<snapdata remixID="14692224"><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="doAsk"><l>How many branches do you want?</l></block><block s="doSetVar"><l>branches</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="branches"/><script><block s="forward"><l>50</l></block><block s="forward"><l>-15</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block></script></block-definition></blocks><primitives></primitives><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="28"></list></costumes><sounds><list struct="atomic" id="29"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="branches" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="43.1217782649087" y="-232.17622392718465" heading="209.9999999999999" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="35"><costumes><list struct="atomic" id="36"></list></costumes><sounds><list struct="atomic" id="37"></list></sounds><blocks></blocks><variables></variables><scripts><script x="13.333333333333343" y="61.666666666666686"><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="137.33333333333337" y="10" 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="31" y="180.16666666666663"><block s="clear"></block><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><comment w="90" collapsed="false">Differet numbers of pinwheels</comment></block></script><script x="33" y="326.16666666666674"><block s="clear"></block><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="29" y="468"><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="34" y="588"><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="33" y="709.1666666666666"><block s="clear"></block><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="416.33333333333337" y="202.33333333333331"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script></scripts></sprite></sprites></stage><variables><variable name="branches"><l>1</l></variable></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>