<snapdata remixID="11784484"><project name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAEk5JREFUeF7tnQdUFlfeh58XeOm9SVE0qAgRUECxoHSs0bjYjV030UTjGk0+Swr23tYUozGJLVHXGomCIAKiIkpHUVSwAEpRivS6h9cNrqvf7tk1ZETvnOPxADP3x33+DzN3Zu7MKwPqEYsgIAEBW1vbMTIhoATkRaSCgBBQiCApASGgpPhFuBBQOCApASGgpPhFuBBQOCApASGgpPhFuBBQOCApASGgpPhFuBBQOCApASGgpPhFuBBQOCApASGgpPhFuBBQOCApASGgpPhFuBBQOCApASGgpPhFuBBQOCApASGgpPhFuBBQOCApASGgpPhFuBBQOCApASGgpPhFuBBQOCApASGgpPhFuBBQOCApASGgpPhFuBBQOCApASGgpPhFuBBQOCApASGgpPhFuBBQOCApASGgpPhFuBBQOCApASGgpPhFuBBQOCApASGgpPhFuBBQOCApgVdaQDM3H6qKH/AwOaERsqN7APll0WRfCpIUvAh/TOCVFtBm3PsYubbj/MyPGuvtMeIweXpnubJt7XMdsDTqTNaDJ8IKUZqWwCstYKs+Q+i1cwn7WjlRV12jIDlwRjx3lY+StCngGbJmuh141y+QxQfbNy110XojgWYvoOWAbmSduPDcz3oy6uSK69oAMgK3c3XTQeSqOnR0m4+qtz4xn73/jAZz/cKIqLrAxYj5QpE/iECzF9B6Ql/aTmpLiNfXz0io07otbwwZR4s/6RHiORsrW380dCyxmv0nQsZ4P4XYt8NMzBxHcip2CffSgxt/tsDhMzambqCspuQPKsnrFdPsBWwol//dbRRf20eoX+hTEqobmWAz9gOUTO9ye384rfTGkZG8i25fbiX0HZ/GSpvr2jLCZQ1xBqWcOTwa6h9/dN4hj0NkqxowI8Tr9bLiD+xtsxNQRU2Jupp66mqffL6izQdvo9teBb2OhZzyO9WIT1lVjY7T55O2dxOOX0xALbQ7Zw6NwnXx18R8/uQQ/JFPMN+eGYXL4G1EHhiGkkyJYO9gcnRt+CRsANlFl//AkrxeUc1OwBa9TOm/x42Udy9wKThbUS2Zkgyf4NUkLVmD/QJ7wvqFNVbRef4a4lZ8jMeRJage6kXITi8cZwVwY982yu5n0cduNvklt8iUPcDUqjfp0Rs47HGYHzOPoaL3Jrtinh0rvl6KNG1vm52ADTjM+5gzbHNXzK4/Ys2kcxTmVdJx3mgexl2nruoudnPsCB8UriDntmE3Z2eP5Y0xvuhb2RG/cjN2U+dQnH6N+th0hnZezuaIITRcH6y5EcYKmzl8mvApvs6r+CZyBBVi7NekBjZLARuIOHzugHJOBSMGtSQu7D6HNqfhGbiCsL6fYOZrhs00GyKHReK755RivNey/SActr/FCff3MOvpg1GnrvRN82LLmVGUVRUwYkoiEzOymHhuIuZGrjRckglOXdek8EXjzfxCtNdxL1KWptBGV87QWbYky10ICQgiNyoZi34WWI+3Rkd7IycGd1Hs4YwmGXBpxRoqc8uYGXCVU2unkpD5C91buOPgtZSd+/2orKtkrk8I6071of45n+Otr6rJX2z9OHAniZTCDOHQCxJotnvA38Z+Xr96ET01mop75Uxb74KZcxuW9T1MZXktloMs6R4QyEEXJ9ze3kVCwlxsZw3l/uJIRnlvYd2hXvS36M+MgX/jw5iZ3Ez8AT/bWYoxYXzm0Ua0miqqTGvvSX8LB7zNhrI0eTdfJH39gujF5g0EmrWADR1QM1Kj546ehL8dTn1tPb4r/Bk2wZi9fwkmfP9t+uwPoeD+Agxi13NyR298glbReU1nroxVw3jxdnzNfflS9xHxpz5BuV6JGR4HWXeqL6pKyoyz7qmQrqCqjJj8+4xoPYdlKcsIz3k8vhTLixN46QXU1FLBpoMeqSmFVFbVPrfHxt2MFWPC0wNPo6KtgduuBWj9ugOPYa2JrZ1L7L6PsFT/kMit0/H3WEmBXg5jrceSHnpIIZTv2FOE7vZhQrctmFbFY6dejZaKKr9mJbEz/RzeZt7M6ziPqdFTuVN658WpixYaCbz0AlpYaTF5tRPj+rehJr6YjJuPSL1RRElZDRcS8omOz6ewuAqLARaY+5gTOycWl/Xvc/OHIGqzMhm8Zy9G6bu4XuFOVcE5bCKHY7zWDNUT6nwW0A1tfWumei6kbWYoDka2HMgIZ0taODX1dQpInzp8SjuddoqTE7H8/gReegF/63Ibe