<snapdata remixID="10580817"><project name="U1L3-Squiral" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAADJ1JREFUeF7tnXmQXFUVxn/dPUvP0rOHsFgFgkgJWCpKWSIokVUkQFiMUIIpQPYdEQ0ggqyFiayBsCUlixv7ZmQR0GCVuxS4A0KVJSaZfaZn6Znptu40cZiZd++77/Xrnju886pS+aPvPfc73/nmvbuemygUCgXkEQbmiIGECHCOmJdmJxkojwB7zwfGIL8BJjZAaiEkFxb/H/sjpHaEukOg5lMShpgzULoAR56FgSshcyGkDwxP58A1kNoW6o8Ob0NqzjsGwgkw91sYfQky55TH4aG1kO+DxrPLY1+sOsNAMAH2nAbNV0GypXIO9C+Hpqsq1560VFEG7ATYtQTaH64osFmNdS+DtrVzi0Faj5wBswCHH4a6JZE3WpLBTfvDgqdLMiGV3WFAL8CBKyBzsTtIZyIZeQrSB7mLT5BZMTBbgL3nQMv1VpW1hbK3QO4VSDZPn4Ip9EPuVcj9BtKLoW4xpLYO31bXodD+aPj6UnPOGZguwO5joe2e4KB6z4Taz4X/XCtBZu+E1tuDt51dDQ0nB68nNZxgYEqAnQdBx1P2oCanYtZD5lz7OjYlJ96Cvoug7V6b0lNlJt6E1HbB6kjpOWegKMDec6Hle3Zg1BunfikkKjAV03chNF9rh0uVGn8dqnawLy8l55yBRGFgVYHGU+2AZG+HhpPsykZVqjAG2VUyKR0Vn47ZsZsH7DkpXP8sSmcHroPMBVFaFFsOMOAvwLl46+mIyfer7ywk28zUjf8Dqj7oAL0CwY8BswBHX4Davf1szP49uwZGn4P644p9MrULJtFYFM/w4zDyOCTqoemS4i6ZoM/A1ZD5prnWyBOQPjioZSlfYQb0Apz4T7A5uq7Dof2hcPDV9E/m61D9Yfv6vSdDy2pz+a4jof0Be5tSsuIM+H+C/SANroTG8/xK2f0++vPiRofq3ezKD66ARrX3UJ75ysBsAQ4/AnWH+ftTzlWI7D3Q8CWg2h+H+pyrVRXdM/wA1B3pb0dKzAkD0wXY+Xno+KkZSGEQ8r2Qel/5AQ/eDI1n+LfjN+iw6TP6tyIlysDAlACzd0PD8eYmxv5g/3mMCmzXEdD+oM8fxVBxUCPPvGPAvg84dD/UHzM3Dg5eD40+u6837QMLntPjkwHJ3MTOp9WiADv3hw7DHruxv0L1h+wdGFoDw49BZjnU7D693vhroHbLVH8S6lU/z/LpPRVabjUXVl2DSu7WtoQuxfQM2L8BbVi0+VzOtBNklcXvLTf6S6jdS49UVlNsoljRMolC91cKtBq2ug/dA/XHmkGNrIPafSBhMWrVWeo5GVp95vVUXb+ugGlqRh0Jrf5YRQmWxswMmN+Agzf4bwLoWgrtP4qG5+EHoe6I0mzlfg81H9fbyHdCsqO0NqR2ZAyYBVjIQaLG0LE/DNofiQyMtaHuY6Dt/nAi6z0bWm6wbkoKlpcBvQD7vgHN1+hb77sYmq8oD7rxN6HKZ3Npvlu/KaH3LGi5sTzYxGqkDOgFWBiBRNq7sdyfoOajkQKZZcyv79l7BrTcXF4MYr3sDGgEOAGk9I37iUPVVLtR1PapmXOHk+c/1kCrz5SKsmEz/6dDaTorMrASMhGtX5c9RO/tBrwF2HUItD/m7bnNSNJ26ctvCc2P+77zoXmFd6me46H1bu/f5O3px2zFfvcWYO5lqPmIJnhfg5bv6gFm74KGE+wdGH4I6g439DUvgObrNF0BA07T+ZCgW83svZGSARmIdiK682DoeCIgBKAwCola73oiluB8zqMa0QowrOMjT0N6f33tgmGzgWleb/wtqNrW2+7oM1C7X1jEUi8iBmYL0PTGGfkZpA/QfJovgBbNp9IG7NifoXoX75L9F0OTZsqn7zxoXuldz3SsM/crqNnDBpmUKSMDswWo8v7VflojsjOh5Sbv3zYtggXP66FOvA4pw5ld04Ci/1vQdLkGk2HOr2cZ2mVGFxMvlTHQrpqeLcDxf0LVjt54B1ZARrMF3k+AymL3CdB2l7dt08Ty2Cv68yKT2Vkv8rZp2mCbvQ0aTnE1LrHBNVuAKoFQosmbgKF7of7L3r8N3gKNp5eHuPwmSC7wtq1yyjScqBHgYuh4XPNZvwyaLi0PXrFqzYAbgxBruB4FTWdCer4KrXdoPt2nQcuqUlqWuhEwEK0AOw+EjnV6WIU+SDQHhz3xNqS28q5nOkTVt7yYUtjrCbN3MThyqeHDgGYiej3U7Oldte8SaP6O3myv4c0y+guo/YzmU2qYwDZlZ1Cp4bQDo71hwQuaN6BsWHDhr8NbgKbOu99oVnmlVkOqtofaRUUfVYe/7ihItut9No2COw19OVPuaNOgaeQZSMs84FyL0FuAfmnObDYjROmZKc2GaSnPNKKPEp/YCs2Avg84/kbxLVaJx++shwmDuk9EpQKWZ14yoBegafVh8rMaUa5A08S3amfwRmg8S0OuumcxMS+JF9BFBkobBZv6bTYM25zPMHUHTPeXqDwzKm+116PSC888LmqDV8pEzoBZgEM/9D+7q