<snapdata remixID="9243072"><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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</pentrails><costumes><list 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category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>137.4</l><l>146.52</l><l>40.52</l><l>F</l></list></block><block s="reportNewList"><list><l>141.3</l><l>152.12</l><l>46.0</l><l>F</l></list></block><block s="reportNewList"><list><l>138.5</l><l>142.0</l><l>33.1</l><l>F</l></list></block><block s="reportNewList"><list><l>137.6</l><l>150.82</l><l>43.58</l><l>M</l></list></block><block s="reportNewList"><list><l>139.2</l><l>148.46</l><l>40.0</l><l>F</l></list></block><block s="reportNewList"><list><l>141.7</l><l>142.88</l><l>34.84</l><l>M</l></list></block><block s="reportNewList"><list><l>146.1</l><l>155.51</l><l>47.76</l><l>M</l></list></block><block s="reportNewList"><list><l>139.8</l><l>148.55</l><l>48.55</l><l>F</l></list></block><block s="reportNewList"><list><l>140.5</l><l>138.63</l><l>39.85</l><l>F</l></list></block><block 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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>