30mLe7EvYwSdi9OwvVNI5ztDdHWUsG1kzHamiok2Wtz9shttG/Vcs1vMJEjFuPy6QZMs2PxeaeAkl0L6VejytY+cdQmP8QpOg03y14cvBaE3PjPbIgcRUnlA2QyMNM0YFePfRTKT5BcegoZoC5XpoWWOi11tHE1teRBWTVtv93znFOV379Qr2qLzUbA3wrQ3tmQCYscSU8sYPfSFKoqnj4sex31pNfdKu7Y+DGo9Ao5Lf1JP6GPTmoaQ7rYU28Qi1FYNXndTUiJOs5J7Rn0y1+MrakDpRVpZD0qx0jJjtb149l5dwU51de4XVTK5bxCdJX0FGfApuq6/PVqKJG5aa+qF39Yv5qdgL+Rse9lyviFDlz55T7XA3OxM9ajpY4mKMuo+msHrHaW4mBiyRWNLozJyCMnszU/px2kqM09zKZrc9drGhbHs8lJ6oDFVS1+SR/OxcQ8hpqPYZjVMOJ7x/PVt1+Rm5vLkFZOvNveg7Ti+2xIDeF26YM/rECvetBLLaCRrhozh3WA26CvoqoQTF9djpqyMreKSskoLKGurp4eI1pRqFTN+mVxXMkrQt1Ii4XvD6dHQWeyDUwoS7Zj9rG+5JY/vnXXsHh9N4k323ihcbgH+WmrsWx3gUWWW4nKP0OlcxAXEjri0MuTHnIzzh79lVHfr6S67vknQa+6JE3Zv5dawIax2MRhbelgrYtrJyOSrhZy4/Yj9v96m9z8iqe4+I2yZr5fXx79pEJOaTGhsjRqdtjw/qbtBCQuICpq9VPrK6mqMCbwJp41h7h1KQL3iPdZlLSIjJLLzH2zLyW9jOj18DpRFXKcR06kRzdjbl07QULcBe5mFZJ5v4yICzlcv/WoKevzyrf9Ugv4r/SVlWQM8LLExcGQLo5G5OVXcCtIC+uK1siVlDmRlUyuey79Jrclc3MLuneczA2t7mw9O5WMo3ueKeboDYW41obgEGZA+vStVIbVonFeh/WpJ9l7Joi4DQFMaKnJ/ZIKDt0poKqTG3auPTgfdZKsm6G0NJVxPiGf4Igne9ZX3pjfuYPNSsDf+t7XvCNDWjljoalPaO5l9Dzyceioh7KyTLGXrLzZBpeakdR4OhDaOYGkmHQuff70FHxDvXb8POUKrepSqNUKJbzgGhFq53DybsHmmZf4v1lLqC0uZGrpVfTU5Iro4spqYvJLiJab0N6rHwUFBaxYsYI7d8S1wf/Vy2YjoItha8a80R1H/ZYcz07mh5tRFFaVPdPv7wYsp7pDNBpKw9FvmUCpc3eCHeqJGj+b9MAsxfrmGmbs8TiIvr0OK0ddYn+XyXgc9uDa5mvUXC3iw69daXl7MC5pUTgaaj2VUVlTqzgr3pd6h3g1U4aPn0h1dTU7duzg9OnT1P9jMuv/WpDXbbuXXsAlHp2Z3K43puo6fH/jDPfKi56pkVxZCVVlJez022Or147IvNN0bTWI1PvHsXX0wtislDJ5DvL0Mu5lV+Bq4kiuigZZZCNTr6P8wUMqHxSja6tLZVEV5dnlZJTXYGhoBJo6VGvrU62hTYWGLkq6BhgaGKCnq4OqXE7W/RzuZmVx7949wsLCiI+Pf90ceqH+vvQCdjI1orSmiuraOqrr6v7xf/1TX8tkSgR6BrI2dS2nc8KZ7XWcTeGDMLDoQhuXEXRzNWWsSiklesbUBMvQGiLjhxRTxnt8SXZhDQcM3yRx2lrS75Tgfdyb5OXJHF55mPz8fMqrC+n8lgarZwaSnJBKWloaZWVl1NXVKf6J5cUIvPQC/qfuqSurK2YwL05azPn884xwXkNiViAZeVEs8g3AQ0+XbfYGvHOpJVGOaVztF0vdMgdMB2hi4RrP/n0m6LtW43vlFDZmcmQyGTX+lnwzOoLI049PLtp01Oe9tc6c2p1B6B4xBes/1eS/+XmzFtBCw4LNXTfzeeLnXC66TDsTNyZ0noduwU+01TEl2tyTYycC2DLiGDMP+GOwexRvhKlT2NOQk++tRKaSwZTjWzHRPsOOrQ+5snqvgp1dOz0+2NANy4ZrjpnlxCTmE5v8kAoLVTxHtmbrx3HcTn12KPDfgBfrPibQbAV00HdgWedlTImeQl5FHp4t7Bjc9UdUc79kU+pJrj/KYemkG3S5c4PVfrmEzRvPyO7ryLLKQNvEn2vFU8jYlYH7NwdJWzWe/uc2YxK8jR8+SyQvswyZigyvY14kLEhAfreMEW+1pq2VDj26maDlbsT6TcmKdcU5x4v9KTVLAd1M3FjgsAD/CH8mt+3J6Dau3Nboy5LzAaTlRiJDxvc9vuehti5zQobisyuEuPcmMrrLRtI+y6Rkkzby8TsVZ72dZxzg5Eh37OePQT3/NoP6q/DgXjk/fp5IyaNqPI96EvdJHIXJhY2kGyY++PhbEfhzBrX/9HTei5Xi9dy62QnYMDdvldMiArPW4NnClq3XI4grU6OH9Th+jP4zrTRbsb3HdrY9CCFVS07K2eX0PxJD63XpHIifj5nXEJRqNEgKXo5PkA9qdXM43m8AasZ6dFoyiZjpG7F1NWbiYkduJhSwZ80Vuu9yU0zzKhKH3d/9r6RZCTikVW8Oui9id8YexZy98/k3UZIpM8srkI2nB+Jh6s5C+4VMODcBI5fJ5GdFcy8jlCGHElFdepL9cR/j4rcOw9lyQgZ8iKqhKm9dfI9jTt9RXVyO+4EAzr6znNrKKgVoJ68WjP3MgeSYB9ztZEDMjIs8uiluvf2eFjYbARsOq6uch7Mi5VcKqkobGYxz/ZroWz8xqoVX48TRhoeJuvTZyKWTs2l4VcLYw7fZO7Q9NXVV9Bl/hpvKy6ivqSV9VwgOc8ZjNjCXEO8grIa6o2FmyLWvjjzF2LW/BaMDOpFsqsbeXicpy3r2AvjvWZTXqa1mI+DzimLbwhN36wn4a5iz5foWjtx9Ik7fiecI/rEnrq1H0nXzD3w1WBN1rRbYdv2QhPCF+IatI9R7Dm+8/Q5W/jZU1QRxfsp5/MLXE+L55HVu/5zr8nYrykzUSP3uxuvkSJP2tdkK2HDo3To4FctHNxUPksc+jG0E1XBh2nXAFi4en85H3kGc7ZfJ+Y8nYdftI4ryU8m+eQKb6YOpyC+iKD6X1gNHUqOyn8oHlWi90Zs7f4ugMEVc72tS8/7ReLMVcEnPHXTXtGBg2ECq6h6P2X5b9EzsadVhCG2LVUjLiUTr3cFcWvIXev3pJ6IOj3m8mkyGb+haQn3m4rxgDXHL5+J+wJ3MXwowdOrNpdnisUsh4L8hMKX9NLZf3/LcNezd5lNdmE1fk6H8NXwwnWYvVryQ0mP4EcL3DW7cxm72MIqvZ9F+8DzC332bhgc/fE/6ot3Wn6PtZ1BfK261NbWEzXYP+O/AOPuuxaXcjMCUZdwrSlW8jKggIhFdTRsun1v15FCtrIT3iZXIi3sRNKyn4vtyPTlvJX9E0heJiifrxNK0BF5JAUdPSEQ5NYrdMR8o6DUIaFDRmdh9syn5l9dp2C94h3aD5nCkh3MjaUNnQ7ps+ISTHvOalr5ovfneivt3tVs1oYRPdxtTXft42r7jrC9obzCNgwHmz2ympCZn5K0UDnboRlXxk7sdiucwn7yCUKjSRAReuT2gmlwHayNXUu8/eVFlhzEz0X3YgYtBM56L0WnBUu4eP0p+wsUmwiya/f8IvHICPq+jxtbdUZebkHntmDDhJSPwWgj4kjEXv84/ERACCh0kJSAElBS/CBcCCgckJSAElBS/CBcCCgckJSAElBS/CBcCCgckJSAElBS/CBcCCgckJSAElBS/CBcCCgckJSAElBS/CBcCCgckJSAElBS/CBcCCgckJSAElBS/CBcCCgckJSAElBS/CBcCCgckJSAElBS/CBcCCgckJSAElBS/CBcCCgckJSAElBS/CBcCCgckJSAElBS/CBcCCgckJSAElBS/CBcCCgckJSAElBS/CBcCCgckJSAElBS/CBcCCgckJSAElBS/CBcCCgckJSAElBS/CBcCCgckJSAElBS/CFcIaGVltVGgEASkIODk5PTz3wGDtQEtOXQF8AAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="U1L3-Pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"><comment w="90" collapsed="true">input</comment></block><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" 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" 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</pentrails><costumes><list id="21"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="22"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-1.4169332682579903" y="-8.22619673541894" heading="98.5714285714289" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,125.00000000000007,92.00000000000001,1" pen="tip" id="27"><costumes><list