<snapdata remixID="8797681"><project name="Lab 14 Graphing App" app="Snap! 5.1, 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" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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yGraph: %&apos;y number&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="setSize"><l>5</l></block><custom-block s="go to xGraph: %s yGraph: %s"><block var="x number"/><block var="y number"/></custom-block><block s="down"></block><block s="forward"><l>1</l></block><block s="up"></block></script></block-definition><block-definition s="Graph datapoints: %&apos;datapoints&apos; connected %&apos;connected&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%b"></input></inputs><script><custom-block s="for each %upvar of %l %cs"><l>point</l><block var="datapoints"/><script><custom-block s="plot point xGraph: %n yGraph: %n"><block s="reportListItem"><l>1</l><block var="point"/></block><block s="reportListItem"><l>2</l><block var="point"/></block></custom-block><block s="doIf"><block s="reportEquals"><block var="connected"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="down"></block></script></block></script></custom-block><block s="up"></block></script></block-definition><block-definition s="ages, data: %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="age, person: %l"><l/></custom-block></autolambda><list></list></block><block var="data"/></block></block></script></block-definition><block-definition s="age, person: %&apos;person&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="person"/></block></block></script></block-definition><block-definition s="height, person: %&apos;person&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="person"/></block></block></script></block-definition><block-definition s="weight, person: %&apos;person&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="person"/></block></block></script></block-definition><block-definition s="gender, person: %&apos;person&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>4</l><block var="person"/></block></block></script></block-definition></blocks><variables><variable name="x min val"><l>1927</l></variable><variable name="x max val"><l>2014</l></variable><variable name="x-stepsize"><l>5.517241379310345</l></variable><variable name="y min val"><l>0</l></variable><variable name="y max val"><l>0.5</l></variable><variable name="y-stepsize"><l>720</l></variable></variables></project><media name="Lab 14 Graphing App" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>