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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="%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><custom-block s="go to xGraph: %n yGraph: %n"><block var="x"/><block var="y"/></custom-block><block s="doStamp"></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="%l"></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="U3L4-GraphingApp2" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>