<snapdata remixID="14711756"><project name="pinwheel" app="Snap! 11.0.8, https://snap.berkeley.edu" 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select="1"><scene name="pinwheel"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawADiamondShape %&apos;numberOfSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="setColor"><color>145,26,68,1</color></block><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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