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var="number"/><script><block s="forward"><l>50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="turning"/></block></block></script></block><block s="doChangeVar"><l>turning</l><l>1</l></block><block s="doChangeVar"><l>number</l><l>1</l></block><block s="up"></block><block s="forward"><block s="reportDifference"><block var="spacey"/><l>10</l></block></block></script></block></script></scripts></sprite><watcher var="number" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="turning" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="spacey" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="number"><l>7</l></variable><variable name="turning"><l>7</l></variable><variable name="spacey"><l>125</l></variable></variables></scene></scenes></project><media name="polygon" app="Snap! 7, https://snap.berkeley.edu" 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