<snapdata remixID="12620883"><project name="modernart" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="modernart"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="polygon %&apos;number_of_sides&apos; %&apos;side_length&apos; %&apos;color_mode&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="number_of_sides"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="color_mode"/><l>yes</l></list></block><script><block s="changePenColorDimension"><l><option>hue</option></l><l>25</l></block></script><list></list></block><block s="forward"><block var="side_length"/></block><block s="turn"><block s="reportDifference"><l>180</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="number_of_sides"/><l>2</l></block><l>180</l></list></block><block var="number_of_sides"/></block></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="pinwheel %&apos;pin_count&apos; %&apos;color_mode&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="doRepeat"><block var="pin_count"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="color_mode"/><l>yes</l></list></block><script><block s="changePenColorDimension"><l><option>hue</option></l><l>25</l></block></script><list></list></block><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="pin_count"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><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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s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="color_mode"/><l>yes</l></list></block><block s="reportVariadicEquals"><list><block var="color_mode"/><l>no</l></list></block></list></block><script><block s="doAsk"><l>Do you want to enable PRIDE mode?</l></block><block s="doSetVar"><l>color_mode</l><block s="getLastAnswer"></block></block></script></block><block s="doSetVar"><l>spiral_mode</l><l>0</l></block><block s="doUntil"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="spiral_mode"/><l>yes</l></list></block><block s="reportVariadicEquals"><list><block var="spiral_mode"/><l>no</l></list></block></list></block><script><block s="doAsk"><l>Do you want to enable SPIRAL mode?</l></block><block s="doSetVar"><l>spiral_mode</l><block s="getLastAnswer"></block></block></script></block><block s="doUntil"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>polygon</l></list></block><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>pinwheel</l></list></block></list></block><script><block s="doAsk"><l>Do you want to create a polygon or a pinwheel?</l></block></script></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>polygon</l></list></block><script><block s="doSetVar"><l>poly_sides</l><l>0</l></block><block s="doSetVar"><l>poly_side_length</l><l>0</l></block><block s="doUntil"><block s="reportVariadicLessThan"><list><l>2</l><block var="poly_sides"/></list></block><script><block s="doAsk"><l>How many sides should your polygon have?</l></block><block s="doSetVar"><l>poly_sides</l><block s="getLastAnswer"></block></block></script></block><block s="doUntil"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><l>0</l><block var="poly_side_length"/></list></block><block s="reportVariadicLessThan"><list><block var="poly_side_length"/><l>150</l></list></block></list></block><script><block s="doAsk"><l>What is the side length of your polygon?</l></block><block s="doSetVar"><l>poly_side_length</l><block s="getLastAnswer"></block></block></script></block><block s="setHeading"><block s="reportDifference"><l>90</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="poly_sides"/><l>2</l></block><l>180</l></list></block><block var="poly_sides"/></block></block></block><block s="doRepeat"><block var="poly_sides"/><script><custom-block s="polygon %s %s %s"><block var="poly_sides"/><block var="poly_side_length"/><block var="color_mode"/></custom-block><block s="turnLeft"><block s="reportDifference"><l>180</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="poly_sides"/><l>2</l></block><l>180</l></list></block><block var="poly_sides"/></block></block></block><block s="turnLeft"><block s="reportDifference"><l>180</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="poly_sides"/><l>2</l></block><l>180</l></list></block><block var="poly_sides"/></block></block></block><block s="forward"><block var="poly_side_length"/></block><block s="turn"><block s="reportDifference"><l>180</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="poly_sides"/><l>2</l></block><l>180</l></list></block><block var="poly_sides"/></block></block></block></script></block></script><script><block s="doSetVar"><l>pin_count</l><l>0</l></block><block s="doUntil"><block s="reportVariadicLessThan"><list><l>2</l><block var="pin_count"/></list></block><script><block s="doAsk"><l>How many pins should be on the pinwheel?</l></block><block s="doSetVar"><l>pin_count</l><block s="getLastAnswer"></block></block></script></block><block s="changeYPosition"><block s="reportQuotient"><block s="reportQuotient"><l>30</l><l>2</l></block><block s="reportMonadic"><l><option>tan</option></l><block s="reportQuotient"><block s="reportQuotient"><l>360</l><block var="pin_count"/></block><l>2</l></block></block></block></block><block s="doRepeat"><block var="poly_sides"/><script><custom-block s="pinwheel %s %s"><block var="pin_count"/><block var="color_mode"/></custom-block><block s="turnLeft"><block s="reportDifference"><l>180</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="pin_count"/><l>2</l></block><l>180</l></list></block><block var="pin_count"/></block></block></block><block s="turnLeft"><block s="reportDifference"><l>180</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="pin_count"/><l>2</l></block><l>180</l></list></block><block var="pin_count"/></block></block></block><block s="forward"><l>30</l></block><block s="turn"><block s="reportDifference"><l>180</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="pin_count"/><l>2</l></block><l>180</l></list></block><block var="pin_count"/></block></block></block></script></block></script></block></script></scripts></sprite><watcher var="poly_side_length" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher scope="Sprite" var="poly_sides" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="31.000001999999995" color="4,148,220" hidden="true"/><watcher scope="Sprite" var="pin_count" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="color_mode" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="spiral_mode" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="poly_side_length"><l>56</l></variable><variable name="color_mode"><l>yes</l></variable><variable name="spiral_mode"><l>yes</l></variable></variables></scene></scenes></project><media name="modernart" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>