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Triangle</comment></block><block s="up"></block><block s="gotoXY"><l>35</l><l>107</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>184,32,0,1</color></block><block s="down"></block><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block></script><comment w="90" collapsed="false">This Makes Our Square</comment></block><block s="up"></block><block s="gotoXY"><l>-151</l><l>-20</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>5</l><script><block s="setColor"><color>0,39,211,1</color></block><block s="down"></block><block s="forward"><l>50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script><comment w="90" collapsed="false">This Makes Our Polygon</comment></block><block s="up"><comment w="90" collapsed="false">Part 2</comment></block><block s="gotoXY"><l>91</l><l>-64</l></block><block s="doAsk"><l>How many sides do you want</l></block><block s="doSetVar"><l>amountOfSides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How long should each side be?</l></block><block s="doSetVar"><l>sideLength</l><block s="getLastAnswer"></block></block><block s="down"></block><block s="doRepeat"><block var="amountOfSides"/><script><block s="forward"><block var="sideLength"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="amountOfSides"/></block></block><block s="setColor"><color>0,245,233,1</color></block><block s="changePenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>10</l></block></block></script></block></script><comment x="478.48046875" y="21" w="90" collapsed="false">Part 3</comment><script x="332" y="53"><block s="setSize"><l>1</l></block><block s="gotoXY"><l>-170</l><l>114</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>40</l></block><block s="forward"><l>-40</l></block><block s="turnLeft"><l>120</l></block><block 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