<snapdata remixID="9137394"><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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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;xPoint&apos; yGraph: %&apos;yPoint&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="go to xGraph: %n yGraph: %n"><block var="xPoint"/><block var="yPoint"/></custom-block><block s="doStamp"></block><block s="hide"></block></script></block-definition><block-definition s="Graph datapoints: %&apos;datalist&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="up"></block><custom-block s="go to xGraph: %n yGraph: %n"><l>1928</l><l>0</l></custom-block><block s="down"></block><block s="doForEach"><l>item</l><block var="datalist"/><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></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>