<snapdata remixID="11822869"><project name="U1L3-Pinwheel Leara F" 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 Leara F"><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="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></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="25"></list></costumes><sounds><list struct="atomic" id="26"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="112.96094251172373" y="-110.61070492688683" heading="85.71428571428623" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="31"><costumes><list struct="atomic" id="32"></list></costumes><sounds><list struct="atomic" id="33"></list></sounds><blocks></blocks><variables></variables><scripts><script x="13.333333333333343" y="13.333333333333329"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="13.333333333333343" y="65"><block s="clear"></block></script><script x="13.333333333333343" y="95.66666666666669"><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><comment x="231.33333333333337" y="95" 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="19" y="252"><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="330" y="319"><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="344" y="184"><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="310" y="62"><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><script x="182" y="43"><block s="up"></block></script><script x="24" y="382.33333333333314"><custom-block s="pinwheel, branches: %s"><l></l><comment w="90" collapsed="false">This block draws a pinwheel.&#xD;The input determines the number of branches.</comment></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel Leara F" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>