<snapdata remixID="9663859"><project name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAW/0lEQVR4Xt2deZilRXXGf3cG0EFBZFFQIUBgQNEYBdcIsgbBBdAkIggqCKgkyDIDzMAAA8gMDgMYwYVFJCiYBRAVopEtmOACRA2igbgAEknAoEDfffl8iu7bfe/tbzlvVX3dPdznmT+g66vl1Ft19lOVJEkSBn+3t2HXtYf+l9d//FMT/uI5Xp9OfvT3TXhvYB+us++0YecIawpbTbyvTxiD1c8P6+/hLrx0PswP64ZP1uDEdb07qQwBcHkNTvfv7JlZ3NuBV63lPaHJDz/fgKOeG9bPt1uw1zphfczVr/+jA6+NQOfL63D4grBV/nML9vGj8zgAe4A7EVsGHodFY3Be4Ml8tAcvnAeB2OMTNTgl8DCFbcvMfH1DE/YL5BJXNeCQUIID3+/AG7RDUUmuqCd8MMLgd3dgJ23waTu0ogpLnhe2ca0EHkvgZfPC+lmTvr6wBsdGOGw/78I2gZfQyWOw0n4JDbNgH6J/vQnvDDyBbtx/acGf+13jk9O+tA5HBLITHxrMhW9+59gY49wj5LesCmcFXgL/1YXtbUAOA+D5NTg+8OTd2YY3R1AQrm7AQRFu8pDNmwvfXliHYwMP4b+14S0R9uQrTTgw/3LyA+CTPehUYKNKGMlPqcInAk/b/R3YLpD1h61i7n391SbsH4ErxVDiLmnAkdkXgw7Av63DMYEnzG3ZA11YaLumM3d4aRXOCQTw3INPvBn9sAOvCTyc59RgaSCXayTwRAIvmS4eaAC8vgkHBJ6sq5twUGAfbotisO7vt+Ntdhk9za+EK3bHj8H5dqUgdRn/04NN5kGgiM7KGpw8DGYbAH/UgT8NPEluZZc14MOBctq3WrB3KCWAWMpTGcAb7PPsGpwaeAP9uAOvjrB/l9ThyEDuN6JsFgMwxgl6pAsvng+hcm3KCZL3P4a5SB408INbWrBHhEN3XRPeHch9Yil7ExwsH4AxZIizq3BqoJxWT+D3CWwWaGKIYSgPxFLQ53e0YZfAU/zpOvxN4C3mFnF/F7YLlOFPqZIOwFha1M1t2DOQYJ+rw0ciECyWizAIQRE+Pr0KywMP9JMJtBPYOPBAR1ACi1mwD81iOf9jBCPECIrwoUGZ3/yyC1sH3j5ufjHsuN9tw5v8L5npAPx1FzYPWNxpVTgz8IT+tAOviCA0X1yHoyPcnmWCKaTvKxvwgUClLpYy9s0WvE2XU6cD8KwqLPME0C+68McB4HWbcXIVVnqO39/Mx3qwbgWeH2goDwHHTH17RQM+FAhCN9e727CT/032zHLPrcFJmsYehwVf1YRDArUrtwBnl3tDIBFW1WCxRoSZwkpp48SKZlo8BqsCbYYummmDCiywHf5hADpr9Ya2DyeJGeMEBsSTDW3qjS14u84GSgPGTHccI57zJx14ZQTxx6g8DgNwSRVWGNnfQy6idh6sJQJ2dFNW1WFxoJwW4+acabCUNd7tLdg1wiH8xyb8ZSBXMyiRwwDsEh6ibSVsNQH370WBpoCTxuDcQLYRQ3a1rruo3bVNeE/gxrsxbmvDboHiTCwl7mddeHm6bjAFQOcwfq7xNruyCR8IINJn6vCxwFvPETmGthzDrlYEKp+/39uFVwUqdGdW4TQjR8ua49jERfHiwIsio/8pACqJLiGBAFGu9ga8N4LmF8te6QMwyzfKnmT19+CEWS0Qy4Qqd7/tpRq+pwD4dALrGW9AC/FG2/ykC68MpQJgFG5zp3hLG/YIZE8+NPD5JlbyUQxl8aYW7OspXy4dg3Omi0q6GcbnBjuxCp8MZAWPduEF88bteyG/GL7pkPF9v/1aC97lufn9Mf+uAYdG4Bw+Sp9L/k3ZunEAKt4LNUo2RvSJh4Fz2j670L//7cHm5cgyvriSvrugDsdFkJ1jKF0+DgMXVDJiHxwHoNuYTSNvzCO9OJlpni6eoY2NEYcoIaXExk/0YF5l3Ngb8jutBmcGGuxVJTAltE9jwTc24e1G7Tc0kDLQyT25N19uwsHGOYds6Ex/GyM1YqaVMGd2e97wwakkK6rJaJh0Ji1jJEFbNipCmE+UnBPLXGezzVwJm/uHJvyV3yGvJL/oJFFCewY34v97sJEnS48R6HhqFc4OVHpmE1jq2DFSJkKUM8WqMLI3dhasFC3yucEih3qrezjU3gn77/M70fK4HcDVhwoJgXODxkidcKF4LnUiUNnOpYGLVBrwftkBeE3TvikuOkO5AEtIdpGB0P8ghrnDZ/CQG6g/Xoyb0PXlo7R9owXv0JFrB6CVqCmqduanLt1v4wo8J1CjW1GDJYEaXSyDr5VOae1iJR9d34IDdDAMTenLDThYsBl+rQnvMnKNgf2yAfAHbXi90XOguI9CXHqOWjkJzxIOFlXhvDkkM8ZIPoqhJTsiOgfAZhE8WIMb4tyDE5XYbAC8rA4fNhpAn+7Begr/laAy1fjzdTjKOKe8IeZqslKMIAmXfOQinNQYz0F6KeVTbm3B7trNawOgJ0ZyP/Nx6fU7vKYB7xPYQ9pEYoU9lUGbfp8xPBaurxAPSoYLLXXZhmJEk999qg4fX5CRljnY+31d2MF4BSulvVSXnpuTUPYrFxcX1eGvI9yeZYJvsO8YPtyvt+Cd2u00OYVaEu6DH6XVfR3YYS0DABVZ4v96UFLcGEq0dhYwHncxj5Qb9VMWKGNEs7i53dOBHcWQ++PG4AJj0K9YJXV2WLDi0nNEExeVioHzarAoUFMuC1zWfmMlH6kVIlJcaJlT/kIDDjOKR5fWC27AX3VhKyP7Veq2zJRLr0+lZ1uy0vIqnB6otc8F5euuTgEAFVApYLWeeJ8svcG+7+rA60R2kzY3V/e4EmirHOzXXcS+udf9fhTPVBa9Fbuj4t4UwD3zLFgh3JIxWGGUPUaJfFIVzg28JWKVwEgDQKySIbe1YDdP5cJ6Ebh2Iy603E+FAkjZAFQUCkVRKdOl16eKorlnUTKGHc6ywcJtkdldSD6wpwvNsjRLm2wAKiaVWMnMgzNWsvT63wWEBQ0RK4YnwkL9fhtVKUjr23kXtpiv+eBdP4p5RinXa7RhziwLLsul5wj52QZ81Kh9ZYHj1jbsbnQ5KgCztI1Rm8WNE8tckwVy62NGxjSKdAC6XFBrYR/FTae0VeYQw1AaGsFtAZmlTYxqVarh2sOFZlmKpU06AJWAAuVWs8xIbRPi0nNjuXi830ywL3XsstrHqNsnudAacKCReyivMhlyjdIB6CN/FW2GohgoWXohVVhjPNRXtG7fvzsTlDPBviDA/FMHYnscf9qFVxhtw4Z9nA5AJZhU0WgVTVnRwH03+EsNeL/x1PuOEeM7hW6j4ylR0t9rwxtnXv6dDkAlnF6x6cXYjNE+fDwcMR7kK2MteX36vs9SmgutAUcYD+9TCayffYtPB2Co9yGNkIqXRPG+qC49xZqfBQhn7nAiivrbPoJHJlbIvTr30fZ3teF1xtuywMTkb4ZRNl8BlQJWhZAxHuC7oAbHeQY0tCa8CaHPyCps1dFHOXQxjOKje9JMclMuhgGo1IdWI1oUsFjaKi6oGKFcsZKVYjykrdyELgRtE6Mio8RJKjkjOXUnhwEYWiE/DTiKQqEI3EpUtKJYja6hjGSlm1uwZ6D/9htNeIcxCchyoNU2/9qGtxrZcM4j1n4sWIlmnm2X3kiWniuFU7FGtpxQhdWBAQ15GxtSGkNyoVVhqXEdRheahFf3mHbGQ9pTAFxdgxOM8k2o8VeafUrjH3Tg9UahfsSofuLu+3HubU9w14YVbjtub048ZWk6IP+zA39iHCNkPQZbWUj3z3w7kIVW2JfRhfZMP19twf5hN/kUAGOUxBhdneJOu7wBhxtVe6VtSpbeRevuwNH1DYdme/Haj7H9jRex51a7wTYzALzB0X1vnRh1oAsRmdNAed3grBosm37B6SxYyeWVXHrCrRZCtIlvk8rOqb08ve5aHLVtk2t+dGeEUcQu1PdWDFXoJ2cwkYVmmpHBhWbqZ7CRK0LgXlUY+Y0DUCl7+8UGfNB4U5Xh0lNCvzLkz15l58linc6it3TTp1l0781svPHGk+S5bO+LWXDoBhx88MEyrYM+KCuaRXGhKbGQI+//qmsfB2CMZ1lHR1Y0T8mlV4NjjLJqigb+4Hpv5cbO42x93Wr22WeffHq5bLCJ37J7zubQyw9n2223VWmst1ey0GbJhTa5KCWyOyUxTGPBiv1JCadXbHr6dhZ/kVd8ewCE/Y7alQ5LHlrOeddeUNy3TwslvEzMQuMIY3RCgQvNZ1k80IGFw/J1JbmynpgLV3+2Dh81LqAMl56So6EULMozMhcBMC/xKdZDL167nfKR4kJbXIVVRtNNgJepknynlfAWo0ExFiEG+5nLLr0RFnzIZYexcOHCYSoUPW/ha7JSXGhlmIyagNXOrQTAjjxSZGfB/92FbY1xYEp0sU9ES8yDkGHKkJSQC+twbAFnUN9JebwHmxiLPJXlQusk4W8Bju7ViBhnB+DqOpxgZL/PVpdeKPBjPIcaOgfJhSa83eypyNoBGLrwtO+VaGbFY6CYamKtK8PQOq17pRpsCVlo0nJzXGjT+vlcAz5iNM8NvPRuA2CGETF1MUo+g698JFExp7Hi0os1ptJPaS60JuxvFfCUCRvbDjgzbABUXl0sw6VXJOgPrlupb6y49Cy0tSZ5r0kutJL33gZAC/HVNqW59IRywuqcLe1/2IbXFFgVFBeakoX2aA82MyoulrW4NiVzv2IAuqehNjQuSonns2iOfSI1GK/rF/NXhunCze83PXiJkV6W9cxRF5pl6rltJkL6igEYPFJGB4r8p8iVyokta21fqMNhBRYDnxcnY8430IWWORXRAmIDoCJXKfKalaD3d2A7Y4iUIrPc1IR9Z0kYl1xoQhbak73xZ21j/lJcaJndSzbgpqFErxtJqX6ghGDd2YE3G4EVk6D9vmK9tZY2txhvJPf7VZ68nSEXWpTtuKFlBKAymhKCNWAPKhxCCRlT7FeFA8+BBspNbbVHumU90IWFRu+WlQwKByws0Ts4qPKWW04WlHUd09oplnblMWXFM6BOPi/MTAp9n2W7nRJsoJSaKyzRO0hwpQqCEoqlhHhZAaAcgKubcFCJcmBWuL0S2WNdt2KxUCKblGADJYgBKOe5ViUUS6nrJxEiPyHauqfB7ULfNlFu6Jz0x+