<snapdata remixID="8900503"><project name="U3L4" app="Snap! 5.1, http://snap.berkeley.edu" 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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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var="x-stepsize"/></block></block></block></script></block-definition><block-definition s="xGraph at xStage: %&apos;stage-x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportSum"><block var="x min val"/><block s="reportQuotient"><block s="reportSum"><block var="stage-x"/><l>240</l></block><block var="x-stepsize"/></block></block></block></script></block-definition><block-definition s="yGraph at yStage: %&apos;stage-y&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportSum"><block var="y min val"/><block s="reportQuotient"><block s="reportSum"><block var="stage-y"/><l>180</l></block><block var="y-stepsize"/></block></block></block></script></block-definition><block-definition s="%&apos;x&apos; ≤ %&apos;y&apos; ≤ 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