<snapdata remixID="12037304"><project name="unit 3 lab 1" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="unit 3 lab 1"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested triangle, size: %size #" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="nested triangle, size: %&apos;size #&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><scripts><script x="31" y="70.83333333333331"><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block></script></block></script></scripts></block-definition><block-definition s="size" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block 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