<snapdata remixID="9312564"><project name="U3L4-GraphingApp - Xitlali Valencia" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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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category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input 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" 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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 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; ≤ %&apos;z&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportAnd"><block s="reportNot"><block s="reportGreaterThan"><block var="x"/><block var="y"/></block></block><block s="reportNot"><block s="reportGreaterThan"><block var="y"/><block 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