<snapdata remixID="9497412"><project name="U1L3-Pinwheel2" 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="-49.999999999997954" y="100.00000000000028" heading="90.00000000000057" scale="1" volume="100" pan="10" rotation="1" draggable="true" costume="0" color="255,81,26,1" 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="12.94580824455762" y="245.76964644125377"><block s="receiveKey"><l><option>2</option></l><comment w="90" collapsed="false">Creates a blue square, with a red triangle inside it..</comment></block><block s="setColor"><color>10,186,255,1</color></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="forward"><l>50</l></block><block s="setColor"><color>255,81,26,1</color></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>.85</l></block><block s="turn"><l>1</l></block></script></block></script><script x="12.961247491122384" y="9.803921568627452"><block s="receiveKey"><l><option>c</option></l><comment w="151.41732283464563" collapsed="false">Clears any drawings, places sprite in the middle facing right.</comment></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="9.803921568627452" y="127.82152230971128"><block s="receiveKey"><l><option>1</option></l><comment w="90" collapsed="false">Creates two different sized pinwheels, one yellow, one green.</comment></block><block s="setColor"><color>255,245,52,1</color></block><custom-block s="pinwheel, branches: %s backup %s size %s"><l>14</l><l>-20</l><l>30</l></custom-block><block s="setColor"><color>18,236,0,1</color></block><custom-block s="pinwheel, branches: %s backup %s size %s"><l>7</l><l>-20</l><l>60</l></custom-block></script><script x="191.07611548556432" y="321.1749266635788"><block s="receiveKey"><l><option>3</option></l><comment w="188.03921568627447" collapsed="false">Asks how many squares you want to be drawn, and then inputs it into the code. You end up with thaat many squares, and they are all 10 steps apart.</comment></block><block s="doAsk"><l>How many squares?</l></block><block s="doBroadcast"><block s="getLastAnswer"></block></block><block s="doFor"><l>i</l><l>1</l><block s="reportProduct"><l>4</l><block s="getLastAnswer"></block></block><script><block s="forward"><block s="reportProduct"><l>5</l><block var="i"/></block></block><block s="turn"><l>90</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; backup %&apos;backup&apos; size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block var="backup"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="asterick branches: %&apos;branches&apos; branch length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s backup %s size %s"><block var="branches"/><block s="reportDifference"><l>0</l><block var="length"/></block><block var="length"/></custom-block></script></block-definition><block-definition s="polygon sides: %&apos;sides&apos; side length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s backup %s size %s"><block var="sides"/><block var="length"/><l>20</l></custom-block></script></block-definition><block-definition s="inspi repeat %&apos;number&apos; size %&apos;size&apos; angle %&apos;angle&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="number"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportProduct"><block var="i"/><block var="angle"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>