<snapdata remixID="11784578"><project name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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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="doRepeat"><block var="number of branches"/><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="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="21"></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="-159.99999999999994" y="160.7818181818182" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,186,241,1" 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="17.681159420289873" y="15.270092226614025"><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><script x="225.43873517786562" y="23.844861660078948"><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>12</l></block><comment 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></block></script></block></script><script x="227" y="147"><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><comment w="90" collapsed="false">this code creates a spiral with 6 sides.</comment></block></script></block></script><script x="605" y="598.4999999999998"><block s="down"></block><custom-block s="pinwheel, branches: %s"><l>8</l><comment w="90" collapsed="false">This custom blocks helps us create branches quickly, based off the amount input. </comment></custom-block></script><script x="228" y="282"><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><comment w="90" collapsed="false">this code creates a spiral with 5 sides. </comment></block></script></block></script><script x="228" y="416"><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="227" y="568"><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="973" y="426.5"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="773" y="505.4999999999998"><block s="down"></block><block s="setColor"><color>255,186,241,1</color></block><custom-block s="pinwheel, branches: %s"><l>4</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>