<snapdata remixID="8528882"><project name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAPbElEQVR4Xu2dCVQURx7Gv+7hBlFREOTyQBAPcEUMCguJb4X1jmh4HtHENYlXEjXRjbl2l2gOXU2yalx90ZjEAzEHGI0JatR4ZGNiPNAY74iRc1SQIQjDML2vGoYAMs7VTfdMV/t88x6v6t9T3/9XX3XXVFczADjQgyogkQIMBVAi5elpeQUkAbDk1n7odDp07pRM06BwBSQBcNKjw/DxpsVwYgYoXH7afEkAJLLruOO8+hRCZUN4XwCXLl2K8ePHN1Goc+cAHD9yEBx3/3uXkLAI1HIM9Ho9xowZg3Pnzt2jNIGwe5dRyMsrVHYWFNx6owCmp6cjLS2NB41hGP6zS0gICl4IRydPlWnJGBY3Hv+6AdRevXrdU+eu9ns4OztRFzStpsOWMArggQMH4OPjwwMUHR2N3NxclBX/hug9s6Bi6/RwihrB/9flfsl/Vm2e3UgoBlcn72wAmMRo6SAu+MWOb5H68PMOKzJtmHEFjAJ47NgxsCzLAxQbG4sff/wRd8tKGgD0eisPFYtC4fboGlRtnlP/OasJgOcf+azBAQcOHNjit/gqZzWGJsdRF1QopUYBXLBgAcaOHcsDFB8fj6NHj6K2sqyJA/4xi9NSGAa5YzIaAExISDAqMXHB6iotPN0HKzQNym32fW9C9u/f30SZoMBABGwZC1RpTCrGjUjH8doufLnt27dj7dq1RutERffAiVMZ1AVNqup4BUxOwyQlJSE8PNyqlldUVPDOef36dZP16bSMSYkcsoBJAFuz1QTCsaOfw86dh1rztPRcEiogKwBvlR5E23ZedCiWEIjWPrWsACSNJy54/Pg5xMVOvUeLMV7AR/6AM/nW9YcewKFKYER+a0tHzyeEArIDcN37r2D6Ew83uOCdMPJznWVN9bxkWXlaWjoFZAegwQWrw21fqEBBlA4sc88sSwC9vDxQHFBpbhtMlqMgmpRIsgKyBJCo8XsPYTWhEAqrp1DRZAsghVCoFMs7jqwBLE/yh6qgSFAFqRMKKqfNwWQNoBguSGJSCG3mRrAAsgcwMy0OI09+L1iDSaB3SoFXbgoakgazUgHZA0hd0MrM2kk1uwBQDAiv6oC+v9pJlhz4a8oewKiYvgjvF45/enI4rGExOm0sclXtEJh3BQEl57H5408xzU8FlyLLnyuh14LSky1bAAfHJ+CFhfMwYtQYbMnKwuVLN8Cyrkho88fzKGWunrhQUY7YvhEoL7kJbu0SjMg/a7aqFECzpRKtoOwA7Nc/Bq/+YxGGjxyJtZszcf7MOaxbsQzRA+Pg5+eP7AvZ94hxbUAyNkYOQc/QALAqYNCaVxGiNr0GsUIPdLoimrY0sBkKyAZAb29vPDpnGpYuXoxL+Vfw5OS5uFV4A9euXOWbEROfAE1pGU7W3OtwN108UOXshnmRKRj9SCJiukfj/GuvYlzuNyYloC5oUiJRC8gCwJRxwzBp5gQMT0jGjYrf8E76OmjvVkNbU4PaWh2qtNWo1uhQUlCAATE9EaK9A1d317qHpsDhy2uVaM9yqGBcUZB3FcFhgdi4Zi0Wp7+OvxaeRJKnEzxP1D0I3/ygAIrKl8ngkgOYPDYZb25YBl+3DvBQuUJdpob6bhHKNOWo1mqhr9HykOlr9XBycoWm/A5ULiow5B/D8pvbgGUAPQdtVTUqNOXo6OuLoM6BCGwTAo4FalQcOL0OldVVCJozHd4/n2kQhgJokhFRC0gK4Muxcfjbvs3ganW4VHAJmsoK+LRpj4jOEci/XYCfzv8ETlfLg6bX1+KWugQe7h5wcXMHy9Q9nKwnu8txHFgVgZH8AxiWRdyfBiGwXTCKygvBcAxCfbqAcWJx5VI+2iyfjc6Hv+Xru15s2RlFVV3A4NzwNDC7t0OI5Wu2amHNNiuSAfjYzGl4Yt5U3NSUIWNTBvZlfgsWLMJjQpE8fggS4uJxOe8qSkoKoNOTRaksaglueg46vQ4qlQosx/Kw6fU1ULFOYAiMDIv4BxJRVJyPn078hJytB3G7pAxh0d0wZc5ExPcbBD/3YPh6dxQQA+lCkRXk3NlfoE2dYvOXkGI0kAzA9bvWwW3DbiwtuY4KdSU6tveBXs+htKwMt9RFeOrNqUh5KAVf7tnNQwW9noyyYBiufrcFonfdUmneDHkYAdRyiOgRjlPHT2Hrimx08PVD54AA/Prrr1CXFOOtzHQkxvwZhRVFGNUr1eakSRng5vvz0e6JyYK4H9npx0uCleSSATh3+SxwYLDhH5vQs2ckQrt1g4urC3z8/LF7ZxYSHumHiMhwXP/tNzAMwOkBPcOBJSMugY4hwy25OiTXguSzDkh3D3eAU2HdCxvhF9AJEeE90atPH5QUq/HNvhxEJfdEbEJ/RHcdgIkpk6Tkx+ZzE/fTvbECtR9m2Bzr2F1gyA2bw1gcQDIAg7sFom9SHxz57BiSR4xCYuKDOHroADhWhSMH9sPdxxkjn0jBzaJCuLq4EWMDw9ZCX0uuCVXkso+/9iNkcjygdQj6BgeitOgWtr7xOcJ790ba5In4fMs2hIaG4ujRw9CyOqTOGoay4nJkr9tlsWByqVCTlw0mJEgQ9yNtkmL4NYxhku8RHTdwMLqG9cDgxEQcPnIYe3fvQlVVJXyDOyCwSwC82njx27zpycUg4Y4BVCxxPgb+/h0xa3YaFr+2HionFdSFJSgrLcWV3DwEBAWhR1g4Zs55Bru/3om9u76CpuoOXNyccavwtlxYsup7EPfTPvAXcKVlVtVvXknRAHp7tUVoaFe07dge53LP4nYpWStlfr8wtquCk5MzYgfFw6ddO/xy5mdcvSbBRY4geDQNYmivEHe+hsiKBlCIHJGkPPXkYnywfocQ4WQbY/acNKxc/XfBhl4ph1/ZDMFCZLtYvQ8dOrZz+F0VSEfTHziCmhnzhJCNjyGV+zkUgKQxJDlnz1xGv6gJgiVHToHOn96KsKhwh3E/hwPwvf++iBkzxzmsC5IOVjP/Jei/3CNYv5DS/RwOQIMLkk01ndlYwZIkh0A67f8AZ2eHcj+HBNDJSYWqmmMO54L8LrICbFci9V1v884s2US0mK7iaJtd8u2p1qK6rzBbGEs97DbOvUMCaBiKly39CC8tWiUm66LHXv72c5g3f5Jg7icn+BxyCDYQcf5SFsLCgu1+KCbuV/tJNnQvL7EJ9seLgE9Mb+1t0zmsqeywDmhwwYL8EoQEDbdGG8nr3CjMgb9/B74TWbtZk9wfP3VoABcsnIq3lj1rty5I3G/e3OVYvXJbk85Q0cOwEK3lPlKoA8Ls5JlnhwbQ4ILk05rVulJaoKPdSBnT0uEBNEAYEjgMBQVqKZky+9zdugfh4uVsu+s0ZjewUUFFAFit+wEqFWs3CeUXmupq4eb8gDU5tas6igDQ4IKZ2/Zg8sSXZJ2g7Z8tQ2rqELvpLLaKqRgAj3z3AeIGRck+scT9jhw6iQeTnrQ1t3ZRXzEAGlxQo/kd7b2TZJmcOxWH4enpLvtOIqR4igJw1JhEZGW/LdsEE/cbnvI09uwRdkNOIYEROpaiAJTztIxSpl2aA6w4AA0QDkt5Gntl4jSjRicha8cK2Tqz0K7XOJ4iAZTbtRZxP42mEu29E8XMtSxjKxJAgwsePnQSD0l8t2kvd+di0atYALd/ugyp46SfbyPul7ktB5MnvixWjmUdV7EAGlxQp9PBzTlOkiRV647xmyzZ2+/UQoqlaACl/s2VuJ89/UYtJHiGWIoGUMppGaVOu9BpmBa6MYFh/rP/xqpVmWJ08ntiPr9wCpYum6vooZc6YCMs8gtz0Kl+5XFrEEiAL8hXIyRoWGucTtbnUPwQbMgOgeLC+WvoHTle1IQ5yrMqQolEAaxX0vD0mdh3pAR0R3hajwIolAKN4oh9YyB2fBEkET0kdcBmEhNIxHBBsiKbrMwWI7bolIh4AgpgCwCSPwkNCr+bvQPuWWMrmxRAI9Myq1ZmYP7cFbbqy9d/b80izJg1XnCoBflyEgehALaQgDPnPkFkZFfBgHH0fQttYZgCaEQ9Ak1x8W0E+ifboi+K1PvQUQE7t1orEgXQiHKGvZhtvRYkIM94cgk2rL/3NbPWJs2R6lEAW8hmRmdgtOcf75GzFkI67WK6q1AAm2mk6QHUvQax7iAv8IuMSMWli6ZfgN04VFRUOE6c3irYdaTpVNpnCQpgo7y1tOmPy94sMKGWb/NG3E+rrYGH6yD7JKOVvjUFsF7o/O5Au8bW18wFs7MOYnzqArPS8sWudzF8RAJ1PzPUogDWi3S//fdUzzwFJ/KfGWCGpHWvi/hm3w9IGTrbrPJKLkQBBMza/JFcC2pvFMAjePR9eamoPAo3d1ezYVUyfKTtigcwOwAY6mUaA/JmSpd9prdMI+6XmDAd3x09bTooLUEBtGTrW8Mr7Y0NxXTaxfIepXgHtARAw7TM+NSFyM460ETtCRNSsDnjdTr0WsigogG0FD6irXPGerAx/e4BjbhfWZkGHds/ZGEKlF2cAmhF/slQrP5kJwLS0vnaPxzfhP4xkdT9rNCSAmiFaKoJ4+D02osNwBH3++jDnZg+rQ5IepivAAXQfK2alCQuyBWXgPP1Bcsy1P2s1JECaKVw8HCH66nDfO32bZOgKf/d2kiKrkcBtCH9pqZlbAitmKoUQBtTLbeX/9nYnFavTgG0QXKOYeB1kbMhAq1KAbSBAep+NohXX5UCaKWGOb36I3XHCStr02oGBSiAVrJA3c9K4ZpVUzSARAtrfo6j8AkDH4lCAexhuZgUQMs1M1ZD8QB6s0Bhd/MFpfCZr5U5JRUPoCXDcGW3rvDNsZNXkZuTfRmUoQDWJ8Gca0HqfsITSwGs1zTBDcgJNi5wemAfLDt4VvgMKDwiBbARAN8GAwPcWiaCup84PYUC2EzXlX7A9LZN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name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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AgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIELmhgaBBRNtU9AAAAAElFTkSuQmCC" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts><script x="20" y="20"><block s="reportProduct"><l></l><l></l></block></script></scripts><sprites><watcher var="i" style="normal" x="18" y="14" color="243,118,29"/><sprite name="Sprite" idx="1" x="-100.00000000000136" y="85.0000000000008" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="245,37,0,1" pen="tip" id="13"><costumes><list id="14"><item><costume name="car bug" center-x="100" center-y="39" 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" id="15"/></item></list></costumes><sounds><list struct="atomic" id="16"></list></sounds><blocks></blocks><variables></variables><scripts><script x="12.333333333333371" y="10"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><comment x="144.33333333333337" y="91.66666666666669" w="242.66666666666666" collapsed="false">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on it.