<snapdata remixID="14687775"><project name="U1L3-Pinwheel" app="Snap! 11.0.4, 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" initial="1"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block><block s="doRepeat"><l>10</l><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="forward"><l>150</l></block><block s="turn"><l>25</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="down"></block><custom-block s="pinwheel, branches 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</pentrails><costumes><list id="43"><item><ref mediaID="U1L3-Pinwheel_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="44"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-232.35082761762453" y="-86.55240307845872" heading="340" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="94.60000000000005,81.99999999999999,255,1" pen="tip" id="49"><costumes><list struct="atomic" id="50"></list></costumes><sounds><list struct="atomic" id="51"></list></sounds><blocks></blocks><variables></variables><scripts><script x="11.333333333333371" y="12.333333333333329"><block s="down"></block><block s="setColor"><color>253,255,235,1</color></block></script><script x="11.333333333333371" y="64.00000000000006"><block s="clear"></block></script><script x="11.333333333333371" y="94.66666666666674"><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></block></script><comment x="229.33333333333348" y="94.00000000000006" 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="10" y="225.00000000000006"><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></block></script><script x="11" y="351.00000000000006"><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></block></script><script x="14" y="488.9999999999999"><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></block></script><script x="10" y="640.9999999999998"><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block 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