<snapdata remixID="13557322"><project name="house" app="Snap! 10, https://snap.berkeley.edu" 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initial="1"></input></inputs><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>300</l></block></script></block></script></block-definition><block-definition s="honeycomb %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>360</l></list></block><script><custom-block s="draw hexagon %s"><block var="size"/></custom-block><block s="forward"><l>2.5</l></block><block s="turn"><l>120</l></block></script></block></script></block-definition><block-definition s="draw polygon %&apos;sides&apos; %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block 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