kcxWCvVBevBC9MHPxKsrKacJIxwviGFuwXlgWlrmmovcIKFGFciZPzWcCoyUOooYxyQysAsK6jZNHHZobpTzYvcnh0QYo6rqj5VsI91YP1jeaIS+uYI4Wt4+e1KyNYQmF9kvInBBkoIsAEfcYBWEYWlGKQVB6RUQyoMcASqw/l0b/+mMozE4rw/+9t+LNZDEIeMH+NA1AJdVKqIsTavMF+lCwsJbsrpPCQsk4lAEIpaVxGDocSWCI5AFqw77gop7Fg98Wa5EJTb3bl0WUFdP22iv/bp3/LNwoHUaplPNIDj8pfUwBUDIiWhbo20gmqwWlGZUjJyLfOdbDdPW3YMTKL6nMZa6j9xGuSpulLHKwNe0Vem2mSE42+PTz+FADXUBmicO2KwXewM4UeRZMYLEJkdWsqkUXqTV80X/f3GZLhpwD4bHWh/bIHWxu14dGNCS3YmFWG7Vst2HsWzFmKFWOGXHrDMqDiQbCcItdGsiONwUrj23CKgdY616x2itzU7yOvEGU7gbVzikY+2IMtjYdGueHLDL6w0DhF+x4GoFJJdLZdaEqFTiWeMIuQLvVxc6Pj/rVrweYFAMorW7yiCkuMSeGluPQS2NBYVVVx6aUUXxoG4JxwoQkJ0ZZT128T441dZby51lbhGMpFZElByKGFbobxIaxi+FSEf9WF5gqg/9E8mGc83T5rVb5ZVYPFA5q/+hyD5NJrwEHGvIYyRLGMUsfTAThDwmfmPikGVV8XWlkl0BTw9dv2XWifqsHHjWao/rdluPRmWBmdDkDFoLgmu9AUf6gPsKzfuMcJd1kn7EmuorHmsEtvZliwI5DiQlMMq0rWWNpGlSHEFwGi//cL6nDcAvheB94opiYo79zNek5PF7ZLV+DSAai4YMrIQlMMq0rp2SxgKD5jK7iK2g1WuVeUv36/VoN20Tx8/66Yps6vw/HpWYLpACzLhabkNiiEUYTxrH7vaI2zwrJ/93Rgx5Tb7jMN+JhRSVDmWJpLrwV7hdNr5liwI5piCFUMrK7v61twQDhBuKUFe0ToJw0kioafBTJXL2aL+WC0U6MoNwrnsR6CApdeNgCVake/S+CFkU0bvk8X/LgDrxblqVFiKk+WWTfC4tYrkn3nii1TculVYVm2UT0bgGuyC00p8p0FoF/3YNNKvsvMAj5FVsrrT0kK6/ejVNdaWYWTjd4XhZMV0CgOC1YMl4oLLUS2Uw6QBUgz1WZUlAgp4K7UyS7DGmBQrvIBONtZaBa2VQSMCM9JFQ0R/e99xWF5DU4XjdPRJzPS4e0t2NUoIxtcevkAVLLQFAFbMYwqc8gifgxTTdkbO9j/r3ouVh22NAY/pM1NeaVU4TSRCxTEYcGOAEpEtepCKxLOLeD4fQKJU5as6qOl0xLaXFGHDy2AqxpwSIBZ5u427GSMfJ5Fl14xAGMJ0aF79fMubBNwI/THnwt5GVm0UESerD6UZ1zVPVE416IqnFes1BQDsCwXmmIgHSTUl5rw/sBSGrFeP1c3MKt9lsnp+DE43xig6/r2iXucZZdeMQAVIiuGzBC5TKmtlzf/Ml5DV+jl2p5eg+WBioarCdgBNvIQL2bZpWcDYNlZaOqmufbO9OP80Ft4EH1wPKWeoc888765ow27FMhpRVE7SvJSyPwVjiXI7DYAKjVhFBfazzrw8lCvRfpDyBKty6oXnTWJW9qwh1FBcH08POF+G+3vuia8O0Ac+UoTDjR+r3AsQQO3AVDZTdWgOfJ2mDLUZNtb27C7sKFZg4RuqGXyPm6+0QMSKx/Hx7tiWaO1zU1KhVQlp8A6gX47pdpCXt9lzlFdU+z2/UcdVcUkbR4u6PhF88BoT0bJ0stLthqdi1SiVzFAKobNwUnFsEedUYMzAoX62OCJ1V9gAtAz08hLF82apwIqkQNWkkaSmJ/ltBIyxIUWo7i3Sz7aKoLN0Lrestv1nf9nVOGMYtta5nSUt/nKXtME+68ki8YS88PEahaa7yJijVOkQfrObya/U4T/rHmFuDMfm2DXljUrnG+Co1aSp3oJ6xlj+ZTcAsXAmbU469trecRZU0Hoij06C9MGI2Ym5W1gR5dlVTgr4NZUvlffRPYqz2Y5Cf02323DmwK1UyU/JWtuCeBi49YUtlxUq9D5tTcwXBq+Qb3KHvu0HTB+6wUq7+vCDoJ8pVTMz1rMb3uwTgXWNxA9jyCzkXykblBf2837rijRPzSQoT+28pyYwvEGOOk4AAXDoZRj0F+IkuSUR3hFxsjqZ66aarKSlbLWkfXka4yke5/kMQWsA2uKb4jOA1Dewy3Wm+LaJrzHaL3P63O23+wdnNsJVVgtymn1BBYMcISHuvCy+SAwp1TyjJYLse6Ltd0IB50CoGLrCTFzXCo8vJe3qCjJRxHceFbCZ7ULcQP2822VcipZ86gm4P45A7X6U1x6I77rKQAqBkQl1yBtMa4eipPrXuqx2NCbY3Q+D/fG00Vn43dMwZOuljnFuMkvrsPRAXMJcOn5s2CliE0WIc+pwdJAr8VcCKmyACV2m74sG3oZxHKDWtaXwjmHAagK+Zc04MiAsHE36ZGi1ZZ1pLaxaI/enc+xD0c9Ij3sier9pXjY7FKpoLximnJYhgHo44uNoVi4lRWZFiwYuLAGxwbeqJZxZquNs2c+lFK+95steJs1sgBYPAarhEjrtPU+2hs3kgdwbtftHwAq4V4FfeEA6QAAAABJRU5ErkJggg==</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</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(2)" idx="2" x="-31.000000000003183" y="10.999999999997982" heading="89.99999999999898" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="254,0,60,1" 