<snapdata remixID="12711703"><project name="3.1" 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="3.1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Triangle of length %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">100</input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Square of Length %&apos;Length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">100</input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="Pentagon of length %&apos;Length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">100</input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>4</l><script><block s="turn"><l>72</l></block><block s="forward"><l>100</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Octogon of Length %&apos;Length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">100</input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>100</l></block><block s="turn"><l>45</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Shape with side Length %&apos;Length&apos; and %&apos;sides&apos; sides" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%s"></input></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="doIf"><block s="reportVariadicLessThan"><list><block var="sides"/><l>3</l></list></block><script><block s="doSayFor"><l>not  a shape</l><l>1</l></block><block s="doStopThis"><l><option>all</option></l></block></script><list></list></block><block s="down"></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="sides"/></block></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="Length"/></block><block s="turn"><block var="angle"/></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" id="103"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="104"></list></costumes><sounds><list struct="atomic" id="105"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-6.821210263296962e-13" y="-5.684341886080802e-14" heading="274.9500000000155" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,41,30,1" pen="tip" id="110"><costumes><list struct="atomic" id="111"></list></costumes><sounds><list struct="atomic" id="112"></list></sounds><blocks></blocks><variables></variables><scripts><script x="768" y="90.66666666666686"><block s="receiveKey"><l><option>c</option></l><list></list></block><block s="clear"></block></script><script x="77" y="108.99999999999989"><block s="receiveKey"><l><option>t</option></l><list></list></block><custom-block s="Triangle of length %n"><l>100</l></custom-block></script><script x="294" y="116"><block s="receiveKey"><l><option>p</option></l><list></list></block><custom-block s="Pentagon of length %n"><l>100</l></custom-block></script><script x="82" y="30"><block s="receiveKey"><l><option>s</option></l><list></list></block><custom-block s="Square of Length %n"><l>100</l></custom-block></script><script x="73" y="194"><block s="receiveKey"><l><option>o</option></l><list></list></block><custom-block s="Octogon of Length %n"><l>100</l></custom-block></script><script x="483" y="511.0000000000001"><block s="setColor"><color>0,41,30,1</color></block></script><script x="440" y="323.66666666666663"><block s="show"></block></script><script x="573" y="295.9999999999999"><custom-block s="Shape with side Length %n and %s sides"><l>45</l><l>9</l></custom-block></script></scripts></sprite><watcher var="angle" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="angle"><l>40</l></variable></variables></scene></scenes></project><media name="3.1" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>