<snapdata remixID="14893993"><project name="3.1 - Drawing Shapes Again" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="3.1 - Drawing Shapes Again"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="generate square" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Input square side length</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block s="getLastAnswer"></block></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="generate equilateral triangle" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Input triangle side length</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><block s="getLastAnswer"></block></block><block s="turnLeft"><l>120</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="generate pentagon" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Input pentagon side length</l></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><block s="reportQuotient"><block s="getLastAnswer"></block><l>1.5</l></block></block><block s="turnLeft"><l>72</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="generate octogon" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Input octogon side length</l></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><block s="reportQuotient"><block s="getLastAnswer"></block><l>2</l></block></block><block s="turnLeft"><l>45</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="generate custom polygon" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Input side lengths for custom polygon</l></block><block s="down"></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="forward"><block s="getLastAnswer"></block></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block s="getLastAnswer"></block></block></block></script></block><block s="up"></block></script></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" id="92"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="93"></list></costumes><sounds><list struct="atomic" id="94"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="124.99999999999977" y="-50" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="12,0,1,1" pen="tip" id="99"><costumes><list struct="atomic" id="100"></list></costumes><sounds><list struct="atomic" id="101"></list></sounds><blocks></blocks><variables></variables><scripts><script x="37" y="30.333333333333343"><block s="receiveGo"></block><block s="gotoXY"><l>-175</l><l>-50</l></block><block s="setHeading"><l>90</l></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="clear"></block><block s="setColor"><color>12,0,1,1</color></block><custom-block s="generate square"></custom-block><block s="changeXPosition"><l>75</l></block><block s="setHeading"><l>90</l></block><custom-block s="generate equilateral triangle"></custom-block><block s="changeXPosition"><l>75</l></block><block s="setHeading"><l>90</l></block><custom-block s="generate pentagon"></custom-block><block s="changeXPosition"><l>75</l></block><block s="setHeading"><l>90</l></block><custom-block s="generate octogon"></custom-block><block s="changeXPosition"><l>75</l></block><block s="setHeading"><l>90</l></block><custom-block s="generate custom polygon"></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="3.1 - Drawing Shapes Again" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>