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="19.99999999999999" y="20.00000000000001"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script><comment w="242.66666666666669" collapsed="false">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment></block></script><script x="19.99999999999999" y="135.00000000000003"><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script><comment w="90" collapsed="false">the middle of this script makes triangle    </comment></block></script><script x="19.99999999999999" y="249.99999999999997"><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="19.99999999999999" y="364.99999999999994"><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script><comment w="90" collapsed="false">the middle of this script makes a pentagon</comment></block></script><script x="19.99999999999999" y="480"><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="393" y="249.66666666666663"><block s="up"></block></script><script x="374.00000000000006" y="121.99999999999999"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block></script><script x="404" y="342"><block s="receiveMessage"><l>ghost sprite</l></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,112,243,1" pen="tip" id="92"><costumes><list struct="atomic" id="93"></list></costumes><sounds><list struct="atomic" id="94"></list></sounds><blocks></blocks><variables></variables><scripts><script x="14.705882352941176" y="7.352941176470588"><block s="up"></block><block s="clear"></block></script><script x="14.705882352941176" y="56.60784313725489"><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="14.705882352941176" y="112.63725490196076"><block s="setSize"><l>1</l></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>12</l><l>80</l><l>-20</l><comment w="245.88235294117652" collapsed="false">this makes a pinwheel with the number of branches you put in , the size of your size input and the length of the branches with backup.</comment></custom-block></script><script x="14.705882352941176" y="210.66666666666674"><block s="setSize"><l>1</l></block><custom-block s="asterick, branches %s branch length %s"><l>6</l><l>20</l><comment w="90" collapsed="false">add comment here...