&#xD;You will see a menu of options. &#xD;Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="10" y="72.66666666666669"><block s="clear"></block></script><script x="16" y="114.66666666666669"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script></block></script><script x="566" y="61.66666666666663"><block s="receiveGo"></block><custom-block s="asterisk, branches: %s , size: %s"><l>8</l><l>50</l><comment w="155" collapsed="false">Extra Credit:Asterisk Polygon gif</comment></custom-block></script><script x="562.3333333333334" y="150.66666666666663"><block s="receiveGo"></block><custom-block s="branches cycle , largest branches: %s"><l>12</l><comment w="201" collapsed="false">Extra Credit:Branches Cycle gif: you can input the max number of branches, the nthe branches cycle will work from 3 branches to the number of branches you entered, then go back to 3 branches.</comment></custom-block></script><script x="556.3333333333334" y="285.66666666666663"><block s="gotoXY"><l>120</l><l>0</l></block><block s="setHeading"><l>210</l></block><custom-block s="pinwheel branches: %s ,pinwheel number: %s"><l>10</l><l>12</l><comment w="163" collapsed="false">Extra Credit: you can input the number of branches and the number of pinwheel you want, then those pinwheels will form a circle. Each one wil have different color</comment></custom-block></script><script x="16.000000999999997" y="631.6666666666666"><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script><comment w="90" collapsed="false">12 branches</comment></block></script><script x="14" y="453.66666666666663"><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script><comment w="90" collapsed="false">5 branches.</comment></block></script><script x="16.66666666666663" y="282.6666666666667"><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script><comment w="90" collapsed="false">3 branches</comment></block></script><script x="267" y="213.66666666666669"><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script><comment w="90" collapsed="false">4 branches</comment></block></script><script x="269" y="377.66666666666663"><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script><comment w="90" collapsed="false">6 branches..</comment></block></script><script x="266" y="635.6666666666666"><custom-block s="asterisk, branches: %s branch length: %s"><l>6</l><l>50</l><comment w="198" collapsed="false">asterisk block uses pinwheel block inside</comment></custom-block></script><script x="270" y="690"><custom-block s="polygon, side: %s side length: %s"><l>6</l><l>50</l><comment w="204" collapsed="false">polygon block uses pinwheel block inside</comment></custom-block></script><script x="267.33333333333337" y="545"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>6</l><l>50</l><l>50</l><comment w="194" collapsed="false">you can enter the number of branches, size and backup, then you will get a pinwheel which has the number of branches, size and backup you input</comment></custom-block></script><script x="263" y="763"><custom-block s="easy polygon, side: %s side length: %s"><l>4</l><l>100</l><comment w="245" collapsed="false">simple version polygon which includes fewer steps</comment></custom-block></script><script