<snapdata remixID="10746720"><project name="Pinwheel Program" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAADClJREFUeF7tnXlUVNcdx78ooEBE2QUBBZRNFFHUpjHRaBp7qlabGGNdEjkaS81St9ZEazTmaDRxaWpiMVHRaNW4pBojbUxq9kYdhgFXZHNHWTW4gFGh582cgZlhmJk7c5l5y+/9B+/+fvfe7+8z7913V7eGhoYG0EUKuEgBNwLQRcpTtloFCEACwaUKEIAc5U+KyMPJS8kcPcrfFQHIKcZJEbk4eakPJ2/KcUMAOhjrzIwKPD89CG3a2O6oZ3geHh3aARkfRdtuJNOUBKCFwAa4q1B1v3+LKazdNzTs5peD514IwpK3I2SKkn3VIgBb0M3XfSH+sSUeEydONJti4phC/HNfD4uqd/ZSY9Fb4fjjzBD7oqMAKwLQQpD93FSNd9v4fIgjmj/jyLd+mDw10OJTcdPOGIwe668AfByvIgFoRsNxIwqw62Cs9o4hhPqkbd0fICF1M777MQM3ax4gsmMOvlL1RJ9Ub8cjojAPBKBJwIM8VKi419TuswagrbzU3qlHdKAG6oJeCAv3tNVM9ukUCWBEhxxcutm3WXC3ZVZiUlrT69XcK7hHD8vtPluJSQzPxe6sWPTsreynpiIBfPuNUvxlUVgzVmpq7sPX1137f/1HSCefERgxppOtXNmVblDyKSx/NxKDhnSwy17KRooE0FzA4kI1OHs1RXvrh29u4pHBroEhvEMO0tKD8OY7yuiuURyA3YNzUFRu/PpNjjqOvHO9tfDFhuSioMy1Ixo9gjUoLE9BYpdcPDbMV9Yd1ooDcHb6OazOiDL71vrwvXK88FKwKN5oG94vx7QXm8oyMOEEIqO8sDuruyjKx6sQigPQVLh1a66hrrYes+c3bxPyEtkRP6uXXcXs+aFGLn718Bk01Dfgy6OJjrgWha2iAOwTfRy5JbpXrXAFtFWhW3Q7qAub/ieKqJgUIjX2BLILepkt2rMjC1FSWAfVWfP3xVgfwzIpCsDJTxVh6ye6V9iUscWYNT8UyX2l0Q1yXHMH3WPbwdunrdiZYiqfogBkUkakiXuEaFBYpvtal8MlSwDDH1Lj8q1+RvF5LOUUvtX01P5v1dJSzFkgzjafNaiENuG2TRXIKRJ3s8FaPfT3FQPgiMFncPCbBFhqT9kqmqvT6evwtxVXMXOe8QeKq8vGmr9iABSEEdpRvVOk0eazFkh9XfzbqFBd3/KcRWt+XH1fEQD+duhZfHo4Dndu18Pbh2HqsqujYyF/w7pMn1SMD7bFiLi0LRdNEQA+0vskukR4Nk6xkmSkzBTacNqYcHvU4/k48FW8pKqnCABnTDmHdZvNj35IKlpmCmtat5D2apTVGX+AibmOsgcwbVwRMnfJa/jKGlAH993QtnUjuop/3qHsAZw2oQQbtst79dmgPifxfW5SMy5jAnNQXNl83qM1gJ15X/YAOlNMV+bV0tdw/7jjUJ0Vb5+hrAHcu6MaT/9eGYuD9u6owqGsGqzfKq22ruQBLMi/i9j4dkYPH/1IyNPDz2Lv53GufDA5Le+xvy7Anv/oFlJJ6ZI8gP5tVah+YNwRa24oTkpBcaSsI4ecwWdfJzjiwqm2kgfQnFoCgFv2dsew4R2dKqarMzt8qAZDn/SFlLpiZAHgCU0teqV4NcZfADA2wQuHVdKfsMkC9dD+pxvrLHTFtPZiKpaytZRWFgD6uR3D9YYBRgCazobhIZaUfFw4V4euUe1FX2RZAFhZfh+BwbrllMIV5q1G6R3pjAbwpESTfRspqT5alzGBGhRXinvuoCwAFMS+ceM+OnXSQRjorkKlhV2teAZcbL6EDZGu1Tb9+AbEn8CxfPFO15cNgIav4WEDTuO/x5TV/tP/EKRWd9kAmH3kFlJ/8ZA2DlILAs+nqFD3Je9EGC2sX7H4CuYt7sIzG26+ZAOgoSJKB1BoB5pOUjX9UONGkIOOZAVgkIcaFff6Kf4J+O/v4+Hp2Xzi7c6tVRg/OcBBZPiaywrATz6uxlPP+iseQKH9e/niXYRHGg9R8kWHjzdZASjVhjifUOq86JsfYn3lmtZV0gB2D9agqNy4nyvUW43EJC/FfwXnn65FfGLT6BBPyHn6kjSAghBlV39GSGjTzN+1K69h365qxQPIE5LW9CV5APXtPvoKNn4FC38Je99UmcwUak2Y7PEteQCFSoe0U6PsblPvf7BnNsp/TrVHD8nbhPmoUXpbp8WhrJ/w5G/EPSNIFgAKYo95Ih/7vtQtSdy3uxpjnlHGTGjTX0zn9tm4ViedH59sAJT8o4tTBUwn4wa3U6Pc4O3AKRtubmQF4NTxxdi4U7dDQNq4YmTukuZuAfZGV6jzF1k3jDZmyswoQ1q6eE9qkhWAuoZ3NqoepCJzfQXS/hBkbywlaSfUeeGci812BhNzZWQHoCD2e6uu4aU5ncWse6uVzdx6mAhfNS7ViHN+pCwB1Ed3Vvp5rMno1mrBFpPj2ennsTqjG8wBuHThFSx4k2bDODVeyVF5mDI9GLNek/b+ebaKtnpZqXajdamtCJTFE3DVslLMMbPLfVxoLs5ede2ZH7YCxCsdAchLSUY/LW1NsWDOJSxdJe9Th5bMv4zXl4VrFSMAGcHhmTz9uZJmpwoZLtLhmZeYfA1MPImjp3WbExGAIoiMfj9ofVFMzwcRQRG5FSEl5jg0xU2bDxGA3KR1zFFI+2yUGQxJyWFDb1NFhDod/eEWdnzadIQsAegYN1yts/ZfR0KSF6JixL9A296Km+76TwDaq2Qr2kUH5KCkqi8y3i1D+p/EOyzFIkFLdSEAWVR0YlrhtMmjZ3ohPiwX+aXS7pqJD8tDfmkyXp56Hms