struct="atomic" id="28"></list></costumes><sounds><list struct="atomic" id="29"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><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><comment x="217.72332015810275" y="144.1370223978919" 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="281.3188405797101" y="282.729907773386"><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>4</l></block></block></script><comment w="90" collapsed="true">4 braches</comment></block></script><script x="281.3188405797101" y="402.729907773386"><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>3</l></block></block></script><comment w="90" collapsed="true">3 branches</comment></block></script><script x="170" y="98.33333333333314"><custom-block s="pinwheel, branches: %s"><l>9</l><comment w="166" collapsed="true">input and arguments </comment></custom-block></script><comment x="198.13671875" y="58.333333333333144" w="90" collapsed="true">new block</comment><script x="25.757575757575722" y="166.5747694334649"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l><comment w="90" collapsed="true">6 branches </comment></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="31.318840579710127" y="300.729907773386"><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>5</l></block></block></script><comment w="90" collapsed="true">5 branches</comment></block></script><comment x="45" y="417" w="192" collapsed="false">the difference between all of these spirits is that based on the degrees your diving is the shape your creating. </comment><script x="42" y="486.33333333333337"><block s="receiveGo"></block><block s="down"></block><block s="setColor"><color>255,125,92,1</color></block><block s="doRepeat"><l>20</l><script><block s="setSize"><l>2</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l><comment w="185" collapsed="true">changes the pens color randomly </comment></block><block s="turn"><block s="reportQuotient"><l>360</l><l>40</l></block></block><block s="doWait"><l>.2</l></block><block s="forward"><l>-50</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>20</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><l>7</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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