/JE12pGzCa4I49A2icHjV9qjvF/QdX7vVsxrRGrG59aZQ4wcjWFMJgodJ9Y0E7WKoO2Z2ltL5BRW/2VTZUb0O8xHQvwq2v6XeUoVFdEyDPnDCQK428XSG1pBqISEk0mmLR4VEaE0aeLAa7ZG/IbYfTXxTzPmTMgbdh8+m7zKlN+85X6Bk27rsdehepdLcBKkblmoPgJttlIUEmkflvm/fqOpmObgzdB45mV9EbaMjAw1QfMZyHZoC+q3mTJLcpPZp9hC/7m1rNroWFZOCxBjwyEa0VqWTIwJcDR56dWLkyVR1+E2s9amg9YzCbppd8kuAs3ewZ0O87Fp4+Cu5dCm0WaDb/MBGEYjWpe0Tj4+DHUfTEMOqlTJgZmT8OYdh9PAzEOk3sAS7zV3CbZ+OZ2x/8CVTvrqfDL8Crzf2WSUXiz3vOApo2nM9tS84AqUXmQDPkq54wSXusae+SlptsY+gHUH23fnpSsCAP6iWibSeiZENV0TfaOYnJKdZevyu8y8d/iVMzYy1C/zHwGWOdyv8XuZcPg4vt3Lee4ZadDapuKkCqN2DNgXgnpOQVab7O3Vo6SNm8uw02fGzduZOjfR7Hdbi+WA53YLJEB/7Xg/kuh6bISmwlZ3S/XnzI7/CjUHaptoOe1RSSTSZq3N+SPDglPqpXOgL8AVRvqrLDaFm9K/Fg6likLnYdCR+k3od+5+jJOPPx5JiaSvDmwgoVb7Uhjo+WKTpT+iC0tA4lC55KC9QBCDU7S+0LSZ+kuLOG5lyC1rf0dJCNPQvoLnq2pBR61wpOYsVvroXUpDjrqSdJpTeq5sNilXigGim/AoFcYqM0E6iLAIJnzTfD6v11M4xbkhsvCMCTqtFZfXb8vu+40/v/f732wj/2WrGPhwhCXI4aiVirZMDD1Ce49D1o0KS5MllTK27olwW/VHFoLqo+nO1CkazP/NiQ1J+TeqbP+xfvYc+ficcy/vV5gm12eIJPJ2PAhZSrMwPQ+YKn5+hT40WeLV7Lme4A85DdAIlO8lrV2D/+M+yYCLJYLc7kcVT0H8Pc3ktRssZoddvhAhSmV5oIw4D0IKWWxP0jrQcr6nTl+x9atKxex+15X8IndNfltgrQpZcvOgH4UbHtvR7khRnEHSbkxiv3QDPhPw5jO5IZu1rKiKbOBpQkp5jYD/gLcjL9SQlRJJdVB9uar3WZO0EXCgL0ANzentk0xBg0RZ8LqvxzqlkL1TpE4JkbmBwPBBfhuv0Yeg9zvimnZ1Cg3yDP8Exi6r5jbT45IBmHuPVW2NAF6UTGxoXhHiMq9UrV1UZgp9W9LSGwBNbu9pwgUZ0pjIHoBloZHaseMARFgzALumrsiQNciEjM8IsCYBdw1d0WArkUkZnhEgDELuGvuigBdi0jM8IgAYxZw19wVAboWkZjhEQHGLOCuuSsCdC0iMcMjAoxZwF1zVwToWkRihkcEGLOAu+auCNC1iMQMjwgwZgF3zV0RoGsRiRkeEWDMAu6auyJA1yISMzwiwJgF3DV3RYCuRSRmeESAMQu4a+6KAF2LSMzwiABjFnDX3BUBuhaRmOERAcYs4K65KwJ0LSIxwyMCjFnAXXNXBOhaRGKGRwQYs4C75q4I0LWIxAyPCDBmAXfNXRGgaxGJGR4RYMwC7pq7IkDXIhIzPCLAmAXcNXdFgK5FJGZ4RIAxC7hr7ooAXYtIzPCIAGMWcNfcFQG6FpGY4REBxizgrrkrAnQtIjHDIwKMWcBdc1cE6FpEYoZHBBizgLvmrgjQtYjEDI8IMGYBd81dEaBrEYkZnv8BpbS91aZtR9QAAAAASUVORK5CYII=</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" idx="1" x="-82.69714515981384" y="-14.831541748398598" heading="227.71428571428646" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,234,63,1" 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="19.66666666666663" y="186.4999999999999"><block s="changeSize"><l>1</l></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>6</l><l>80</l><l>20</l></custom-block></script><script x="28.66666666666663" y="96.00000000000006"><block s="setColor"><color>255,234,63,1</color></block><block s="setSize"><l>1</l></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>6</l><l>80</l><l>20</l></custom-block></script><comment x="303" y="20" w="302.66666666666663" 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="10" y="11.333333333333343"><block