<snapdata remixID="10684149"><project name="Equalteral Triangle" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Equalteral Triangle"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Draw Triangle Size %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>3</l><script><block s="turn"><l>120</l></block><block s="forward"><block var="length"/></block></script></block></script></block-definition><block-definition s="Draw Shape With %&apos;sides&apos; Sides" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportLessThan"><block var="sides"/><l>2</l></block><script><block s="doSayFor"><l>Please increas the amount of sides!</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="sides"/><l>4</l></block><script><custom-block s="Draw Square Size %s"><l>75</l></custom-block></script></block><block s="doIf"><block s="reportEquals"><block var="sides"/><l>5</l></block><script><custom-block s="Draw Pentagon Size %s"><l>75</l></custom-block></script></block><block s="doIf"><block s="reportEquals"><block var="sides"/><l>3</l></block><script><custom-block s="Draw Triangle Size %s"><l>75</l></custom-block></script></block><block s="doIf"><block s="reportEquals"><block var="sides"/><l>8</l></block><script><custom-block s="Draw Octagon Size %s"><l>75</l></custom-block></script></block><block s="doIf"><block s="reportEquals"><block var="sides"/><l>6</l></block><script><custom-block s="Draw Hexagon Size %s"><l>75</l></custom-block></script></block><block s="doIf"><block s="reportEquals"><block var="sides"/><l>7</l></block><script><custom-block s="Draw Heptagon Size %s"><l>75</l></custom-block></script></block><block s="doIf"><block s="reportEquals"><block var="sides"/><l>9</l></block><script><custom-block s="Draw Nonagon Size %s"><l>75</l></custom-block></script></block><block s="doIf"><block s="reportEquals"><block var="sides"/><l>10</l></block><script><custom-block s="Draw Decagon Size %s"><l>75</l></custom-block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="sides"/><l>10</l></block><script><block s="doSayFor"><l>Please lower the amount of sides!</l><l>2</l></block></script></block></script></block-definition><block-definition s="Draw Octagon Size %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>8</l><script><block s="turn"><l>45</l></block><block s="forward"><block var="length"/></block></script></block></script></block-definition><block-definition s="Draw Square Size %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>4</l><script><block s="turn"><l>90</l></block><block s="forward"><block var="length"/></block></script></block></script></block-definition><block-definition s="Draw Pentagon Size %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>5</l><script><block s="forward"><block var="length"/></block><block s="turn"><l>72</l></block></script></block></script></block-definition><block-definition s="Draw Hexagon Size %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="length"/></block><block s="turn"><l>60</l></block></script></block></script></block-definition><block-definition s="Draw Heptagon Size %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>7</l><script><block s="turn"><l>51.43</l></block><block s="forward"><block var="length"/></block></script></block></script></block-definition><block-definition s="Draw Nonagon Size %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>9</l><script><block s="forward"><block var="length"/></block><block s="turn"><l>40</l></block></script></block></script></block-definition><block-definition s="Draw Decagon Size %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>10</l><script><block s="forward"><block var="length"/></block><block 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