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select="1"><scene name="square and triangles 3.1 "><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="make sqaure" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="draw sqaure %&apos;sides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="make shape %&apos;sides&apos; %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block 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