</comment></custom-block></script><script x="14.705882352941176" y="296.69607843137254"><custom-block s="polygon sides %s length %s"><l>5</l><l>100</l><comment w="304.7058823529411" collapsed="false">This block creates a polygon with number of sides and size you put in.</comment></custom-block></script><script x="14.705882352941176" y="361.72549019607845"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l></l><l></l><l></l></custom-block></script><script x="14.705882352941176" y="396.75490196078437"><block s="clear"></block><custom-block s="animation"><comment w="238.52941176470586" collapsed="false">This blocks makes an animation. The animation makes the pinwheel gorw bigger and increase pen size as it gets bigger.</comment></custom-block></script><script x="14.705882352941176" y="491.3970588235295"><block s="setSize"><l>1</l></block><block s="clear"></block><custom-block s="pinwheel art"><comment w="90" collapsed="false">makes a drawing with multiple pinwheels</comment></custom-block></script><comment x="14.705882352941176" y="607.0392156862746" w="90" collapsed="false">CHALLENGE</comment><script x="14.705882352941176" y="657.0686274509804"><block s="doBroadcast"><l>ghost sprite</l><comment w="140.73529411764713" collapsed="false">makes 2nd sprite dissapear</comment></block><custom-block s="challenge: red circle in blue box"><comment w="90" collapsed="false">This draws a red circle in a blue box</comment></custom-block></script><script x="543.235294117647" y="281.9705882352941"><block s="receiveKey"><l><option>1</option></l></block><block s="down"></block><block s="doFor"><l>i</l><l>5</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="i"/></block></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><sprite name="Sprite(3)" idx="3" x="-175.47213595499989" y="-569.3714543774224" heading="306" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,112,243,1" pen="tip" id="150"><costumes><list struct="atomic" id="151"></list></costumes><sounds><list struct="atomic" id="152"></list></sounds><blocks></blocks><variables></variables><scripts><script x="24.85294117647055" y="46.235294117647115"><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="pinwheel nest number1 %s to number2 %s"><l></l><l></l><comment w="90" collapsed="false">This block makes a nest with however many sides you choose.</comment></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; size: %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="clear"></block><block s="down"></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><block var="number of branches"><comment w="447.71295166015625" collapsed="false">This makes the code repeat the number of times the user put in and makes the branches.