<snapdata remixID="9087018"><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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items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="DerekData1927to2015" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>1928</l><l>0.00</l></list></block><block s="reportNewList"><list><l>1930</l><l>0.00</l></list></block><block s="reportNewList"><list><l>1935</l><l>0.01</l></list></block><block s="reportNewList"><list><l>1940</l><l>0.01</l></list></block><block s="reportNewList"><list><l>1945</l><l>0.01</l></list></block><block s="reportNewList"><list><l>1950</l><l>0.01</l></list></block><block s="reportNewList"><list><l>1955</l><l>0.03</l></list></block><block s="reportNewList"><list><l>1960</l><l>0.05</l></list></block><block s="reportNewList"><list><l>1962</l><l>0.08</l></list></block><block s="reportNewList"><list><l>1963</l><l>0.08</l></list></block><block s="reportNewList"><list><l>1965</l><l>0.1</l></list></block><block s="reportNewList"><list><l>1970</l><l>0.2</l></list></block><block s="reportNewList"><list><l>1971</l><l>0.26</l></list></block><block s="reportNewList"><list><l>1972</l><l>0.25</l></list></block><block s="reportNewList"><list><l>1975</l><l>0.2</l></list></block><block s="reportNewList"><list><l>1978</l><l>0.24</l></list></block><block s="reportNewList"><list><l>1980</l><l>0.4</l></list></block><block s="reportNewList"><list><l>1981</l><l>0.36</l></list></block><block s="reportNewList"><list><l>1982</l><l>0.38</l></list></block><block s="reportNewList"><list><l>1983</l><l>0.38</l></list></block><block s="reportNewList"><list><l>1985</l><l>0.36</l></list></block><block s="reportNewList"><list><l>1987</l><l>0.43</l></list></block><block s="reportNewList"><list><l>1990</l><l>0.37</l></list></block><block s="reportNewList"><list><l>1995</l><l>0.23</l></list></block><block s="reportNewList"><list><l>2000</l><l>0.17</l></list></block><block s="reportNewList"><list><l>2004</l><l>0.12</l></list></block><block s="reportNewList"><list><l>2006</l><l>0.14</l></list></block><block s="reportNewList"><list><l>2010</l><l>0.12</l></list></block></list></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="%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="plot point xGraph %&apos;xGraph&apos; yGraph %&apos;yGraph&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="go to xGraph: %s yGraph: %s"><block var="xGraph"/><block var="yGraph"/></custom-block></script></block-definition><block-definition s="graph datapoints %&apos;point&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doForEach"><l>item</l><block var="point"/><script><block s="doForEach"><l>.</l><block var="item"/><script><custom-block s="plot point x y"></custom-block></script></block></script></block></script><scripts><script x="213.4755879375" y="138.000002"><block s="reportFindFirst"><block s="reifyPredicate"><script></script><list></list></block><l/></block></script><script x="80.98437799999999" y="201.000003"><block var="item"/></script></scripts></block-definition><block-definition s="plot point x y" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="down"></block><block s="forward"><l>5</l></block><block s="forward"><l>-5</l></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>