<snapdata remixID="10086133"><project name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAoKADAAQAAAABAAAAeAAAAAAeaS0RAAAOaElEQVR4Ae1dCXhVxRU+2SAEEmISICEQkAAJEEASCCiyiK2AUCouCAKi/VQsoK1287Pbp7X9SqvWClgEF5AdWQRlsyBrWLJAgCSQhSRkJWSBhIQkELidM+m7vOW++969775M0DN88ObOnDln7v/+d2fmzJmLh8QSUCIEBCHgKcgumSUEOAJEQCKCUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUASIgELhJ+NEQOKAUARanIDJi9e57YalW7egpvCS2/STYuMRsCBg0r/XGG/BSuOtxptWJcZdJn6wBgK6hxqn0ExT+rrdZleUNQoBCwJGjB0GRcdOG6W7xfW4i3x4I43VNS1+Pz8EgxYE7DK4LxQfO3PX3ndTfaNb+p704VqIfXmaIbrt/cAR9/L0C4bYuJuUWBAQOz789dlwatmmu+keeF+TF62DgXN+Yni/q7IvQlDv7obovbA7AfxCAi101VdchSTWd4n96TQg0qLO3Rf2fgxG2N29bDVsWfgR5Ofnq6rzVqr19PKCpoZG8PZtq1TdKsv8Ot2ju18VGbkQeG9X8G7na6MDSTPslWdsyvUUXMkugMgJI+WmKf/ZCG06+DH9M+Sylsgg8QoPnYT7f/e8bA4Xh+07B8O14ssQ/9osuVxvZtTMqbDkwVlQ9OFWyGyshMlzn4XLwT7wzCsvgY+Pj6zWQ2JJvjLLJP5rtSEdMVPJsyfe+wKG/+pZ62KXr08t3wxDXnxCtx6l+8UvyouBFTa0v269poYnl37JhvGn+GXe3uNQnpYD8b90/Ys26Vf7TGSLy/hfzOQixxZ+Dt1Hx0LH7mGQsXEP+HftBLebbkHMrElqKnTVJSQkwPapv4Zwnw4W7XP9m2D6i89DYagP2AzBJsmuIwZCZWa+6ZJ/pq/dZXFt1AWS0plUcT5PUSxjwx5F8mG5swnvtzQ5w0K8it2/NfmQlNa4WDRSuKgrqwTfjv5wJacQTn/2FQT37WlDvoKDyeAOfFM/3QLRj42DkhNnYedLb0NARCjUlpTDtZLLfLrVf/oEmXwNV68BzncvHkiCrG0HFO7EmCLzZ57iEIxmut0/uBmsqJ7cKnao37Qf87yofyrZUFmTXwK9zIYx7It/186KXfIPVy5XEsb7TVq0ViYc3m/MTNungjUuSrqsy85v2gu+9wRAXXkVDP7ZY9bV/DpizFD+mbn1O/Dw9IS+Px2rKKelEH8sIf0jofTkObiaWwRj3lnAhtkguyp8A/1h2Kt3phtnVmwHrzY+UHupgo+GHh4edttaV9TV1UHCgnf50w+H4Ek4BAd5w8xX58pD8AhshEOwvXSttFzK23eCV2d+td+emKby4++utJFXKrMR+n9B2elM6dg/V1hUs6eKxbXp4vTn20xZpz4rs/Kl7B2HuKza/daa4eJIceHRVCl93S5HYhb1N+rqpUNvLZWwrdaUvn63dLO+QWJPaenows8kRiKtKmzkL+w5Ku148S0pbe1O6cT7q6QruUU2MtYFuz5eJW3++xIpLy/PusriWpWAKJm2Zif/a9HKhQslsimVOTJx5J3lEvuFS+e37FMVdVRv3ZjNl5y6X8TFmZTOvjS96bs3PpCSl2yQqi+WOK3C9GP8+rk/ShcPJjvdzpEg22GS2DxbarpxUypJTJNOLtvkqIlT9XbngKZHaghzDXTs2dV02Wo+R/7+BfzxQOX5fNU+1ZZWqNZbV+IQdJtt6TlK4Q8MgpSPNqiK5ew8DJGTRqnKqFXicI9DdklSOuCK2VHCuWb7LsGQunwLjF/yJkSMjnPUxOl6/25d4L4XHofE91fBrZtNinNup5WZCTokYAGbkHZ7YLBZE9eyRq6A8QuKm/804CKmqeGGRcduNd7g5dfZvEtrasfma401darNCg6kgG8gm9ddqrQr11TXAG0DLFeAdoUVKvpMGQuZW/dB9BM/grifT4OUJRtUd6rOb94LXr5toO/Uh8DHz9alpGBCcxG6blKZxyHxg9Wa2yo2UHtO5u9PlC6n5aiJGFKnZwi2Npyz64g8Z8K5E/PfcRH2NJNwXqQ1qQ2xBYdS2LBYylUmLV4vq05Z+qWcz9j4rZx3JYP34mguaMJv26w3Hcq60hfztmmrvpGOv/eFy/ZUn4BlpzJb3Duv+CtxotDk4D3+jxVcutf4B/gnrijhtqKrU1VrR+aYxlWkUqopLOPuDKwLjY2W5ToP6iPn+z1ljMcAn/In3lul1A2LMnSYoy8P5VsihY+8D8Limv2j6FvUm+y6YdBxaoRHXG/HtLarZD7CUjZXGvHb52yaos9LLbGVnWJ1dX4xXGIuDPNUxeacjyx6Qy7CLxznZ/hpnpcFDMj4h4Vwv5xd1wxzj9xgU4Z+0x4xwJpzKgLvDedxA/hDNd9Rca61mZT5Y9WUZw5JSasLw9RWz6dpCNHTFtuwyb7qarihulbK2n5Ar3q5nT1c2PaVPMwznxlzV2hzu8gG7GQQn+Qld4Z6a7Hsrw9K+FdEWjlyjlRfVaPbtOIQXFNUBoOem2JG09abxQUIrtCipo6z28m2Ae0dLirsNjarOLNimyIuHdh2Vv+nx3NJXIU2Vl8za2VMNm7e03Dy4002yq6XX4GqnALoPXm0TV1LFIz4zRy2YbFVtylFArZ0VIZX2zub01ruJOGvn/B95c4D+zhsFjEq1qGMmgDzfUFYfIyaiFyHe74YnWN0wkganH9iwt2Jq3nFkL/vhNuCcJ3pf3D0vWzVPQ6O/GWZM+I2MooEtJFyc8HQBfqiQdAX6GzCPVBXUklSmsMJvvmiJSQmkrloKlwxyduyoVXWge4YJB2mDqEhkLllH49e6c4WBKJSMNuqLT56mj+Bc/cc1dyNVkFAzb1u4QZZ2/ZD70cdO5RxrxQXJDUFl6DnQ/GQs/OISz3lDnGrBXwEi2QxpZD+vXi2PSOjyFR3uQpCh0RDGzbV0ZqIgE4gFtAtlMULhjuUDB8xiDuMS5PT2XztS+j24BDZLeOwsYLAuY3/hT5TxijUNBdVsega0BAgYFeRixXouE/9ZIvDEULJjF03jJLwD7UsNK6fpluPevxhLn+SPQ0rzuXq+mKqsi6yLdAwVbsd2ILHu534oOH6qmpoF2wZ6a3acbNKegKagWF0NpZtn8W/NhvYrgGUpWY6rT57+wHAAFk1pzKGV6HfrzTFMobRaSMGCwZF9QD80WhNRECtiGmUx6E7ZvZkYCFSwMKy+FEHeypwEYPHP3GzP/519Whp0/wS3T6ik6e3F/+xFCWkau4KDcGaIXOuQRE75VassJW3fsI87rP0YF+aKUlsq9AvqCME9e0BA2ZM4IeUcMVrSuEKwSCRE0cCrpBD+jUvREyyIj4xpB9Tgw7/p90zISJu5IdoE53Lfmz+FP1kM+Fw8RI7t/nsiCM80NeIe90YESQylZ3OAlyIdAjvBHigTUuiIVgLWgbKYsg/xhPGzn1SJh+6M7SEbw1lp+maWNiZvbMyBnZXVVVRwinAMy1ayYdKiYCq0BpfWcwOB7F9XegyuA/g9pp5wni+ATMmmhc5zOO5l9xdCQ7l3CWAw2/YsBjAH4+eRATUg5oLbcKHD4Sh86czF4utXxGDTrUkXC3jHrRX2zZamhkqm7b6G+g6bIBunURA3dCJbxjQIwwwFq/LkCiXHN6u3AnGIfKk0yFOBHQFfcFtuwyOAgx8zfv2OFTnlbR4b7LYEdLI8c1veuiuM9iDCNjiX5uxBgN7dWPO7pnscFYed8sYq92+tpvXG9gKwhPYKTkupHcYJgLax/iuqcGV8+i350HOjsMt1uesr/aDdPs2X8W7YpQI6Ap6raQtvmem8PApmLj0D/wkoLu7hYEHGIpfU1DqsikioMsQilfQKaY3+HUK5BE4GJ+Hb7rlQ6QbunaOvW+HnQjkW28YjOpqIgK6imAraY9kwB2UzoP6gqePN+yZ/zfAg+pGpuTF6/n5azygjklP/J91f2grzhqR78l1w5UaOLt6B/izYNVoF4+IYpAERj3jSwVw98bage4KZBSM4Ap6rbQt7rYUHTnFX9OB5MtYv5v11AP6T28+OOVst5F4tcXlgKH2jy7/k+Hkw37QE9DZb+MulWNvceDnpb3Y224bq2vBhwWw4uo1ikXbBFq98+fGtTo4v3kf1FdeBZ/27SBiTBxcYMcK8Ml3nW21FTJSm4JtjYKDCGgUkneRngwWc1jN/j8VJCcGvWJUtTfbzsO5I55DwbdKeDIf35mV22HUn192650