<snapdata remixID="9236891"><project name="M4L4 - 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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type="%n"></input></inputs><script><block s="clear"></block><block s="doSetVar"><l>x min val</l><block var="xmin"/></block><block s="doSetVar"><l>x max val</l><block var="xmax"/></block><block s="doSetVar"><l>y min val</l><block var="ymin"/></block><block s="doSetVar"><l>y max val</l><block var="ymax"/></block><block s="doSetVar"><l>x-stepsize</l><block s="reportQuotient"><l>480</l><block s="reportDifference"><block var="xmax"/><block var="xmin"/></block></block></block><block s="doSetVar"><l>y-stepsize</l><block s="reportQuotient"><l>360</l><block s="reportDifference"><block var="ymax"/><block var="ymin"/></block></block></block><custom-block s="announce axes position %n %n"><custom-block s="y-axis"></custom-block><custom-block s="x-axis"></custom-block></custom-block></script></block-definition><block-definition s="y-axis" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="bubble"><l></l></block><block s="setHeading"><l>0</l></block><block s="doIfElse"><custom-block s="%n ≤ %n ≤ %n"><block var="x min val"/><l>0</l><block var="x max val"/></custom-block><script><block s="up"></block><block s="gotoXY"><custom-block s="xStage for xGraph: %n"><l>0</l></custom-block><l>-180</l></block><block s="setSize"><l>3</l></block><block s="down"></block><block s="forward"><l>360</l></block><block s="up"></block><block s="setSize"><l>1</l></block><block s="doReport"><block s="xPosition"></block></block></script><script><block s="up"></block><block s="gotoXY"><l>0</l><l>-180</l></block><block s="setSize"><l>1</l></block><custom-block s="dashed line %n"><l>360</l></custom-block><block s="doReport"><block s="xPosition"></block></block></script></block></script></block-definition><block-definition s="x-axis" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="bubble"><l></l></block><block s="setHeading"><l>90</l></block><block 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" 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