x="266" y="814"><block s="setHeading"><l>90</l></block><custom-block s="circle, radius: %s"><l>50</l><comment w="185" collapsed="false">circle block inclueds pinwheel block</comment></custom-block></script><script x="806" y="481"><block s="receiveGo"><comment w="140" collapsed="false">script with a circle inscribed in a square of size 100</comment></block><block s="clear"></block><block s="setColor"><color>0,191,224,1</color></block><block s="down"></block><block s="setSize"><l>1</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block><block s="forward"><l>50</l></block><block s="setColor"><color>255,52,36,1</color></block><block s="doRepeat"><l>360</l><script><block s="forward"><block s="reportQuotient"><block s="reportProduct"><l>6.28318</l><l>50</l></block><l>360</l></block></block><block s="turn"><l>1</l></block></script></block></script><script x="18" y="925"><block s="clear"><comment w="162" collapsed="false">set pen hue and size to random</comment></block><block s="down"></block><block s="setPenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="setSize"><block s="reportRandom"><l>1</l><l>10</l></block></block></script><script x="802" y="886"><block s="receiveGo"><comment w="90" collapsed="false">race track tracin.gif:triangle</comment></block><block s="gotoXY"><l>-100</l><l>85</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>252,255,204,1</color></block><block s="setSize"><l>4</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>300</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block><block s="doSwitchToCostume"><l>car bug</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>252,255,204,1</color></block><block s="forward"><l>200</l></block><block s="setColor"><color>245,37,0,1</color></block><block s="doRepeat"><l>120</l><script><block s="forward"><l>50</l></block><block s="forward"><l>-50</l></block><block s="turn"><l>1</l></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel branches: %&apos;number of branches&apos; ,pinwheel number: %&apos;number of pinwheel&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="clear"></block><block s="down"></block><block s="setColor"><color>255,39,31,1</color></block><block s="doSetVar"><l>i</l><l>0</l></block><block s="doRepeat"><block var="number of pinwheel"/><script><block s="doRepeat"><block var="number of branches"/><script><block 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s="setColor"><color>5,255,189,1</color></block></script></block><block s="doIf"><block s="reportEquals"><block var="i"/><l>5</l></block><script><block s="setColor"><color>46,59,255,1</color></block></script></block><block s="doIf"><block s="reportEquals"><block var="i"/><l>6</l></block><script><block s="setColor"><color>198,71,255,1</color></block></script></block><block s="doIf"><block s="reportEquals"><block var="i"/><l>7</l></block><script><block s="setColor"><color>255,39,31,1</color></block><block s="doSetVar"><l>i</l><l>0</l></block></script></block></script></block></script></block-definition><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 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