RAd0Kb+tRbprH4UGmyIkPWnTs7MqvecBs1NSH2bAdBJfPZkP29oOg5dShhUINF0RADWB9H0VTP93K3wTrzd6qJSIRAUWgTjZlBMgPKENBGREIEAFFoE42ZQSIgDIUlBGBABFQBOpkU0aACChDQRkRCBABRaBONmUEiIAyFJQRgQARUATqZFNGgAgoQ0EZEQgQAUWgTjZlBIiAMhSUEYEAEVAE6mRTRoAIKENBGREIEAFFoE42ZQSIgDIUlBGBABFQBOpkU0aACChDQRkRCBABRaBONmUEiIAyFJQRgQARUATqZFNGgAgoQ0EZEQgQAUWgTjZlBIiAMhSUEYHA/wAdYD+ci5c0ZgAAAABJRU5ErkJggg==</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" id="1"><pentrails>data:image/png;base64,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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="239.99999999999955" y="0" heading="89.99999999999943" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" 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><comment x="235" y="67.66666666666674" w="242.66666666666666" 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><script x="45.66666666666663" y="75.66666666666669"><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></block></script><script x="41.66666666666666" y="228.16666666666654"><block s="gotoXY"><l>-220</l><l>0</l></block><block s="clear"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="Pinwheel %n"><l>3</l></custom-block><custom-block s="Pinwheel %n"><l>4</l></custom-block><custom-block s="Pinwheel %n"><l>5</l></custom-block><custom-block s="Pinwheel %n"><l>6</l></custom-block><custom-block s="Pinwheel %n"><l>12</l></custom-block><custom-block s="Pinwheel %n"><l>21</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Pinwheel %&apos;NumPin&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="down"></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><block var="NumPin"/><script><block s="forward"><l>35</l></block><block s="forward"><l>-20</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="NumPin"/></block></block></script></block><block s="up"></block><block s="doIfElse"><block s="reportGreaterThan"><block var="NumPin"/><l>11</l></block><script><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><l>100</l></block><l>0</l></block></script><script><block s="gotoXY"><block s="reportSum"><block s="xPosition"></block><l>65</l></block><l>0</l></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>