<snapdata remixID="12079956"><project name="Castro_3.1" 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="Castro_3.1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="MAKE A SQUARE %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="setColor"><color>255,240,48,1</color></block><block s="doRepeat"><l>10</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="CLEAR" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="turn"><l>45</l></block><block s="clear"></block></script></block-definition><block-definition s="MAKE A TRIANGLE %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="setColor"><color>221,0,0,1</color></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block></script></block-definition><block-definition s="DIMOND %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="setColor"><color>22,0,191,1</color></block><block s="turn"><l>40</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block></script></block-definition><block-definition s="PENTAGON %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="setColor"><color>59,255,28,1</color></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block></script></block></script></block-definition><block-definition s="Make a shape with number of sides %&apos;s&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportLessThan"><block var="s"/><l>3</l></block><script><block s="doSayFor"><l>that is not a valid shape</l><l>2</l></block></script><script><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="s"/></block></block></script></block><block s="up"></block></script></block></script></block-definition></blocks><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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