<snapdata remixID="9230533"><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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yGraph: %&apos;y&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="gotoXY"><custom-block s="xStage for xGraph: %n"><block var="x"/></custom-block><custom-block s="yStage for yGraph: %n"><block var="y"/></custom-block></block></script></block-definition><block-definition s="go to xGraph: %&apos;x&apos; yGraph: %&apos;y&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="gotoXY"><custom-block s="xStage for xGraph: %n"><block var="x"/></custom-block><custom-block s="yStage for yGraph: %n"><block var="y"/></custom-block></block></script></block-definition><block-definition s="plot point xGraph: %&apos;x&apos; yGraph: %&apos;y&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="show"></block><custom-block s="go to xGraph: %n yGraph: %n"><block var="x"/><block var="y"/></custom-block><block s="doStamp"></block><block s="hide"></block></script></block-definition><block-definition s="graph datapoints: %&apos;data&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doForEach"><l>item</l><block var="data"/><script><custom-block s="plot point xGraph: %n yGraph: %n"><block s="reportListItem"><l>1</l><block var="item"/></block><block s="reportListItem"><l>2</l><block var="item"/></block></custom-block><block s="down"></block></script></block><block s="up"></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="M4L4 - GraphingApp" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>