot;true&quot; if there is a variable with this given name (input slot) in that context.&#xD;&#xD;It can be a global, sprite or script variable.&#xD;&#xD;Otherwise it reports &quot;false&quot;.</comment><header></header><code></code><translations>pt:a variável _ existe&#xD;ca:existeix la variable _ ?&#xD;es:existe la variable _ ?&#xD;de:existiert var _ ?&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doApplyExtension"><l>err_ignore</l><list><block s="reportApplyExtension"><l>var_get(name)</l><list><block var="_name"/></list></block></list></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><block s="reifyScript"><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block></script></block-definition><block-definition s="multiline %&apos;text&apos;" type="reporter" category="operators" helper="true"><header></header><code></code><translations>pt:o texto multilinha _&#xD;</translations><inputs><input type="%mlt"></input></inputs><script><block s="doReport"><block var="text"/></block></script></block-definition><block-definition s="pen crayon" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doReport"><block var="✐ last crayon"/></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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="754"></list></costumes><sounds><list struct="atomic" id="755"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-2.2282620193436742e-11" y="1.688249540165998e-11" heading="309.5714285714512" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="30,30,30,1" pen="tip" id="760"><costumes><list struct="atomic" id="761"></list></costumes><sounds><list struct="atomic" id="762"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="95.17854817708337"><block s="clear"></block><block s="forward"><l>100</l><comment w="227.33333333333334" collapsed="false">B. It&apos;s easier to see what&apos;s happening if the script waits between steps.&#xD;&#xD;Remember, you can use Visible Stepping instead&#xD;of adding WAIT blocks.</comment></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>-100</l></block></script><script x="10" y="216.17854817708326"><block s="clear"></block><block s="forward"><l>100</l><comment w="282.99999999999994" collapsed="false">C. After drawing the spike, turn half way around (&quot;do a 180&quot;).&#xD;&#xD;How many times must you run this script to get the sprite to face the way it started (facing &quot;right&quot; or &quot;to the east&quot;)?&#xD;&#xD;Use Visible Stepping if needed.</comment></block><block s="forward"><l>-100</l></block><block s="turn"><l>180</l></block></script><script x="43" y="13.84521484375"><block s="down"><comment w="184.83333333333334" collapsed="false">A. Click this script. What does it do?</comment></block><block s="clear"></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block></script><script x="572.1638793945312" y="248.58957926432294"><block s="down"></block><block s="clear"></block><block s="doRepeat"><l>100</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>100</l></block></block></script><comment w="145.5000000000001" collapsed="false">D. Instead of clicking twice, you can use REPEAT to automate.</comment></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments1" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"></media></snapdata>