<snapdata remixID="14697878"><project name="shapes again" app="Snap! 11.0.5, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="shapes again"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="triangle %&apos;side lenght&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">100</input></inputs><script><block s="clear"></block><block s="setColor"><color>254,251,39,1</color></block><block s="setSize"><l>1</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="side lenght"/></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="square %&apos;sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">100</input></inputs><script><block s="clear"></block><block s="setColor"><color>255,24,3,1</color></block><block s="setSize"><l>2</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="sides"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="pentogon %&apos;sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">100</input></inputs><script><block s="clear"></block><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="sides"/></block><block s="turn"><l>72</l></block></script></block><block s="forward"><l>100</l></block><block s="up"></block></script></block-definition><block-definition s="octogon %&apos;sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">100</input></inputs><script><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><block var="sides"/></block><block s="turn"><l>45</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="shapes" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>how many sides do you want</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>3</l></list></block><script><block s="clear"></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></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>4</l></list></block><script><block s="clear"></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><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>5</l></list></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block></script></block><block s="forward"><l>100</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>8</l></list></block><script><block s="clear"></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></script><list></list></block><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>1</l></list></block><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>2</l></list></block></list></block><script><block s="doSayFor"><l>there is no 1 or 2 sided shape goofy try again plz</l><l>5</l></block><block s="doWait"><l>1</l></block><block s="doSayFor"><l>press the green flag to start over</l><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>6</l></list></block><script><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="turn"><l>60</l></block></script></block><block s="up"></block></script><list></list></block></script></block-definition><block-definition s="Draw blank side shape with blank length sides" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="braw sided shape with lenth sides" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Make Polygon with: %&apos;Sides&apos; And %&apos;Length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="clear"></block><block s="setColor"><color>255,24,3,1</color></block><block s="setSize"><l>2</l></block><block s="down"></block><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><block s="up"></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" 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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