<snapdata remixID="13668161"><project name="Tice Moore Modern Art" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Tice Moore Modern Art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Make a Polygon" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Make a Polygon Number of Sides" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Make polygon Sides- %&apos;Sides&apos; Length- %&apos;Length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doRepeat"><block var="Sides"/><script><block s="forward"><block var="Length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Sides"/></block></block></script></block></script></block-definition><block-definition s="Tice" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Tice OG draw" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-170</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doAsk"><l>How many Polygons?</l></block><block s="doSetVar"><l>numPolygons</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many starting sides?</l></block><block s="doSetVar"><l>numSides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How long is the side?</l></block><block s="doSetVar"><l>sideLength</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>numDone</l><l>0</l></block><block s="doRepeat"><block var="numPolygons"/><script><custom-block s="Make polygon Sides- %s Length- %s"><block s="reportVariadicSum"><list><block var="numSides"/><block var="numDone"/></list></block><block var="sideLength"/></custom-block><block s="up"></block><block s="forward"><block s="reportVariadicSum"><list><block var="sideLength"/><l>40</l></list></block></block><block s="down"></block><block s="doSetVar"><l>numDone</l><block s="reportVariadicSum"><list><block var="numDone"/><l>1</l></list></block></block></script></block></script></block-definition><block-definition s="OR" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="83"></list></costumes><sounds><list struct="atomic" id="84"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="454.0027047856818" y="936.9972952143091" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,235,235,1" pen="tip" id="89"><costumes><list struct="atomic" id="90"></list></costumes><sounds><list struct="atomic" id="91"></list></sounds><blocks></blocks><variables></variables><scripts><script x="326.16666666666663" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>-193</l><l>154</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="down"></block><block s="doSayFor"><l>The best inputs are 14 and over 200</l><l>2</l></block><block s="doAsk"><l>How many Squares?</l></block><block s="doSetVar"><l>numPolygons</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>numSides</l><l>4</l></block><block s="doSetVar"><l>sideLength</l><l>400</l></block><block s="setColor"><color>0,235,227,1</color></block><block s="setSize"><l>5</l></block><block s="doRepeat"><block var="numPolygons"/><script><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><custom-block s="Make polygon Sides- %s Length- %s"><block var="numSides"/><block var="sideLength"/></custom-block><block s="up"></block><block s="turn"><l>45</l></block><block s="forward"><l>15</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doSetVar"><l>sideLength</l><block s="reportDifference"><block var="sideLength"/><l>30</l></block></block></script></block></script></scripts></sprite><watcher var="numSides" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="sideLength" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="73.00000599999998" color="74,108,212" hidden="true"/><watcher var="numPolygons" style="normal" x="7" y="54.00000799999998" color="243,118,29" hidden="true"/><watcher var="numDone" style="normal" x="7" y="76.00000799999998" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="numSides"><l>4</l></variable><variable name="sideLength"><l>-1430</l></variable><variable name="numPolygons"><l>200</l></variable><variable name="numDone"><l>0</l></variable></variables></scene></scenes></project><media name="Tice Moore Modern Art" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>