<snapdata remixID="12759040"><project name="U1L3-Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" 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</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="down"></block><block s="doRepeat"><block var="number of branches"><comment w="269.68359375" collapsed="false">The amount of branches is how many times it will repeat.</comment></block><script><block s="forward"><block s="reportQuotient"><l>200</l><block var="number of branches"/></block></block><block s="forward"><block s="reportQuotient"><l>-300</l><block var="number of branches"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="circle, pinwheels: %&apos;number of pinwheels&apos; branches: %&apos;branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="hide"></block><block s="setColor"><color>255,38,17,1</color><comment w="90" collapsed="false">Creates a circle of pinwheels.</comment></block><block s="up"></block><block s="doRepeat"><block var="number of pinwheels"/><script><block s="forward"><l>100</l></block><custom-block s="pinwheel, branches: %s"><block var="branches"/></custom-block><block s="forward"><l>-90</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of pinwheels"/></block></block><block s="changePenColorDimension"><l><option>hue</option></l><block s="reportQuotient"><l>100</l><block var="number of pinwheels"/></block></block></script></block></script></block-definition><block-definition s="pinwheel, increases: %&apos;number of sides added&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>pinwheel</l></list></block><block s="doSetVar"><l>pinwheel</l><l>3</l></block><block s="doRepeat"><block var="number of sides added"/><script><custom-block s="pinwheel, branches: %s"><block var="pinwheel"/></custom-block><block s="doChangeVar"><l>pinwheel</l><l>1</l></block></script></block></script></block-definition></blocks><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" 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</pentrails><costumes><list struct="atomic" id="74"></list></costumes><sounds><list struct="atomic" id="75"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="2.7284841053187847e-12" y="2.2168933355715126e-12" heading="90.00000000000222" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,37.99999999999998,16.999999999999996,1" pen="tip" id="80"><costumes><list struct="atomic" id="81"></list></costumes><sounds><list struct="atomic" id="82"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" 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><block s="show"></block></script><script x="20" y="157.5"><block s="doRepeat"><l>2</l><script></script></block></script><script x="20" y="215.5"><block s="clear"></block><block s="gotoXY"><l>-140</l><l>0</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s"><l>12</l><comment w="156" collapsed="false">It will create the first pinwheel, then move to the next location without creating another line.</comment></custom-block><block s="up"></block><block s="forward"><l>200</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s"><l>24</l><comment w="90" collapsed="false">Second pinwheel is created, then the pen will be set up.</comment></custom-block><block s="up"></block></script><comment x="20" y="406.66666666666674" 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="20" y="508.66666666666674"><block s="doRepeat"><l>12</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>12</l></block></block></script></block></script><script x="20" y="623.6666666666667"><custom-block s="pinwheel, branches: %s"><l>24</l><comment w="174" collapsed="false">Creates a pinwheel with the amount of branches set within the Argument.</comment></custom-block></script><script x="20" y="692.6666666666667"><block s="doRepeat"><l>3</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></block></script><script x="20" y="807.6666666666667"><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l><l>255</l></list></block></block></script><script x="20" y="850.6666666666667"><block s="doRepeat"><l>6</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>6</l></block></block></script></block></script><script x="20" y="965.6666666666667"><custom-block s="circle, pinwheels: %s branches: %s"><l>50</l><l>5</l><comment w="244" collapsed="false">Creates a circle with # many pinwheels that have # branches.</comment></custom-block></script><script x="20" y="1004.6666666666667"><block s="hide"></block><block s="setColor"><color>255,38,17,1</color><comment w="90" collapsed="false">Creates a circle of pinwheels.</comment></block><block s="up"></block><block s="doRepeat"><l>24</l><script><block s="forward"><l>100</l></block><custom-block s="pinwheel, branches: %s"><l>50</l></custom-block><block s="forward"><l>-50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>24</l></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>4</l></block></script></block></script><script x="20" y="1219.3333333333335"><block s="doRepeat"><l>4</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></block></script><script x="20" y="1334.3333333333335"><custom-block s="pinwheel, increases: %s"><l>4</l></custom-block></script><script x="20" y="1373.3333333333335"><block s="doRepeat"><l>5</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></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>