</comment></block><script><block s="forward"><block var="size"/></block><block s="forward"><block var="backup"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block><comment w="90" collapsed="false">This block makes the shape in  the middle </comment></block></script></block></script></block-definition><block-definition s="asterick, branches %&apos;branch&apos; branch length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size: %s backup: %s"><block var="branch"/><block var="length"/><l>-100</l></custom-block></script></block-definition><block-definition s="polygon sides %&apos;sides&apos; length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition><block-definition s="challenge: red circle in blue box" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="setColor"><color>0,7,212,1</color></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>115</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="setColor"><color>231,0,29,1</color></block><block s="forward"><l>50</l></block><block s="down"></block><block s="doRepeat"><l>36</l><script><block s="forward"><l>10</l></block><block s="turn"><l>10</l></block></script></block></script></block-definition><block-definition s="animation" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setSize"><l>1</l></block><block s="setColor"><color>255,47,2,1</color></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>3</l><l>30</l><l>-20</l></custom-block><block s="doWait"><l>.08</l></block><block s="changeSize"><l>2</l></block><block s="setColor"><color>255,171,7,1</color></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>4</l><l>50</l><l>-30</l></custom-block><block s="doWait"><l>.08</l></block><block s="changeSize"><l>2</l></block><block s="setColor"><color>148,255,17,1</color></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>5</l><l>70</l><l>-40</l></custom-block><block s="doWait"><l>.08</l></block><block s="changeSize"><l>2</l></block><block s="setColor"><color>2,255,138,1</color></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>6</l><l>90</l><l>-50</l></custom-block><block s="doWait"><l>.08</l></block><block s="changeSize"><l>2</l></block><block s="setColor"><color>38,70,255,1</color></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>7</l><l>110</l><l>-60</l></custom-block><block s="doWait"><l>.08</l></block><block s="changeSize"><l>2</l></block><block s="setColor"><color>139,43,255,1</color></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>8</l><l>130</l><l>-70</l></custom-block></script></block-definition><block-definition s="pinwheel art" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="gotoXY"><l>-200</l><l>160</l></block><custom-block s="pinwheel branches %s size %s backup %s 2"><l>12</l><l>20</l><l>-20</l></custom-block><block s="doRepeat"><l>10</l><script><block s="setColor"><color>235,36,0,1</color></block><block s="forward"><l>20</l></block><custom-block s="pinwheel branches %s size %s backup %s 2"><l>12</l><l>20</l><l>-20</l></custom-block><block s="forward"><l>20</l></block><block s="setColor"><color>255,106,16,1</color></block><custom-block s="pinwheel branches %s size %s backup %s 2"><l>12</l><l>20</l><l>-20</l></custom-block><block s="forward"><l>20</l></block><block s="setColor"><color>241,255,26,1</color></block><custom-block s="pinwheel branches %s size %s backup %s 2"><l>12</l><l>20</l><l>-20</l></custom-block><block s="forward"><l>20</l></block><block s="setColor"><color>255,112,243,1</color></block><custom-block s="pinwheel branches %s size %s backup %s 2"><l>12</l><l>20</l><l>-20</l></custom-block><block s="forward"><l>20</l></block><block s="setColor"><color>200,2,255,1</color></block><custom-block s="pinwheel branches %s size %s backup %s 2"><l>12</l><l>20</l><l>-20</l></custom-block><block s="forward"><l>20</l></block><block s="setColor"><color>34,129,255,1</color></block><custom-block s="pinwheel branches %s size %s backup %s 2"><l>12</l><l>20</l><l>-20</l></custom-block><block s="forward"><l>20</l></block><block s="setColor"><color>45,255,33,1</color></block><block s="turn"><l>90</l></block><block s="forward"><l>20</l></block></script></block></script></block-definition><block-definition s="pinwheel branches %&apos;branches&apos; size %&apos;size&apos; backup %&apos;backup&apos; 2" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><block var="branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block var="backup"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block></script></block-definition><block-definition s="pinwheel nest number1 %&apos;number 1&apos; to number2 %&apos;number 2&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doAsk"><l>how many sides do you want the nest to have, give me one number</l></block><block s="doSetVar"><l>number 1</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>give me the second number</l></block><block s="doSetVar"><l>number 2</l><block s="getLastAnswer"></block></block><block s="down"></block><block s="doFor"><l>i</l><block var="number 1"/><block var="number 2"/><script><block s="forward"><block s="reportProduct"><l>2</l><block var="i"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number 1"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>