3Gne0E4BOhMqerJYvuoLBT/ji4UddcyC1PWU2tPnxu5uNZTfXz0kAOqqwE+z93FS43iDdw10sSbR/TzVGj5XOXEhZjITYw+z2zZWYMCXQHlOX2UQHaFBSpVuEtWT+Jby+TPod7LIGsKjgLoRNunNLktE1yvyRBYajCC4jy0rGQhk//qgKpy4nN6aM7JiDiz+Jewd8W/SUNYCGAjx40IAgj2z864tYDB5mvE7C8CRNW0RzZhqhbMJCcw8PN2dm67S8FAOgqaLBnmqsXt8Vk9J0r+Gigjr4dmyL4BAPp4lvKaPysnu4WVOPmB7tsHl9BaYYTK7duK4CU2fIY7KtYgE0DL7w5Tjz1TDM/WsoRg7Jx2dfu/a8NcMyBLpno/K+8SIj01EeUfxi7CwEAWgiXEyQBiGdPfC/E81PHrJTYyazuS9ewMr3u2ptJowuxPb9TcNsTI4kkpgAtBCo6ZNKkDrQB9Nfbt3Rkw/WlmFTRgWOnLIO/ecHbmD4qE4Swct6MQlA6xppU8x75SL8A9wxb1GYjRaWk614oxTVVfex4u+R8HPLxvUG49fs+FGF2Hmg+dNPv+iKSyFE4IQAtCMIyxdfwfVqAR7dq9LWa94rF+Dn745XDXYrnTvjPFauMx5OE77WK+5JZ3G5rfU3l44AdEQ9G2yFtSl9+vlgyx7jI2Nb2sV1y4ZyPD8t2AbP8khCALZCHIUPmd8949fsyabPytJ47Z079fD2br67aSsUUxQuCUBOYdB25cwLxdyFLbcRNarbqK2txy8fMz8RIqFLHs5caRrt4FQ0UbshAB0Ij7AL1+r13Ro7sy25srY4PKlrHk5eUBZ8gl4EIAOA9fXCITjCcF4cBg+zfTqXmIf6GKrfKkkJQBtlPVdcxzy1/7VZF/HWmkgbc1BmMgKwleIu5zmHPCUjAHmqSb6YFSAAmSUjA54KEIA81SRfzAoQgMySkQFPBQhAnmqSL2YFCEBmyciApwIEIE81yRezAgQgs2RkwFMBApCnmuSLWQECkFkyMuCpAAHIU03yxawAAcgsGRnwVIAA5Kkm+WJWgABklowMeCpAAPJUk3wxK0AAMktGBjwVIAB5qkm+mBUgAJklIwOeChCAPNUkX8wKEIDMkpEBTwUIQJ5qki9mBQhAZsnIgKcCBCBPNckXswIEILNkZMBTAQKQp5rki1kBApBZMjLgqQAByFNN8sWsAAHILBkZ8FSAAOSpJvliVoAAZJaMDHgqQADyVJN8MStAADJLRgY8FSAAeapJvpgVIACZJSMDngoQgDzVJF/MChCAzJKRAU8FCECeapIvZgUIQGbJyICnAgQgTzXJF7MCBCCzZGTAU4H/A4f9MOSvD00oAAAAAElFTkSuQmCC</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="false" hyperops="true" codify="false" inheritance="true" 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="0" y="150.00000000000006" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="16.160000000000014,0,202,1" 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="138" y="97.16666666666654"><custom-block s="epicPinwheelMaker numberOfFins %n"><l>20</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="epicPinwheelMaker numberOfFins %&apos;fins&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="gotoXY"><l>0</l><l>150</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="setPenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>360</l></block></block><block s="down"></block><block s="doRepeat"><block var="fins"/><script><block s="forward"><l>80</l></block><block s="forward"><l>-50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="fins"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="pin1" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>150</l></block><block s="setHeading"><l>90</l></block><block s="setPenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>360</l></block></block><block s="down"></block><block s="doRepeat"><block var="fins"/><script><block s="forward"><l>80</l></block><block s="forward"><l>-50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="fins"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><variables></variables></project><media name="Pinwheel Program" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>