<snapdata remixID="11908153"><project name="Geometric Pattern" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Geometric Pattern"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="rhombus" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>70</l></block><block s="turn"><l>60</l></block><block s="forward"><l>70</l></block><block s="turn"><l>120</l></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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