<snapdata remixID="11093919"><project name="House_Custom_Block_Practice - Lianny Machuca 9D" app="Snap! 7, https://snap.berkeley.edu" 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s="doWait"><l>.2</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="forward"><l>60</l></block></script></block></script></block-definition><block-definition s="Triangle Size %&apos;Size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="up"></block><block s="gotoXY"><l>-200</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="Size"/></block><block s="turnLeft"><l>120</l></block></script></block></script></block-definition><block-definition s="Number of Triangles %&apos;Triangle&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="up"></block><block s="setHeading"><l>90</l></block><block 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