<snapdata remixID="11987840"><project name="Molnar" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="Molnar"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="línes paral·leles" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setSize"><l>2</l></block><block s="doRepeat"><l>2</l><script><block s="down"></block><block s="forward"><l>15</l></block><block s="turn"><l>90</l></block><block s="up"></block><block s="forward"><l>15</l></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="cantonada" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setSize"><l>2</l></block><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>15</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>15</l></block><block 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