<snapdata remixID="9493103"><project name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0.3157894736827984" y="9.052631578951406" heading="6.821210263296962e-13" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="18.333333333333343" y="13.333333333333243"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="18.333333333333343" y="64.99999999999991"><block s="clear"></block></script><comment x="236.33333333333337" y="94.99999999999991" 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="124.16666666666643"><custom-block s="pinwheel, branches: %s"><l>15</l></custom-block></script></scripts></sprite></sprites></stage><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><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>