<snapdata remixID="9079171"><project name="U3L4-GraphingApp" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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s="doIfElse"><custom-block s="%n ≤ %n ≤ %n"><block var="y min val"/><l>0</l><block var="y max val"/></custom-block><script><block s="up"></block><block s="gotoXY"><l>-240</l><custom-block s="yStage for yGraph: %n"><l>0</l></custom-block></block><block s="setSize"><l>3</l></block><block s="down"></block><block s="forward"><l>480</l></block><block s="setSize"><l>1</l></block><block s="up"></block><block s="doReport"><block s="yPosition"></block></block></script><script><block s="up"></block><block s="gotoXY"><l>-240</l><l>0</l></block><block s="setSize"><l>1</l></block><custom-block s="dashed line %n"><l>480</l></custom-block><block s="doReport"><block s="yPosition"></block></block></script></block></script></block-definition><block-definition s="dashed line %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doWarp"><script><block s="doRepeat"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="length"/><l>10</l></block></block><script><block s="down"></block><block s="forward"><l>5</l></block><block s="up"></block><block s="forward"><l>5</l></block></script></block><block s="down"></block><block s="forward"><block s="reportModulus"><block var="length"/><l>10</l></block></block><block s="up"></block></script></block></script></block-definition><block-definition s="yStage for yGraph: %&apos;actual y value&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportSum"><l>-180</l><block s="reportProduct"><block s="reportDifference"><block var="actual y value"/><block var="y min val"/></block><block var="y-stepsize"/></block></block></block></script></block-definition><block-definition s="xStage for xGraph: %&apos;actual x value&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportSum"><l>-240</l><block s="reportProduct"><block s="reportDifference"><block var="actual x value"/><block var="x min val"/></block><block 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 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