s="down"></block></script><script x="654.6666666666666" y="180.33333333333326"><block s="doFor"><l>i</l><l>2</l><l>30</l><script><block s="doSayFor"><block var="length"/><l>2</l></block></script></block></script><script x="36.66666666666663" y="267.5"><block s="setColor"><color>255,66,217,1</color></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>5</l><l>80</l><l>60</l></custom-block></script><script x="46.66666666666663" y="346.83333333333326"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="439.65299479166663" y="257.6666666666665"><block s="clear"></block><block s="doFor"><l>length</l><l>1</l><l>9</l><script><block s="forward"><block s="reportProduct"><l>10</l><block var="length"/></block></block><block s="doFor"><l>i</l><l>1</l><l>20</l><script><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block></script></block></script></block></script><script x="117.65299479166663" y="10"><block s="clear"></block></script><script x="392.65299479166663" y="555"><block s="doFor"><l>i</l><l>1</l><l>4</l><script><block s="forward"><l>20</l></block><block s="turn"><l>90</l></block></script></block></script><script x="206.65299479166663" y="367.83333333333326"><block s="doRepeat"><l>10</l><script><block s="doFor"><l>i</l><l>1</l><l>4</l><script><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><block s="reportSum"><l>20</l><l></l></block></block></script></block></script></block></script><script x="259.23893229166663" y="569.6666666666666"><block var="length"/></script><script x="99.03385416666663" y="548.6666666666666"><block var="length"/></script><script x="365.66666666666663" y="152.1666666666664"><block s="clear"></block><custom-block s="spiral turn small move"></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="doRepeat"><block var="number of branches"/><script><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="number of branches"/></block></block></script><comment w="90" collapsed="false">sprite draws a shaoe with however many side are in the input.</comment></block></script></block-definition><block-definition s="spiral turn small move" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>200</l><script><block s="forward"><block s="reportProduct"><l>.1</l><block var="length"/></block></block><block s="turn"><l>10</l></block></script></block></script></block-definition><block-definition s="nest squares" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>1</l><l>4</l><script><block s="forward"><l>20</l></block><block s="turn"><l>90</l></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Squiral" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>