<snapdata remixID="14255837"><project name="drawDiamond" app="Snap! 10.4.6, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="drawDiamond"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawAGroupDiamondShapes %&apos;NumberOfSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turn"><l>60</l></block><block s="forward"><l>20</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="NumberOfSides"/></block></block></script></block></script></block-definition></blocks><primitives></primitives><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="true" hyperops="true" codify="false" inheritance="true" 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