<snapdata remixID="9699240"><project name="Real pinwheel project" 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="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="XY Grid" center-x="240" center-y="180" 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" id="126"/></item></list></costumes><sounds><list struct="atomic" id="127"></list></sounds><blocks></blocks><variables></variables><scripts><script x="164" y="145"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doBroadcast"><l>restart</l></block></script></scripts></sprite><watcher var="amountOfPoints" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="length" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="reportShown" style="normal" x="10" y="52.00000399999999" color="143,86,227" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="asterisk amountOfPoints %&apos;amountOfPoints&apos; %&apos;pointsLength&apos;" type="command" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs></block-definition><block-definition s="Asterisk Length %&apos;length&apos; Sides %&apos;sides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="forward"><block var="length"/></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="length"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>5</l></block></script></block-definition><block-definition s="setup" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>How many sides?</l></block><block s="doSetVar"><l>amountOfPoints</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How long would you like each side to be?</l></block><block s="doSetVar"><l>length</l><block s="getLastAnswer"></block></block><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block></script></block-definition><block-definition s="reset" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="hide"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setHeading"><l>90</l></block></script></block-definition><block-definition s="Pinwheel Sides: %&apos;Sides&apos; Length %&apos;side length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="forward"><block var="length"/></block><block s="up"></block><block s="forward"><block s="reportQuotient"><block var="length"/><l>-1.8</l></block></block><block s="down"></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="amountOfPoints"/></block></block><block s="changePenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>5</l><l>25</l></block></block></script></block-definition><block-definition s="Square Maze %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>90</l></block><block s="changePenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>5</l><l>25</l></block></block></script></block-definition></blocks><variables><variable name="amountOfPoints"><l>40</l></variable><variable name="length"><l>200</l></variable></variables></project><media name="Real pinwheel project" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>