<snapdata remixID="13103772"><project name="U1L3-Pinwheel; Extensions" app="Snap! 9.0, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="U1L3-Pinwheel; Extensions"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; backup: %&apos;backup&apos; size: %&apos;size&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="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block var="backup"/><l>0</l></list></block><block s="reportVariadicLessThan"><list><block var="backup"/><l>101</l></list></block></list></block><script><block s="forward"><block s="reportDifference"><l>0</l><block var="backup"/></block></block></script><list></list></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>5</l></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="46,46,46,1" 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 struct="atomic" id="48"></list></costumes><sounds><list struct="atomic" id="49"></list></sounds><variables></variables><blocks></blocks><scripts><script x="153" y="52.33333333333334"><block s="receiveGo"><comment w="90" collapsed="true">makes the background black</comment></block><block s="setBackgroundColor"><color>46,46,46,1</color></block></script></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-1.3642420526593924e-12" y="3.126388037344441e-13" heading="350" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="244,43.000000000000064,0,1" pen="tip" id="57"><costumes><list struct="atomic" id="58"></list></costumes><sounds><list struct="atomic" id="59"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><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><comment w="242.66666666666666" collapsed="true">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></block></script><script x="570" y="496"><block s="clear"></block></script><script x="18" y="131.83333333333326"><block s="show"><comment w="90" collapsed="true">Made this code as as rough draft to make the pinwheel image.</comment></block><block s="up"></block><block s="clear"></block><block s="setSize"><l>1</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>244,43,0,1</color></block><block s="setHeading"><l>0</l></block><block s="doRepeat"><l>12</l><script><block s="forward"><l>95</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s backup: %s size: %s"><l>30</l><l>20</l><l>30</l></custom-block><block s="up"></block><block s="forward"><l>-95</l></block><block s="turn"><l>30</l></block></script></block><block s="hide"></block><block s="setSize"><l>2</l><comment w="90" collapsed="true">Starting here, this part is optional. You can take it off to see each part.</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>23</l><script><block s="forward"><l>5</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s backup: %s size: %s"><l>5</l><l>5</l><l>10</l></custom-block><block s="up"></block><block s="forward"><l>-5</l></block><block s="turn"><l>15</l></block></script></block></script><script x="17" y="656.8333333333335"><block s="up"><comment w="90" collapsed="true">first time through practice. This was the first version of the code</comment></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>221,39,0,1</color></block><block s="down"></block><block s="setHeading"><l>90</l></block><custom-block s="pinwheel, branches: %s backup: %s size: %s"><l>3</l><l>20</l><l>80</l></custom-block><block s="setColor"><color>255,156,15,1</color></block><custom-block s="pinwheel, branches: %s backup: %s size: %s"><l>4</l><l>20</l><l>80</l></custom-block><block s="turn"><l>30</l></block><block s="setColor"><color>253,253,46,1</color></block><custom-block s="pinwheel, branches: %s backup: %s size: %s"><l>5</l><l>20</l><l>80</l></custom-block><block s="turn"><l>30</l></block><block s="setColor"><color>65,255,36,1</color></block><custom-block s="pinwheel, branches: %s backup: %s size: %s"><l>6</l><l>20</l><l>80</l></custom-block><block s="turn"><l>30</l></block><block s="setColor"><color>30,255,252,1</color></block><custom-block s="pinwheel, branches: %s backup: %s size: %s"><l>7</l><l>20</l><l>80</l></custom-block><block s="turn"><l>30</l></block><block s="setColor"><color>0,28,254,1</color></block><custom-block s="pinwheel, branches: %s backup: %s size: %s"><l>8</l><l>20</l><l>80</l></custom-block><block s="turn"><l>30</l></block><block s="setColor"><color>141,0,234,1</color></block><custom-block s="pinwheel, branches: %s backup: %s size: %s"><l>9</l><l>20</l><l>80</l></custom-block><block s="turn"><l>30</l></block><block s="setColor"><color>255,4,224,1</color></block><custom-block s="pinwheel, branches: %s backup: %s size: %s"><l>10</l><l>20</l><l>80</l></custom-block><block s="turn"><l>30</l></block><block s="setColor"><color>255,30,83,1</color></block><custom-block s="pinwheel, branches: %s backup: %s size: %s"><l>11</l><l>20</l><l>80</l></custom-block><block s="turn"><l>30</l></block><block s="setColor"><color>242,0,21,1</color></block><custom-block s="pinwheel, branches: %s backup: %s size: %s"><l>12</l><l>20</l><l>80</l></custom-block><block s="turn"><l>30</l></block><block s="setColor"><color>232,127,0,1</color></block><custom-block s="pinwheel, branches: %s backup: %s size: %s"><l>13</l><l>20</l><l>80</l></custom-block><block s="turn"><l>30</l></block></script><script x="15" y="1472.3333333333333"><block s="show"><comment w="90" collapsed="true">+ Extensions (1)</comment></block><block s="up"></block><block s="clear"></block><block s="setSize"><l>1</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>244,43,0,1</color></block><block s="setHeading"><l>0</l></block><block s="doRepeat"><l>12</l><script><block s="down"></block><custom-block s="pinwheel, branches: %s backup: %s size: %s"><l>5</l><l>30</l><l>100</l></custom-block><block s="up"></block><block s="turn"><l>30</l></block></script></block><block s="hide"></block><block s="setSize"><l>.5</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s backup: %s size: %s"><l>30</l><l>5</l><l>5</l></custom-block><block s="up"></block></script><script x="354" y="1509"><block s="receiveGo"><comment w="90" collapsed="true">+ Extensions (2)</comment></block><block s="show"></block><block s="up"></block><block s="clear"></block><block s="setSize"><l>1</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>244,43,0,1</color></block><block s="setHeading"><l>0</l></block><block s="doRepeat"><l>10</l><script><block s="down"></block><custom-block s="pinwheel, branches: %s backup: %s size: %s"><l>30</l><l>30</l><l>20</l></custom-block><block s="up"></block><block s="turn"><l>35</l></block></script></block><block s="hide"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel; Extensions" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>