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category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Size" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="Draw a triangle of %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="turnLeft"><l>120</l></block><block s="forward"><block var="size"/></block></script></block><block s="up"></block></script></block-definition><block-definition 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